{"version":23,"editorView":{"mode":"hologram","dimension":"3d","scope":"floor","planLayout":"all-levels","theme":"default","showRoutes":true,"showCoverage":true,"plan":null,"levelPlan":null,"camera":null},"processWorkspace":{"scenarios":[{"version":6,"id":"cv-peak-3","name":"Unit 4 peak — 3 BF-T1, existing benches, charging proxy","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},{"version":6,"id":"cv-peak-4","name":"Unit 4 peak — 4 BF-T1, existing benches","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":4},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-4","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600},{"id":"charge-requests-4","processId":"charge-4","startSeconds":1200,"at":{"point":{"x":53,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9600,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"charge-4","stepId":"charge","kind":"wait","label":"6-minute charging proxy"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},{"version":6,"id":"cv-distance-audit","name":"Unit 4 per-robot distance audit","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261025,"runs":1},{"version":6,"id":"cv-option-a-4","name":"Option A — current layout — 4 BF-T1","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":4},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},{"version":6,"id":"cv-option-b","name":"Option B — south packing benches","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20}],"activeId":"cv-option-a-4","options":[{"id":"cb115bac-220a-4c49-a259-b982fb5bd2d9","name":"Existing benches — 3 BF-T1 — 20 peak runs","createdAt":"2026-10-06T13:15:54.407Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":39.993,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":43.983,"z":29.006,"w":2.001,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":47.978,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":51.966,"z":29.006,"w":2.002,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":38.5,"z":27,"w":17,"d":4.5,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.3,"z":0.3},"destination":{"x":59.7,"z":39.76},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"scenario":{"version":6,"id":"cv-peak-3","name":"Unit 4 peak — 3 BF-T1, existing benches, charging proxy","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},"spaceHash":"fnv1a-1e7fd00e","scenarioHash":"fnv1a-428103a2"},{"id":"427f1c41-f5d0-4801-b590-a4eabb5a1bc0","name":"South packing benches — 3 BF-T1 — 20 peak runs","createdAt":"2026-10-06T13:15:56.834Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":8.05,"z":27,"w":1.988,"d":0.988,"h":0.9,"source":"assumed","note":"Proposed alternative in customer's allowed open floor south of P&D stands; bench size retained from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":14.700000000000001,"z":27,"w":2.001,"d":0.988,"h":0.9,"source":"assumed","note":"Proposed alternative in customer's allowed open floor south of P&D stands; bench size retained from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":21.35,"z":27,"w":1.988,"d":0.988,"h":0.9,"source":"assumed","note":"Proposed alternative in customer's allowed open floor south of P&D stands; bench size retained from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":28.000000000000004,"z":27,"w":2.002,"d":0.988,"h":0.9,"source":"assumed","note":"Proposed alternative in customer's allowed open floor south of P&D stands; bench size retained from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":7.5,"z":25.5,"w":23,"d":5,"h":0.02,"group":"Drawing zones","source":"assumed","note":"Proposed packing envelope south of pick zones."},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.3,"z":0.3},"destination":{"x":59.7,"z":39.76},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"scenario":{"version":6,"id":"cv-peak-3","name":"Unit 4 peak — 3 BF-T1, existing benches, charging proxy","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},"spaceHash":"fnv1a-6a2b4a15","scenarioHash":"fnv1a-428103a2"},{"id":"089b0e4a-bf58-40bd-a40f-f744bd72d21e","name":"Option A — current layout — 4 BF-T1","createdAt":"2026-10-06T13:28:55.453Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":39.993,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":43.983,"z":29.006,"w":2.001,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":47.978,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":51.966,"z":29.006,"w":2.002,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":38.5,"z":27,"w":17,"d":4.5,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.3,"z":0.3},"destination":{"x":59.7,"z":39.76},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"scenario":{"version":6,"id":"cv-option-a-4","name":"Option A — current layout — 4 BF-T1","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":4},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},"spaceHash":"fnv1a-1e7fd00e","scenarioHash":"fnv1a-e8071fad"},{"id":"493eee9c-94be-419a-aa9a-affcb970b46b","name":"Option B — south packing benches — 3 BF-T1","createdAt":"2026-10-06T13:31:31.783Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":6,"z":27,"w":1.988,"d":0.988,"h":0.9,"source":"assumed","note":"Option B proposed south-floor location; retain existing bench dimensions. Confirm services and operator clearance on site."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":13,"z":27,"w":2.001,"d":0.988,"h":0.9,"source":"assumed","note":"Option B proposed south-floor location; retain existing bench dimensions."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":20,"z":27,"w":1.988,"d":0.988,"h":0.9,"source":"assumed","note":"Option B proposed south-floor location; retain existing bench dimensions."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":27,"z":27,"w":2.002,"d":0.988,"h":0.9,"source":"assumed","note":"Option B proposed south-floor location; retain existing bench dimensions."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":4.5,"z":25.5,"w":26,"d":4.5,"h":0.02,"group":"Drawing zones","source":"assumed","note":"Option B packing work area south of P&D; keep office-door corridor clear."},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.3,"z":0.3},"destination":{"x":59.7,"z":39.76},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"scenario":{"version":6,"id":"cv-option-b","name":"Option B — south packing benches","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},"spaceHash":"fnv1a-9909287b","scenarioHash":"fnv1a-028d13b2"},{"id":"219fd98b-82d6-4072-8df0-040810820a98","name":"Unit 4 — packing-line and BF-T1 search #1: robots 3, move-2 x=17 z=27.5, spacing-3 4","createdAt":"2026-10-07T02:39:35.852Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":10.003,"z":27.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":13.996,"z":27.006,"w":2.001,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":18.003,"z":27.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":21.996,"z":27.006,"w":2.002,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":38.5,"z":27,"w":17,"d":4.5,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.95,"z":1},"destination":{"x":59,"z":39.36},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"scenario":{"version":6,"id":"cv-option-a-4","name":"Option A — current layout — 4 BF-T1","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},"spaceHash":"fnv1a-79618823","scenarioHash":"fnv1a-e1535d80"},{"id":"c0be332b-8c98-46ae-b1dc-b176b42aad86","name":"Unit 4 — completion ceiling audit #1: robots 5, move-2 x=19 z=27.5, spacing-3 4","createdAt":"2026-10-07T03:15:05.955Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":12.003,"z":27.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":15.996,"z":27.006,"w":2.001,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":20.003,"z":27.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":23.996,"z":27.006,"w":2.002,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":38.5,"z":27,"w":17,"d":4.5,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.95,"z":1},"destination":{"x":59,"z":39.36},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"scenario":{"version":6,"id":"cv-option-a-4","name":"Option A — current layout — 4 BF-T1","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":5},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},"spaceHash":"fnv1a-c2372dee","scenarioHash":"fnv1a-627da9de"}],"comparisons":[{"version":"process-comparison-1","id":"80dbee73-d1e9-4629-a14e-8af3d294a745","createdAt":"2026-10-06T13:16:27.543Z","baseline":{"id":"cb115bac-220a-4c49-a259-b982fb5bd2d9","name":"Existing benches — 3 BF-T1 — 20 peak runs","createdAt":"2026-10-06T13:15:54.407Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":39.993,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":43.983,"z":29.006,"w":2.001,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":47.978,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":51.966,"z":29.006,"w":2.002,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":38.5,"z":27,"w":17,"d":4.5,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.3,"z":0.3},"destination":{"x":59.7,"z":39.76},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"scenario":{"version":6,"id":"cv-peak-3","name":"Unit 4 peak — 3 BF-T1, existing benches, charging proxy","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},"spaceHash":"fnv1a-1e7fd00e","scenarioHash":"fnv1a-428103a2"},"candidate":{"id":"427f1c41-f5d0-4801-b590-a4eabb5a1bc0","name":"South packing benches — 3 BF-T1 — 20 peak runs","createdAt":"2026-10-06T13:15:56.834Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":8.05,"z":27,"w":1.988,"d":0.988,"h":0.9,"source":"assumed","note":"Proposed alternative in customer's allowed open floor south of P&D stands; bench size retained from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":14.700000000000001,"z":27,"w":2.001,"d":0.988,"h":0.9,"source":"assumed","note":"Proposed alternative in customer's allowed open floor south of P&D stands; bench size retained from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":21.35,"z":27,"w":1.988,"d":0.988,"h":0.9,"source":"assumed","note":"Proposed alternative in customer's allowed open floor south of P&D stands; bench size retained from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":28.000000000000004,"z":27,"w":2.002,"d":0.988,"h":0.9,"source":"assumed","note":"Proposed alternative in customer's allowed open floor south of P&D stands; bench size retained from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":7.5,"z":25.5,"w":23,"d":5,"h":0.02,"group":"Drawing zones","source":"assumed","note":"Proposed packing envelope south of pick zones."},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.3,"z":0.3},"destination":{"x":59.7,"z":39.76},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"scenario":{"version":6,"id":"cv-peak-3","name":"Unit 4 peak — 3 BF-T1, existing benches, charging proxy","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},"spaceHash":"fnv1a-6a2b4a15","scenarioHash":"fnv1a-428103a2"},"result":{"engineVersion":"process-des-2.7.0","spaceHash":null,"horizonSeconds":10800,"warmupSeconds":1800,"seed":20261006,"runs":20,"baseline":{"scenarioId":"cv-peak-3","inputHash":"fnv1a-3ee20276","spaceHash":"fnv1a-1e7fd00e","firstRunStatus":"horizon_reached","firstRunMetrics":{"planned":338,"arrived":338,"completed":285,"inProgress":53,"pendingArrivals":0,"waiting":50,"totalWaitSeconds":246497.510126483,"averageWaitSeconds":835.5847800897728,"maxWaitSeconds":1577.8957639663204,"averageCompletedCycleSeconds":981.1545737971929,"maxCompletedCycleSeconds":1659.085532004825,"totalDistanceMeters":7321.955136750594,"blocked":0},"warnings":[{"id":"horizon","message":"The observation ended with work in progress: 53 jobs had not completed and 0 planned arrivals had not come (observation). Statistics cover 1800 s to 10800 s."}],"assumptions":["Collisions, avoidance, following, passing and re-routing between agents (robots or people): only capacities and FIFO queues are computed.","Density-dependent slowing, crowd pressure and the physical length of a queue (waiting agents overlap at one point): pedestrian flow is counts and capacities, not crowd physics.","Optimised lift group control (destination dispatch, load weighing beyond a full car, zoning, parking) and lift jerk: lifts with cars follow the fixed collective rules of the process catalog, at constant speed unless the scenario gives an acceleration and seconds per person boarding and alighting; an elevator without cars has only capacity and travel speed, so its waits are close to a lower bound.","Door opening times (except the fixed door and dwell time of a lift car at each stop, and its seconds per person boarding and alighting when given), acceleration (except a lift car's, when the scenario gives one), turning and vehicle orientation (circular footprints only), loaded shape, charging, batteries and failures.","Evacuation, safety codes and legal compliance, lines of sight and cameras.","Human decision-making beyond weighted branches and branches by the state of the run, learning or adaptive behaviour, and time-of-day changes other than arrival rate profiles, scheduled times and shifts set in advance (capacities of resources and zones, and the units of a pool in service, from given times).","Cleaning quality (coverage comes from simulate_space).","Agreement with real robots or real sites: determinism guarantees reproducibility, not field accuracy; calibrate separately.","Two-station transport (simulate_space) and process-scenario transport are separate implementations, kept consistent only by a matching test on one shared case; other layouts can differ.","Random values, poisson arrivals, branches and random picks draw from each arrival's and each job's own stream of the seed: the same scenario and seed give the same result, and a job keeps its draws when other jobs or streams change. Times are seconds and distances are metres.","goto follows the shortest route on a roadmap for each agent class, with the same circle-versus-obstacle clearance as the robot engine; connections are edges with their length and speed.","Capacities on resources, zones and connections are strict FIFO queues without preemption; waiting agents stand at one point, and nothing else slows movement.","Zones do not steer routes. An occupy zone counts agents that stop inside it; a transit zone counts every agent inside it, passing or not.","A connection end or a place on a blocking part moves to the nearest point the agent fits within 3 m; that offset is not added to the connection length.","Finish returns every resource still held by that job. Resources held by unfinished or blocked jobs remain in use.","Average wait includes every arrived job and unfinished waits up to the observation endpoint. Cycle averages include completed jobs only.","Repeated runs use seeds seed, seed + 1, …. Jobs, timelines, traces, series and warnings are the first run’s; replicates give every measure per run and spread its minimum, mean, maximum and population standard deviation."]},"candidate":{"scenarioId":"cv-peak-3","inputHash":"fnv1a-8aa3dfde","spaceHash":"fnv1a-6a2b4a15","firstRunStatus":"horizon_reached","firstRunMetrics":{"planned":338,"arrived":338,"completed":332,"inProgress":6,"pendingArrivals":0,"waiting":2,"totalWaitSeconds":25234.89595444232,"averageWaitSeconds":88.5434945769906,"maxWaitSeconds":309.78228580225004,"averageCompletedCycleSeconds":230.56045336023928,"maxCompletedCycleSeconds":548.559265735692,"totalDistanceMeters":2679.653783872067,"blocked":0},"warnings":[{"id":"horizon","message":"The observation ended with work in progress: 6 jobs had not completed and 0 planned arrivals had not come (observation). Statistics cover 1800 s to 10800 s."}],"assumptions":["Collisions, avoidance, following, passing and re-routing between agents (robots or people): only capacities and FIFO queues are computed.","Density-dependent slowing, crowd pressure and the physical length of a queue (waiting agents overlap at one point): pedestrian flow is counts and capacities, not crowd physics.","Optimised lift group control (destination dispatch, load weighing beyond a full car, zoning, parking) and lift jerk: lifts with cars follow the fixed collective rules of the process catalog, at constant speed unless the scenario gives an acceleration and seconds per person boarding and alighting; an elevator without cars has only capacity and travel speed, so its waits are close to a lower bound.","Door opening times (except the fixed door and dwell time of a lift car at each stop, and its seconds per person boarding and alighting when given), acceleration (except a lift car's, when the scenario gives one), turning and vehicle orientation (circular footprints only), loaded shape, charging, batteries and failures.","Evacuation, safety codes and legal compliance, lines of sight and cameras.","Human decision-making beyond weighted branches and branches by the state of the run, learning or adaptive behaviour, and time-of-day changes other than arrival rate profiles, scheduled times and shifts set in advance (capacities of resources and zones, and the units of a pool in service, from given times).","Cleaning quality (coverage comes from simulate_space).","Agreement with real robots or real sites: determinism guarantees reproducibility, not field accuracy; calibrate separately.","Two-station transport (simulate_space) and process-scenario transport are separate implementations, kept consistent only by a matching test on one shared case; other layouts can differ.","Random values, poisson arrivals, branches and random picks draw from each arrival's and each job's own stream of the seed: the same scenario and seed give the same result, and a job keeps its draws when other jobs or streams change. Times are seconds and distances are metres.","goto follows the shortest route on a roadmap for each agent class, with the same circle-versus-obstacle clearance as the robot engine; connections are edges with their length and speed.","Capacities on resources, zones and connections are strict FIFO queues without preemption; waiting agents stand at one point, and nothing else slows movement.","Zones do not steer routes. An occupy zone counts agents that stop inside it; a transit zone counts every agent inside it, passing or not.","A connection end or a place on a blocking part moves to the nearest point the agent fits within 3 m; that offset is not added to the connection length.","Finish returns every resource still held by that job. Resources held by unfinished or blocked jobs remain in use.","Average wait includes every arrived job and unfinished waits up to the observation endpoint. Cycle averages include completed jobs only.","Repeated runs use seeds seed, seed + 1, …. Jobs, timelines, traces, series and warnings are the first run’s; replicates give every measure per run and spread its minimum, mean, maximum and population standard deviation."]},"measures":[{"id":"run.completed","scope":"run","ref":null,"unit":"count","baseline":283.9,"candidate":329.25,"delta":45.35,"paired":{"min":22,"mean":45.35,"max":66,"stdev":12.602678286776984,"n":20},"interval":{"low":39.29860812423465,"high":51.401391875765356,"withinNoise":false}},{"id":"run.arrived","scope":"run","ref":null,"unit":"count","baseline":340.25,"candidate":340.25,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"run.blocked","scope":"run","ref":null,"unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"run.completion.all","scope":"run","ref":null,"unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"run.cycle.mean","scope":"run","ref":null,"unit":"s","baseline":1097.905832327287,"candidate":307.7888609621872,"delta":-790.1169713651,"paired":{"min":-1208.1128995112736,"mean":-790.1169713651,"max":-400.011057096134,"stdev":240.7933368181624,"n":20},"interval":{"low":-905.7380170668472,"high":-674.4959256633528,"withinNoise":false}},{"id":"run.wait.mean","scope":"run","ref":null,"unit":"s","baseline":921.8726081683524,"candidate":168.5283794626729,"delta":-753.3442287056796,"paired":{"min":-1110.1876708541643,"mean":-753.3442287056796,"max":-388.74582143356355,"stdev":222.97031180085693,"n":20},"interval":{"low":-860.4072436192849,"high":-646.2812137920743,"withinNoise":false}},{"id":"run.distance.total","scope":"run","ref":null,"unit":"m","baseline":14630.312300705555,"candidate":5647.75395738502,"delta":-8982.558343320541,"paired":{"min":-9862.979382053873,"mean":-8982.558343320541,"max":-8004.885121075786,"stdev":434.3263628103346,"n":20},"interval":{"low":-9191.107586864973,"high":-8774.009099776109,"withinNoise":false}},{"id":"run.throughput.per_hour","scope":"run","ref":null,"unit":"per_hour","baseline":96.80000000000001,"candidate":112.02000000000001,"delta":15.219999999999994,"paired":{"min":6,"mean":15.219999999999994,"max":22.400000000000006,"stdev":5.023902865303032,"n":20},"interval":{"low":12.807686974789542,"high":17.632313025210447,"withinNoise":false}},{"id":"run.wip.mean","scope":"run","ref":null,"unit":"count","baseline":34.864971353006474,"candidate":9.831049210583224,"delta":-25.033922142423247,"paired":{"min":-38.19453276949483,"mean":-25.033922142423247,"max":-12.220377479046263,"stdev":8.118201361927342,"n":20},"interval":{"low":-28.932015599187825,"high":-21.13582868565867,"withinNoise":false}},{"id":"run.wip.end","scope":"run","ref":null,"unit":"count","baseline":56.35,"candidate":11,"delta":-45.35,"paired":{"min":-66,"mean":-45.35,"max":-22,"stdev":12.602678286776984,"n":20},"interval":{"low":-51.401391875765356,"high":-39.29860812423465,"withinNoise":false}},{"id":"resource.utilization","scope":"resource","ref":"bench-1","unit":"ratio","baseline":0.9347441671064083,"candidate":0.9244661291988019,"delta":-0.010278037907606263,"paired":{"min":-0.09346370941113835,"mean":-0.010278037907606263,"max":0.05947413388366718,"stdev":0.04572192362450301,"n":20},"interval":{"low":-0.032232202797777415,"high":0.01167612698256489,"withinNoise":true}},{"id":"resource.queue.max","scope":"resource","ref":"bench-1","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-1","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"bench-1","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"packer-1","unit":"ratio","baseline":0.6817898436322813,"candidate":0.7622486461381317,"delta":0.08045880250585043,"paired":{"min":0.023469840872987313,"mean":0.08045880250585043,"max":0.15824429811015805,"stdev":0.035400347343968276,"n":20},"interval":{"low":0.06346071928560928,"high":0.09745688572609157,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"packer-1","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"packer-1","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"packer-1","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"bench-2","unit":"ratio","baseline":0.9393912869792633,"candidate":0.9164213701346595,"delta":-0.02296991684460361,"paired":{"min":-0.11253032383149286,"mean":-0.02296991684460361,"max":0.044483932546006244,"stdev":0.04221987586681896,"n":20},"interval":{"low":-0.04324251351037385,"high":-0.002697320178833368,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"bench-2","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-2","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"bench-2","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"packer-2","unit":"ratio","baseline":0.6676734678555868,"candidate":0.76720221054644,"delta":0.09952874269085338,"paired":{"min":0.03312801950603461,"mean":0.09952874269085338,"max":0.15957248268356405,"stdev":0.035520309237526256,"n":20},"interval":{"low":0.08247305771235423,"high":0.11658442766935252,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"packer-2","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"packer-2","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"packer-2","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"bench-3","unit":"ratio","baseline":0.9299466513063159,"candidate":0.9260116593801191,"delta":-0.003934991926196718,"paired":{"min":-0.09311787429786578,"mean":-0.003934991926196718,"max":0.06150115234457332,"stdev":0.03942186609882772,"n":20},"interval":{"low":-0.02286407626918557,"high":0.014994092416792133,"withinNoise":true}},{"id":"resource.queue.max","scope":"resource","ref":"bench-3","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-3","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"bench-3","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"packer-3","unit":"ratio","baseline":0.6415876880142871,"candidate":0.7660546225790872,"delta":0.12446693456479999,"paired":{"min":0.051577283460258694,"mean":0.12446693456479999,"max":0.17522678336456787,"stdev":0.03230206506977091,"n":20},"interval":{"low":0.10895654465516072,"high":0.13997732447443925,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"packer-3","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"packer-3","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"packer-3","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"bench-4","unit":"ratio","baseline":0.9296957938966942,"candidate":0.9103079657077995,"delta":-0.01938782818889469,"paired":{"min":-0.1574223116617426,"mean":-0.01938782818889469,"max":0.04761274847197461,"stdev":0.05032184046074521,"n":20},"interval":{"low":-0.04355072194912186,"high":0.004775065571332476,"withinNoise":true}},{"id":"resource.queue.max","scope":"resource","ref":"bench-4","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-4","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"bench-4","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"packer-4","unit":"ratio","baseline":0.6246359387218463,"candidate":0.7269966893230794,"delta":0.10236075060123269,"paired":{"min":-0.0015320992260416944,"mean":0.10236075060123269,"max":0.16337385900901125,"stdev":0.040186490115233946,"n":20},"interval":{"low":0.08306451893799918,"high":0.1216569822644662,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"packer-4","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"packer-4","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"packer-4","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"bench-slots","unit":"ratio","baseline":0.9334444748221701,"candidate":0.9193017811053448,"delta":-0.014142693716825161,"paired":{"min":-0.09470416704170803,"mean":-0.014142693716825161,"max":0.045763112127216066,"stdev":0.04170566698214999,"n":20},"interval":{"low":-0.03416838417771377,"high":0.0058829967440634495,"withinNoise":true}},{"id":"resource.queue.max","scope":"resource","ref":"bench-slots","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-slots","unit":"s","baseline":18.34027407603787,"candidate":29.857517212877617,"delta":11.51724313683974,"paired":{"min":2.686735448708287,"mean":11.51724313683974,"max":21.094714368973417,"stdev":4.391604925098813,"n":20},"interval":{"low":9.40853879950872,"high":13.62594747417076,"withinNoise":false}},{"id":"resource.wait.max","scope":"resource","ref":"bench-slots","unit":"s","baseline":83.53132561118267,"candidate":104.98154687790466,"delta":21.450221266721986,"paired":{"min":1.514600067246647,"mean":21.450221266721986,"max":49.571886833444296,"stdev":12.323148916934015,"n":20},"interval":{"low":15.533050206501873,"high":27.3673923269421,"withinNoise":false}},{"id":"agentClass.completion.mean","scope":"agentClass","ref":"bf","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"agentClass.feasible","scope":"agentClass","ref":"bf","unit":"ratio","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"agentClass.distance.total","scope":"agentClass","ref":"bf","unit":"m","baseline":14630.312300705551,"candidate":5647.753957385016,"delta":-8982.55834332054,"paired":{"min":-9862.979382053869,"mean":-8982.55834332054,"max":-8004.88512107578,"stdev":434.32636281033524,"n":20},"interval":{"low":-9191.107586864971,"high":-8774.009099776107,"withinNoise":false}},{"id":"agentClass.utilization","scope":"agentClass","ref":"bf","unit":"ratio","baseline":0.998627819619651,"candidate":0.8596822462275664,"delta":-0.13894557339208452,"paired":{"min":-0.31450915540570057,"mean":-0.13894557339208452,"max":0,"stdev":0.08407370925138233,"n":20},"interval":{"low":-0.17931500515509946,"high":-0.09857614162906957,"withinNoise":false}},{"id":"agentClass.wait.mean","scope":"agentClass","ref":"bf","unit":"s","baseline":915.8760882108918,"candidate":140.85361852509467,"delta":-775.022469685797,"paired":{"min":-1149.5521957806,"mean":-775.022469685797,"max":-391.05457408412184,"stdev":231.6953743511927,"n":20},"interval":{"low":-886.2749728519148,"high":-663.7699665196792,"withinNoise":false}},{"id":"agentClass.return.requested","scope":"agentClass","ref":"bf","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.return.completed","scope":"agentClass","ref":"bf","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.return.pending","scope":"agentClass","ref":"bf","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.return.completion.all","scope":"agentClass","ref":"bf","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"agentClass.available.end","scope":"agentClass","ref":"bf","unit":"count","baseline":0,"candidate":0.1,"delta":0.1,"paired":{"min":0,"mean":0.1,"max":1,"stdev":0.30000000000000004,"n":20},"interval":{"low":-0.044050139297325736,"high":0.24405013929732575,"withinNoise":true}},{"id":"agentClass.completion.mean","scope":"agentClass","ref":"tote","unit":"s","baseline":1094.338422698267,"candidate":302.0152892223836,"delta":-792.3231334758834,"paired":{"min":-1208.0729763032512,"mean":-792.3231334758834,"max":-401.73388112851484,"stdev":240.54815920012345,"n":20},"interval":{"low":-907.8264529441936,"high":-676.8198140075732,"withinNoise":false}},{"id":"agentClass.feasible","scope":"agentClass","ref":"tote","unit":"ratio","baseline":1,"candidate":1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.distance.total","scope":"agentClass","ref":"tote","unit":"m","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.utilization","scope":"agentClass","ref":"tote","unit":"ratio","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.count.completed","scope":"process","ref":"await-A","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"await-A","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"await-A","unit":"count","baseline":149.1,"candidate":149.1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"await-A","unit":"s","baseline":957.1108466090897,"candidate":141.6963635762231,"delta":-815.4144830328667,"paired":{"min":-1211.4234071387968,"mean":-815.4144830328667,"max":-383.56802850153366,"stdev":256.65018781222716,"n":20},"interval":{"low":-938.649467382987,"high":-692.1794986827463,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"tote-A","unit":"count","baseline":125.45,"candidate":144.85,"delta":19.4,"paired":{"min":7,"mean":19.4,"max":30,"stdev":6.537583651472461,"n":20},"interval":{"low":16.26086721445824,"high":22.539132785541756,"withinNoise":false}},{"id":"process.cycle.mean","scope":"process","ref":"tote-A","unit":"s","baseline":1106.286864081703,"candidate":303.6082779003039,"delta":-802.6785861813993,"paired":{"min":-1200.905979276763,"mean":-802.6785861813993,"max":-400.1286842571961,"stdev":245.4829337277695,"n":20},"interval":{"low":-920.5514221767372,"high":-684.8057501860613,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"tote-A","unit":"count","baseline":149.1,"candidate":149.1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"tote-A","unit":"s","baseline":981.989841728692,"candidate":183.40076937942086,"delta":-798.5890723492713,"paired":{"min":-1190.7327054817474,"mean":-798.5890723492713,"max":-381.62524831372934,"stdev":252.47074798647472,"n":20},"interval":{"low":-919.8172270691103,"high":-677.3609176294323,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"await-B","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"await-B","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"await-B","unit":"count","baseline":114.05,"candidate":114.05,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"await-B","unit":"s","baseline":939.7604885574729,"candidate":138.75481613380097,"delta":-801.0056724236719,"paired":{"min":-1249.3916624318363,"mean":-801.0056724236719,"max":-371.96620970867633,"stdev":250.55051523541846,"n":20},"interval":{"low":-921.311794492601,"high":-680.6995503547427,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"tote-B","unit":"count","baseline":95.1,"candidate":109.9,"delta":14.8,"paired":{"min":7,"mean":14.8,"max":21,"stdev":4.226109321823087,"n":20},"interval":{"low":12.770761211685524,"high":16.829238788314477,"withinNoise":false}},{"id":"process.cycle.mean","scope":"process","ref":"tote-B","unit":"s","baseline":1088.2028699721507,"candidate":297.58587475442835,"delta":-790.6169952177224,"paired":{"min":-1197.8835165404435,"mean":-790.6169952177224,"max":-394.73626284270813,"stdev":235.98024636826338,"n":20},"interval":{"low":-903.926953086941,"high":-677.3070373485039,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"tote-B","unit":"count","baseline":114.05,"candidate":114.05,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"tote-B","unit":"s","baseline":965.9041240090144,"candidate":179.29977897847328,"delta":-786.6043450305413,"paired":{"min":-1225.040088446468,"mean":-786.6043450305413,"max":-369.7386985537514,"stdev":245.87728354294669,"n":20},"interval":{"low":-904.6665348452397,"high":-668.5421552158429,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"await-C","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"await-C","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"await-C","unit":"count","baseline":68.1,"candidate":68.1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"await-C","unit":"s","baseline":941.5227243218098,"candidate":140.91360965244215,"delta":-800.6091146693677,"paired":{"min":-1279.621857695989,"mean":-800.6091146693677,"max":-406.7498723956319,"stdev":264.4293895838521,"n":20},"interval":{"low":-927.5794160155701,"high":-673.6388133231653,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"tote-C","unit":"count","baseline":55.9,"candidate":65.85,"delta":9.95,"paired":{"min":3,"mean":9.95,"max":17,"stdev":3.9303307748839664,"n":20},"interval":{"low":8.062784347977994,"high":11.837215652022005,"withinNoise":false}},{"id":"process.cycle.mean","scope":"process","ref":"tote-C","unit":"s","baseline":1081.8814243734334,"candidate":306.01302613597886,"delta":-775.8683982374546,"paired":{"min":-1238.2370343996179,"mean":-775.8683982374546,"max":-419.60061075575544,"stdev":253.32324945869337,"n":20},"interval":{"low":-897.5058961433745,"high":-654.2309003315347,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"tote-C","unit":"count","baseline":68.1,"candidate":68.1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"tote-C","unit":"s","baseline":966.5619132297072,"candidate":183.5081342415055,"delta":-783.0537789882019,"paired":{"min":-1268.3834003211496,"mean":-783.0537789882019,"max":-409.1550020123439,"stdev":256.0616988231209,"n":20},"interval":{"low":-906.0061902688033,"high":-660.1013677076005,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"packing-time","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"packing-time","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"packing-time","unit":"count","baseline":278.95,"candidate":323.65,"delta":44.7,"paired":{"min":22,"mean":44.7,"max":63,"stdev":11.996249413879324,"n":20},"interval":{"low":38.93979533628407,"high":50.460204663715935,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"packing-time","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.count.completed","scope":"process","ref":"pack-regular","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"pack-regular","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"pack-regular","unit":"count","baseline":209.4,"candidate":243.1,"delta":33.7,"paired":{"min":14,"mean":33.7,"max":49,"stdev":9.268764750493993,"n":20},"interval":{"low":29.249443821923997,"high":38.15055617807601,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"pack-regular","unit":"s","baseline":89.99592200657318,"candidate":89.9192598906218,"delta":-0.07666211595140097,"paired":{"min":-0.7069714629696477,"mean":-0.07666211595140097,"max":0.4496290713695146,"stdev":0.3340100102356938,"n":20},"interval":{"low":-0.23704274428857725,"high":0.08371851238577528,"withinNoise":true}},{"id":"process.count.completed","scope":"process","ref":"pack-long","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"pack-long","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"pack-long","unit":"count","baseline":69.55,"candidate":80.55,"delta":11,"paired":{"min":5,"mean":11,"max":20,"stdev":3.8987177379235853,"n":20},"interval":{"low":9.127963889237176,"high":12.872036110762824,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"pack-long","unit":"s","baseline":130.0587903594533,"candidate":129.95728557559133,"delta":-0.10150478386196156,"paired":{"min":-1.6232335278620553,"mean":-0.10150478386196156,"max":2.1608717046939603,"stdev":1.055899427259298,"n":20},"interval":{"low":-0.6085129824641894,"high":0.40550341474026624,"withinNoise":true}},{"id":"process.count.completed","scope":"process","ref":"to-bench-1","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"to-bench-1","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"to-bench-1","unit":"count","baseline":73.75,"candidate":82.6,"delta":8.85,"paired":{"min":3,"mean":8.85,"max":15,"stdev":3.5535193822462827,"n":20},"interval":{"low":7.143716793305587,"high":10.556283206694413,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"to-bench-1","unit":"s","baseline":136.53164030376757,"candidate":120.18244774518048,"delta":-16.349192558587074,"paired":{"min":-21.52757765029513,"mean":-16.349192558587074,"max":-5.734071184367963,"stdev":4.129089789153714,"n":20},"interval":{"low":-18.3318457562496,"high":-14.366539360924548,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"to-bench-2","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"to-bench-2","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"to-bench-2","unit":"count","baseline":71.1,"candidate":81.7,"delta":10.6,"paired":{"min":4,"mean":10.6,"max":17,"stdev":3.6386810797320503,"n":20},"interval":{"low":8.852824945353515,"high":12.347175054646485,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"to-bench-2","unit":"s","baseline":141.61564459245344,"candidate":119.67610989946124,"delta":-21.93953469299217,"paired":{"min":-28.559707587594218,"mean":-21.93953469299217,"max":-14.665870390915728,"stdev":3.8042127128871877,"n":20},"interval":{"low":-23.766192597019025,"high":-20.112876788965313,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"to-bench-3","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"to-bench-3","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"to-bench-3","unit":"count","baseline":68.85,"candidate":82,"delta":13.15,"paired":{"min":6,"mean":13.15,"max":17,"stdev":3.182373328193912,"n":20},"interval":{"low":11.621928929258576,"high":14.678071070741424,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"to-bench-3","unit":"s","baseline":145.03630753053545,"candidate":121.22649860621748,"delta":-23.809808924317952,"paired":{"min":-28.87259978543611,"mean":-23.809808924317952,"max":-19.36523600545749,"stdev":2.4281477833752954,"n":20},"interval":{"low":-24.97572567908363,"high":-22.643892169552274,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"to-bench-4","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"to-bench-4","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"to-bench-4","unit":"count","baseline":66.65,"candidate":78.1,"delta":11.45,"paired":{"min":2,"mean":11.45,"max":19,"stdev":4.375785643744447,"n":20},"interval":{"low":9.348891561611246,"high":13.551108438388752,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"to-bench-4","unit":"s","baseline":148.23489034915312,"candidate":124.92946750723908,"delta":-23.305422841914016,"paired":{"min":-29.69677646297501,"mean":-23.305422841914016,"max":-18.219945948607062,"stdev":3.0908393254466717,"n":20},"interval":{"low":-24.789542293168168,"high":-21.821303390659864,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"charge-1","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"charge-1","unit":"s","baseline":1357.0047493339175,"candidate":505.12578519836427,"delta":-851.8789641355537,"paired":{"min":-1438.7970231151648,"mean":-851.8789641355537,"max":-294.24331645059647,"stdev":334.8794194365118,"n":20},"interval":{"low":-1012.677054194344,"high":-691.0808740767634,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"charge-1","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"charge-1","unit":"s","baseline":1357.0047493339175,"candidate":505.12578519836416,"delta":-851.8789641355536,"paired":{"min":-1438.7970231151653,"mean":-851.8789641355536,"max":-294.243316450596,"stdev":334.8794194365119,"n":20},"interval":{"low":-1012.6770541943439,"high":-691.0808740767633,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"charge-2","unit":"count","baseline":2.45,"candidate":3,"delta":0.55,"paired":{"min":0,"mean":0.55,"max":1,"stdev":0.49749371855331,"n":20},"interval":{"low":0.31111986847617046,"high":0.7888801315238296,"withinNoise":false}},{"id":"process.cycle.mean","scope":"process","ref":"charge-2","unit":"s","baseline":1094.0362135261992,"candidate":513.2935216516864,"delta":-580.7426918745128,"paired":{"min":-927.6485772838201,"mean":-580.7426918745128,"max":-353.0443442546051,"stdev":152.86490197504173,"n":20},"interval":{"low":-654.1433932851022,"high":-507.3419904639235,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"charge-2","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"charge-2","unit":"s","baseline":1094.036213526199,"candidate":513.2935216516864,"delta":-580.7426918745128,"paired":{"min":-927.6485772838198,"mean":-580.7426918745128,"max":-353.0443442546046,"stdev":152.86490197504176,"n":20},"interval":{"low":-654.1433932851022,"high":-507.3419904639235,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"charge-3","unit":"count","baseline":2,"candidate":2.65,"delta":0.65,"paired":{"min":0,"mean":0.65,"max":1,"stdev":0.47696960070847283,"n":20},"interval":{"low":0.42097487525784894,"high":0.8790251247421511,"withinNoise":false}},{"id":"process.cycle.mean","scope":"process","ref":"charge-3","unit":"s","baseline":1228.6923212992747,"candidate":519.768412019373,"delta":-708.9239092799017,"paired":{"min":-1286.2928798568278,"mean":-708.9239092799017,"max":-241.38494056583323,"stdev":303.7482571748825,"n":20},"interval":{"low":-854.7738384711075,"high":-563.073980088696,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"charge-3","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"charge-3","unit":"s","baseline":1228.6923212992747,"candidate":519.7684120193733,"delta":-708.9239092799017,"paired":{"min":-1286.2928798568282,"mean":-708.9239092799017,"max":-241.3849405658338,"stdev":303.7482571748825,"n":20},"interval":{"low":-854.7738384711075,"high":-563.073980088696,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-A/#4>to-bench-1","unit":"count","baseline":32.7,"candidate":40.4,"delta":7.7,"paired":{"min":0,"mean":7.7,"max":18,"stdev":5.358171329847526,"n":20},"interval":{"low":5.127182245188424,"high":10.272817754811577,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-A/#4>to-bench-2","unit":"count","baseline":32.4,"candidate":36.85,"delta":4.45,"paired":{"min":-9,"mean":4.45,"max":12,"stdev":4.831925082200675,"n":20},"interval":{"low":2.1298683961158362,"high":6.770131603884164,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-A/#4>to-bench-3","unit":"count","baseline":32.15,"candidate":35,"delta":2.85,"paired":{"min":-7,"mean":2.85,"max":14,"stdev":5.294100490168278,"n":20},"interval":{"low":0.3079469564573971,"high":5.392053043542603,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-A/#4>to-bench-4","unit":"count","baseline":30.35,"candidate":34.25,"delta":3.9,"paired":{"min":-6,"mean":3.9,"max":15,"stdev":4.856953777832356,"n":20},"interval":{"low":1.5678504391419223,"high":6.232149560858078,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-B/#4>to-bench-1","unit":"count","baseline":25.45,"candidate":24.95,"delta":-0.5,"paired":{"min":-6,"mean":-0.5,"max":8,"stdev":4.444097208657794,"n":20},"interval":{"low":-2.633909406526706,"high":1.6339094065267061,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-B/#4>to-bench-2","unit":"count","baseline":24.85,"candidate":29.3,"delta":4.45,"paired":{"min":-5,"mean":4.45,"max":18,"stdev":5.886212704277683,"n":20},"interval":{"low":1.623634133383705,"high":7.276365866616295,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-B/#4>to-bench-3","unit":"count","baseline":23.75,"candidate":31.05,"delta":7.3,"paired":{"min":0,"mean":7.3,"max":17,"stdev":4.172529209005013,"n":20},"interval":{"low":5.296488620735558,"high":9.303511379264442,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-B/#4>to-bench-4","unit":"count","baseline":22.3,"candidate":26,"delta":3.7,"paired":{"min":-8,"mean":3.7,"max":10,"stdev":5.330103188494572,"n":20},"interval":{"low":1.1406596440941232,"high":6.259340355905877,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-C/#4>to-bench-1","unit":"count","baseline":15.6,"candidate":17.25,"delta":1.65,"paired":{"min":-6,"mean":1.65,"max":9,"stdev":4.829855070289377,"n":20},"interval":{"low":-0.6691376522035992,"high":3.969137652203599,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-C/#4>to-bench-2","unit":"count","baseline":13.85,"candidate":15.55,"delta":1.7,"paired":{"min":-4,"mean":1.7,"max":10,"stdev":3.7563279941985894,"n":20},"interval":{"low":-0.10366523603583655,"high":3.5036652360358365,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-C/#4>to-bench-3","unit":"count","baseline":12.95,"candidate":15.95,"delta":3,"paired":{"min":-1,"mean":3,"max":7,"stdev":2.7202941017470885,"n":20},"interval":{"low":1.6938041857121278,"high":4.3061958142878725,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-C/#4>to-bench-4","unit":"count","baseline":14,"candidate":17.85,"delta":3.85,"paired":{"min":-3,"mean":3.85,"max":11,"stdev":3.118894034750139,"n":20},"interval":{"low":2.352409599468814,"high":5.347590400531186,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"packing-time/#1>pack-regular","unit":"count","baseline":209.4,"candidate":243.1,"delta":33.7,"paired":{"min":14,"mean":33.7,"max":49,"stdev":9.268764750493993,"n":20},"interval":{"low":29.249443821923997,"high":38.15055617807601,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"packing-time/#1>pack-long","unit":"count","baseline":69.55,"candidate":80.55,"delta":11,"paired":{"min":5,"mean":11,"max":20,"stdev":3.8987177379235853,"n":20},"interval":{"low":9.127963889237176,"high":12.872036110762824,"withinNoise":false}}],"series":[{"key":"run.wip","kind":"run.wip","ref":null,"reads":"most","baseline":{"sliceSeconds":90,"values":[2,5,7,9,11,11,12,12,13,13,14,14,16,17,15,14,12,15,15,15,15,14,11,14,14,14,16,16,13,12,13,13,18,20,22,21,21,21,20,20,21,20,21,21,21,22,23,24,25,27,27,28,29,25,24,24,26,26,28,29,29,31,33,31,31,30,30,31,29,29,29,30,29,31,32,32,31,32,34,35,34,33,34,36,38,39,44,44,40,39,39,39,41,41,39,38,37,39,43,44,45,46,48,50,50,50,53,53,53,54,54,54,52,52,55,56,56,55,53,55]},"candidate":{"sliceSeconds":90,"values":[2,5,5,9,9,9,11,10,10,10,10,10,8,9,8,7,4,6,5,7,6,4,3,8,8,8,8,9,6,4,6,5,10,11,15,14,11,10,11,9,9,7,7,5,5,7,7,9,8,9,11,9,9,6,4,5,7,8,9,8,8,8,11,11,8,8,7,7,5,4,4,5,4,7,7,5,5,7,8,9,7,6,7,8,9,10,14,13,11,9,8,7,9,9,7,5,4,7,9,10,10,10,12,13,13,13,15,14,13,13,12,11,9,10,11,11,11,11,9,7]}},{"key":"resource.waiting:bf","kind":"resource.waiting","ref":"bf","reads":"most","baseline":{"sliceSeconds":90,"values":[1,2,2,5,5,6,8,8,8,8,10,10,11,12,12,9,8,9,9,11,10,10,6,8,9,9,11,11,9,7,9,8,13,15,17,18,16,14,16,16,16,16,17,17,16,17,18,20,20,21,23,23,23,21,19,20,22,22,24,24,25,25,29,27,26,26,25,25,24,23,24,25,24,27,27,26,26,27,29,31,29,28,30,31,34,34,38,38,36,35,34,33,36,37,35,34,33,34,37,39,40,40,44,46,46,46,48,48,50,49,49,48,48,48,50,51,50,50,49,50]},"candidate":{"sliceSeconds":90,"values":[1,2,2,3,3,3,4,4,4,4,4,4,3,4,2,1,1,1,2,2,1,1,1,2,2,2,3,2,0,1,1,1,4,5,9,8,6,4,4,4,3,1,1,1,1,2,3,3,3,3,4,5,3,1,2,1,2,1,2,2,2,4,5,5,3,2,1,1,1,1,1,1,1,3,1,0,2,2,2,3,1,1,2,1,4,4,8,8,5,3,1,2,3,3,1,0,2,2,3,4,5,4,7,8,8,7,8,8,7,7,7,6,3,3,6,7,5,5,3,2]}},{"key":"resource.waiting:bench-slots","kind":"resource.waiting","ref":"bench-slots","reads":"most","baseline":{"sliceSeconds":90,"values":[0,0,1,1,2,2,2,3,1,1,0,1,0,1,1,1,1,2,2,2,3,2,1,1,0,0,0,1,1,1,1,1,1,2,2,2,1,3,1,1,0,0,0,1,2,1,2,1,2,2,2,1,2,1,0,0,0,1,1,2,1,2,2,2,2,2,2,2,1,1,0,0,0,1,2,2,2,1,1,1,2,2,2,1,0,1,1,1,1,1,2,3,1,1,2,3,2,2,3,2,2,1,0,0,0,1,1,2,2,1,1,2,1,1,1,1,1,0,0,0]},"candidate":{"sliceSeconds":90,"values":[0,0,0,3,3,3,3,2,2,2,1,2,2,3,3,2,0,2,1,3,1,0,0,1,2,3,3,3,2,0,1,1,2,3,3,2,2,2,2,3,3,2,2,1,0,3,3,1,2,1,2,2,3,2,0,0,2,3,2,3,2,2,2,2,1,3,2,2,0,0,0,1,0,1,1,0,0,1,3,3,3,2,3,3,3,3,3,3,3,1,2,1,1,3,2,1,0,1,2,3,3,2,1,2,2,2,3,2,3,3,3,2,3,3,3,1,1,2,1,2]}},{"key":"resource.inUse:bench-slots","kind":"resource.inUse","ref":"bench-slots","reads":"most","baseline":{"sliceSeconds":90,"values":[1,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4]},"candidate":{"sliceSeconds":90,"values":[1,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,3,2,4,4,4,4,4,4,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4]}},{"key":"resource.inUse:bf","kind":"resource.inUse","ref":"bf","reads":"most","baseline":{"sliceSeconds":90,"values":[2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3]},"candidate":{"sliceSeconds":90,"values":[2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,2,3,3,3,3,2,3,3,3,3,3,3,2,2,3,2,3,3,3,3,3,3,3,3,3,3,3,2,3,3,3,3,3,3,3,3,3,3,3,2,3,3,3,3,3,3,3,3,3,3,3,3,2,2,2,2,1,3,3,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3]}},{"key":"resource.inUse:bench-1","kind":"resource.inUse","ref":"bench-1","reads":"most","baseline":{"sliceSeconds":90,"values":[1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]},"candidate":{"sliceSeconds":90,"values":[0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]}}]}},{"version":"process-comparison-1","id":"f854b905-2870-440d-ac7b-23364983e0d5","createdAt":"2026-10-06T13:31:38.390Z","baseline":{"id":"089b0e4a-bf58-40bd-a40f-f744bd72d21e","name":"Option A — current layout — 4 BF-T1","createdAt":"2026-10-06T13:28:55.453Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":39.993,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":43.983,"z":29.006,"w":2.001,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":47.978,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":51.966,"z":29.006,"w":2.002,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":38.5,"z":27,"w":17,"d":4.5,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.3,"z":0.3},"destination":{"x":59.7,"z":39.76},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"scenario":{"version":6,"id":"cv-option-a-4","name":"Option A — current layout — 4 BF-T1","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":4},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},"spaceHash":"fnv1a-1e7fd00e","scenarioHash":"fnv1a-e8071fad"},"candidate":{"id":"493eee9c-94be-419a-aa9a-affcb970b46b","name":"Option B — south packing benches — 3 BF-T1","createdAt":"2026-10-06T13:31:31.783Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":6,"z":27,"w":1.988,"d":0.988,"h":0.9,"source":"assumed","note":"Option B proposed south-floor location; retain existing bench dimensions. Confirm services and operator clearance on site."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":13,"z":27,"w":2.001,"d":0.988,"h":0.9,"source":"assumed","note":"Option B proposed south-floor location; retain existing bench dimensions."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":20,"z":27,"w":1.988,"d":0.988,"h":0.9,"source":"assumed","note":"Option B proposed south-floor location; retain existing bench dimensions."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":27,"z":27,"w":2.002,"d":0.988,"h":0.9,"source":"assumed","note":"Option B proposed south-floor location; retain existing bench dimensions."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":4.5,"z":25.5,"w":26,"d":4.5,"h":0.02,"group":"Drawing zones","source":"assumed","note":"Option B packing work area south of P&D; keep office-door corridor clear."},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.3,"z":0.3},"destination":{"x":59.7,"z":39.76},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"scenario":{"version":6,"id":"cv-option-b","name":"Option B — south packing benches","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},"spaceHash":"fnv1a-9909287b","scenarioHash":"fnv1a-028d13b2"},"result":{"engineVersion":"process-des-2.7.0","spaceHash":null,"horizonSeconds":10800,"warmupSeconds":1800,"seed":20261006,"runs":20,"baseline":{"scenarioId":"cv-option-a-4","inputHash":"fnv1a-fefc6ef9","spaceHash":"fnv1a-1e7fd00e","firstRunStatus":"horizon_reached","firstRunMetrics":{"planned":338,"arrived":338,"completed":301,"inProgress":37,"pendingArrivals":0,"waiting":33,"totalWaitSeconds":164532.11355012315,"averageWaitSeconds":563.4661422949423,"maxWaitSeconds":1187.9132310346686,"averageCompletedCycleSeconds":712.0011783273177,"maxCompletedCycleSeconds":1346.3058873897571,"totalDistanceMeters":7710.959695052497,"blocked":0},"warnings":[{"id":"horizon","message":"The observation ended with work in progress: 37 jobs had not completed and 0 planned arrivals had not come (observation). Statistics cover 1800 s to 10800 s."}],"assumptions":["Collisions, avoidance, following, passing and re-routing between agents (robots or people): only capacities and FIFO queues are computed.","Density-dependent slowing, crowd pressure and the physical length of a queue (waiting agents overlap at one point): pedestrian flow is counts and capacities, not crowd physics.","Optimised lift group control (destination dispatch, load weighing beyond a full car, zoning, parking) and lift jerk: lifts with cars follow the fixed collective rules of the process catalog, at constant speed unless the scenario gives an acceleration and seconds per person boarding and alighting; an elevator without cars has only capacity and travel speed, so its waits are close to a lower bound.","Door opening times (except the fixed door and dwell time of a lift car at each stop, and its seconds per person boarding and alighting when given), acceleration (except a lift car's, when the scenario gives one), turning and vehicle orientation (circular footprints only), loaded shape, charging, batteries and failures.","Evacuation, safety codes and legal compliance, lines of sight and cameras.","Human decision-making beyond weighted branches and branches by the state of the run, learning or adaptive behaviour, and time-of-day changes other than arrival rate profiles, scheduled times and shifts set in advance (capacities of resources and zones, and the units of a pool in service, from given times).","Cleaning quality (coverage comes from simulate_space).","Agreement with real robots or real sites: determinism guarantees reproducibility, not field accuracy; calibrate separately.","Two-station transport (simulate_space) and process-scenario transport are separate implementations, kept consistent only by a matching test on one shared case; other layouts can differ.","Random values, poisson arrivals, branches and random picks draw from each arrival's and each job's own stream of the seed: the same scenario and seed give the same result, and a job keeps its draws when other jobs or streams change. Times are seconds and distances are metres.","goto follows the shortest route on a roadmap for each agent class, with the same circle-versus-obstacle clearance as the robot engine; connections are edges with their length and speed.","Capacities on resources, zones and connections are strict FIFO queues without preemption; waiting agents stand at one point, and nothing else slows movement.","Zones do not steer routes. An occupy zone counts agents that stop inside it; a transit zone counts every agent inside it, passing or not.","A connection end or a place on a blocking part moves to the nearest point the agent fits within 3 m; that offset is not added to the connection length.","Finish returns every resource still held by that job. Resources held by unfinished or blocked jobs remain in use.","Average wait includes every arrived job and unfinished waits up to the observation endpoint. Cycle averages include completed jobs only.","Repeated runs use seeds seed, seed + 1, …. Jobs, timelines, traces, series and warnings are the first run’s; replicates give every measure per run and spread its minimum, mean, maximum and population standard deviation."]},"candidate":{"scenarioId":"cv-option-b","inputHash":"fnv1a-3d8b47e4","spaceHash":"fnv1a-9909287b","firstRunStatus":"horizon_reached","firstRunMetrics":{"planned":338,"arrived":338,"completed":333,"inProgress":5,"pendingArrivals":0,"waiting":0,"totalWaitSeconds":25462.245454027114,"averageWaitSeconds":89.34121211939338,"maxWaitSeconds":309.98469602624573,"averageCompletedCycleSeconds":230.66722388766343,"maxCompletedCycleSeconds":539.8252027778112,"totalDistanceMeters":2470.307549686408,"blocked":0},"warnings":[{"id":"horizon","message":"The observation ended with work in progress: 5 jobs had not completed and 0 planned arrivals had not come (observation). Statistics cover 1800 s to 10800 s."}],"assumptions":["Collisions, avoidance, following, passing and re-routing between agents (robots or people): only capacities and FIFO queues are computed.","Density-dependent slowing, crowd pressure and the physical length of a queue (waiting agents overlap at one point): pedestrian flow is counts and capacities, not crowd physics.","Optimised lift group control (destination dispatch, load weighing beyond a full car, zoning, parking) and lift jerk: lifts with cars follow the fixed collective rules of the process catalog, at constant speed unless the scenario gives an acceleration and seconds per person boarding and alighting; an elevator without cars has only capacity and travel speed, so its waits are close to a lower bound.","Door opening times (except the fixed door and dwell time of a lift car at each stop, and its seconds per person boarding and alighting when given), acceleration (except a lift car's, when the scenario gives one), turning and vehicle orientation (circular footprints only), loaded shape, charging, batteries and failures.","Evacuation, safety codes and legal compliance, lines of sight and cameras.","Human decision-making beyond weighted branches and branches by the state of the run, learning or adaptive behaviour, and time-of-day changes other than arrival rate profiles, scheduled times and shifts set in advance (capacities of resources and zones, and the units of a pool in service, from given times).","Cleaning quality (coverage comes from simulate_space).","Agreement with real robots or real sites: determinism guarantees reproducibility, not field accuracy; calibrate separately.","Two-station transport (simulate_space) and process-scenario transport are separate implementations, kept consistent only by a matching test on one shared case; other layouts can differ.","Random values, poisson arrivals, branches and random picks draw from each arrival's and each job's own stream of the seed: the same scenario and seed give the same result, and a job keeps its draws when other jobs or streams change. Times are seconds and distances are metres.","goto follows the shortest route on a roadmap for each agent class, with the same circle-versus-obstacle clearance as the robot engine; connections are edges with their length and speed.","Capacities on resources, zones and connections are strict FIFO queues without preemption; waiting agents stand at one point, and nothing else slows movement.","Zones do not steer routes. An occupy zone counts agents that stop inside it; a transit zone counts every agent inside it, passing or not.","A connection end or a place on a blocking part moves to the nearest point the agent fits within 3 m; that offset is not added to the connection length.","Finish returns every resource still held by that job. Resources held by unfinished or blocked jobs remain in use.","Average wait includes every arrived job and unfinished waits up to the observation endpoint. Cycle averages include completed jobs only.","Repeated runs use seeds seed, seed + 1, …. Jobs, timelines, traces, series and warnings are the first run’s; replicates give every measure per run and spread its minimum, mean, maximum and population standard deviation."]},"measures":[{"id":"run.completed","scope":"run","ref":null,"unit":"count","baseline":299.75,"candidate":329.4,"delta":29.65,"paired":{"min":9,"mean":29.65,"max":49,"stdev":12.558960944281976,"n":20},"interval":{"low":23.619599755155026,"high":35.680400244844975,"withinNoise":false}},{"id":"run.arrived","scope":"run","ref":null,"unit":"count","baseline":340.25,"candidate":340.25,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"run.blocked","scope":"run","ref":null,"unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"run.completion.all","scope":"run","ref":null,"unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"run.cycle.mean","scope":"run","ref":null,"unit":"s","baseline":827.7664921060907,"candidate":302.4884810551735,"delta":-525.2780110509173,"paired":{"min":-921.5143519739634,"mean":-525.2780110509173,"max":-156.19857097767795,"stdev":238.45663661320452,"n":20},"interval":{"low":-639.7770501192635,"high":-410.77897198257097,"withinNoise":false}},{"id":"run.wait.mean","scope":"run","ref":null,"unit":"s","baseline":658.4621299772372,"candidate":163.48535439070127,"delta":-494.97677558653595,"paired":{"min":-842.3018453447926,"mean":-494.97677558653595,"max":-146.34115111661717,"stdev":223.67120925832867,"n":20},"interval":{"low":-602.3763384214144,"high":-387.5772127516575,"withinNoise":false}},{"id":"run.distance.total","scope":"run","ref":null,"unit":"m","baseline":15452.429302918576,"candidate":5677.067315615439,"delta":-9775.361987303138,"paired":{"min":-10493.587508570094,"mean":-9775.361987303138,"max":-8937.924205072806,"stdev":403.35944122662437,"n":20},"interval":{"low":-9969.041932955093,"high":-9581.682041651184,"withinNoise":false}},{"id":"run.throughput.per_hour","scope":"run","ref":null,"unit":"per_hour","baseline":102.38000000000001,"candidate":112.06000000000002,"delta":9.679999999999998,"paired":{"min":0,"mean":9.679999999999998,"max":17.599999999999994,"stdev":4.9583868344452515,"n":20},"interval":{"low":7.29914561936045,"high":12.060854380639546,"withinNoise":false}},{"id":"run.wip.mean","scope":"run","ref":null,"unit":"count","baseline":26.35068345706573,"candidate":9.665645236155145,"delta":-16.685038220910588,"paired":{"min":-28.977711495369043,"mean":-16.685038220910588,"max":-4.87033860593113,"stdev":7.869048890716562,"n":20},"interval":{"low":-20.463496850394545,"high":-12.906579591426631,"withinNoise":false}},{"id":"run.wip.end","scope":"run","ref":null,"unit":"count","baseline":40.5,"candidate":10.85,"delta":-29.65,"paired":{"min":-49,"mean":-29.65,"max":-9,"stdev":12.558960944281976,"n":20},"interval":{"low":-35.680400244844975,"high":-23.619599755155026,"withinNoise":false}},{"id":"resource.utilization","scope":"resource","ref":"bench-1","unit":"ratio","baseline":0.9856730244174627,"candidate":0.9192557910421544,"delta":-0.06641723337530869,"paired":{"min":-0.14637614920006004,"mean":-0.06641723337530869,"max":0.0037813841332733356,"stdev":0.040095488686104935,"n":20},"interval":{"low":-0.08566976914340124,"high":-0.04716469760721615,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"bench-1","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-1","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"bench-1","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"packer-1","unit":"ratio","baseline":0.7172374333240848,"candidate":0.7523809278028146,"delta":0.03514349447872972,"paired":{"min":-0.03758313043071004,"mean":0.03514349447872972,"max":0.09630280477461894,"stdev":0.03604687598993922,"n":20},"interval":{"low":0.017834969453449152,"high":0.05245201950401029,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"packer-1","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"packer-1","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"packer-1","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"bench-2","unit":"ratio","baseline":0.9869801764746219,"candidate":0.9223929705117845,"delta":-0.06458720596283751,"paired":{"min":-0.13860875840102238,"mean":-0.06458720596283751,"max":-0.002342222402049954,"stdev":0.039230889154956865,"n":20},"interval":{"low":-0.08342458945460245,"high":-0.04574982247107258,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"bench-2","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-2","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"bench-2","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"packer-2","unit":"ratio","baseline":0.7007653064687188,"candidate":0.7712877665913169,"delta":0.0705224601225983,"paired":{"min":0.015733759430597627,"mean":0.0705224601225983,"max":0.13395462727532836,"stdev":0.03323187961831525,"n":20},"interval":{"low":0.05456560382883073,"high":0.08647931641636587,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"packer-2","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"packer-2","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"packer-2","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"bench-3","unit":"ratio","baseline":0.9876042556573967,"candidate":0.9233883938790746,"delta":-0.06421586177832209,"paired":{"min":-0.1385857401924031,"mean":-0.06421586177832209,"max":-0.00023970848973053904,"stdev":0.04002915415280249,"n":20},"interval":{"low":-0.08343654588387317,"high":-0.04499517767277101,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"bench-3","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-3","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"bench-3","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"packer-3","unit":"ratio","baseline":0.6818631412175191,"candidate":0.7679299080416334,"delta":0.08606676682411411,"paired":{"min":0.03206739485299914,"mean":0.08606676682411411,"max":0.13247017676136486,"stdev":0.03043400072553675,"n":20},"interval":{"low":0.0714533600111525,"high":0.10068017363707572,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"packer-3","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"packer-3","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"packer-3","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"bench-4","unit":"ratio","baseline":0.9876657725498156,"candidate":0.909912241028086,"delta":-0.07775353152172934,"paired":{"min":-0.2093032081617443,"mean":-0.07775353152172934,"max":-0.0027237981136933875,"stdev":0.05467632442210062,"n":20},"interval":{"low":-0.10400730535262723,"high":-0.051499757690831455,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"bench-4","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-4","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"bench-4","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"packer-4","unit":"ratio","baseline":0.6661733353766078,"candidate":0.731885627126652,"delta":0.06571229175004398,"paired":{"min":-0.04222585278962698,"mean":0.06571229175004398,"max":0.12964166652399933,"stdev":0.04596798127480148,"n":20},"interval":{"low":0.0436399780638706,"high":0.08778460543621736,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"packer-4","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"packer-4","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"packer-4","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"bench-slots","unit":"ratio","baseline":0.9869808072748244,"candidate":0.9187373491152748,"delta":-0.06824345815954941,"paired":{"min":-0.14501573080384111,"mean":-0.06824345815954941,"max":-0.005974982575049692,"stdev":0.040512115449211364,"n":20},"interval":{"low":-0.08769604440517687,"high":-0.04879087191392195,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"bench-slots","unit":"count","baseline":4,"candidate":3,"delta":-1,"paired":{"min":-1,"mean":-1,"max":-1,"stdev":0,"n":20},"interval":{"low":-1,"high":-1,"withinNoise":false}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-slots","unit":"s","baseline":46.513928831574056,"candidate":29.449200114157396,"delta":-17.064728717416664,"paired":{"min":-21.61863678214572,"mean":-17.064728717416664,"max":-10.81209619320714,"stdev":3.2556208733634944,"n":20},"interval":{"low":-18.627970851774307,"high":-15.501486583059021,"withinNoise":false}},{"id":"resource.wait.max","scope":"resource","ref":"bench-slots","unit":"s","baseline":121.10769371337597,"candidate":102.73981126492035,"delta":-18.36788244845561,"paired":{"min":-44.7682598004576,"mean":-18.36788244845561,"max":2.4160066474823907,"stdev":11.8214494579602,"n":20},"interval":{"low":-24.044153918840486,"high":-12.691610978070734,"withinNoise":false}},{"id":"agentClass.completion.mean","scope":"agentClass","ref":"bf","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"agentClass.feasible","scope":"agentClass","ref":"bf","unit":"ratio","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"agentClass.distance.total","scope":"agentClass","ref":"bf","unit":"m","baseline":15452.42930291859,"candidate":5677.067315615441,"delta":-9775.361987303148,"paired":{"min":-10493.587508570105,"mean":-9775.361987303148,"max":-8937.92420507282,"stdev":403.3594412266235,"n":20},"interval":{"low":-9969.041932955102,"high":-9581.682041651193,"withinNoise":false}},{"id":"agentClass.utilization","scope":"agentClass","ref":"bf","unit":"ratio","baseline":0.9869475854543183,"candidate":0.8568644576178122,"delta":-0.13008312783650652,"paired":{"min":-0.24640787674369602,"mean":-0.13008312783650652,"max":0,"stdev":0.0718123898720715,"n":20},"interval":{"low":-0.1645650770509924,"high":-0.09560117862202064,"withinNoise":false}},{"id":"agentClass.wait.mean","scope":"agentClass","ref":"bf","unit":"s","baseline":624.8967106907376,"candidate":136.31160858439515,"delta":-488.5851021063425,"paired":{"min":-847.688870011895,"mean":-488.5851021063425,"max":-128.30819979989388,"stdev":231.7398689365799,"n":20},"interval":{"low":-599.8589701098704,"high":-377.3112341028147,"withinNoise":false}},{"id":"agentClass.return.requested","scope":"agentClass","ref":"bf","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.return.completed","scope":"agentClass","ref":"bf","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.return.pending","scope":"agentClass","ref":"bf","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.return.completion.all","scope":"agentClass","ref":"bf","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"agentClass.available.end","scope":"agentClass","ref":"bf","unit":"count","baseline":0,"candidate":0.15,"delta":0.15,"paired":{"min":0,"mean":0.15,"max":1,"stdev":0.35707142142714243,"n":20},"interval":{"low":-0.02145395998557989,"high":0.3214539599855799,"withinNoise":true}},{"id":"agentClass.completion.mean","scope":"agentClass","ref":"tote","unit":"s","baseline":824.5112434470053,"candidate":296.64196457753746,"delta":-527.8692788694677,"paired":{"min":-923.4590223576755,"mean":-527.8692788694677,"max":-158.69727035473215,"stdev":238.3160204774854,"n":20},"interval":{"low":-642.3007986913548,"high":-413.43775904758076,"withinNoise":false}},{"id":"agentClass.feasible","scope":"agentClass","ref":"tote","unit":"ratio","baseline":1,"candidate":1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.distance.total","scope":"agentClass","ref":"tote","unit":"m","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.utilization","scope":"agentClass","ref":"tote","unit":"ratio","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.count.completed","scope":"process","ref":"await-A","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"await-A","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"await-A","unit":"count","baseline":149.1,"candidate":149.1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"await-A","unit":"s","baseline":649.0157307745988,"candidate":136.3599931822919,"delta":-512.6557375923068,"paired":{"min":-906.1992441104858,"mean":-512.6557375923068,"max":-118.67056871625617,"stdev":252.65971113532783,"n":20},"interval":{"low":-633.9746262051937,"high":-391.3368489794199,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"tote-A","unit":"count","baseline":132.4,"candidate":145,"delta":12.6,"paired":{"min":3,"mean":12.6,"max":22,"stdev":5.851495535331118,"n":20},"interval":{"low":9.790304176792908,"high":15.409695823207091,"withinNoise":false}},{"id":"process.cycle.mean","scope":"process","ref":"tote-A","unit":"s","baseline":837.5015129442587,"candidate":297.2552411414738,"delta":-540.2462718027848,"paired":{"min":-925.5067347962649,"mean":-540.2462718027848,"max":-164.36568690450426,"stdev":241.71807777794044,"n":20},"interval":{"low":-656.3113477180985,"high":-424.181195887471,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"tote-A","unit":"count","baseline":149.1,"candidate":149.1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"tote-A","unit":"s","baseline":699.7571593972878,"candidate":177.38363798748952,"delta":-522.3735214097982,"paired":{"min":-909.8319441121583,"mean":-522.3735214097982,"max":-134.99556301466333,"stdev":247.64977950495452,"n":20},"interval":{"low":-641.2868055252671,"high":-403.4602372943292,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"await-B","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"await-B","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"await-B","unit":"count","baseline":114.05,"candidate":114.05,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"await-B","unit":"s","baseline":637.1264576032695,"candidate":133.42908800634058,"delta":-503.6973695969289,"paired":{"min":-921.8422646936211,"mean":-503.6973695969289,"max":-120.16546632369261,"stdev":248.33133868151376,"n":20},"interval":{"low":-622.937916026807,"high":-384.45682316705086,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"tote-B","unit":"count","baseline":100.4,"candidate":109.8,"delta":9.4,"paired":{"min":2,"mean":9.4,"max":17,"stdev":4.17612260356422,"n":20},"interval":{"low":7.394763190779545,"high":11.405236809220455,"withinNoise":false}},{"id":"process.cycle.mean","scope":"process","ref":"tote-B","unit":"s","baseline":816.6876245476986,"candidate":292.2377984472879,"delta":-524.4498261004107,"paired":{"min":-921.63585639503,"mean":-524.4498261004107,"max":-157.91857244718065,"stdev":234.90487996102837,"n":20},"interval":{"low":-637.2434283671031,"high":-411.65622383371834,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"tote-B","unit":"count","baseline":114.05,"candidate":114.05,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"tote-B","unit":"s","baseline":688.9587299244834,"candidate":174.1862785024481,"delta":-514.7724514220351,"paired":{"min":-915.5828566575537,"mean":-514.7724514220351,"max":-141.7149877256703,"stdev":242.03875081925932,"n":20},"interval":{"low":-630.9915039915852,"high":-398.5533988524851,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"await-C","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"await-C","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"await-C","unit":"count","baseline":68.1,"candidate":68.1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"await-C","unit":"s","baseline":640.8395849087608,"candidate":137.44013163740172,"delta":-503.3994532713591,"paired":{"min":-937.7921330766085,"mean":-503.3994532713591,"max":-101.40335312314961,"stdev":253.4239389478705,"n":20},"interval":{"low":-625.0852989604182,"high":-381.7136075823,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"tote-C","unit":"count","baseline":59.2,"candidate":65.9,"delta":6.7,"paired":{"min":1,"mean":6.7,"max":15,"stdev":3.938273733503043,"n":20},"interval":{"low":4.8089704003262925,"high":8.591029599673707,"withinNoise":false}},{"id":"process.cycle.mean","scope":"process","ref":"tote-C","unit":"s","baseline":811.6549878925636,"candidate":302.84404843800786,"delta":-508.8109394545556,"paired":{"min":-918.7885285134964,"mean":-508.8109394545556,"max":-143.1809714695674,"stdev":243.1479324921761,"n":20},"interval":{"low":-625.5625846057379,"high":-392.0592943033732,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"tote-C","unit":"count","baseline":68.1,"candidate":68.1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"tote-C","unit":"s","baseline":698.19609529016,"candidate":179.47641471836528,"delta":-518.7196805717947,"paired":{"min":-961.0616933363578,"mean":-518.7196805717947,"max":-129.15374433517616,"stdev":251.65650920645405,"n":20},"interval":{"low":-639.5568645926895,"high":-397.8824965508999,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"packing-time","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"packing-time","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"packing-time","unit":"count","baseline":294.65,"candidate":323.9,"delta":29.25,"paired":{"min":9,"mean":29.25,"max":49,"stdev":12.197848170886536,"n":20},"interval":{"low":23.392994239520547,"high":35.10700576047945,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"packing-time","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.count.completed","scope":"process","ref":"pack-regular","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"pack-regular","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"pack-regular","unit":"count","baseline":221.3,"candidate":243.25,"delta":21.95,"paired":{"min":7,"mean":21.95,"max":38,"stdev":9.194971451831702,"n":20},"interval":{"low":17.534876938429033,"high":26.365123061570966,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"pack-regular","unit":"s","baseline":89.99099252369916,"candidate":89.91266518382622,"delta":-0.07832733987293353,"paired":{"min":-0.600818556011987,"mean":-0.07832733987293353,"max":0.38151823189916456,"stdev":0.2811544944761987,"n":20},"interval":{"low":-0.21332848685081893,"high":0.05667380710495187,"withinNoise":true}},{"id":"process.count.completed","scope":"process","ref":"pack-long","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"pack-long","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"pack-long","unit":"count","baseline":73.35,"candidate":80.65,"delta":7.3,"paired":{"min":2,"mean":7.3,"max":16,"stdev":3.634556369077249,"n":20},"interval":{"low":5.554805495834799,"high":9.0451945041652,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"pack-long","unit":"s","baseline":130.10649211956488,"candidate":129.9656823693992,"delta":-0.14080975016568614,"paired":{"min":-1.11940905022891,"mean":-0.14080975016568614,"max":1.1190598799982467,"stdev":0.6702946895676226,"n":20},"interval":{"low":-0.46266322817393196,"high":0.18104372784255968,"withinNoise":true}},{"id":"process.count.completed","scope":"process","ref":"to-bench-1","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"to-bench-1","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"to-bench-1","unit":"count","baseline":77.45,"candidate":81.25,"delta":3.8,"paired":{"min":-1,"mean":3.8,"max":10,"stdev":3.2649655434629015,"n":20},"interval":{"low":2.232270862210667,"high":5.367729137789333,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"to-bench-1","unit":"s","baseline":136.80016898274147,"candidate":121.48560594451371,"delta":-15.3145630382277,"paired":{"min":-23.49605349904961,"mean":-15.3145630382277,"max":-6.189113326215775,"stdev":4.163437718359468,"n":20},"interval":{"low":-17.313708982512438,"high":-13.315417093942962,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"to-bench-2","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"to-bench-2","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"to-bench-2","unit":"count","baseline":74.95,"candidate":81.8,"delta":6.85,"paired":{"min":2,"mean":6.85,"max":14,"stdev":3.3804585487770735,"n":20},"interval":{"low":5.226814917199423,"high":8.473185082800576,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"to-bench-2","unit":"s","baseline":140.80711605584082,"candidate":120.34588929403738,"delta":-20.461226761803466,"paired":{"min":-24.438632993585557,"mean":-20.461226761803466,"max":-15.321552460290718,"stdev":2.310402781467393,"n":20},"interval":{"low":-21.570606236814488,"high":-19.351847286792445,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"to-bench-3","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"to-bench-3","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"to-bench-3","unit":"count","baseline":73.15,"candidate":82.5,"delta":9.35,"paired":{"min":2,"mean":9.35,"max":15,"stdev":3.468068626771968,"n":20},"interval":{"low":7.684747437402709,"high":11.01525256259729,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"to-bench-3","unit":"s","baseline":144.6559934785464,"candidate":120.27117480974914,"delta":-24.3848186687973,"paired":{"min":-30.97259196211533,"mean":-24.3848186687973,"max":-18.533972800718402,"stdev":3.277298497266276,"n":20},"interval":{"low":-25.958469685631044,"high":-22.811167651963558,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"to-bench-4","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"to-bench-4","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"to-bench-4","unit":"count","baseline":70.45,"candidate":78.9,"delta":8.45,"paired":{"min":0,"mean":8.45,"max":15,"stdev":4.7378792724171435,"n":20},"interval":{"low":6.175026102781327,"high":10.724973897218671,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"to-bench-4","unit":"s","baseline":149.03449236723142,"candidate":123.43113529628484,"delta":-25.603357070946608,"paired":{"min":-33.3424814082082,"mean":-25.603357070946608,"max":-18.822058648080073,"stdev":3.319296684978299,"n":20},"interval":{"low":-27.19717423708086,"high":-24.009539904812357,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"charge-1","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"charge-1","unit":"s","baseline":1002.3014286448181,"candidate":502.9811664524118,"delta":-499.32026219240623,"paired":{"min":-984.579213304436,"mean":-499.32026219240623,"max":6.402848674748384,"stdev":301.68648436050245,"n":20},"interval":{"low":-644.1801958465758,"high":-354.4603285382367,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"charge-1","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"charge-1","unit":"s","baseline":1002.3014286448181,"candidate":502.9811664524118,"delta":-499.3202621924062,"paired":{"min":-984.579213304436,"mean":-499.3202621924062,"max":6.402848674747474,"stdev":301.6864843605022,"n":20},"interval":{"low":-644.1801958465755,"high":-354.4603285382368,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"charge-2","unit":"count","baseline":2.75,"candidate":3,"delta":0.25,"paired":{"min":0,"mean":0.25,"max":1,"stdev":0.4330127018922193,"n":20},"interval":{"low":0.04208153324971475,"high":0.45791846675028525,"withinNoise":false}},{"id":"process.cycle.mean","scope":"process","ref":"charge-2","unit":"s","baseline":893.022586661363,"candidate":508.7650020297916,"delta":-384.25758463157126,"paired":{"min":-728.2439688378005,"mean":-384.25758463157126,"max":-98.89892031388746,"stdev":184.36654873877123,"n":20},"interval":{"low":-472.7843413901952,"high":-295.7308278729473,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"charge-2","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"charge-2","unit":"s","baseline":893.022586661363,"candidate":508.7650020297916,"delta":-384.2575846315713,"paired":{"min":-728.2439688378003,"mean":-384.2575846315713,"max":-98.89892031388757,"stdev":184.36654873877114,"n":20},"interval":{"low":-472.7843413901952,"high":-295.73082787294743,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"charge-3","unit":"count","baseline":2,"candidate":2.7,"delta":0.7,"paired":{"min":0,"mean":0.7,"max":1,"stdev":0.4582575694955839,"n":20},"interval":{"low":0.47995977760035735,"high":0.9200402223996426,"withinNoise":false}},{"id":"process.cycle.mean","scope":"process","ref":"charge-3","unit":"s","baseline":942.169888871919,"candidate":514.1680054590618,"delta":-428.0018834128574,"paired":{"min":-921.3100871889668,"mean":-428.0018834128574,"max":-70.7109371358062,"stdev":265.54437985353934,"n":20},"interval":{"low":-555.5075664379385,"high":-300.49620038777636,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"charge-3","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"charge-3","unit":"s","baseline":942.1698888719193,"candidate":514.1680054590618,"delta":-428.0018834128574,"paired":{"min":-921.3100871889665,"mean":-428.0018834128574,"max":-70.71093713580598,"stdev":265.5443798535394,"n":20},"interval":{"low":-555.5075664379385,"high":-300.49620038777636,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-A/#4>to-bench-1","unit":"count","baseline":35.5,"candidate":40.2,"delta":4.7,"paired":{"min":-3,"mean":4.7,"max":18,"stdev":5.586591089385369,"n":20},"interval":{"low":2.0175025845894634,"high":7.382497415410537,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-A/#4>to-bench-2","unit":"count","baseline":33.65,"candidate":37.7,"delta":4.05,"paired":{"min":-6,"mean":4.05,"max":12,"stdev":4.748420790115383,"n":20},"interval":{"low":1.7699644124718716,"high":6.330035587528128,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-A/#4>to-bench-3","unit":"count","baseline":33.7,"candidate":34.4,"delta":0.7,"paired":{"min":-8,"mean":0.7,"max":10,"stdev":3.9382737335030433,"n":20},"interval":{"low":-1.1910295996737077,"high":2.591029599673708,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-A/#4>to-bench-4","unit":"count","baseline":31.05,"candidate":34,"delta":2.95,"paired":{"min":-5,"mean":2.95,"max":10,"stdev":4.652687395473717,"n":20},"interval":{"low":0.7159324419169986,"high":5.184067558083002,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-B/#4>to-bench-1","unit":"count","baseline":26.8,"candidate":26.05,"delta":-0.75,"paired":{"min":-14,"mean":-0.75,"max":8,"stdev":5.327992117111285,"n":20},"interval":{"low":-3.308326688816447,"high":1.808326688816447,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-B/#4>to-bench-2","unit":"count","baseline":26.1,"candidate":28.85,"delta":2.75,"paired":{"min":-7,"mean":2.75,"max":14,"stdev":5.393282859261138,"n":20},"interval":{"low":0.16032284284517928,"high":5.339677157154821,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-B/#4>to-bench-3","unit":"count","baseline":23.8,"candidate":31.75,"delta":7.95,"paired":{"min":2,"mean":7.95,"max":19,"stdev":4.329838334164452,"n":20},"interval":{"low":5.870953949429033,"high":10.029046050570967,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-B/#4>to-bench-4","unit":"count","baseline":25.1,"candidate":24.8,"delta":-0.3,"paired":{"min":-10,"mean":-0.3,"max":8,"stdev":5.762811813689563,"n":20},"interval":{"low":-3.067112815020853,"high":2.4671128150208532,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-C/#4>to-bench-1","unit":"count","baseline":15.15,"candidate":15,"delta":-0.15,"paired":{"min":-4,"mean":-0.15,"max":10,"stdev":3.305676935213119,"n":20},"interval":{"low":-1.7372774099646884,"high":1.4372774099646886,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-C/#4>to-bench-2","unit":"count","baseline":15.2,"candidate":15.25,"delta":0.05,"paired":{"min":-7,"mean":0.05,"max":7,"stdev":3.625948151863178,"n":20},"interval":{"low":-1.6910611212025721,"high":1.7910611212025722,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-C/#4>to-bench-3","unit":"count","baseline":15.65,"candidate":16.35,"delta":0.7,"paired":{"min":-7,"mean":0.7,"max":8,"stdev":3.5651086939951773,"n":20},"interval":{"low":-1.0118480132670409,"high":2.411848013267041,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-C/#4>to-bench-4","unit":"count","baseline":14.3,"candidate":20.1,"delta":5.8,"paired":{"min":-3,"mean":5.8,"max":17,"stdev":5.528109984434102,"n":20},"interval":{"low":3.145583288971102,"high":8.454416711028898,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"packing-time/#1>pack-regular","unit":"count","baseline":221.3,"candidate":243.25,"delta":21.95,"paired":{"min":7,"mean":21.95,"max":38,"stdev":9.194971451831702,"n":20},"interval":{"low":17.534876938429033,"high":26.365123061570966,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"packing-time/#1>pack-long","unit":"count","baseline":73.35,"candidate":80.65,"delta":7.3,"paired":{"min":2,"mean":7.3,"max":16,"stdev":3.634556369077249,"n":20},"interval":{"low":5.554805495834799,"high":9.0451945041652,"withinNoise":false}}],"series":[{"key":"run.wip","kind":"run.wip","ref":null,"reads":"most","baseline":{"sliceSeconds":90,"values":[2,5,7,9,11,11,12,12,12,13,14,14,14,14,14,11,11,12,12,14,12,11,10,11,11,11,13,12,11,10,9,10,14,16,19,18,17,16,16,17,17,17,15,15,15,16,16,19,18,21,22,22,21,20,17,16,19,19,21,22,22,23,26,23,22,22,22,22,22,21,21,21,20,22,23,21,21,22,24,25,25,24,26,25,28,28,32,32,29,28,28,27,29,30,30,27,26,27,30,32,33,32,35,37,37,37,40,39,39,40,40,39,37,37,40,40,40,39,39,37]},"candidate":{"sliceSeconds":90,"values":[2,5,5,9,9,9,11,11,11,10,11,10,9,9,8,7,5,6,6,7,6,4,3,8,8,8,8,9,6,4,6,5,10,11,14,13,11,10,11,9,10,7,7,6,5,7,8,9,8,9,11,10,9,7,4,5,7,7,9,8,8,8,11,10,9,7,7,6,4,4,4,5,4,7,7,6,6,7,8,9,7,6,7,8,10,10,13,13,10,8,7,6,7,9,7,4,4,6,9,10,10,10,13,13,13,13,15,14,14,14,13,11,9,10,12,11,11,11,8,6]}},{"key":"resource.waiting:bf","kind":"resource.waiting","ref":"bf","reads":"most","baseline":{"sliceSeconds":90,"values":[1,2,2,5,4,4,6,6,7,7,8,7,8,9,8,7,5,7,6,7,6,6,4,5,6,6,7,6,4,4,5,4,9,10,12,12,10,10,11,11,12,10,10,10,9,10,11,12,14,14,16,16,16,13,10,11,13,13,15,16,15,16,18,19,17,15,15,16,15,16,14,16,14,17,17,16,15,17,19,20,18,17,18,20,22,22,26,25,24,23,22,22,23,24,23,22,21,21,24,26,26,25,30,32,31,31,35,33,33,34,34,34,31,31,33,33,33,33,32,31]},"candidate":{"sliceSeconds":90,"values":[1,2,2,4,3,3,4,4,4,4,5,5,3,3,3,1,1,2,1,2,1,1,1,2,2,2,2,2,0,1,1,1,4,5,9,8,6,4,5,5,3,2,1,1,1,1,3,3,4,4,4,5,3,1,2,1,2,1,3,2,2,2,6,4,3,3,2,1,1,1,1,1,1,3,1,0,2,2,2,3,1,1,2,1,4,4,7,7,4,3,2,1,2,2,2,0,2,2,3,4,4,4,7,9,7,7,9,8,8,8,6,5,3,4,6,7,5,5,3,3]}},{"key":"resource.waiting:bench-slots","kind":"resource.waiting","ref":"bench-slots","reads":"most","baseline":{"sliceSeconds":90,"values":[0,0,1,2,3,3,2,3,2,1,1,3,3,3,3,3,3,3,2,3,3,3,3,2,2,2,3,2,4,3,3,4,3,4,4,2,4,1,2,2,2,3,3,3,3,4,4,4,3,3,2,2,2,2,3,3,4,3,3,2,3,3,3,4,2,3,2,2,2,2,3,3,3,3,3,3,3,2,4,3,3,2,2,2,3,3,3,3,2,2,3,2,3,3,3,4,1,1,2,2,2,3,3,2,3,4,3,3,3,3,3,2,2,2,3,3,4,3,3,2]},"candidate":{"sliceSeconds":90,"values":[0,0,0,3,3,3,3,3,2,2,2,1,2,3,3,2,0,2,1,3,0,0,0,1,2,2,2,3,2,0,1,1,3,3,3,2,2,2,2,2,3,3,2,1,1,2,2,2,2,2,2,3,3,2,0,1,1,2,2,3,2,2,2,2,2,1,2,2,0,0,0,1,0,1,1,1,0,1,3,3,3,2,2,3,3,3,3,3,2,1,2,1,1,3,2,0,0,1,2,3,2,2,2,2,2,1,3,3,2,3,3,2,3,3,2,2,1,2,2,1]}},{"key":"resource.inUse:bench-slots","kind":"resource.inUse","ref":"bench-slots","reads":"most","baseline":{"sliceSeconds":90,"values":[1,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4]},"candidate":{"sliceSeconds":90,"values":[1,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,3,1,4,4,4,4,4,4,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4]}},{"key":"resource.inUse:bf","kind":"resource.inUse","ref":"bf","reads":"most","baseline":{"sliceSeconds":90,"values":[2,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4]},"candidate":{"sliceSeconds":90,"values":[2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,2,3,3,3,2,2,3,3,3,3,3,3,3,2,3,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,2,3,3,3,3,3,3,3,3,3,3,3,3,2,2,2,2,1,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3]}},{"key":"resource.inUse:bench-1","kind":"resource.inUse","ref":"bench-1","reads":"most","baseline":{"sliceSeconds":90,"values":[1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]},"candidate":{"sliceSeconds":90,"values":[0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]}}]}},{"version":"process-comparison-1","id":"1e6ab9f8-b588-40a4-a89d-b525821f12ac","createdAt":"2026-10-07T02:40:20.371Z","baseline":{"id":"493eee9c-94be-419a-aa9a-affcb970b46b","name":"Option B — south packing benches — 3 BF-T1","createdAt":"2026-10-06T13:31:31.783Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":6,"z":27,"w":1.988,"d":0.988,"h":0.9,"source":"assumed","note":"Option B proposed south-floor location; retain existing bench dimensions. Confirm services and operator clearance on site."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":13,"z":27,"w":2.001,"d":0.988,"h":0.9,"source":"assumed","note":"Option B proposed south-floor location; retain existing bench dimensions."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":20,"z":27,"w":1.988,"d":0.988,"h":0.9,"source":"assumed","note":"Option B proposed south-floor location; retain existing bench dimensions."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":27,"z":27,"w":2.002,"d":0.988,"h":0.9,"source":"assumed","note":"Option B proposed south-floor location; retain existing bench dimensions."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":4.5,"z":25.5,"w":26,"d":4.5,"h":0.02,"group":"Drawing zones","source":"assumed","note":"Option B packing work area south of P&D; keep office-door corridor clear."},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.3,"z":0.3},"destination":{"x":59.7,"z":39.76},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"scenario":{"version":6,"id":"cv-option-b","name":"Option B — south packing benches","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},"spaceHash":"fnv1a-9909287b","scenarioHash":"fnv1a-028d13b2"},"candidate":{"id":"219fd98b-82d6-4072-8df0-040810820a98","name":"Unit 4 — packing-line and BF-T1 search #1: robots 3, move-2 x=17 z=27.5, spacing-3 4","createdAt":"2026-10-07T02:39:35.852Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":10.003,"z":27.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":13.996,"z":27.006,"w":2.001,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":18.003,"z":27.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":21.996,"z":27.006,"w":2.002,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":38.5,"z":27,"w":17,"d":4.5,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.95,"z":1},"destination":{"x":59,"z":39.36},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"scenario":{"version":6,"id":"cv-option-a-4","name":"Option A — current layout — 4 BF-T1","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},"spaceHash":"fnv1a-79618823","scenarioHash":"fnv1a-e1535d80"},"result":{"engineVersion":"process-des-2.7.0","spaceHash":null,"horizonSeconds":10800,"warmupSeconds":1800,"seed":20261006,"runs":20,"baseline":{"scenarioId":"cv-option-b","inputHash":"fnv1a-3d8b47e4","spaceHash":"fnv1a-9909287b","firstRunStatus":"horizon_reached","firstRunMetrics":{"planned":338,"arrived":338,"completed":333,"inProgress":5,"pendingArrivals":0,"waiting":0,"totalWaitSeconds":25462.245454027114,"averageWaitSeconds":89.34121211939338,"maxWaitSeconds":309.98469602624573,"averageCompletedCycleSeconds":230.66722388766343,"maxCompletedCycleSeconds":539.8252027778112,"totalDistanceMeters":2470.307549686408,"blocked":0},"warnings":[{"id":"horizon","message":"The observation ended with work in progress: 5 jobs had not completed and 0 planned arrivals had not come (observation). Statistics cover 1800 s to 10800 s."}],"assumptions":["Collisions, avoidance, following, passing and re-routing between agents (robots or people): only capacities and FIFO queues are computed.","Density-dependent slowing, crowd pressure and the physical length of a queue (waiting agents overlap at one point): pedestrian flow is counts and capacities, not crowd physics.","Optimised lift group control (destination dispatch, load weighing beyond a full car, zoning, parking) and lift jerk: lifts with cars follow the fixed collective rules of the process catalog, at constant speed unless the scenario gives an acceleration and seconds per person boarding and alighting; an elevator without cars has only capacity and travel speed, so its waits are close to a lower bound.","Door opening times (except the fixed door and dwell time of a lift car at each stop, and its seconds per person boarding and alighting when given), acceleration (except a lift car's, when the scenario gives one), turning and vehicle orientation (circular footprints only), loaded shape, charging, batteries and failures.","Evacuation, safety codes and legal compliance, lines of sight and cameras.","Human decision-making beyond weighted branches and branches by the state of the run, learning or adaptive behaviour, and time-of-day changes other than arrival rate profiles, scheduled times and shifts set in advance (capacities of resources and zones, and the units of a pool in service, from given times).","Cleaning quality (coverage comes from simulate_space).","Agreement with real robots or real sites: determinism guarantees reproducibility, not field accuracy; calibrate separately.","Two-station transport (simulate_space) and process-scenario transport are separate implementations, kept consistent only by a matching test on one shared case; other layouts can differ.","Random values, poisson arrivals, branches and random picks draw from each arrival's and each job's own stream of the seed: the same scenario and seed give the same result, and a job keeps its draws when other jobs or streams change. Times are seconds and distances are metres.","goto follows the shortest route on a roadmap for each agent class, with the same circle-versus-obstacle clearance as the robot engine; connections are edges with their length and speed.","Capacities on resources, zones and connections are strict FIFO queues without preemption; waiting agents stand at one point, and nothing else slows movement.","Zones do not steer routes. An occupy zone counts agents that stop inside it; a transit zone counts every agent inside it, passing or not.","A connection end or a place on a blocking part moves to the nearest point the agent fits within 3 m; that offset is not added to the connection length.","Finish returns every resource still held by that job. Resources held by unfinished or blocked jobs remain in use.","Average wait includes every arrived job and unfinished waits up to the observation endpoint. Cycle averages include completed jobs only.","Repeated runs use seeds seed, seed + 1, …. Jobs, timelines, traces, series and warnings are the first run’s; replicates give every measure per run and spread its minimum, mean, maximum and population standard deviation."]},"candidate":{"scenarioId":"cv-option-a-4","inputHash":"fnv1a-27eb632e","spaceHash":"fnv1a-79618823","firstRunStatus":"horizon_reached","firstRunMetrics":{"planned":338,"arrived":338,"completed":334,"inProgress":4,"pendingArrivals":0,"waiting":1,"totalWaitSeconds":21924.791974152744,"averageWaitSeconds":76.66011179773686,"maxWaitSeconds":262.0155338977547,"averageCompletedCycleSeconds":216.53978112045888,"maxCompletedCycleSeconds":565.8848150272242,"totalDistanceMeters":2164.1150261411653,"blocked":0},"warnings":[{"id":"horizon","message":"The observation ended with work in progress: 4 jobs had not completed and 0 planned arrivals had not come (observation). Statistics cover 1800 s to 10800 s."}],"assumptions":["Collisions, avoidance, following, passing and re-routing between agents (robots or people): only capacities and FIFO queues are computed.","Density-dependent slowing, crowd pressure and the physical length of a queue (waiting agents overlap at one point): pedestrian flow is counts and capacities, not crowd physics.","Optimised lift group control (destination dispatch, load weighing beyond a full car, zoning, parking) and lift jerk: lifts with cars follow the fixed collective rules of the process catalog, at constant speed unless the scenario gives an acceleration and seconds per person boarding and alighting; an elevator without cars has only capacity and travel speed, so its waits are close to a lower bound.","Door opening times (except the fixed door and dwell time of a lift car at each stop, and its seconds per person boarding and alighting when given), acceleration (except a lift car's, when the scenario gives one), turning and vehicle orientation (circular footprints only), loaded shape, charging, batteries and failures.","Evacuation, safety codes and legal compliance, lines of sight and cameras.","Human decision-making beyond weighted branches and branches by the state of the run, learning or adaptive behaviour, and time-of-day changes other than arrival rate profiles, scheduled times and shifts set in advance (capacities of resources and zones, and the units of a pool in service, from given times).","Cleaning quality (coverage comes from simulate_space).","Agreement with real robots or real sites: determinism guarantees reproducibility, not field accuracy; calibrate separately.","Two-station transport (simulate_space) and process-scenario transport are separate implementations, kept consistent only by a matching test on one shared case; other layouts can differ.","Random values, poisson arrivals, branches and random picks draw from each arrival's and each job's own stream of the seed: the same scenario and seed give the same result, and a job keeps its draws when other jobs or streams change. Times are seconds and distances are metres.","goto follows the shortest route on a roadmap for each agent class, with the same circle-versus-obstacle clearance as the robot engine; connections are edges with their length and speed.","Capacities on resources, zones and connections are strict FIFO queues without preemption; waiting agents stand at one point, and nothing else slows movement.","Zones do not steer routes. An occupy zone counts agents that stop inside it; a transit zone counts every agent inside it, passing or not.","A connection end or a place on a blocking part moves to the nearest point the agent fits within 3 m; that offset is not added to the connection length.","Finish returns every resource still held by that job. Resources held by unfinished or blocked jobs remain in use.","Average wait includes every arrived job and unfinished waits up to the observation endpoint. Cycle averages include completed jobs only.","Repeated runs use seeds seed, seed + 1, …. Jobs, timelines, traces, series and warnings are the first run’s; replicates give every measure per run and spread its minimum, mean, maximum and population standard deviation."]},"measures":[{"id":"run.completed","scope":"run","ref":null,"unit":"count","baseline":329.4,"candidate":330.45,"delta":1.05,"paired":{"min":0,"mean":1.05,"max":5,"stdev":1.2835497652993435,"n":20},"interval":{"low":0.43368159171193277,"high":1.6663184082880673,"withinNoise":false}},{"id":"run.arrived","scope":"run","ref":null,"unit":"count","baseline":340.25,"candidate":340.25,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"run.blocked","scope":"run","ref":null,"unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"run.completion.all","scope":"run","ref":null,"unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"run.cycle.mean","scope":"run","ref":null,"unit":"s","baseline":302.4884810551735,"candidate":278.7960921338744,"delta":-23.692388921299102,"paired":{"min":-66.06142620318019,"mean":-23.692388921299102,"max":-8.226649704180545,"stdev":18.572150494026612,"n":20},"interval":{"low":-32.61012514035053,"high":-14.774652702247668,"withinNoise":false}},{"id":"run.wait.mean","scope":"run","ref":null,"unit":"s","baseline":163.48535439070127,"candidate":141.10532842332472,"delta":-22.380025967376515,"paired":{"min":-63.733912419108606,"mean":-22.380025967376515,"max":-7.289349256403597,"stdev":17.96932118891497,"n":20},"interval":{"low":-31.008303368515143,"high":-13.751748566237888,"withinNoise":false}},{"id":"run.distance.total","scope":"run","ref":null,"unit":"m","baseline":5677.067315615439,"candidate":4968.766100252447,"delta":-708.3012153629927,"paired":{"min":-941.527282476126,"mean":-708.3012153629927,"max":-500.7734799405671,"stdev":115.55792341614719,"n":20},"interval":{"low":-763.7883319130117,"high":-652.8140988129737,"withinNoise":false}},{"id":"run.throughput.per_hour","scope":"run","ref":null,"unit":"per_hour","baseline":112.06000000000002,"candidate":112.42,"delta":0.3599999999999973,"paired":{"min":-0.4000000000000057,"mean":0.3599999999999973,"max":1.6000000000000085,"stdev":0.5200000000000008,"n":20},"interval":{"low":0.11031309188463234,"high":0.6096869081153623,"withinNoise":false}},{"id":"run.wip.mean","scope":"run","ref":null,"unit":"count","baseline":9.665645236155145,"candidate":8.890991692340487,"delta":-0.7746535438146578,"paired":{"min":-2.2161942057667225,"mean":-0.7746535438146578,"max":-0.25394612935123817,"stdev":0.6278414441004797,"n":20},"interval":{"low":-1.0761223687456853,"high":-0.47318471888363034,"withinNoise":false}},{"id":"run.wip.end","scope":"run","ref":null,"unit":"count","baseline":10.85,"candidate":9.8,"delta":-1.05,"paired":{"min":-5,"mean":-1.05,"max":0,"stdev":1.2835497652993435,"n":20},"interval":{"low":-1.6663184082880673,"high":-0.43368159171193277,"withinNoise":false}},{"id":"resource.utilization","scope":"resource","ref":"bench-1","unit":"ratio","baseline":0.9192557910421544,"candidate":0.9147434187841597,"delta":-0.004512372257994768,"paired":{"min":-0.03940846526711028,"mean":-0.004512372257994768,"max":0.02598274441781301,"stdev":0.015373606036608109,"n":20},"interval":{"low":-0.01189427256158012,"high":0.002869528045590585,"withinNoise":true}},{"id":"resource.queue.max","scope":"resource","ref":"bench-1","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-1","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"bench-1","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"packer-1","unit":"ratio","baseline":0.7523809278028146,"candidate":0.7624307371887178,"delta":0.01004980938590328,"paired":{"min":-0.025092515175520247,"mean":0.01004980938590328,"max":0.042580438513648455,"stdev":0.016960301203268295,"n":20},"interval":{"low":0.0019060302163852825,"high":0.018193588555421275,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"packer-1","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"packer-1","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"packer-1","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"bench-2","unit":"ratio","baseline":0.9223929705117845,"candidate":0.9030018607351158,"delta":-0.01939110977666874,"paired":{"min":-0.06251876286349545,"mean":-0.01939110977666874,"max":0.008612578649965119,"stdev":0.018645325137337607,"n":20},"interval":{"low":-0.02834398205426011,"high":-0.01043823749907737,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"bench-2","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-2","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"bench-2","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"packer-2","unit":"ratio","baseline":0.7712877665913169,"candidate":0.7539716318336279,"delta":-0.017316134757689266,"paired":{"min":-0.06227207151880998,"mean":-0.017316134757689266,"max":0.00301350688882962,"stdev":0.017582340073546046,"n":20},"interval":{"low":-0.025758596546913468,"high":-0.008873672968465064,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"packer-2","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"packer-2","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"packer-2","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"bench-3","unit":"ratio","baseline":0.9233883938790746,"candidate":0.9151539496360147,"delta":-0.008234444243059885,"paired":{"min":-0.03121766471032128,"mean":-0.008234444243059885,"max":0.014237582850285091,"stdev":0.01209961829446371,"n":20},"interval":{"low":-0.014044283245599778,"high":-0.0024246052405199918,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"bench-3","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-3","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"bench-3","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"packer-3","unit":"ratio","baseline":0.7679299080416334,"candidate":0.7663166365458592,"delta":-0.0016132714957741712,"paired":{"min":-0.024556486215879136,"mean":-0.0016132714957741712,"max":0.021181065411383426,"stdev":0.013115090663460458,"n":20},"interval":{"low":-0.007910706952335955,"high":0.0046841639607876125,"withinNoise":true}},{"id":"resource.queue.max","scope":"resource","ref":"packer-3","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"packer-3","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"packer-3","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"bench-4","unit":"ratio","baseline":0.909912241028086,"candidate":0.9067697213564683,"delta":-0.0031425196716177327,"paired":{"min":-0.034932740856470135,"mean":-0.0031425196716177327,"max":0.04592000024999243,"stdev":0.018831577391765005,"n":20},"interval":{"low":-0.012184824159858127,"high":0.005899784816622663,"withinNoise":true}},{"id":"resource.queue.max","scope":"resource","ref":"bench-4","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-4","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"bench-4","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"packer-4","unit":"ratio","baseline":0.731885627126652,"candidate":0.7473224738394274,"delta":0.015436846712775471,"paired":{"min":-0.01087787047688904,"mean":0.015436846712775471,"max":0.057790050830353046,"stdev":0.016846718237747596,"n":20},"interval":{"low":0.007347606349941008,"high":0.023526087075609936,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"packer-4","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"packer-4","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"packer-4","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"bench-slots","unit":"ratio","baseline":0.9187373491152748,"candidate":0.9099172376279399,"delta":-0.008820111487335252,"paired":{"min":-0.01751648094446112,"mean":-0.008820111487335252,"max":0.0025050056629014605,"stdev":0.004410321045885741,"n":20},"interval":{"low":-0.010937802690687812,"high":-0.006702420283982691,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"bench-slots","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-slots","unit":"s","baseline":29.449200114157396,"candidate":29.64975564434362,"delta":0.20055553018622393,"paired":{"min":-1.6680833506327346,"mean":0.20055553018622393,"max":2.093588352164385,"stdev":0.7656023105038136,"n":20},"interval":{"low":-0.16706153472853866,"high":0.5681725951009865,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"bench-slots","unit":"s","baseline":102.73981126492035,"candidate":103.63986102628296,"delta":0.9000497613625953,"paired":{"min":-27.22181249426444,"mean":0.9000497613625953,"max":22.716735244349366,"stdev":10.687386223366172,"n":20},"interval":{"low":-4.231681819304795,"high":6.031781342029985,"withinNoise":true}},{"id":"agentClass.completion.mean","scope":"agentClass","ref":"bf","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"agentClass.feasible","scope":"agentClass","ref":"bf","unit":"ratio","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"agentClass.distance.total","scope":"agentClass","ref":"bf","unit":"m","baseline":5677.067315615441,"candidate":4968.766100252442,"delta":-708.301215363,"paired":{"min":-941.5272824761323,"mean":-708.301215363,"max":-500.7734799405762,"stdev":115.55792341614685,"n":20},"interval":{"low":-763.7883319130189,"high":-652.8140988129811,"withinNoise":false}},{"id":"agentClass.utilization","scope":"agentClass","ref":"bf","unit":"ratio","baseline":0.8568644576178122,"candidate":0.8347201547323893,"delta":-0.022144302885422414,"paired":{"min":-0.05046864196320844,"mean":-0.022144302885422414,"max":2.220446049250313e-16,"stdev":0.011635097815236566,"n":20},"interval":{"low":-0.027731094422165207,"high":-0.01655751134867962,"withinNoise":false}},{"id":"agentClass.wait.mean","scope":"agentClass","ref":"bf","unit":"s","baseline":136.31160858439515,"candidate":113.3466973585189,"delta":-22.964911225876286,"paired":{"min":-66.24425822114029,"mean":-22.964911225876286,"max":-6.881577057940746,"stdev":18.43308209193296,"n":20},"interval":{"low":-31.815871369282895,"high":-14.113951082469674,"withinNoise":false}},{"id":"agentClass.return.requested","scope":"agentClass","ref":"bf","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.return.completed","scope":"agentClass","ref":"bf","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.return.pending","scope":"agentClass","ref":"bf","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.return.completion.all","scope":"agentClass","ref":"bf","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"agentClass.available.end","scope":"agentClass","ref":"bf","unit":"count","baseline":0.15,"candidate":0.25,"delta":0.1,"paired":{"min":0,"mean":0.1,"max":1,"stdev":0.30000000000000004,"n":20},"interval":{"low":-0.044050139297325736,"high":0.24405013929732575,"withinNoise":true}},{"id":"agentClass.distance.per_unit","scope":"agentClass","ref":"bf","unit":"m","baseline":1892.355771871814,"candidate":1656.2553667508141,"delta":-236.10040512100005,"paired":{"min":-313.8424274920442,"mean":-236.10040512100005,"max":-166.92449331352532,"stdev":38.51930780538231,"n":20},"interval":{"low":-254.596110637673,"high":-217.6046996043271,"withinNoise":false}},{"id":"agentClass.utilization.unit_max","scope":"agentClass","ref":"bf","unit":"ratio","baseline":0.873762552265416,"candidate":0.847990684419077,"delta":-0.02577186784633907,"paired":{"min":-0.056333051447644,"mean":-0.02577186784633907,"max":0,"stdev":0.014068168593752392,"n":20},"interval":{"low":-0.03252693999830005,"high":-0.019016795694378086,"withinNoise":false}},{"id":"agentClass.utilization.unit_min","scope":"agentClass","ref":"bf","unit":"ratio","baseline":0.8408756123635083,"candidate":0.8199427398694263,"delta":-0.02093287249408199,"paired":{"min":-0.041195369206377674,"mean":-0.02093287249408199,"max":0.01887547544657875,"stdev":0.0153537418773422,"n":20},"interval":{"low":-0.028305234681303082,"high":-0.013560510306860897,"withinNoise":false}},{"id":"agentClass.completion.mean","scope":"agentClass","ref":"tote","unit":"s","baseline":296.64196457753746,"candidate":272.7890739199105,"delta":-23.852890657627007,"paired":{"min":-66.17660499318288,"mean":-23.852890657627007,"max":-8.265682762157098,"stdev":18.59591887796687,"n":20},"interval":{"low":-32.78203967340333,"high":-14.923741641850686,"withinNoise":false}},{"id":"agentClass.feasible","scope":"agentClass","ref":"tote","unit":"ratio","baseline":1,"candidate":1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.distance.total","scope":"agentClass","ref":"tote","unit":"m","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.utilization","scope":"agentClass","ref":"tote","unit":"ratio","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.count.completed","scope":"process","ref":"await-A","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"await-A","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"await-A","unit":"count","baseline":149.1,"candidate":149.1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"await-A","unit":"s","baseline":136.3599931822919,"candidate":113.21173022461433,"delta":-23.148262957677584,"paired":{"min":-70.43307936224215,"mean":-23.148262957677584,"max":-6.045303581034929,"stdev":18.790518755926534,"n":20},"interval":{"low":-32.17085243854501,"high":-14.125673476810155,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"tote-A","unit":"count","baseline":145,"candidate":145.35,"delta":0.35,"paired":{"min":0,"mean":0.35,"max":2,"stdev":0.5722761571129799,"n":20},"interval":{"low":0.07521179950445661,"high":0.6247882004955434,"withinNoise":false}},{"id":"process.cycle.mean","scope":"process","ref":"tote-A","unit":"s","baseline":297.2552411414738,"candidate":273.12497963357845,"delta":-24.130261507895334,"paired":{"min":-67.2936314417044,"mean":-24.130261507895334,"max":-5.69911638037604,"stdev":18.610307800586455,"n":20},"interval":{"low":-33.06631961136395,"high":-15.194203404426712,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"tote-A","unit":"count","baseline":149.1,"candidate":149.1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"tote-A","unit":"s","baseline":177.38363798748952,"candidate":154.48200756178827,"delta":-22.90163042570124,"paired":{"min":-66.91783960749677,"mean":-22.90163042570124,"max":-4.079963079387923,"stdev":18.924175463822174,"n":20},"interval":{"low":-31.988397464536632,"high":-13.814863386865847,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"await-B","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"await-B","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"await-B","unit":"count","baseline":114.05,"candidate":114.05,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"await-B","unit":"s","baseline":133.42908800634058,"candidate":109.15658402935146,"delta":-24.272503976989135,"paired":{"min":-69.14856418272439,"mean":-24.272503976989135,"max":-7.752403903886417,"stdev":19.230746975963083,"n":20},"interval":{"low":-33.506476579252826,"high":-15.038531374725443,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"tote-B","unit":"count","baseline":109.8,"candidate":110.3,"delta":0.5,"paired":{"min":0,"mean":0.5,"max":2,"stdev":0.6708203932499369,"n":20},"interval":{"low":0.1778940963628659,"high":0.8221059036371341,"withinNoise":false}},{"id":"process.cycle.mean","scope":"process","ref":"tote-B","unit":"s","baseline":292.2377984472879,"candidate":267.0597802920926,"delta":-25.178018155195275,"paired":{"min":-67.02916359510954,"mean":-25.178018155195275,"max":-6.440453949465223,"stdev":18.1360660146691,"n":20},"interval":{"low":-33.88636094092387,"high":-16.469675369466678,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"tote-B","unit":"count","baseline":114.05,"candidate":114.05,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"tote-B","unit":"s","baseline":174.1862785024481,"candidate":150.3148955795312,"delta":-23.871382922916897,"paired":{"min":-68.19234204724722,"mean":-23.871382922916897,"max":-7.386220275525332,"stdev":19.114373132696773,"n":20},"interval":{"low":-33.049476630737,"high":-14.693289215096796,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"await-C","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"await-C","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"await-C","unit":"count","baseline":68.1,"candidate":68.1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"await-C","unit":"s","baseline":137.44013163740172,"candidate":115.83631864961237,"delta":-21.60381298778931,"paired":{"min":-68.48952790286074,"mean":-21.60381298778931,"max":-3.904170431454105,"stdev":19.20954054260514,"n":20},"interval":{"low":-30.827602957788965,"high":-12.380023017789657,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"tote-C","unit":"count","baseline":65.9,"candidate":66.05,"delta":0.15,"paired":{"min":0,"mean":0.15,"max":1,"stdev":0.3570714214271425,"n":20},"interval":{"low":-0.021453959985579918,"high":0.3214539599855799,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"tote-C","unit":"s","baseline":302.84404843800786,"candidate":281.72922604762596,"delta":-21.11482239038187,"paired":{"min":-66.72061499447705,"mean":-21.11482239038187,"max":-3.1887419465938933,"stdev":20.083886436815433,"n":20},"interval":{"low":-30.75844451989832,"high":-11.471200260865425,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"tote-C","unit":"count","baseline":68.1,"candidate":68.1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"tote-C","unit":"s","baseline":179.47641471836528,"candidate":158.04928775522075,"delta":-21.427126963144485,"paired":{"min":-68.53250430807816,"mean":-21.427126963144485,"max":-4.483585349549685,"stdev":19.38940629528605,"n":20},"interval":{"low":-30.737282555572484,"high":-12.116971370716485,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"packing-time","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"packing-time","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"packing-time","unit":"count","baseline":323.9,"candidate":324.75,"delta":0.85,"paired":{"min":-1,"mean":0.85,"max":4,"stdev":1.1521718621802912,"n":20},"interval":{"low":0.29676494252823304,"high":1.403235057471767,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"packing-time","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.count.completed","scope":"process","ref":"pack-regular","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"pack-regular","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"pack-regular","unit":"count","baseline":243.25,"candidate":244,"delta":0.75,"paired":{"min":-1,"mean":0.75,"max":4,"stdev":1.1346805717910218,"n":20},"interval":{"low":0.20516368525178041,"high":1.2948363147482196,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"pack-regular","unit":"s","baseline":89.91266518382622,"candidate":89.9053744501077,"delta":-0.0072907337185178275,"paired":{"min":-0.13534750248773264,"mean":-0.0072907337185178275,"max":0.1528728851329504,"stdev":0.0567723706155863,"n":20},"interval":{"low":-0.034550960036566526,"high":0.019969492599530868,"withinNoise":true}},{"id":"process.count.completed","scope":"process","ref":"pack-long","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"pack-long","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"pack-long","unit":"count","baseline":80.65,"candidate":80.75,"delta":0.1,"paired":{"min":-1,"mean":0.1,"max":1,"stdev":0.4358898943540672,"n":20},"interval":{"low":-0.1092999999999999,"high":0.3092999999999999,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"pack-long","unit":"s","baseline":129.9656823693992,"candidate":129.9707568079535,"delta":0.005074438554299831,"paired":{"min":-0.39333037948745186,"mean":0.005074438554299831,"max":0.39707894023911194,"stdev":0.14082632903006212,"n":20},"interval":{"low":-0.06254573582407175,"high":0.0726946129326714,"withinNoise":true}},{"id":"process.count.completed","scope":"process","ref":"to-bench-1","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"to-bench-1","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"to-bench-1","unit":"count","baseline":81.25,"candidate":81.8,"delta":0.55,"paired":{"min":-3,"mean":0.55,"max":5,"stdev":2.178875856950093,"n":20},"interval":{"low":-0.49622456901746936,"high":1.5962245690174695,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"to-bench-1","unit":"s","baseline":121.48560594451371,"candidate":119.98598678570212,"delta":-1.4996191588116006,"paired":{"min":-11.408070125477366,"mean":-1.4996191588116006,"max":5.557381522785718,"stdev":3.9254238785735276,"n":20},"interval":{"low":-3.3844786805101514,"high":0.3852403628869503,"withinNoise":true}},{"id":"process.count.completed","scope":"process","ref":"to-bench-2","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"to-bench-2","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"to-bench-2","unit":"count","baseline":81.8,"candidate":80.95,"delta":-0.85,"paired":{"min":-6,"mean":-0.85,"max":4,"stdev":2.5743931323712,"n":20},"interval":{"low":-2.0861389644138337,"high":0.38613896441383366,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"to-bench-2","unit":"s","baseline":120.34588929403738,"candidate":119.33426956101255,"delta":-1.011619733024824,"paired":{"min":-6.297726372240405,"mean":-1.011619733024824,"max":5.564453388068301,"stdev":3.174293599289203,"n":20},"interval":{"low":-2.535811183518888,"high":0.5125717174692399,"withinNoise":true}},{"id":"process.count.completed","scope":"process","ref":"to-bench-3","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"to-bench-3","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"to-bench-3","unit":"count","baseline":82.5,"candidate":82.1,"delta":-0.4,"paired":{"min":-5,"mean":-0.4,"max":2,"stdev":1.5620499351813306,"n":20},"interval":{"low":-1.1500450358408312,"high":0.350045035840831,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"to-bench-3","unit":"s","baseline":120.27117480974914,"candidate":119.77961988702361,"delta":-0.4915549227255077,"paired":{"min":-3.870179604961251,"mean":-0.4915549227255077,"max":7.082279820075939,"stdev":2.5593929763151544,"n":20},"interval":{"low":-1.7204913052414912,"high":0.7373814597904756,"withinNoise":true}},{"id":"process.count.completed","scope":"process","ref":"to-bench-4","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"to-bench-4","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"to-bench-4","unit":"count","baseline":78.9,"candidate":80.6,"delta":1.7,"paired":{"min":-2,"mean":1.7,"max":4,"stdev":1.791647286716892,"n":20},"interval":{"low":0.8397098625891867,"high":2.560290137410813,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"to-bench-4","unit":"s","baseline":123.43113529628484,"candidate":120.50860300928632,"delta":-2.9225322869985013,"paired":{"min":-9.277173451056498,"mean":-2.9225322869985013,"max":1.6743904967269714,"stdev":3.195511534268329,"n":20},"interval":{"low":-4.456911892457047,"high":-1.3881526815399554,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"charge-1","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"charge-1","unit":"s","baseline":502.9811664524118,"candidate":477.58722349248694,"delta":-25.393942959924924,"paired":{"min":-99.81183322678953,"mean":-25.393942959924924,"max":19.157041223921624,"stdev":33.59960771409381,"n":20},"interval":{"low":-41.5273701984273,"high":-9.26051572142255,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"charge-1","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"charge-1","unit":"s","baseline":502.9811664524118,"candidate":477.58722349248694,"delta":-25.39394295992495,"paired":{"min":-99.81183322678908,"mean":-25.39394295992495,"max":19.15704122392208,"stdev":33.599607714093885,"n":20},"interval":{"low":-41.52737019842736,"high":-9.26051572142254,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"charge-2","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"charge-2","unit":"s","baseline":508.7650020297916,"candidate":492.80634965485405,"delta":-15.958652374937722,"paired":{"min":-63.60462441306481,"mean":-15.958652374937722,"max":4.512128986415803,"stdev":19.31384936075328,"n":20},"interval":{"low":-25.232528010884643,"high":-6.684776738990804,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"charge-2","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"charge-2","unit":"s","baseline":508.7650020297916,"candidate":492.8063496548539,"delta":-15.958652374937756,"paired":{"min":-63.60462441306515,"mean":-15.958652374937756,"max":4.512128986415803,"stdev":19.31384936075335,"n":20},"interval":{"low":-25.232528010884707,"high":-6.684776738990806,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"charge-3","unit":"count","baseline":2.7,"candidate":2.75,"delta":0.05,"paired":{"min":0,"mean":0.05,"max":1,"stdev":0.21794494717703367,"n":20},"interval":{"low":-0.05464999999999999,"high":0.15465,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"charge-3","unit":"s","baseline":514.1680054590618,"candidate":497.21386023577816,"delta":-16.954145223283664,"paired":{"min":-92.46201021190666,"mean":-16.954145223283664,"max":10.007145448527808,"stdev":22.242997620564893,"n":20},"interval":{"low":-27.634501575391855,"high":-6.273788871175473,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"charge-3","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"charge-3","unit":"s","baseline":514.1680054590618,"candidate":497.21386023577804,"delta":-16.954145223283742,"paired":{"min":-92.462010211907,"mean":-16.954145223283742,"max":10.007145448527524,"stdev":22.242997620564932,"n":20},"interval":{"low":-27.63450157539195,"high":-6.273788871175531,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-A/#4>to-bench-1","unit":"count","baseline":40.2,"candidate":41.2,"delta":1,"paired":{"min":-9,"mean":1,"max":16,"stdev":5.531726674375733,"n":20},"interval":{"low":-1.656153326661855,"high":3.656153326661855,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-A/#4>to-bench-2","unit":"count","baseline":37.7,"candidate":38.95,"delta":1.25,"paired":{"min":-6,"mean":1.25,"max":10,"stdev":4.4257767679809605,"n":20},"interval":{"low":-0.8751125330884184,"high":3.3751125330884184,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-A/#4>to-bench-3","unit":"count","baseline":34.4,"candidate":33.6,"delta":-0.8,"paired":{"min":-8,"mean":-0.8,"max":8,"stdev":4.791659420284375,"n":20},"interval":{"low":-3.1007973565243576,"high":1.5007973565243578,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-A/#4>to-bench-4","unit":"count","baseline":34,"candidate":32.9,"delta":-1.1,"paired":{"min":-9,"mean":-1.1,"max":8,"stdev":4.773887304912004,"n":20},"interval":{"low":-3.3922637708743637,"high":1.1922637708743635,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-B/#4>to-bench-1","unit":"count","baseline":26.05,"candidate":25.25,"delta":-0.8,"paired":{"min":-10,"mean":-0.8,"max":7,"stdev":3.9572717874818757,"n":20},"interval":{"low":-2.7001518407471377,"high":1.1001518407471376,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-B/#4>to-bench-2","unit":"count","baseline":28.85,"candidate":26.2,"delta":-2.65,"paired":{"min":-10,"mean":-2.65,"max":4,"stdev":4.138538389335056,"n":20},"interval":{"low":-4.637190104903484,"high":-0.6628098950965167,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-B/#4>to-bench-3","unit":"count","baseline":31.75,"candidate":32.6,"delta":0.85,"paired":{"min":-7,"mean":0.85,"max":7,"stdev":3.7983549070617406,"n":20},"interval":{"low":-0.9738451782097485,"high":2.6738451782097483,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-B/#4>to-bench-4","unit":"count","baseline":24.8,"candidate":27.85,"delta":3.05,"paired":{"min":-9,"mean":3.05,"max":12,"stdev":4.684815898197067,"n":20},"interval":{"low":0.8005053909412876,"high":5.299494609058712,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-C/#4>to-bench-1","unit":"count","baseline":15,"candidate":15.35,"delta":0.35,"paired":{"min":-6,"mean":0.35,"max":7,"stdev":3.118894034750139,"n":20},"interval":{"low":-1.1475904005311857,"high":1.8475904005311854,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-C/#4>to-bench-2","unit":"count","baseline":15.25,"candidate":15.8,"delta":0.55,"paired":{"min":-8,"mean":0.55,"max":8,"stdev":3.9175885439897846,"n":20},"interval":{"low":-1.3310972515711197,"high":2.4310972515711198,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-C/#4>to-bench-3","unit":"count","baseline":16.35,"candidate":15.9,"delta":-0.45,"paired":{"min":-7,"mean":-0.45,"max":5,"stdev":3.1539657575820317,"n":20},"interval":{"low":-1.9644306890622902,"high":1.0644306890622903,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-C/#4>to-bench-4","unit":"count","baseline":20.1,"candidate":19.85,"delta":-0.25,"paired":{"min":-8,"mean":-0.25,"max":7,"stdev":4.4483142874576656,"n":20},"interval":{"low":-2.3859343091552034,"high":1.8859343091552034,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"packing-time/#1>pack-regular","unit":"count","baseline":243.25,"candidate":244,"delta":0.75,"paired":{"min":-1,"mean":0.75,"max":4,"stdev":1.1346805717910218,"n":20},"interval":{"low":0.20516368525178041,"high":1.2948363147482196,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"packing-time/#1>pack-long","unit":"count","baseline":80.65,"candidate":80.75,"delta":0.1,"paired":{"min":-1,"mean":0.1,"max":1,"stdev":0.4358898943540672,"n":20},"interval":{"low":-0.1092999999999999,"high":0.3092999999999999,"withinNoise":true}}],"series":[{"key":"run.wip","kind":"run.wip","ref":null,"reads":"most","baseline":{"sliceSeconds":90,"values":[2,5,5,9,9,9,11,11,11,10,11,10,9,9,8,7,5,6,6,7,6,4,3,8,8,8,8,9,6,4,6,5,10,11,14,13,11,10,11,9,10,7,7,6,5,7,8,9,8,9,11,10,9,7,4,5,7,7,9,8,8,8,11,10,9,7,7,6,4,4,4,5,4,7,7,6,6,7,8,9,7,6,7,8,10,10,13,13,10,8,7,6,7,9,7,4,4,6,9,10,10,10,13,13,13,13,15,14,14,14,13,11,9,10,12,11,11,11,8,6]},"candidate":{"sliceSeconds":90,"values":[2,5,5,9,9,9,10,9,9,10,10,10,7,9,9,6,3,6,6,7,6,4,3,8,8,7,8,8,6,4,6,5,10,11,15,13,11,10,9,8,7,6,6,5,5,7,7,8,8,9,10,9,8,6,3,5,7,7,9,8,8,8,11,10,8,7,6,6,4,4,4,5,5,7,7,6,5,6,8,9,7,6,7,8,10,10,14,14,10,8,7,7,7,9,7,4,3,7,9,10,10,10,12,13,13,11,14,13,13,12,11,10,8,8,10,10,9,8,7,5]}},{"key":"resource.waiting:bf","kind":"resource.waiting","ref":"bf","reads":"most","baseline":{"sliceSeconds":90,"values":[1,2,2,4,3,3,4,4,4,4,5,5,3,3,3,1,1,2,1,2,1,1,1,2,2,2,2,2,0,1,1,1,4,5,9,8,6,4,5,5,3,2,1,1,1,1,3,3,4,4,4,5,3,1,2,1,2,1,3,2,2,2,6,4,3,3,2,1,1,1,1,1,1,3,1,0,2,2,2,3,1,1,2,1,4,4,7,7,4,3,2,1,2,2,2,0,2,2,3,4,4,4,7,9,7,7,9,8,8,8,6,5,3,4,6,7,5,5,3,3]},"candidate":{"sliceSeconds":90,"values":[1,2,2,4,3,3,4,4,3,4,4,4,3,3,2,0,1,2,1,2,1,1,1,2,2,2,2,2,0,1,1,1,4,5,8,8,6,4,4,2,2,1,1,1,1,1,3,3,3,3,4,3,3,0,1,1,2,1,2,1,2,2,4,4,3,3,1,1,1,1,1,1,1,3,1,0,2,2,2,3,1,1,1,2,5,4,7,7,4,3,1,1,3,3,1,0,2,2,3,4,4,4,6,7,6,7,8,8,7,7,5,4,2,3,5,4,3,2,1,2]}},{"key":"resource.waiting:bench-slots","kind":"resource.waiting","ref":"bench-slots","reads":"most","baseline":{"sliceSeconds":90,"values":[0,0,0,3,3,3,3,3,2,2,2,1,2,3,3,2,0,2,1,3,0,0,0,1,2,2,2,3,2,0,1,1,3,3,3,2,2,2,2,2,3,3,2,1,1,2,2,2,2,2,2,3,3,2,0,1,1,2,2,3,2,2,2,2,2,1,2,2,0,0,0,1,0,1,1,1,0,1,3,3,3,2,2,3,3,3,3,3,2,1,2,1,1,3,2,0,0,1,2,3,2,2,2,2,2,1,3,3,2,3,3,2,3,3,2,2,1,2,2,1]},"candidate":{"sliceSeconds":90,"values":[0,0,0,3,3,3,3,2,2,2,2,1,2,2,3,2,0,2,1,2,1,0,0,1,2,1,3,3,2,0,1,1,3,3,3,2,2,2,2,2,2,2,2,1,0,3,3,1,1,1,2,2,3,2,0,0,1,2,2,3,2,2,2,1,2,1,2,2,0,0,0,1,1,1,1,1,0,1,2,3,3,2,2,3,3,3,3,3,3,2,2,1,1,2,2,0,0,1,3,3,3,2,1,1,2,2,3,3,3,3,3,3,2,3,1,2,2,1,1,0]}},{"key":"resource.inUse:bench-slots","kind":"resource.inUse","ref":"bench-slots","reads":"most","baseline":{"sliceSeconds":90,"values":[1,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,3,1,4,4,4,4,4,4,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4]},"candidate":{"sliceSeconds":90,"values":[1,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,3,4,4,4,4,3,2,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,3]}},{"key":"resource.inUse:bf","kind":"resource.inUse","ref":"bf","reads":"most","baseline":{"sliceSeconds":90,"values":[2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,2,3,3,3,2,2,3,3,3,3,3,3,3,2,3,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,2,3,3,3,3,3,3,3,3,3,3,3,3,2,2,2,2,1,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3]},"candidate":{"sliceSeconds":90,"values":[2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,2,2,3,3,3,3,2,3,3,3,3,3,3,2,2,3,2,3,3,3,3,3,3,3,3,3,3,3,2,3,3,3,3,3,3,3,3,3,3,3,2,3,3,3,3,3,3,3,3,3,3,3,3,2,2,2,2,1,3,3,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,1,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3]}},{"key":"resource.inUse:bench-1","kind":"resource.inUse","ref":"bench-1","reads":"most","baseline":{"sliceSeconds":90,"values":[0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]},"candidate":{"sliceSeconds":90,"values":[0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]}}],"fleet":{"baseline":{"runs":20,"pools":[{"pool":"bf","units":[{"unit":"bf#0","jobs":{"mean":112.1,"low":107.16594685716541,"high":117.03405314283458,"min":93,"max":130,"n":20},"distanceMetres":{"mean":1898.2439173237176,"low":1810.1911812849833,"high":1986.296653362452,"min":1529.062931653355,"max":2207.707982679832,"n":20},"utilization":{"mean":0.8482625226635425,"low":0.8034173704823535,"high":0.8931076748447315,"min":0.6465081618862536,"max":1,"n":20}},{"unit":"bf#1","jobs":{"mean":112.45,"low":108.08476841979538,"high":116.81523158020462,"min":97,"max":129,"n":20},"distanceMetres":{"mean":1894.7167588514208,"low":1833.1132213039903,"high":1956.3202963988513,"min":1577.1907863681618,"max":2147.5406027319386,"n":20},"utilization":{"mean":0.8625089988079317,"low":0.8229573129240914,"high":0.9020606846917721,"min":0.6716104230990655,"max":1.0000000000000002,"n":20}},{"unit":"bf#2","jobs":{"mean":110.9,"low":105.37098442706214,"high":116.42901557293787,"min":87,"max":134,"n":20},"distanceMetres":{"mean":1884.1066394403042,"low":1826.0086410767171,"high":1942.2046378038913,"min":1693.805033089047,"max":2095.148112748169,"n":20},"utilization":{"mean":0.8598218513819612,"low":0.8203751191307812,"high":0.8992685836331412,"min":0.7414914126319438,"max":1,"n":20}}]}],"note":"Each unit of each pool over the runs: jobs it took (whole run), metres it drove and the share of its time in service it was busy with a job (statistics window; charging is not busy), with the mean, its 95 % interval and the least and most. Unit n is the same index in every run, not the same physical history: with first_free dispatch the lower-numbered units take work first. Per-run values are the agentUnit.* measures (detail=full gives replicates)."},"candidate":{"runs":20,"pools":[{"pool":"bf","units":[{"unit":"bf#0","jobs":{"mean":111.9,"low":108.07399889254975,"high":115.72600110745026,"min":97,"max":127,"n":20},"distanceMetres":{"mean":1665.2559525696263,"low":1603.5906430123423,"high":1726.9212621269103,"min":1470.1058587435193,"max":1955.1543393198488,"n":20},"utilization":{"mean":0.8346001023050789,"low":0.7909124810144014,"high":0.8782877235957564,"min":0.625340675345187,"max":1.0000000000000002,"n":20}},{"unit":"bf#1","jobs":{"mean":113,"low":107.81730811409645,"high":118.18269188590355,"min":91,"max":131,"n":20},"distanceMetres":{"mean":1652.367270939604,"low":1585.2124969403947,"high":1719.5220449388132,"min":1363.2243149880464,"max":1885.652221524259,"n":20},"utilization":{"mean":0.8360428086721653,"low":0.7933198026132549,"high":0.8787658147310757,"min":0.6822155660589923,"max":1,"n":20}},{"unit":"bf#2","jobs":{"mean":111.35,"low":106.8783187187091,"high":115.82168128129089,"min":93,"max":125,"n":20},"distanceMetres":{"mean":1651.1428767432124,"low":1587.943060839752,"high":1714.3426926466727,"min":1425.5814542858038,"max":1920.188391230702,"n":20},"utilization":{"mean":0.8335175532199239,"low":0.792741792690297,"high":0.8742933137495509,"min":0.6908830659185546,"max":1,"n":20}}]}],"note":"Each unit of each pool over the runs: jobs it took (whole run), metres it drove and the share of its time in service it was busy with a job (statistics window; charging is not busy), with the mean, its 95 % interval and the least and most. Unit n is the same index in every run, not the same physical history: with first_free dispatch the lower-numbered units take work first. Per-run values are the agentUnit.* measures (detail=full gives replicates)."}}}},{"version":"process-comparison-1","id":"c4fdf5cd-805f-499f-9788-c44d9f4cedc6","createdAt":"2026-10-07T02:40:57.521Z","baseline":{"id":"089b0e4a-bf58-40bd-a40f-f744bd72d21e","name":"Option A — current layout — 4 BF-T1","createdAt":"2026-10-06T13:28:55.453Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":39.993,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":43.983,"z":29.006,"w":2.001,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":47.978,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":51.966,"z":29.006,"w":2.002,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":38.5,"z":27,"w":17,"d":4.5,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.3,"z":0.3},"destination":{"x":59.7,"z":39.76},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"scenario":{"version":6,"id":"cv-option-a-4","name":"Option A — current layout — 4 BF-T1","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":4},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},"spaceHash":"fnv1a-1e7fd00e","scenarioHash":"fnv1a-e8071fad"},"candidate":{"id":"219fd98b-82d6-4072-8df0-040810820a98","name":"Unit 4 — packing-line and BF-T1 search #1: robots 3, move-2 x=17 z=27.5, spacing-3 4","createdAt":"2026-10-07T02:39:35.852Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":10.003,"z":27.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":13.996,"z":27.006,"w":2.001,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":18.003,"z":27.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":21.996,"z":27.006,"w":2.002,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":38.5,"z":27,"w":17,"d":4.5,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.95,"z":1},"destination":{"x":59,"z":39.36},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"scenario":{"version":6,"id":"cv-option-a-4","name":"Option A — current layout — 4 BF-T1","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},"spaceHash":"fnv1a-79618823","scenarioHash":"fnv1a-e1535d80"},"result":{"engineVersion":"process-des-2.7.0","spaceHash":null,"horizonSeconds":10800,"warmupSeconds":1800,"seed":20261006,"runs":20,"baseline":{"scenarioId":"cv-option-a-4","inputHash":"fnv1a-fefc6ef9","spaceHash":"fnv1a-1e7fd00e","firstRunStatus":"horizon_reached","firstRunMetrics":{"planned":338,"arrived":338,"completed":301,"inProgress":37,"pendingArrivals":0,"waiting":33,"totalWaitSeconds":164532.11355012315,"averageWaitSeconds":563.4661422949423,"maxWaitSeconds":1187.9132310346686,"averageCompletedCycleSeconds":712.0011783273177,"maxCompletedCycleSeconds":1346.3058873897571,"totalDistanceMeters":7710.959695052497,"blocked":0},"warnings":[{"id":"horizon","message":"The observation ended with work in progress: 37 jobs had not completed and 0 planned arrivals had not come (observation). Statistics cover 1800 s to 10800 s."}],"assumptions":["Collisions, avoidance, following, passing and re-routing between agents (robots or people): only capacities and FIFO queues are computed.","Density-dependent slowing, crowd pressure and the physical length of a queue (waiting agents overlap at one point): pedestrian flow is counts and capacities, not crowd physics.","Optimised lift group control (destination dispatch, load weighing beyond a full car, zoning, parking) and lift jerk: lifts with cars follow the fixed collective rules of the process catalog, at constant speed unless the scenario gives an acceleration and seconds per person boarding and alighting; an elevator without cars has only capacity and travel speed, so its waits are close to a lower bound.","Door opening times (except the fixed door and dwell time of a lift car at each stop, and its seconds per person boarding and alighting when given), acceleration (except a lift car's, when the scenario gives one), turning and vehicle orientation (circular footprints only), loaded shape, charging, batteries and failures.","Evacuation, safety codes and legal compliance, lines of sight and cameras.","Human decision-making beyond weighted branches and branches by the state of the run, learning or adaptive behaviour, and time-of-day changes other than arrival rate profiles, scheduled times and shifts set in advance (capacities of resources and zones, and the units of a pool in service, from given times).","Cleaning quality (coverage comes from simulate_space).","Agreement with real robots or real sites: determinism guarantees reproducibility, not field accuracy; calibrate separately.","Two-station transport (simulate_space) and process-scenario transport are separate implementations, kept consistent only by a matching test on one shared case; other layouts can differ.","Random values, poisson arrivals, branches and random picks draw from each arrival's and each job's own stream of the seed: the same scenario and seed give the same result, and a job keeps its draws when other jobs or streams change. Times are seconds and distances are metres.","goto follows the shortest route on a roadmap for each agent class, with the same circle-versus-obstacle clearance as the robot engine; connections are edges with their length and speed.","Capacities on resources, zones and connections are strict FIFO queues without preemption; waiting agents stand at one point, and nothing else slows movement.","Zones do not steer routes. An occupy zone counts agents that stop inside it; a transit zone counts every agent inside it, passing or not.","A connection end or a place on a blocking part moves to the nearest point the agent fits within 3 m; that offset is not added to the connection length.","Finish returns every resource still held by that job. Resources held by unfinished or blocked jobs remain in use.","Average wait includes every arrived job and unfinished waits up to the observation endpoint. Cycle averages include completed jobs only.","Repeated runs use seeds seed, seed + 1, …. Jobs, timelines, traces, series and warnings are the first run’s; replicates give every measure per run and spread its minimum, mean, maximum and population standard deviation."]},"candidate":{"scenarioId":"cv-option-a-4","inputHash":"fnv1a-27eb632e","spaceHash":"fnv1a-79618823","firstRunStatus":"horizon_reached","firstRunMetrics":{"planned":338,"arrived":338,"completed":334,"inProgress":4,"pendingArrivals":0,"waiting":1,"totalWaitSeconds":21924.791974152744,"averageWaitSeconds":76.66011179773686,"maxWaitSeconds":262.0155338977547,"averageCompletedCycleSeconds":216.53978112045888,"maxCompletedCycleSeconds":565.8848150272242,"totalDistanceMeters":2164.1150261411653,"blocked":0},"warnings":[{"id":"horizon","message":"The observation ended with work in progress: 4 jobs had not completed and 0 planned arrivals had not come (observation). Statistics cover 1800 s to 10800 s."}],"assumptions":["Collisions, avoidance, following, passing and re-routing between agents (robots or people): only capacities and FIFO queues are computed.","Density-dependent slowing, crowd pressure and the physical length of a queue (waiting agents overlap at one point): pedestrian flow is counts and capacities, not crowd physics.","Optimised lift group control (destination dispatch, load weighing beyond a full car, zoning, parking) and lift jerk: lifts with cars follow the fixed collective rules of the process catalog, at constant speed unless the scenario gives an acceleration and seconds per person boarding and alighting; an elevator without cars has only capacity and travel speed, so its waits are close to a lower bound.","Door opening times (except the fixed door and dwell time of a lift car at each stop, and its seconds per person boarding and alighting when given), acceleration (except a lift car's, when the scenario gives one), turning and vehicle orientation (circular footprints only), loaded shape, charging, batteries and failures.","Evacuation, safety codes and legal compliance, lines of sight and cameras.","Human decision-making beyond weighted branches and branches by the state of the run, learning or adaptive behaviour, and time-of-day changes other than arrival rate profiles, scheduled times and shifts set in advance (capacities of resources and zones, and the units of a pool in service, from given times).","Cleaning quality (coverage comes from simulate_space).","Agreement with real robots or real sites: determinism guarantees reproducibility, not field accuracy; calibrate separately.","Two-station transport (simulate_space) and process-scenario transport are separate implementations, kept consistent only by a matching test on one shared case; other layouts can differ.","Random values, poisson arrivals, branches and random picks draw from each arrival's and each job's own stream of the seed: the same scenario and seed give the same result, and a job keeps its draws when other jobs or streams change. Times are seconds and distances are metres.","goto follows the shortest route on a roadmap for each agent class, with the same circle-versus-obstacle clearance as the robot engine; connections are edges with their length and speed.","Capacities on resources, zones and connections are strict FIFO queues without preemption; waiting agents stand at one point, and nothing else slows movement.","Zones do not steer routes. An occupy zone counts agents that stop inside it; a transit zone counts every agent inside it, passing or not.","A connection end or a place on a blocking part moves to the nearest point the agent fits within 3 m; that offset is not added to the connection length.","Finish returns every resource still held by that job. Resources held by unfinished or blocked jobs remain in use.","Average wait includes every arrived job and unfinished waits up to the observation endpoint. Cycle averages include completed jobs only.","Repeated runs use seeds seed, seed + 1, …. Jobs, timelines, traces, series and warnings are the first run’s; replicates give every measure per run and spread its minimum, mean, maximum and population standard deviation."]},"measures":[{"id":"run.completed","scope":"run","ref":null,"unit":"count","baseline":299.75,"candidate":330.45,"delta":30.7,"paired":{"min":10,"mean":30.7,"max":54,"stdev":12.81834622718547,"n":20},"interval":{"low":24.545051468041944,"high":36.85494853195806,"withinNoise":false}},{"id":"run.arrived","scope":"run","ref":null,"unit":"count","baseline":340.25,"candidate":340.25,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"run.blocked","scope":"run","ref":null,"unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"run.completion.all","scope":"run","ref":null,"unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"run.cycle.mean","scope":"run","ref":null,"unit":"s","baseline":827.7664921060907,"candidate":278.7960921338744,"delta":-548.9703999722163,"paired":{"min":-987.5757781771435,"mean":-548.9703999722163,"max":-164.46047792577463,"stdev":252.59107216712633,"n":20},"interval":{"low":-670.2563304086677,"high":-427.684469535765,"withinNoise":false}},{"id":"run.wait.mean","scope":"run","ref":null,"unit":"s","baseline":658.4621299772372,"candidate":141.10532842332472,"delta":-517.3568015539124,"paired":{"min":-905.1068062360164,"mean":-517.3568015539124,"max":-155.11179181959113,"stdev":236.8635266842927,"n":20},"interval":{"low":-631.0908815983397,"high":-403.62272150948513,"withinNoise":false}},{"id":"run.distance.total","scope":"run","ref":null,"unit":"m","baseline":15452.429302918576,"candidate":4968.766100252447,"delta":-10483.66320266613,"paired":{"min":-11177.789373592517,"mean":-10483.66320266613,"max":-9524.348755115881,"stdev":394.332510828675,"n":20},"interval":{"low":-10673.008713047246,"high":-10294.317692285014,"withinNoise":false}},{"id":"run.throughput.per_hour","scope":"run","ref":null,"unit":"per_hour","baseline":102.38000000000001,"candidate":112.42,"delta":10.039999999999996,"paired":{"min":0.4000000000000057,"mean":10.039999999999996,"max":19.200000000000003,"stdev":5.018206851057457,"n":20},"interval":{"low":7.630422013607926,"high":12.449577986392065,"withinNoise":false}},{"id":"run.wip.mean","scope":"run","ref":null,"unit":"count","baseline":26.35068345706573,"candidate":8.890991692340487,"delta":-17.459691764725243,"paired":{"min":-31.143058243139947,"mean":-17.459691764725243,"max":-5.158066057759062,"stdev":8.353680784452528,"n":20},"interval":{"low":-21.470854700211177,"high":-13.44852882923931,"withinNoise":false}},{"id":"run.wip.end","scope":"run","ref":null,"unit":"count","baseline":40.5,"candidate":9.8,"delta":-30.7,"paired":{"min":-54,"mean":-30.7,"max":-10,"stdev":12.81834622718547,"n":20},"interval":{"low":-36.85494853195806,"high":-24.545051468041944,"withinNoise":false}},{"id":"resource.utilization","scope":"resource","ref":"bench-1","unit":"ratio","baseline":0.9856730244174627,"candidate":0.9147434187841597,"delta":-0.07092960563330344,"paired":{"min":-0.1374118377573207,"mean":-0.07092960563330344,"max":-0.0024986015138886986,"stdev":0.039850096824356154,"n":20},"interval":{"low":-0.0900643122951715,"high":-0.051794898971435376,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"bench-1","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-1","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"bench-1","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"packer-1","unit":"ratio","baseline":0.7172374333240848,"candidate":0.7624307371887178,"delta":0.045193303864633,"paired":{"min":-0.01608183371391514,"mean":0.045193303864633,"max":0.10094311282341317,"stdev":0.03494897233002549,"n":20},"interval":{"low":0.028411956089837823,"high":0.06197465163942818,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"packer-1","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"packer-1","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"packer-1","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"bench-2","unit":"ratio","baseline":0.9869801764746219,"candidate":0.9030018607351158,"delta":-0.08397831573950625,"paired":{"min":-0.16899915446712033,"mean":-0.08397831573950625,"max":-0.0016438041905920686,"stdev":0.05063961984031358,"n":20},"interval":{"low":-0.10829379671270889,"high":-0.05966283476630361,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"bench-2","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-2","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"bench-2","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"packer-2","unit":"ratio","baseline":0.7007653064687188,"candidate":0.7539716318336279,"delta":0.053206325364909046,"paired":{"min":-0.027519757814978285,"mean":0.053206325364909046,"max":0.11819229992880886,"stdev":0.04261974402408134,"n":20},"interval":{"low":0.032741725153291434,"high":0.07367092557652666,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"packer-2","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"packer-2","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"packer-2","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"bench-3","unit":"ratio","baseline":0.9876042556573967,"candidate":0.9151539496360147,"delta":-0.07245030602138196,"paired":{"min":-0.1430563489841531,"mean":-0.07245030602138196,"max":0.002598973552284334,"stdev":0.039404554013669844,"n":20},"interval":{"low":-0.09137107767010907,"high":-0.053529534372654834,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"bench-3","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-3","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"bench-3","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"packer-3","unit":"ratio","baseline":0.6818631412175191,"candidate":0.7663166365458592,"delta":0.08445349532833996,"paired":{"min":0.03617631669413879,"mean":0.08445349532833996,"max":0.13862764421939233,"stdev":0.029787937693178584,"n":20},"interval":{"low":0.07015030674806517,"high":0.09875668390861474,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"packer-3","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"packer-3","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"packer-3","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"bench-4","unit":"ratio","baseline":0.9876657725498156,"candidate":0.9067697213564683,"delta":-0.08089605119334708,"paired":{"min":-0.16338320791175187,"mean":-0.08089605119334708,"max":-0.011594322447172067,"stdev":0.04464341451435062,"n":20},"interval":{"low":-0.10233235145834861,"high":-0.05945975092834556,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"bench-4","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-4","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"bench-4","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"packer-4","unit":"ratio","baseline":0.6661733353766078,"candidate":0.7473224738394274,"delta":0.08114913846281946,"paired":{"min":-0.001028451852511325,"mean":0.08114913846281946,"max":0.14695757715392432,"stdev":0.03758579253122048,"n":20},"interval":{"low":0.06310167629707714,"high":0.09919660062856178,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"packer-4","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.mean","scope":"resource","ref":"packer-4","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.wait.max","scope":"resource","ref":"packer-4","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"resource.utilization","scope":"resource","ref":"bench-slots","unit":"ratio","baseline":0.9869808072748244,"candidate":0.9099172376279399,"delta":-0.07706356964688466,"paired":{"min":-0.15155919118630945,"mean":-0.07706356964688466,"max":-0.008013751597882424,"stdev":0.0410155897828335,"n":20},"interval":{"low":-0.09675790771881511,"high":-0.0573692315749542,"withinNoise":false}},{"id":"resource.queue.max","scope":"resource","ref":"bench-slots","unit":"count","baseline":4,"candidate":3,"delta":-1,"paired":{"min":-1,"mean":-1,"max":-1,"stdev":0,"n":20},"interval":{"low":-1,"high":-1,"withinNoise":false}},{"id":"resource.wait.mean","scope":"resource","ref":"bench-slots","unit":"s","baseline":46.513928831574056,"candidate":29.64975564434362,"delta":-16.86417318723043,"paired":{"min":-22.04350273506719,"mean":-16.86417318723043,"max":-10.30278860125862,"stdev":3.4304988907151466,"n":20},"interval":{"low":-18.511385997453225,"high":-15.216960377007638,"withinNoise":false}},{"id":"resource.wait.max","scope":"resource","ref":"bench-slots","unit":"s","baseline":121.10769371337597,"candidate":103.63986102628296,"delta":-17.467832687093015,"paired":{"min":-47.119125691532645,"mean":-17.467832687093015,"max":1.883215674787607,"stdev":12.883388036327746,"n":20},"interval":{"low":-23.654012157941388,"high":-11.281653216244642,"withinNoise":false}},{"id":"agentClass.completion.mean","scope":"agentClass","ref":"bf","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"agentClass.feasible","scope":"agentClass","ref":"bf","unit":"ratio","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"agentClass.distance.total","scope":"agentClass","ref":"bf","unit":"m","baseline":15452.42930291859,"candidate":4968.766100252442,"delta":-10483.663202666146,"paired":{"min":-11177.789373592535,"mean":-10483.663202666146,"max":-9524.348755115901,"stdev":394.3325108286753,"n":20},"interval":{"low":-10673.008713047262,"high":-10294.31769228503,"withinNoise":false}},{"id":"agentClass.utilization","scope":"agentClass","ref":"bf","unit":"ratio","baseline":0.9869475854543183,"candidate":0.8347201547323893,"delta":-0.15222743072192896,"paired":{"min":-0.26870634175329056,"mean":-0.15222743072192896,"max":2.220446049250313e-16,"stdev":0.07466489951738181,"n":20},"interval":{"low":-0.18807906130892788,"high":-0.11637580013493003,"withinNoise":false}},{"id":"agentClass.wait.mean","scope":"agentClass","ref":"bf","unit":"s","baseline":624.8967106907376,"candidate":113.3466973585189,"delta":-511.5500133322188,"paired":{"min":-911.9187398132431,"mean":-511.5500133322188,"max":-138.90759240005974,"stdev":245.20344964369536,"n":20},"interval":{"low":-629.2886502567492,"high":-393.8113764076884,"withinNoise":false}},{"id":"agentClass.return.requested","scope":"agentClass","ref":"bf","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.return.completed","scope":"agentClass","ref":"bf","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.return.pending","scope":"agentClass","ref":"bf","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.return.completion.all","scope":"agentClass","ref":"bf","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"agentClass.available.end","scope":"agentClass","ref":"bf","unit":"count","baseline":0,"candidate":0.25,"delta":0.25,"paired":{"min":0,"mean":0.25,"max":1,"stdev":0.4330127018922193,"n":20},"interval":{"low":0.04208153324971475,"high":0.45791846675028525,"withinNoise":false}},{"id":"agentClass.distance.per_unit","scope":"agentClass","ref":"bf","unit":"m","baseline":3863.1073257296475,"candidate":1656.2553667508141,"delta":-2206.851958978833,"paired":{"min":-2434.829786240986,"mean":-2206.851958978833,"max":-1912.4507084009288,"stdev":122.16354409216005,"n":20},"interval":{"low":-2265.5108774572686,"high":-2148.1930405003973,"withinNoise":false}},{"id":"agentClass.utilization.unit_max","scope":"agentClass","ref":"bf","unit":"ratio","baseline":0.9900222695807921,"candidate":0.847990684419077,"delta":-0.14203158516171527,"paired":{"min":-0.26246116092054195,"mean":-0.14203158516171527,"max":0,"stdev":0.07395855930360297,"n":20},"interval":{"low":-0.17754405439476037,"high":-0.10651911592867017,"withinNoise":false}},{"id":"agentClass.utilization.unit_min","scope":"agentClass","ref":"bf","unit":"ratio","baseline":0.9835688881862932,"candidate":0.8199427398694263,"delta":-0.16362614831686706,"paired":{"min":-0.28788797883558803,"mean":-0.16362614831686706,"max":0,"stdev":0.07716754083096443,"n":20},"interval":{"low":-0.20067946500330872,"high":-0.1265728316304254,"withinNoise":false}},{"id":"agentClass.completion.mean","scope":"agentClass","ref":"tote","unit":"s","baseline":824.5112434470053,"candidate":272.7890739199105,"delta":-551.7221695270948,"paired":{"min":-989.6356273508584,"mean":-551.7221695270948,"max":-166.97081644799715,"stdev":252.4788171129165,"n":20},"interval":{"low":-672.954198776227,"high":-430.49014027796267,"withinNoise":false}},{"id":"agentClass.feasible","scope":"agentClass","ref":"tote","unit":"ratio","baseline":1,"candidate":1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.distance.total","scope":"agentClass","ref":"tote","unit":"m","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"agentClass.utilization","scope":"agentClass","ref":"tote","unit":"ratio","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.count.completed","scope":"process","ref":"await-A","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"await-A","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"await-A","unit":"count","baseline":149.1,"candidate":149.1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"await-A","unit":"s","baseline":649.0157307745988,"candidate":113.21173022461433,"delta":-535.8040005499845,"paired":{"min":-970.823199067225,"mean":-535.8040005499845,"max":-124.7158722972911,"stdev":266.43374515346693,"n":20},"interval":{"low":-663.7367275595348,"high":-407.8712735404342,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"tote-A","unit":"count","baseline":132.4,"candidate":145.35,"delta":12.95,"paired":{"min":4,"mean":12.95,"max":23,"stdev":5.877712139940165,"n":20},"interval":{"low":10.127715824973455,"high":15.772284175026543,"withinNoise":false}},{"id":"process.cycle.mean","scope":"process","ref":"tote-A","unit":"s","baseline":837.5015129442587,"candidate":273.12497963357845,"delta":-564.3765333106802,"paired":{"min":-991.6627995921319,"mean":-564.3765333106802,"max":-174.963537766834,"stdev":255.73616335719944,"n":20},"interval":{"low":-687.1726331605743,"high":-441.58043346078614,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"tote-A","unit":"count","baseline":149.1,"candidate":149.1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"tote-A","unit":"s","baseline":699.7571593972878,"candidate":154.48200756178827,"delta":-545.2751518354995,"paired":{"min":-974.7181486287609,"mean":-545.2751518354995,"max":-141.87074596805778,"stdev":261.89353330437405,"n":20},"interval":{"low":-671.0278183473791,"high":-419.5224853236199,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"await-B","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"await-B","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"await-B","unit":"count","baseline":114.05,"candidate":114.05,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"await-B","unit":"s","baseline":637.1264576032695,"candidate":109.15658402935146,"delta":-527.969873573918,"paired":{"min":-989.7436159058614,"mean":-527.969873573918,"max":-130.9645430939654,"stdev":262.6590007355642,"n":20},"interval":{"low":-654.0900923860993,"high":-401.84965476173664,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"tote-B","unit":"count","baseline":100.4,"candidate":110.3,"delta":9.9,"paired":{"min":2,"mean":9.9,"max":19,"stdev":4.346262762420146,"n":20},"interval":{"low":7.813067478835328,"high":11.986932521164672,"withinNoise":false}},{"id":"process.cycle.mean","scope":"process","ref":"tote-B","unit":"s","baseline":816.6876245476986,"candidate":267.0597802920926,"delta":-549.627844255606,"paired":{"min":-988.6650199901396,"mean":-549.627844255606,"max":-164.35902639664587,"stdev":248.8479634299427,"n":20},"interval":{"low":-669.1164569087362,"high":-430.1392316024758,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"tote-B","unit":"count","baseline":114.05,"candidate":114.05,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"tote-B","unit":"s","baseline":688.9587299244834,"candidate":150.3148955795312,"delta":-538.643834344952,"paired":{"min":-980.9433886327727,"mean":-538.643834344952,"max":-151.96687583185965,"stdev":255.81809916458784,"n":20},"interval":{"low":-661.4792770764052,"high":-415.80839161349877,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"await-C","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"await-C","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"await-C","unit":"count","baseline":68.1,"candidate":68.1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"await-C","unit":"s","baseline":640.8395849087608,"candidate":115.83631864961237,"delta":-525.0032662591484,"paired":{"min":-1000.1637323976663,"mean":-525.0032662591484,"max":-108.88651979741225,"stdev":267.90713844474453,"n":20},"interval":{"low":-653.643468298193,"high":-396.3630642201038,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"tote-C","unit":"count","baseline":59.2,"candidate":66.05,"delta":6.85,"paired":{"min":1,"mean":6.85,"max":15,"stdev":3.9022429447690725,"n":20},"interval":{"low":4.976271200780028,"high":8.723728799219971,"withinNoise":false}},{"id":"process.cycle.mean","scope":"process","ref":"tote-C","unit":"s","baseline":811.6549878925636,"candidate":281.72922604762596,"delta":-529.9257618449376,"paired":{"min":-983.849834576479,"mean":-529.9257618449376,"max":-147.76481716315217,"stdev":258.0349771317541,"n":20},"interval":{"low":-653.8256765096423,"high":-406.02584718023286,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"tote-C","unit":"count","baseline":68.1,"candidate":68.1,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"tote-C","unit":"s","baseline":698.19609529016,"candidate":158.04928775522075,"delta":-540.1468075349392,"paired":{"min":-1023.8511437975006,"mean":-540.1468075349392,"max":-133.63732968472584,"stdev":266.2007275210573,"n":20},"interval":{"low":-667.967647136465,"high":-412.3259679334133,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"packing-time","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"packing-time","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"packing-time","unit":"count","baseline":294.65,"candidate":324.75,"delta":30.1,"paired":{"min":10,"mean":30.1,"max":52,"stdev":12.30406436914242,"n":20},"interval":{"low":24.191992712339243,"high":36.00800728766076,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"packing-time","unit":"s","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.count.completed","scope":"process","ref":"pack-regular","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"pack-regular","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"pack-regular","unit":"count","baseline":221.3,"candidate":244,"delta":22.7,"paired":{"min":7,"mean":22.7,"max":41,"stdev":9.413288479590966,"n":20},"interval":{"low":18.180048277563365,"high":27.219951722436633,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"pack-regular","unit":"s","baseline":89.99099252369916,"candidate":89.9053744501077,"delta":-0.08561807359145135,"paired":{"min":-0.6604785261780819,"mean":-0.08561807359145135,"max":0.39773916832133693,"stdev":0.28963579243263576,"n":20},"interval":{"low":-0.22469166107615973,"high":0.053455513893257034,"withinNoise":true}},{"id":"process.count.completed","scope":"process","ref":"pack-long","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"pack-long","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"pack-long","unit":"count","baseline":73.35,"candidate":80.75,"delta":7.4,"paired":{"min":3,"mean":7.4,"max":16,"stdev":3.56931365951495,"n":20},"interval":{"low":5.686132900503414,"high":9.113867099496588,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"pack-long","unit":"s","baseline":130.10649211956488,"candidate":129.9707568079535,"delta":-0.13573531161138633,"paired":{"min":-1.074514702104409,"mean":-0.13573531161138633,"max":0.9808092157445003,"stdev":0.6473032657151406,"n":20},"interval":{"low":-0.4465490635909858,"high":0.17507844036821316,"withinNoise":true}},{"id":"process.count.completed","scope":"process","ref":"to-bench-1","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"to-bench-1","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"to-bench-1","unit":"count","baseline":77.45,"candidate":81.8,"delta":4.35,"paired":{"min":-3,"mean":4.35,"max":10,"stdev":3.1188940347501393,"n":20},"interval":{"low":2.852409599468814,"high":5.847590400531185,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"to-bench-1","unit":"s","baseline":136.80016898274147,"candidate":119.98598678570212,"delta":-16.814182197039305,"paired":{"min":-21.20042831406117,"mean":-16.814182197039305,"max":-7.066205318144583,"stdev":3.083362653032076,"n":20},"interval":{"low":-18.29471159595078,"high":-15.33365279812783,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"to-bench-2","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"to-bench-2","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"to-bench-2","unit":"count","baseline":74.95,"candidate":80.95,"delta":6,"paired":{"min":0,"mean":6,"max":13,"stdev":4.147288270665544,"n":20},"interval":{"low":4.008608489681544,"high":7.991391510318456,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"to-bench-2","unit":"s","baseline":140.80711605584082,"candidate":119.33426956101255,"delta":-21.472846494828296,"paired":{"min":-24.66378375238473,"mean":-21.472846494828296,"max":-16.169147996133432,"stdev":2.303408889025475,"n":20},"interval":{"low":-22.578867732571023,"high":-20.36682525708557,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"to-bench-3","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"to-bench-3","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"to-bench-3","unit":"count","baseline":73.15,"candidate":82.1,"delta":8.95,"paired":{"min":2,"mean":8.95,"max":16,"stdev":3.1697791721190924,"n":20},"interval":{"low":7.427976229048276,"high":10.472023770951722,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"to-bench-3","unit":"s","baseline":144.6559934785464,"candidate":119.77961988702361,"delta":-24.876373591522803,"paired":{"min":-30.063241513802552,"mean":-24.876373591522803,"max":-17.819536945545167,"stdev":3.5855744308786917,"n":20},"interval":{"low":-26.59804857895282,"high":-23.154698604092786,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"to-bench-4","unit":"count","baseline":0,"candidate":0,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"to-bench-4","unit":"s","baseline":null,"candidate":null,"delta":null,"paired":null,"reason":"missing_value"},{"id":"process.entered","scope":"process","ref":"to-bench-4","unit":"count","baseline":70.45,"candidate":80.6,"delta":10.15,"paired":{"min":4,"mean":10.15,"max":19,"stdev":4.373499742768942,"n":20},"interval":{"low":8.049989176124386,"high":12.250010823875614,"withinNoise":false}},{"id":"process.time.mean","scope":"process","ref":"to-bench-4","unit":"s","baseline":149.03449236723142,"candidate":120.50860300928632,"delta":-28.525889357945108,"paired":{"min":-36.35583170124687,"mean":-28.525889357945108,"max":-22.529964525969902,"stdev":3.7984583314065725,"n":20},"interval":{"low":-30.34978419712579,"high":-26.701994518764426,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"charge-1","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.cycle.mean","scope":"process","ref":"charge-1","unit":"s","baseline":1002.3014286448181,"candidate":477.58722349248694,"delta":-524.7142051523313,"paired":{"min":-1084.3910465312256,"mean":-524.7142051523313,"max":8.802731958330696,"stdev":325.9482902172627,"n":20},"interval":{"low":-681.2238605174041,"high":-368.20454978725843,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"charge-1","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"charge-1","unit":"s","baseline":1002.3014286448181,"candidate":477.58722349248694,"delta":-524.7142051523311,"paired":{"min":-1084.3910465312251,"mean":-524.7142051523311,"max":8.802731958330241,"stdev":325.9482902172627,"n":20},"interval":{"low":-681.223860517404,"high":-368.2045497872583,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"charge-2","unit":"count","baseline":2.75,"candidate":3,"delta":0.25,"paired":{"min":0,"mean":0.25,"max":1,"stdev":0.4330127018922193,"n":20},"interval":{"low":0.04208153324971475,"high":0.45791846675028525,"withinNoise":false}},{"id":"process.cycle.mean","scope":"process","ref":"charge-2","unit":"s","baseline":893.022586661363,"candidate":492.80634965485405,"delta":-400.21623700650906,"paired":{"min":-750.0295404357579,"mean":-400.21623700650906,"max":-120.2823270154986,"stdev":194.0989235127315,"n":20},"interval":{"low":-493.4161602380755,"high":-307.0163137749426,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"charge-2","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"charge-2","unit":"s","baseline":893.022586661363,"candidate":492.8063496548539,"delta":-400.216237006509,"paired":{"min":-750.0295404357581,"mean":-400.216237006509,"max":-120.28232701549871,"stdev":194.0989235127315,"n":20},"interval":{"low":-493.41616023807546,"high":-307.01631377494255,"withinNoise":false}},{"id":"process.count.completed","scope":"process","ref":"charge-3","unit":"count","baseline":2,"candidate":2.75,"delta":0.75,"paired":{"min":0,"mean":0.75,"max":1,"stdev":0.4330127018922193,"n":20},"interval":{"low":0.5420815332497148,"high":0.9579184667502852,"withinNoise":false}},{"id":"process.cycle.mean","scope":"process","ref":"charge-3","unit":"s","baseline":942.169888871919,"candidate":497.21386023577816,"delta":-444.956028636141,"paired":{"min":-956.3092729229969,"mean":-444.956028636141,"max":-65.68953847166296,"stdev":278.28929490833735,"n":20},"interval":{"low":-578.5814009578095,"high":-311.33065631447255,"withinNoise":false}},{"id":"process.entered","scope":"process","ref":"charge-3","unit":"count","baseline":3,"candidate":3,"delta":0,"paired":{"min":0,"mean":0,"max":0,"stdev":0,"n":20},"interval":{"low":0,"high":0,"withinNoise":true}},{"id":"process.time.mean","scope":"process","ref":"charge-3","unit":"s","baseline":942.1698888719193,"candidate":497.21386023577804,"delta":-444.95602863614124,"paired":{"min":-956.3092729229965,"mean":-444.95602863614124,"max":-65.68953847166244,"stdev":278.2892949083374,"n":20},"interval":{"low":-578.5814009578098,"high":-311.33065631447266,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-A/#4>to-bench-1","unit":"count","baseline":35.5,"candidate":41.2,"delta":5.7,"paired":{"min":-4,"mean":5.7,"max":20,"stdev":6.396092557178953,"n":20},"interval":{"low":2.628806587265945,"high":8.771193412734055,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-A/#4>to-bench-2","unit":"count","baseline":33.65,"candidate":38.95,"delta":5.3,"paired":{"min":-2,"mean":5.3,"max":15,"stdev":4.063249930782009,"n":20},"interval":{"low":3.348960938236675,"high":7.251039061763325,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-A/#4>to-bench-3","unit":"count","baseline":33.7,"candidate":33.6,"delta":-0.1,"paired":{"min":-16,"mean":-0.1,"max":8,"stdev":5.923681287847955,"n":20},"interval":{"low":-2.9443570488915323,"high":2.744357048891532,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-A/#4>to-bench-4","unit":"count","baseline":31.05,"candidate":32.9,"delta":1.85,"paired":{"min":-8,"mean":1.85,"max":13,"stdev":5.0722283071644165,"n":20},"interval":{"low":-0.5855173139829088,"high":4.2855173139829095,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-B/#4>to-bench-1","unit":"count","baseline":26.8,"candidate":25.25,"delta":-1.55,"paired":{"min":-14,"mean":-1.55,"max":11,"stdev":6.053717865906868,"n":20},"interval":{"low":-4.456796339501979,"high":1.3567963395019793,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-B/#4>to-bench-2","unit":"count","baseline":26.1,"candidate":26.2,"delta":0.1,"paired":{"min":-8,"mean":0.1,"max":8,"stdev":3.8327535793473606,"n":20},"interval":{"low":-1.7403622899910367,"high":1.9403622899910369,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-B/#4>to-bench-3","unit":"count","baseline":23.8,"candidate":32.6,"delta":8.8,"paired":{"min":0,"mean":8.8,"max":18,"stdev":4.093897898091744,"n":20},"interval":{"low":6.834244791702852,"high":10.76575520829715,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-B/#4>to-bench-4","unit":"count","baseline":25.1,"candidate":27.85,"delta":2.75,"paired":{"min":-5,"mean":2.75,"max":16,"stdev":4.9585784253150615,"n":20},"interval":{"low":0.3690536237221709,"high":5.130946376277829,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"tote-C/#4>to-bench-1","unit":"count","baseline":15.15,"candidate":15.35,"delta":0.2,"paired":{"min":-6,"mean":0.2,"max":5,"stdev":3.4438350715445125,"n":20},"interval":{"low":-1.4536164059100092,"high":1.853616405910009,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-C/#4>to-bench-2","unit":"count","baseline":15.2,"candidate":15.8,"delta":0.6,"paired":{"min":-6,"mean":0.6,"max":6,"stdev":3.215587038162706,"n":20},"interval":{"low":-0.9440192025667092,"high":2.1440192025667093,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-C/#4>to-bench-3","unit":"count","baseline":15.65,"candidate":15.9,"delta":0.25,"paired":{"min":-8,"mean":0.25,"max":6,"stdev":3.9984371947049513,"n":20},"interval":{"low":-1.6699181162295218,"high":2.169918116229522,"withinNoise":true}},{"id":"branch.chosen","scope":"branch","ref":"tote-C/#4>to-bench-4","unit":"count","baseline":14.3,"candidate":19.85,"delta":5.55,"paired":{"min":0,"mean":5.55,"max":14,"stdev":3.9683119837028937,"n":20},"interval":{"low":3.644547019907837,"high":7.455452980092163,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"packing-time/#1>pack-regular","unit":"count","baseline":221.3,"candidate":244,"delta":22.7,"paired":{"min":7,"mean":22.7,"max":41,"stdev":9.413288479590966,"n":20},"interval":{"low":18.180048277563365,"high":27.219951722436633,"withinNoise":false}},{"id":"branch.chosen","scope":"branch","ref":"packing-time/#1>pack-long","unit":"count","baseline":73.35,"candidate":80.75,"delta":7.4,"paired":{"min":3,"mean":7.4,"max":16,"stdev":3.56931365951495,"n":20},"interval":{"low":5.686132900503414,"high":9.113867099496588,"withinNoise":false}}],"series":[{"key":"run.wip","kind":"run.wip","ref":null,"reads":"most","baseline":{"sliceSeconds":90,"values":[2,5,7,9,11,11,12,12,12,13,14,14,14,14,14,11,11,12,12,14,12,11,10,11,11,11,13,12,11,10,9,10,14,16,19,18,17,16,16,17,17,17,15,15,15,16,16,19,18,21,22,22,21,20,17,16,19,19,21,22,22,23,26,23,22,22,22,22,22,21,21,21,20,22,23,21,21,22,24,25,25,24,26,25,28,28,32,32,29,28,28,27,29,30,30,27,26,27,30,32,33,32,35,37,37,37,40,39,39,40,40,39,37,37,40,40,40,39,39,37]},"candidate":{"sliceSeconds":90,"values":[2,5,5,9,9,9,10,9,9,10,10,10,7,9,9,6,3,6,6,7,6,4,3,8,8,7,8,8,6,4,6,5,10,11,15,13,11,10,9,8,7,6,6,5,5,7,7,8,8,9,10,9,8,6,3,5,7,7,9,8,8,8,11,10,8,7,6,6,4,4,4,5,5,7,7,6,5,6,8,9,7,6,7,8,10,10,14,14,10,8,7,7,7,9,7,4,3,7,9,10,10,10,12,13,13,11,14,13,13,12,11,10,8,8,10,10,9,8,7,5]}},{"key":"resource.waiting:bf","kind":"resource.waiting","ref":"bf","reads":"most","baseline":{"sliceSeconds":90,"values":[1,2,2,5,4,4,6,6,7,7,8,7,8,9,8,7,5,7,6,7,6,6,4,5,6,6,7,6,4,4,5,4,9,10,12,12,10,10,11,11,12,10,10,10,9,10,11,12,14,14,16,16,16,13,10,11,13,13,15,16,15,16,18,19,17,15,15,16,15,16,14,16,14,17,17,16,15,17,19,20,18,17,18,20,22,22,26,25,24,23,22,22,23,24,23,22,21,21,24,26,26,25,30,32,31,31,35,33,33,34,34,34,31,31,33,33,33,33,32,31]},"candidate":{"sliceSeconds":90,"values":[1,2,2,4,3,3,4,4,3,4,4,4,3,3,2,0,1,2,1,2,1,1,1,2,2,2,2,2,0,1,1,1,4,5,8,8,6,4,4,2,2,1,1,1,1,1,3,3,3,3,4,3,3,0,1,1,2,1,2,1,2,2,4,4,3,3,1,1,1,1,1,1,1,3,1,0,2,2,2,3,1,1,1,2,5,4,7,7,4,3,1,1,3,3,1,0,2,2,3,4,4,4,6,7,6,7,8,8,7,7,5,4,2,3,5,4,3,2,1,2]}},{"key":"resource.waiting:bench-slots","kind":"resource.waiting","ref":"bench-slots","reads":"most","baseline":{"sliceSeconds":90,"values":[0,0,1,2,3,3,2,3,2,1,1,3,3,3,3,3,3,3,2,3,3,3,3,2,2,2,3,2,4,3,3,4,3,4,4,2,4,1,2,2,2,3,3,3,3,4,4,4,3,3,2,2,2,2,3,3,4,3,3,2,3,3,3,4,2,3,2,2,2,2,3,3,3,3,3,3,3,2,4,3,3,2,2,2,3,3,3,3,2,2,3,2,3,3,3,4,1,1,2,2,2,3,3,2,3,4,3,3,3,3,3,2,2,2,3,3,4,3,3,2]},"candidate":{"sliceSeconds":90,"values":[0,0,0,3,3,3,3,2,2,2,2,1,2,2,3,2,0,2,1,2,1,0,0,1,2,1,3,3,2,0,1,1,3,3,3,2,2,2,2,2,2,2,2,1,0,3,3,1,1,1,2,2,3,2,0,0,1,2,2,3,2,2,2,1,2,1,2,2,0,0,0,1,1,1,1,1,0,1,2,3,3,2,2,3,3,3,3,3,3,2,2,1,1,2,2,0,0,1,3,3,3,2,1,1,2,2,3,3,3,3,3,3,2,3,1,2,2,1,1,0]}},{"key":"resource.inUse:bf","kind":"resource.inUse","ref":"bf","reads":"most","baseline":{"sliceSeconds":90,"values":[2,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4]},"candidate":{"sliceSeconds":90,"values":[2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,2,2,3,3,3,3,2,3,3,3,3,3,3,2,2,3,2,3,3,3,3,3,3,3,3,3,3,3,2,3,3,3,3,3,3,3,3,3,3,3,2,3,3,3,3,3,3,3,3,3,3,3,3,2,2,2,2,1,3,3,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,1,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3]}},{"key":"resource.inUse:bench-slots","kind":"resource.inUse","ref":"bench-slots","reads":"most","baseline":{"sliceSeconds":90,"values":[1,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4]},"candidate":{"sliceSeconds":90,"values":[1,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,3,4,4,4,4,3,2,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,3]}},{"key":"resource.inUse:bench-1","kind":"resource.inUse","ref":"bench-1","reads":"most","baseline":{"sliceSeconds":90,"values":[1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]},"candidate":{"sliceSeconds":90,"values":[0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]}}],"fleet":{"baseline":{"runs":20,"pools":[{"pool":"bf","units":[{"unit":"bf#0","jobs":{"mean":76.4,"low":74.79018643184669,"high":78.00981356815332,"min":67,"max":83,"n":20},"distanceMetres":{"mean":3886.5164275498078,"low":3731.93457540262,"high":4041.0982796969956,"min":3211.2430537862665,"max":4524.893423468617,"n":20},"utilization":{"mean":0.9876921253118305,"low":0.9765383043748291,"high":0.9988459462488318,"min":0.9325528312573976,"max":1.0000000000000002,"n":20}},{"unit":"bf#1","jobs":{"mean":76.8,"low":75.47105559618882,"high":78.12894440381118,"min":71,"max":82,"n":20},"distanceMetres":{"mean":3857.4994255303063,"low":3737.1109450103886,"high":3977.887906050224,"min":3316.056936960428,"max":4343.929525729558,"n":20},"utilization":{"mean":0.9876851576972104,"low":0.9774414528077607,"high":0.9979288625866601,"min":0.9285868195034315,"max":1.0000000000000002,"n":20}},{"unit":"bf#2","jobs":{"mean":78.15,"low":76.85911819923255,"high":79.44088180076746,"min":73,"max":82,"n":20},"distanceMetres":{"mean":3871.178082232486,"low":3741.459976713134,"high":4000.8961877518377,"min":3495.00622327396,"max":4329.407136132393,"n":20},"utilization":{"mean":0.9857295818684555,"low":0.9738327901199851,"high":0.9976263736169259,"min":0.9234565278744291,"max":1.0000000000000002,"n":20}},{"unit":"bf#3","jobs":{"mean":75.05,"low":72.74982903464364,"high":77.35017096535636,"min":64,"max":82,"n":20},"distanceMetres":{"mean":3837.2353676059893,"low":3690.4962105140294,"high":3983.974524697949,"min":3286.736680662447,"max":4464.962988772286,"n":20},"utilization":{"mean":0.9866834769397771,"low":0.9749479953168779,"high":0.9984189585626763,"min":0.913228654180775,"max":1,"n":20}}]}],"note":"Each unit of each pool over the runs: jobs it took (whole run), metres it drove and the share of its time in service it was busy with a job (statistics window; charging is not busy), with the mean, its 95 % interval and the least and most. Unit n is the same index in every run, not the same physical history: with first_free dispatch the lower-numbered units take work first. Per-run values are the agentUnit.* measures (detail=full gives replicates)."},"candidate":{"runs":20,"pools":[{"pool":"bf","units":[{"unit":"bf#0","jobs":{"mean":111.9,"low":108.07399889254975,"high":115.72600110745026,"min":97,"max":127,"n":20},"distanceMetres":{"mean":1665.2559525696263,"low":1603.5906430123423,"high":1726.9212621269103,"min":1470.1058587435193,"max":1955.1543393198488,"n":20},"utilization":{"mean":0.8346001023050789,"low":0.7909124810144014,"high":0.8782877235957564,"min":0.625340675345187,"max":1.0000000000000002,"n":20}},{"unit":"bf#1","jobs":{"mean":113,"low":107.81730811409645,"high":118.18269188590355,"min":91,"max":131,"n":20},"distanceMetres":{"mean":1652.367270939604,"low":1585.2124969403947,"high":1719.5220449388132,"min":1363.2243149880464,"max":1885.652221524259,"n":20},"utilization":{"mean":0.8360428086721653,"low":0.7933198026132549,"high":0.8787658147310757,"min":0.6822155660589923,"max":1,"n":20}},{"unit":"bf#2","jobs":{"mean":111.35,"low":106.8783187187091,"high":115.82168128129089,"min":93,"max":125,"n":20},"distanceMetres":{"mean":1651.1428767432124,"low":1587.943060839752,"high":1714.3426926466727,"min":1425.5814542858038,"max":1920.188391230702,"n":20},"utilization":{"mean":0.8335175532199239,"low":0.792741792690297,"high":0.8742933137495509,"min":0.6908830659185546,"max":1,"n":20}}]}],"note":"Each unit of each pool over the runs: jobs it took (whole run), metres it drove and the share of its time in service it was busy with a job (statistics window; charging is not busy), with the mean, its 95 % interval and the least and most. Unit n is the same index in every run, not the same physical history: with first_free dispatch the lower-numbered units take work first. Per-run values are the agentUnit.* measures (detail=full gives replicates)."}}}}],"studies":[{"id":"7745e969-1399-474a-a640-a6de6b07bad8","createdAt":"2026-10-07T02:42:44.301Z","specification":{"version":1,"engine":"process","question":"Compare Option A, Option B and Search best at the unchanged Unit 4 proposal peak. Fewest BF-T1 robots, then lowest mean wait, among layouts meeting the proposal's recorded mean-throughput threshold.","baselineId":"089b0e4a-bf58-40bd-a40f-f744bd72d21e","candidateIds":["493eee9c-94be-419a-aa9a-affcb970b46b","219fd98b-82d6-4072-8df0-040810820a98"],"requirements":["spatial_routes","mobile_resources","handling_times","resource_queues","shifts_and_arrivals"],"objectives":[{"key":"input.robots","direction":"minimize"},{"key":"run.wait.mean","direction":"minimize"}],"constraints":[{"key":"run.throughput.per_hour","operator":"atLeast","value":110,"aggregation":"mean"}],"reportMetrics":["run.throughput.per_hour","run.wait.mean","agentClass.distance.total:bf"],"inputs":[{"key":"input.robots","label":"BF-T1 robots","unit":"robots","values":[{"optionId":"089b0e4a-bf58-40bd-a40f-f744bd72d21e","value":4},{"optionId":"493eee9c-94be-419a-aa9a-affcb970b46b","value":3},{"optionId":"219fd98b-82d6-4072-8df0-040810820a98","value":3}],"source":{"subject":"Fleet counts","kind":"reference","note":"Counts from the immutable scenario parameters. Search allowed 2, 3, 4 or 5 robots."}}],"evidence":[{"subject":"Proposal workload and replication","kind":"reference","note":"Saved cv-option-a-4: customer-order arrival rates 49.5 + 38.5 + 22 = 110/h, 10800-second horizon, 1800-second warm-up, 20 runs and seed 20261006. The saved options have matching arrivals, window, seed and runs."},{"subject":"Search coverage and geometry","kind":"reference","note":"All 300 combinations tried: packing block centre x=5..53 in 2 m steps, z=27.5 m; pitch 4, 5.5 or 7 m; 2..5 robots. Office and outbound keep-outs, no new check_space findings, 0.9 m passage checks. 60 rejected geometrically, 240 simulated."},{"subject":"Throughput interpretation","kind":"assumed","note":"The proposal's run.throughput.per_hour is aggregate completions, including scheduled charging-proxy jobs. Passing a mean threshold of 110 does not establish 110 completed customer orders/h; Search best's 95% interval also straddles 110."},{"subject":"Physical validity","kind":"assumed","note":"BF-T1 is a fixed circular route footprint and constant-speed mobile resource. No inter-robot traffic, swept turning paths or load-dependent geometry. Charging is represented by scheduled 360-second resource holds, not battery physics; site calibration is unverified."}]},"options":[{"id":"089b0e4a-bf58-40bd-a40f-f744bd72d21e","name":"Option A — current layout — 4 BF-T1","createdAt":"2026-10-06T13:28:55.453Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":39.993,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":43.983,"z":29.006,"w":2.001,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":47.978,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":51.966,"z":29.006,"w":2.002,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":38.5,"z":27,"w":17,"d":4.5,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.3,"z":0.3},"destination":{"x":59.7,"z":39.76},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"scenario":{"version":6,"id":"cv-option-a-4","name":"Option A — current layout — 4 BF-T1","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":4},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},"spaceHash":"fnv1a-1e7fd00e","scenarioHash":"fnv1a-e8071fad"},{"id":"493eee9c-94be-419a-aa9a-affcb970b46b","name":"Option B — south packing benches — 3 BF-T1","createdAt":"2026-10-06T13:31:31.783Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":6,"z":27,"w":1.988,"d":0.988,"h":0.9,"source":"assumed","note":"Option B proposed south-floor location; retain existing bench dimensions. Confirm services and operator clearance on site."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":13,"z":27,"w":2.001,"d":0.988,"h":0.9,"source":"assumed","note":"Option B proposed south-floor location; retain existing bench dimensions."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":20,"z":27,"w":1.988,"d":0.988,"h":0.9,"source":"assumed","note":"Option B proposed south-floor location; retain existing bench dimensions."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":27,"z":27,"w":2.002,"d":0.988,"h":0.9,"source":"assumed","note":"Option B proposed south-floor location; retain existing bench dimensions."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":4.5,"z":25.5,"w":26,"d":4.5,"h":0.02,"group":"Drawing zones","source":"assumed","note":"Option B packing work area south of P&D; keep office-door corridor clear."},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.3,"z":0.3},"destination":{"x":59.7,"z":39.76},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"scenario":{"version":6,"id":"cv-option-b","name":"Option B — south packing benches","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},"spaceHash":"fnv1a-9909287b","scenarioHash":"fnv1a-028d13b2"},{"id":"219fd98b-82d6-4072-8df0-040810820a98","name":"Unit 4 — packing-line and BF-T1 search #1: robots 3, move-2 x=17 z=27.5, spacing-3 4","createdAt":"2026-10-07T02:39:35.852Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":10.003,"z":27.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":13.996,"z":27.006,"w":2.001,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":18.003,"z":27.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":21.996,"z":27.006,"w":2.002,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":38.5,"z":27,"w":17,"d":4.5,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.95,"z":1},"destination":{"x":59,"z":39.36},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"scenario":{"version":6,"id":"cv-option-a-4","name":"Option A — current layout — 4 BF-T1","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},"spaceHash":"fnv1a-79618823","scenarioHash":"fnv1a-e1535d80"}],"inputHash":"fnv1a-f89c1084","run":{"engine":"process","engineVersion":"process-des-2.7.0","seed":20261006,"runs":20,"horizonSeconds":10800,"observations":[{"optionId":"089b0e4a-bf58-40bd-a40f-f744bd72d21e","inputHash":"fnv1a-fefc6ef9","spaceHash":"fnv1a-1e7fd00e","runs":20,"execution":"valid","metrics":[{"key":"run.wait.mean","unit":"s","values":[563.4661422949423,263.12915611609805,655.0266598831266,332.0326437567158,916.1950640964533,407.8899391470546,490.69425132461566,279.02821709598896,1020.5745553919232,972.8549794172692,729.2937746555593,622.9803242699497,1160.1508710031208,367.98185872497567,387.18508663462717,531.5639446149111,876.0280988999649,968.1067269344732,1171.4890678953468,453.571237387626]},{"key":"run.throughput.per_hour","unit":"per_hour","values":[102,100,104.4,102,102.8,103.2,102.4,100.4,100.4,103.2,103.2,103.6,102,103.2,102.4,100,102.8,103.2,102,104.4]},{"key":"agentClass.distance.total:bf","unit":"m","values":[15612.517635581635,15493.200059478315,15848.879246129885,15417.587764072687,15298.755118424808,15215.580830109757,15372.123029802517,15003.654642434385,15255.016386719672,15682.55651833169,15578.919521668204,15800.02874853636,15467.496837549526,15758.687037847047,15110.166269994927,15351.463844933029,15147.986519652464,15621.605592150405,15516.607903997554,15495.75255095694]}],"diagnostics":[{"id":"horizon","message":"The observation ended with work in progress: 37 jobs had not completed and 0 planned arrivals had not come (observation). Statistics cover 1800 s to 10800 s."},{"id":"check_return_policy","message":"No automatic returnHome release was found. Check explicit return steps or document that units remain at the last destination."},{"id":"display_only_cargo","message":"Cargo appearance does not change clearance or enforce carrying capacity. Check the movement profile and batch definition."}],"assumptions":["Collisions, avoidance, following, passing and re-routing between agents (robots or people): only capacities and FIFO queues are computed.","Density-dependent slowing, crowd pressure and the physical length of a queue (waiting agents overlap at one point): pedestrian flow is counts and capacities, not crowd physics.","Optimised lift group control (destination dispatch, load weighing beyond a full car, zoning, parking) and lift jerk: lifts with cars follow the fixed collective rules of the process catalog, at constant speed unless the scenario gives an acceleration and seconds per person boarding and alighting; an elevator without cars has only capacity and travel speed, so its waits are close to a lower bound.","Door opening times (except the fixed door and dwell time of a lift car at each stop, and its seconds per person boarding and alighting when given), acceleration (except a lift car's, when the scenario gives one), turning and vehicle orientation (circular footprints only), loaded shape, charging, batteries and failures.","Evacuation, safety codes and legal compliance, lines of sight and cameras.","Human decision-making beyond weighted branches and branches by the state of the run, learning or adaptive behaviour, and time-of-day changes other than arrival rate profiles, scheduled times and shifts set in advance (capacities of resources and zones, and the units of a pool in service, from given times).","Cleaning quality (coverage comes from simulate_space).","Agreement with real robots or real sites: determinism guarantees reproducibility, not field accuracy; calibrate separately.","Two-station transport (simulate_space) and process-scenario transport are separate implementations, kept consistent only by a matching test on one shared case; other layouts can differ.","Random values, poisson arrivals, branches and random picks draw from each arrival's and each job's own stream of the seed: the same scenario and seed give the same result, and a job keeps its draws when other jobs or streams change. Times are seconds and distances are metres.","goto follows the shortest route on a roadmap for each agent class, with the same circle-versus-obstacle clearance as the robot engine; connections are edges with their length and speed.","Capacities on resources, zones and connections are strict FIFO queues without preemption; waiting agents stand at one point, and nothing else slows movement.","Zones do not steer routes. An occupy zone counts agents that stop inside it; a transit zone counts every agent inside it, passing or not.","A connection end or a place on a blocking part moves to the nearest point the agent fits within 3 m; that offset is not added to the connection length.","Finish returns every resource still held by that job. Resources held by unfinished or blocked jobs remain in use.","Average wait includes every arrived job and unfinished waits up to the observation endpoint. Cycle averages include completed jobs only.","Repeated runs use seeds seed, seed + 1, …. Jobs, timelines, traces, series and warnings are the first run’s; replicates give every measure per run and spread its minimum, mean, maximum and population standard deviation."]},{"optionId":"493eee9c-94be-419a-aa9a-affcb970b46b","inputHash":"fnv1a-3d8b47e4","spaceHash":"fnv1a-9909287b","runs":20,"execution":"valid","metrics":[{"key":"run.wait.mean","unit":"s","values":[89.34121211939338,116.78800499948088,154.64285742809514,115.3779424092084,136.66614308390643,134.766194094198,148.69059182705274,81.78756207632748,270.7151686892137,198.68493645607015,111.20678565659885,78.09844409490158,317.84902565832823,98.50367323671144,97.13104273868146,129.5504245473119,208.6659309706885,264.3299293908027,398.4554215743295,118.45579676272453]},{"key":"run.throughput.per_hour","unit":"per_hour","values":[112,101.2,114,102,114.4,108,111.2,103.2,116.4,118.4,116.4,110.4,118,111.6,109.2,109.2,118.8,114.8,119.6,112.4]},{"key":"agentClass.distance.total:bf","unit":"m","values":[5514.255983599091,4999.61255090821,5685.078812389871,5096.710513316402,5905.080849656967,5477.161038199965,5516.835569145823,5196.551445232859,6129.115539735117,5938.922388600174,5833.352524517824,5436.715579247802,6177.04039015873,5720.154657410056,5732.8469865911975,5490.639708120991,6210.0623145796435,5733.597152242923,6019.420005518034,5728.192303137172]}],"diagnostics":[{"id":"horizon","message":"The observation ended with work in progress: 5 jobs had not completed and 0 planned arrivals had not come (observation). Statistics cover 1800 s to 10800 s."},{"id":"check_return_policy","message":"No automatic returnHome release was found. Check explicit return steps or document that units remain at the last destination."},{"id":"display_only_cargo","message":"Cargo appearance does not change clearance or enforce carrying capacity. Check the movement profile and batch definition."}],"assumptions":["Collisions, avoidance, following, passing and re-routing between agents (robots or people): only capacities and FIFO queues are computed.","Density-dependent slowing, crowd pressure and the physical length of a queue (waiting agents overlap at one point): pedestrian flow is counts and capacities, not crowd physics.","Optimised lift group control (destination dispatch, load weighing beyond a full car, zoning, parking) and lift jerk: lifts with cars follow the fixed collective rules of the process catalog, at constant speed unless the scenario gives an acceleration and seconds per person boarding and alighting; an elevator without cars has only capacity and travel speed, so its waits are close to a lower bound.","Door opening times (except the fixed door and dwell time of a lift car at each stop, and its seconds per person boarding and alighting when given), acceleration (except a lift car's, when the scenario gives one), turning and vehicle orientation (circular footprints only), loaded shape, charging, batteries and failures.","Evacuation, safety codes and legal compliance, lines of sight and cameras.","Human decision-making beyond weighted branches and branches by the state of the run, learning or adaptive behaviour, and time-of-day changes other than arrival rate profiles, scheduled times and shifts set in advance (capacities of resources and zones, and the units of a pool in service, from given times).","Cleaning quality (coverage comes from simulate_space).","Agreement with real robots or real sites: determinism guarantees reproducibility, not field accuracy; calibrate separately.","Two-station transport (simulate_space) and process-scenario transport are separate implementations, kept consistent only by a matching test on one shared case; other layouts can differ.","Random values, poisson arrivals, branches and random picks draw from each arrival's and each job's own stream of the seed: the same scenario and seed give the same result, and a job keeps its draws when other jobs or streams change. Times are seconds and distances are metres.","goto follows the shortest route on a roadmap for each agent class, with the same circle-versus-obstacle clearance as the robot engine; connections are edges with their length and speed.","Capacities on resources, zones and connections are strict FIFO queues without preemption; waiting agents stand at one point, and nothing else slows movement.","Zones do not steer routes. An occupy zone counts agents that stop inside it; a transit zone counts every agent inside it, passing or not.","A connection end or a place on a blocking part moves to the nearest point the agent fits within 3 m; that offset is not added to the connection length.","Finish returns every resource still held by that job. Resources held by unfinished or blocked jobs remain in use.","Average wait includes every arrived job and unfinished waits up to the observation endpoint. Cycle averages include completed jobs only.","Repeated runs use seeds seed, seed + 1, …. Jobs, timelines, traces, series and warnings are the first run’s; replicates give every measure per run and spread its minimum, mean, maximum and population standard deviation."]},{"optionId":"219fd98b-82d6-4072-8df0-040810820a98","inputHash":"fnv1a-27eb632e","spaceHash":"fnv1a-79618823","runs":20,"execution":"valid","metrics":[{"key":"run.wait.mean","unit":"s","values":[76.66011179773686,108.0173642965069,145.50134916963046,107.39117424145398,108.92859796776676,121.03167913819915,127.04463012948052,73.83412685704577,208.626014600531,178.3042650215596,88.58447877206795,70.80909483849798,255.04406476710435,87.74900524788659,84.10748335610612,111.87654790784009,187.17132923678884,241.39452004643775,334.7215091552209,105.30922191863318]},{"key":"run.throughput.per_hour","unit":"per_hour","values":[112.8,101.6,114,102.4,114,109.2,111.6,104,117.6,118.8,116.4,110,118,111.6,109.2,109.6,118.8,114.8,121.2,112.8]},{"key":"agentClass.distance.total:bf","unit":"m","values":[4768.900892573672,4315.410685885779,4939.278413210945,4519.107942658813,4963.553567180835,4707.57855110548,4754.944829761455,4623.383779278916,5365.162883245641,5367.959474701431,4976.1200735247685,4935.942099307226,5395.214373374415,4980.15646229612,4934.121631122266,4708.995892882287,5623.637764536562,4993.16019939684,5518.513304093489,4984.1791849119145]}],"diagnostics":[{"id":"horizon","message":"The observation ended with work in progress: 4 jobs had not completed and 0 planned arrivals had not come (observation). Statistics cover 1800 s to 10800 s."},{"id":"check_return_policy","message":"No automatic returnHome release was found. Check explicit return steps or document that units remain at the last destination."},{"id":"display_only_cargo","message":"Cargo appearance does not change clearance or enforce carrying capacity. Check the movement profile and batch definition."}],"assumptions":["Collisions, avoidance, following, passing and re-routing between agents (robots or people): only capacities and FIFO queues are computed.","Density-dependent slowing, crowd pressure and the physical length of a queue (waiting agents overlap at one point): pedestrian flow is counts and capacities, not crowd physics.","Optimised lift group control (destination dispatch, load weighing beyond a full car, zoning, parking) and lift jerk: lifts with cars follow the fixed collective rules of the process catalog, at constant speed unless the scenario gives an acceleration and seconds per person boarding and alighting; an elevator without cars has only capacity and travel speed, so its waits are close to a lower bound.","Door opening times (except the fixed door and dwell time of a lift car at each stop, and its seconds per person boarding and alighting when given), acceleration (except a lift car's, when the scenario gives one), turning and vehicle orientation (circular footprints only), loaded shape, charging, batteries and failures.","Evacuation, safety codes and legal compliance, lines of sight and cameras.","Human decision-making beyond weighted branches and branches by the state of the run, learning or adaptive behaviour, and time-of-day changes other than arrival rate profiles, scheduled times and shifts set in advance (capacities of resources and zones, and the units of a pool in service, from given times).","Cleaning quality (coverage comes from simulate_space).","Agreement with real robots or real sites: determinism guarantees reproducibility, not field accuracy; calibrate separately.","Two-station transport (simulate_space) and process-scenario transport are separate implementations, kept consistent only by a matching test on one shared case; other layouts can differ.","Random values, poisson arrivals, branches and random picks draw from each arrival's and each job's own stream of the seed: the same scenario and seed give the same result, and a job keeps its draws when other jobs or streams change. Times are seconds and distances are metres.","goto follows the shortest route on a roadmap for each agent class, with the same circle-versus-obstacle clearance as the robot engine; connections are edges with their length and speed.","Capacities on resources, zones and connections are strict FIFO queues without preemption; waiting agents stand at one point, and nothing else slows movement.","Zones do not steer routes. An occupy zone counts agents that stop inside it; a transit zone counts every agent inside it, passing or not.","A connection end or a place on a blocking part moves to the nearest point the agent fits within 3 m; that offset is not added to the connection length.","Finish returns every resource still held by that job. Resources held by unfinished or blocked jobs remain in use.","Average wait includes every arrived job and unfinished waits up to the observation endpoint. Cycle averages include completed jobs only.","Repeated runs use seeds seed, seed + 1, …. Jobs, timelines, traces, series and warnings are the first run’s; replicates give every measure per run and spread its minimum, mean, maximum and population standard deviation."]}],"notRun":[]}}]},"designWorkspace":{"brief":null,"options":[{"id":"cv-existing","name":"Existing benches with BF-T1 chargers","createdAt":"2026-10-06T13:15:55.080Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":39.993,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":43.983,"z":29.006,"w":2.001,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":47.978,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":51.966,"z":29.006,"w":2.002,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":38.5,"z":27,"w":17,"d":4.5,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.3,"z":0.3},"destination":{"x":59.7,"z":39.76},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"brief":null,"scenarios":[{"version":6,"id":"cv-peak-3","name":"Unit 4 peak — 3 BF-T1, existing benches, charging proxy","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},{"version":6,"id":"cv-peak-4","name":"Unit 4 peak — 4 BF-T1, existing benches","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":4},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-4","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600},{"id":"charge-requests-4","processId":"charge-4","startSeconds":1200,"at":{"point":{"x":53,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9600,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"charge-4","stepId":"charge","kind":"wait","label":"6-minute charging proxy"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20}],"activeScenarioId":"cv-peak-3","underlays":[{"floor":"floor-1","name":"CV-U4-GA-101_RevC.pdf","image":{"mimeType":"image/png","width":2482,"height":1754,"sourceWidth":2482,"sourceHeight":1754,"bytes":262111,"sha256":"e0484b12b3ac985f38fb8d31396f642813afd5443b3bf58eb08942917f306d9f","data":"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"},"x":-11.661972,"z":-15.042254,"width":104.87323943661971,"rotation":0,"opacity":0.35,"visible":true,"scaleSource":"length","levelSource":"none"}],"editorView":{"mode":"hologram","dimension":"3d","scope":"floor","planLayout":"all-levels","theme":"default","showRoutes":true,"showCoverage":true,"plan":null,"levelPlan":null,"camera":null},"inputHash":"fnv1a-8cf979a8","spaceHash":"fnv1a-1e7fd00e"},{"id":"cv-south-packing","name":"Proposed south packing benches — 3 robots","createdAt":"2026-10-06T13:15:57.382Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":8.05,"z":27,"w":1.988,"d":0.988,"h":0.9,"source":"assumed","note":"Proposed alternative in customer's allowed open floor south of P&D stands; bench size retained from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":14.700000000000001,"z":27,"w":2.001,"d":0.988,"h":0.9,"source":"assumed","note":"Proposed alternative in customer's allowed open floor south of P&D stands; bench size retained from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":21.35,"z":27,"w":1.988,"d":0.988,"h":0.9,"source":"assumed","note":"Proposed alternative in customer's allowed open floor south of P&D stands; bench size retained from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":28.000000000000004,"z":27,"w":2.002,"d":0.988,"h":0.9,"source":"assumed","note":"Proposed alternative in customer's allowed open floor south of P&D stands; bench size retained from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":7.5,"z":25.5,"w":23,"d":5,"h":0.02,"group":"Drawing zones","source":"assumed","note":"Proposed packing envelope south of pick zones."},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.3,"z":0.3},"destination":{"x":59.7,"z":39.76},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"brief":null,"scenarios":[{"version":6,"id":"cv-peak-3","name":"Unit 4 peak — 3 BF-T1, existing benches, charging proxy","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},{"version":6,"id":"cv-peak-4","name":"Unit 4 peak — 4 BF-T1, existing benches","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":4},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-4","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600},{"id":"charge-requests-4","processId":"charge-4","startSeconds":1200,"at":{"point":{"x":53,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9600,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"charge-4","stepId":"charge","kind":"wait","label":"6-minute charging proxy"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20}],"activeScenarioId":"cv-peak-3","underlays":[{"floor":"floor-1","name":"CV-U4-GA-101_RevC.pdf","image":{"mimeType":"image/png","width":2482,"height":1754,"sourceWidth":2482,"sourceHeight":1754,"bytes":262111,"sha256":"e0484b12b3ac985f38fb8d31396f642813afd5443b3bf58eb08942917f306d9f","data":"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"},"x":-11.661972,"z":-15.042254,"width":104.87323943661971,"rotation":0,"opacity":0.35,"visible":true,"scaleSource":"length","levelSource":"none"}],"editorView":{"mode":"hologram","dimension":"3d","scope":"floor","planLayout":"all-levels","theme":"default","showRoutes":true,"showCoverage":true,"plan":null,"levelPlan":null,"camera":null},"inputHash":"fnv1a-444400b6","spaceHash":"fnv1a-6a2b4a15"},{"id":"cv-customer-layout","name":"Customer layout","createdAt":"2026-10-07T02:43:33.016Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":39.993,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":43.983,"z":29.006,"w":2.001,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":47.978,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":51.966,"z":29.006,"w":2.002,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":38.5,"z":27,"w":17,"d":4.5,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.95,"z":1},"destination":{"x":59,"z":39.36},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"brief":null,"scenarios":[{"version":6,"id":"cv-peak-3","name":"Unit 4 peak — 3 BF-T1, existing benches, charging proxy","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},{"version":6,"id":"cv-peak-4","name":"Unit 4 peak — 4 BF-T1, existing benches","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":4},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-4","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600},{"id":"charge-requests-4","processId":"charge-4","startSeconds":1200,"at":{"point":{"x":53,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9600,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"charge-4","stepId":"charge","kind":"wait","label":"6-minute charging proxy"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},{"version":6,"id":"cv-distance-audit","name":"Unit 4 per-robot distance audit","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261025,"runs":1},{"version":6,"id":"cv-option-a-4","name":"Option A — current layout — 4 BF-T1","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":4},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},{"version":6,"id":"cv-option-b","name":"Option B — south packing benches","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20}],"activeScenarioId":"cv-option-a-4","underlays":[{"floor":"floor-1","name":"CV-U4-GA-101_RevC.pdf","image":{"mimeType":"image/png","width":2482,"height":1754,"sourceWidth":2482,"sourceHeight":1754,"bytes":262111,"sha256":"e0484b12b3ac985f38fb8d31396f642813afd5443b3bf58eb08942917f306d9f","data":"iVBORw0KGgoAAAANSUhEUgAACbIAAAbaCAYAAAAasBPgAAAQAElEQVR4AezdCbyN1f7H8d82JBlyzUOETBlKiMoYMiTDLVF09TdeSuISSSFF6UY3lbq61b2FaFRC5lBXZhnKkHke4hRl5u+7ePbd+zjHGZzxOR8v6xnWWs96nvXe+7Wf///69VvpzvEHAQQQQAABBBBAAAEEEEAAAQT8LsD8EEAAAQQQQAABBBBAAAEEEEDA/wLMEAEEEEAAgVQtkM74gwACCCCAAAIIIBALAboggAACCCCAAAIIIIAAAggggID/BZghAggggAACCCCAAAIIIIBAcgkQyJZc8mnxvswZAQQQQAABBBBAAAEEEEAAAQT8L8AMEUAAAQQQQAABBBBAAAEEEEDA/wLMEAEEEEgEAQLZEgGVIRFAAAEEEEAAAQQQuBIBrkUAAQQQQAABBBBAAAEEEEAAAf8LMEMEEEAAAQQQQAABBBAIFyCQLdyDMwQQ8IcAs0AAAQQQQAABBBBAAAEEEEAAAf8LMEMEEEAAAQQQQAABBBBAAAEEEPC/ADNMQwIEsqWhD5upIoAAAggggAACCCCAAALhApwhgAACCCCAAAIIIIAAAggggID/BZghAggggAACCCCQOgQIZEsdnxNPiQACCCCQUgV4LgQQQAABBBBAAAEEEEAAAQQQ8L8AM0QAAQQQQAABBBBAAAEEEEAAgUQXSPZAtkSfITdAAAEEEEAAAQQQQAABBBBAAIFkF+ABEEAAAQQQQAABBBBAAAEEEEDA/wLMEAEEEEAAgSsRIJDtSvS4FgEEEEAAAQQQSDoB7oQAAggggAACCCCAAAIIIIAAAv4XYIYIIIAAAggggAACCCCAQJoVIJAtzX70aXHizBkBBBBAAAEEEEAAAQQQQAABBPwvwAwRQAABBBBAAAEEEEAAAQQQQMD/AswQAQT8KEAgmx8/VeaEAAIIIIAAAggggMCVCHAtAggggAACCCCAAAIIIIAAAgj4X4AZIoAAAggggAACCCCQwgQIZEthHwiPgwAC/hBgFggggAACCCCAAAIIIIAAAggg4H8BZogAAggggAACCCCAAAIIIIAAAv4XYIZJJ0AgW9JZcycEEEAAAQQQQAABBBBAAIFwAc4QQAABBBBAAAEEEEAAAQQQQMD/AswQAQQQQAABBBCIlQCBbLFiohMCCCCAAAIpVYDnQgABBBBAAAEEEEAAAQQQQAAB/wswQwQQQAABBBBAAAEEEEAAAQT8L0Agm/8/Y2aIAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIICA/wWYIQIIIIBAqhYgkC1Vf3w8PAIIIIAAAgggkHQC3AkBBBBAAAEEEEAAAQQQQAABBPwvwAwRQAABBBBAAAEEEEAAgeQSIJAtueS5b1oUYM4IIIAAAggggAACCCCAAAIIIOB/AWaIAAIIIIAAAggggAACCCCAAAL+F2CGCCCQCAIEsiUCKkMigAACCCCAAAIIIIDAlQhwLQIIIIAAAggggAACCCCAAAII+F+AGSKAAAIIIIAAAgggEC5AIFu4B2cIIICAPwSYBQIIIIAAAggggAACCCCAAAII+F+AGSKAAAIIIIAAAggggAACCCCAgP8F0tAMCWRLQx82U0UAAQQQQAABBBBAAAEEEAgX4AwBBBBAAAEEEEAAAQQQQAABBPwvwAwRQAABBBBAIHUIEMiWOj4nnhIBBBBAAIGUKsBzIYAAAggggAACCCCAAAIIIICA/wWYIQIIIIAAAggggAACCCCAAAKJLkAgW6ITx3QD2hFAAAEEEEAAAQQQQAABBBBAwP8CzBABBBBAAAEEEEAAAQQQQAABBPwvwAwRQAABBK5EgEC2K9HjWgQQQAABBBBAAIGkE+BOCCCAAAIIIIAAAggggAACCCDgfwFmiAACCCCAAAIIIIAAAmlWgEC2NPvRM/G0KMCcEUAAAQQQQAABBBBAAAEEEEDA/wLMEAEEEEAAAQQQQAABBBBAAAEE/C/ADBHwowCBbH78VJkTAggggAACCCCAAAIIXIkA1yKAAAIIIIAAAggggAACCCCAgP8FmCECCCCAAAIIIIBAChMgkC2FfSA8DgIIIOAPAWaBAAIIIIAAAggggAACCCCAAAL+F2CGCCCAAAIIIIAAAggggAACCCDgf4GkmyGBbElnzZ0QQAABBBBAAAEEEEAAAQQQCBfgDAEEEEAAAQQQQAABBBBAAAEE/C/ADBFAAAEEEEAgVgIEssWKiU4IIIAAAgggkFIFeC4EEEAAAQQQQAABBBBAAAEEEPC/ADNEAAEEEEAAAQQQQAABBBDwvwCBbP7/jGOaIe0IIIAAAggggAACCCCAAAIIIOB/AWaIAAIIIIAAAggggAACCCCAAAL+F2CGCCCAQKoWIJAtVX98PDwCCCCAAAIIIIBA0glwJwQQQAABBBBAAAEEEEAAAQQQ8L8AM0QAAQQQQAABBBBAAIHkEiCQLbnkuS8CaVGAOSOAAAIIIIAAAggggAACCCCAgP8FmCECCCCAAAIIIIAAAggggAACCPhfgBkikAgCBLIlAipDIoAAAggggAACCCCAAAJXIsC1CCCAAAIIIIAAAggggAACCCDgfwFmiAACCCCAAAIIIBAuQCBbuAdnCCCAAAL+EGAWCCCAAAIIIIAAAggggAACCCDgfwFmiAACCCCAAAIIIIAAAggggAACPhKIJpDNRzNkKggggAACCCCAAAIIIIAAAgggEI0A1QgggAACCCCAAAIIIIAAAggg4H8BZogAAggggEDqECCQLXV8TjwlAggggAACCKRUAZ4LAQQQQAABBBBAAAEEEEAAAQT8L8AMEUAAAQQQQAABBBBAAAEEEl2AQLZEJ+YGMQnQjgACCCCAAAIIIIAAAggggAAC/hdghggggAACCCCAAAIIIIAAAggg4H8BZogAAghciQCBbFeix7UIIIAAAggggAACCCSdAHdCAAEEEEAAAQQQQAABBBBAAAH/CzBDBBBAAAEEEEAAAQTSrACBbGn2o2fiCKRFAeaMAAIIIIAAAggggAACCCCAAAL+F2CGCCCAAAIIIIAAAggggAACCCDgfwFm6EcBAtn8+KkyJwQQQAABBBBAAAEEEEDgSgS4FgEEEEAAAQQQQAABBBBAAAEE/C/ADBFAAAEEEEAAgRQmQCBbCvtAeBwEEEAAAX8IMAsEEEAAAQQQQAABBBBAAAEEEPC/ADNEAAEEEEAAAQQQQAABBBBAAIGEE0ipgWwJN0NGQgABBBBAAAEEEEAAAQQQQACBlCrAcyGAAAIIIIAAAggggAACCCCAgP8FmCECCCCAAAKxEiCQLVZMdEIAAQQQQAABBFKqAM+FAAIIIIAAAggggAACCCCAAAL+F2CGCCCAAAIIIIAAAggggID/BQhk8/9nzAxjEqAdAQQQQAABBBBAAAEEEEAAAQT8L8AMEUAAAQQQQAABBBBAAAEEEEDA/wLMEAEEUrUAgWyp+uPj4RFAAAEEEEAAAQQQSDoB7oQAAggggAACCCCAAAIIIIAAAv4XYIYIIIAAAggggAACCCSXAIFsySXPfRFAIC0KMGcEEEAAAQQQQAABBBBAAAEEEPC/ADNEAAEEEEAAAQQQQAABBBBAAAH/CzDDRBAgkC0RUBkSAQQQQAABBBBAAAEEEEDgSgS4FgEEEEAAAQQQQAABBBBAAAEE/C/ADBFAAAEEEEAAgXABAtnCPThDAAEEEEDAHwLMAgEEEEAAAQQQQAABBBBAAAEE/C/ADBFAAAEEEEAAAQQQQAABBBDwkQCBbNF8mFQjgAACCCCAAAIIIIAAAggggID/BZghAggggAACCCCAAAIIIIAAAgj4X4AZIoAAAgikDgEC2VLH58RTIoAAAggggAACKVWA50IAAQQQQAABBBBAAAEEEEAAAf8LMEMEEEAAAQQQQAABBBBAINEFCGRLdGJugEBMArQjgAACCCCAAAIIIIAAAggggID/BZghAggggAACCCCAAAIIIIAAAgj4X4AZIoDAlQgQyHYlelyLAAIIIIAAAggggAACSSfAnRBAAAEEEEAAAQQQQAABBBBAwP8CzBABBBBAAAEEEEAgzQoQyJZmP3omjgACaVGAOSOAAAIIIIAAAggggAACCCCAgP8FmCECCCCAAAIIIIAAAggggAACCPhfwI8zJJDNj58qc0IAAQQQQAABBBBAAAEEELgSAa5FAAEEEEAAAQQQQAABBBBAAAH/CzBDBBBAAAEEEEhhAgSypbAPhMdBAAEEEEDAHwLMAgEEEEAAAQQQQAABBBBAAAEE/C/ADBFAAAEEEEAAAQQQQAABBBBIOAEC2RLOMmFHYjQEEEAAAQQQQAABBBBAAAEEEPC/ADNEAAEEEEAAAQQQQAABBBBAAAH/CzBDBBBAAIFYCRDIFismOiGAAAIIIIAAAgikVAGeCwEEEEAAAQQQQAABBBBAAAEE/C/ADBFAAAEEEEAAAQQQQMD/AgSy+f8zZoYIxCRAOwIIIIAAAggggAACCCCAAAII+F+AGSKAAAIIIIAAAggggAACCCCAgP8FmCECqVqAQLZU/fHx8AgggAACCCCAAAIIIJB0AtwJAQQQQAABBBBAAAEEEEAAAQT8L8AMEUAAAQQQQACBlCNw5syZlPMwSfAkaSaQLX/+/EbBgO8A3wG+A8n8HeC3mHcR3wG+A3wH+A7wHeA7wHeA7wDfAb4DfAf4DvAd8P93gM+Yz5jvAN8BvgN8B/gO8B3gO8B3gO8A3wG+A3wH+A4kyHdg3rx5SRA+Fs9bJMJlaSaQ7dy5c3by5EkKBnwH+A7wHeA7wHeA7wDfAb4DfAf4DvAd4DuQ4r8D/P+v/P/vfAf4DvAd4DvAd4DvAN8BvgN8B/gO8B3gO8B3wP/fAT5jPmO+A3wH+A7wHYjpO5AIsWIpesg0E8jmfQrr1683CgZ8B/gO8B3gO8B3wPffAd73/N88fAf4DvAd4DvAd4DvAN8BvgN8B/gO8B3gO8B3wP/fAT5jPmO+A3wHkuw7UL58eWvQoEGS3Y//DZv/DZvvAN8BvgN8B/gOpO3vQKVKlbxQpzS1T3OBbPp08+TJY5SYDGjnO8J3gO8A3wG+A3wH+A7wHeA7wHeA7wDfAb4DfAf8/x3gM+Yz5jvAd4DvAN8BvgN8B/gO8B3gOxCb70CGDBnsqquu4t8Y+XdWvgN8B1Lpd4Df+tj81tOH70lK+g4oviktljQZyJYWP2jmjAACCCCAAAIIIJBIAgyLAAIIIIAAAggggAACCCCAAAL+F2CGCCCAAAIIIIAAAgggkOgCBLIlOjE3QACBmARoRwABBBBAAAEEEEAAAQQQQAAB/wswQwQQQAABBBBAAAEEEEAAAQQQ8L8AM0TgSgQIZLsSPa5FAAEEEEAAAQQQQAABBJJOgDshgAACCCCAAAIIIIAAAggggID/BZghAggggAACCCCQZgUIZEuzHz0TRwABBNKiAHNGAAEEEEAAAQQQQAABBBBAAAH/CzBDr6TsyAAAEABJREFUBBBAAAEEEEAAAQQQQAABBBBIjQJxC2RLjTPkmRFAAAEEEEAAAQQQQAABBBBAIG4C9EYAAQQQQAABBBBAAAEEEEAAAf8LMEMEEEAAAQRSmACBbCnsA+FxEEAAAQQQQMAfAswCAQQQQAABBBBAAAEEEEAAAQT8L8AMEUAAAQQQQAABBBBAAAEEEk6AQLaEs2SkhBVgNAQQQAABBBBAAAEEEEAAAQQQ8L8AM0QAAQQQQAABBBBAAAEEEEAAAf8LMEMEEEAgVgIEssWKiU4IIIAAAggggAACCKRUAZ4LAQQQQAABBBBAAAEEEEAAAQT8L8AMEUAAAQQQQAABBBDwvwCBbP7/jJkhAgjEJEA7AggggAACCCCAAAIIIIAAAgj4X4AZIoAAAggggAACCCCAAAIIIICA/wWYYaoWIJAtVX98PDwCCCCAAAIIIIAAAgggkHQC3AkBBBBAAAEEEEAAAQQQQAABBPwvwAwRQAABBBBAAIHkEiCQLbnkuS8CCCCAQFoUYM4IIIAAAggggAACCCCAAAIIIOB/AWaIAAIIIIAAAggggAACCCCAAALxEEhlgWzxmCGXIIAAAggggAACCCCAAAIIIIBAKhPgcRFAAAEEEEAAAQQQQAABBBBAwP8CzBABBBBAAIFwAQLZwj04QwABBBBAAAEE/CHALBBAAAEEEEAAAQQQQAABBBBAwP8CzBABBBBAAAEEEEAAAQQQ8JEAgWw++jCZSsIKMBoCCCCAAAIIIIAAAggggAACCPhfgBkigAACCCCAAAIIIIAAAggggID/BZghAgikDgEC2VLH58RTIoAAAggggAACCCCQUgV4LgQQQAABBBBAAAEEEEAAAQQQ8L8AM0QAAQQQQAABBBBAINEFCGRLdGJugAACCMQkQDsCCCCAAAIIIIAAAggggAACCPhfgBkigAACCCCAAAIIIIAAAggggID/BZjhlQgQyHYlelyLAAIIIIAAAggggAACCCCQdALcCQEEEEAAAQQQQAABBBBAAAEE/C/ADBFAAAEEEEAgzQoQyJZmP3omjgACCCCQFgWYMwIIIIAAAggggAACCCCAAAII+F+AGSKAAAIIIIAAAggggAACCCCQGgUIZIvbp0ZvBBBAAAEEEEAAAQQQQAABBBDwvwAzRAABBBBAAAEEEEAAAQQQQAAB/wswQwQQQACBFCZAIFsK+0B4HAQQQAABBBBAwB8CzAIBBBBAAAEEEEAAAQQQQAABBPwvwAwRQOBKBc6cOWOnTp2y06dPXzKU16Z2laj66CLVqz2qcvbsWXUJK16/c+fOhdVHd3Ly5Elbt26d7d271y53ze+//24//fST/fHHH5cM5T1j5Ou9Z/Eu8M6j2nvXhrZpXO/a0L36ql/kds9U+9D+0R1742isqEp016l+586d9uOPP+owzkXPt3v37uB1GmfHjh3Bcw4QQAABBBDwqwCBbH79ZJlX6hdgBggggAACCCCAAAIIIIAAAggg4H8BZogAAggggAACCCCQpgXatm1r+fLls6pVq17iMHDgQNemdpW8efNazpw5rWbNmrZixYpgf52rPary97//PdhPB8uXLw+OOWnSJFVFWxQE1qtXL8ufP7/dcccdVrZsWbdftWpV2DX79++3li1bWuHCha169ep23XXXWc+ePe3o0aPm/fGecf78+V6VKfDNe+ZffvnFDhw4EHw2rz50v2DBAhdMF1onk9KlS9tDDz1k27dvD479+eefu7H0XMHK8wee6fDhw8+fmb3yyitWpEgRe/HFF9155M2UKVPcOKH3DD0+ceJE5EvcuQLg7r//fhsyZIg7j8tGAWw333yzlS9f3m699VbnMmzYMLv33nsvG0gYl3vQFwEEkkGAWyKAQKwECGSLFROdEEAAAQQQQAABBBBAIKUK8FwIIIAAAggggAACCCCAAAIIIOB/AT/O8Ndff7UZM2a4qW3dutXWrl3rjr1NVNnU1KZ+zZs3dwFOOlfAmfaxKVOnTg12+/LLL4PHUR289NJL9p///Cesaf369damTZtg1rVjx45Z3bp1bc6cOWH93n//fRsxYkSwLqZnVOBXsHMcDxQAp3nVqFHDDh48GKurPVsF0yng7siRI1FeF9/n+v77701WCj6LcuDLVH711VemYLbx48fbpk2b7IsvvrA///nP7vi77767zJU0IYAAAgggkPoFCGRL/Z8hM0AAAQSuVIDrEUAAAQQQQAABBBBAAAEEEEDA/wLMEAEEEEAAAQRSmMDs2bPDnkjBWGEVF086dOhgixcvNgVHKUBM1Qq+WrJkiQ6D5bXXXnP91NcrnTt3Drbr4LPPPtPOFQVIKZDLnUSxmTx5sqtV9rJdu3bZRx995M4VZOXde9y4cS7oKmvWrPbpp5/aypUrrWPHjq7fq6++GuvAMndByEbZ17w5eHtlJwvpYgrqmjt3rmneur9MxowZE9olwY7LlSt3ia0MMmXKFOU93n77bVdfv359t4/LRp+ZAhu9z0YZ4OrVq+eGeOedd9yeDQIIIIAAApcRSNVNBLKl6o+Ph0cAAQQQQAABBBBAAAEEEEg6Ae6EAAIIIIAAAggggAACCCCAQMIJKPOWRtPSmNp7gWI6Di158uSxEiVKWKlSpeyee+4xZR6z83+2bdt2fvu/v1rSU/1Ci5Yi9Xr89NNPpgApBX1pTNVHzqSmOq8oeE3H2bJls8yZM5uCsvr162fdunUzjaG20aNHa2dasvPOO+90y3RqOc2iRYtaaNY41ykOmxtuuMHNOXQueobQIdSmJTi1POvgwYNdU+QMcq4yzptLL9B8db/Qome8tKfZ4cOHbdKkSabgN/kr+5sys3Xt2tUF+91+++1Ws2ZNl41PwYkNGjSwSpUqmRf8FggEbMWKFaaANrXdfffdliNHDtNcFXz4yy+/RHVb6hBAAAEEEPCFAIFsvvgYmQQCCCCAAAKpRIDHRAABBBBAAAEEEEAAAQQQQAAB/wswQwQQQACBGAW0JKeCndRRmcu01zKSGzZs0GFYOXPmjGlpzuPHj9sPP/zgsp6pQ/Xq1bULFgWlTZw40UJL6JKZ06ZNc32bNGliDz74oDv2sq65k0ibWrVquZpHHnnEFFClbGcPP/ywDR061CpXruyeaevWra6PlzFMJwo4W758ub333nt24403qipYlGlNwVheCTZEOvj444/D5hHTMqha3lRDaJnREydO6DBBy759+8KeR8YKQovqJps3b3bVVatWdXstT/rNN9+4jHYKTtOSo1oe9oEHHjAFqS1dutQFGCpIUJ+vvgdaSlQXt2rVyrZs2aJDq1Klitv//PPPbs8GAQQQQAABPwoQyJbKPlUeFwEEEEAAAQQQQAABBBBAAAEE/C/ADBFAAAEEEEAAAQQQQMDfAvPmzXMTVOYyBTx5WdamTJni6kM3L7/8suXNm9cKFixoynqmJTR1Xfny5UO7uSU2lS0ttOzfvz/Y5/PPP3fHjRo1coFpOvnkk09MQXU6jlwGDx4czLymYKsnn3zSypYta//6179c1z179ri9Nl6GNx1frowcOdLat2/vSvfu3aPt+vjjj7vMb95cnnjiiWj7qiFXrlzauRL6XK4iATYK2POexdtHl/1t+/bt7o76zNxByKZHjx5uiVhleFN1tWrV3JKl2utcWfNCM/N16tTJvOVgvfEiZ+LTdZTUK8CTI4AAAgiECxDIFu7BGQIIIIAAAggggIA/BJgFAggggAACCCCAAAIIIIAAAgj4X4AZIpBqBbyAtebNm7s53HPPPW7vBS25k2g2WqZy5syZli5d+D/1aqlLBUSFFmVH0zAKxFIWMB3Xrl3bbr311mCQmrKFqT5y0TKa3333nf31r38N9lWfvn372sKFC+3UqVM6dUVZx9xBDBsF4GmJTJXSpUtH21vZx0LnoeeNtvP5hkAgcH574a+y1wUCF861rOeF2vBt+vTpwyticRb6PDqWd1SXyVr1UQX3tWvXzkqVKmVlypRRF1OGOznfdttt7lxBeFqCdPXq1eYVBc6p0Qtk88ZXHQUBBBBAAAG/CYT/Xzd+mx3zQQCBKxDgUgQQQAABBBBAAAEEEEAAAQQQ8L8AM0QAAQQQQAABBBBIagEFgGlpTd33nXfesUqVKtnzzz+vU1OwmZaWdCcXN8ripcAxBX+pSktTZsqUSYdhRZnbtHxoaFEWN3X6+uuvtXNFy3AqEEuZ3VQR1bKdCgZTZjEtTfrCCy+YlstURjdvvNmzZ1uhQoV0uSta0tMdXNxoflEtgfnKK6/Y3LlzXZk1a9bF3pfu9Eyh8xg7duylnUJqfvnll+DZddddZ14An6yDDecPvGVHM2bMeP4s9n/lFfo8Ou7Tp0+UA+zevdvVh2aJcxXnN17d1Vdfff7MLHfu3G7vnSvw7k9/+pOzla9KtmzZXJ+cOXO6vYLd3AEbBBBAIE4CdEYgdQgQyJY6PieeEgEEEEAAAQQQQAABBFKqAM+FAAIIIIAAAggggAACCCCAAAL+F0jAGf73v/81L4hMe2XY0t67xdSpU71Dt1dQlrKXvfXWW+5cwW5///vf3XFsNwos8/rqfire+cSJE80L8PLqli5dahUrVrQaNWrYoUOHLEOGDKZMbm3btnVdFGynYDovsC00KG3//v3Wvn17q1q1qk2fPt31T+zNokWL3C2UBU1BYVmyZHHnCsALndvevXtdvdfuThJ4o2fQkBEREdqFFZmpwsumd9VVV+k0VuXXX391/fLnz+/2bBBAAAEEEPCjAIFsfvxUmRMCCCCQygR4XAQQQAABBBBAAAEEEEAAAQQQ8L8AM0QAAQQQQACBCwLK5qWj+vXr28cffxwsDz30kKotuuVFFczmLTP52muvmTKmuQsubnSubG2hRdnB9u3bZ16gl4LhvHtOmDDh4pVm8+bNCx7roHz58tq5MnDgQFPgmpYZHTdunKsrWrSo2z/yyCNur4xyCmb76aefLDRTmTKZuQ5x3Kxbt85C56Hjw4cPh42iulWrVjmvZ555xrVpqU4daLlO7ZUpTs+mwL3JkyebFyToPb/6qChYT+OFltD7KdAwtM07Dg2S0zgq3tiy13lClV27drmhrr/+erdngwACCCCAQEoVuJLnIpDtSvS4FgEEEEAAAQQQQAABBBBAAIGkE+BOCCCAAAIIIIAAAggggAACqVzgzJkzpiU6NY0HH3zQ6tWrFyydOnVStf3www+mwCt3EmnTq1cvy5o1q6sdOXKk23ubxx9/3G6//faw0rdvX5sxY4brogCrVq1aBe/XoEEDu/vuu12bgrzcwcWN7uEFzY0fP95uvfVWa9q0qXnBWa1bt3Y9lXlNWdkU6KWxq1evbl999ZVrU0Bbjhw53HFcN1r+NPJcFIAXOk6tWrWsTp06JjcFrOmZu3Tp4roUKFDA7r33Xnf8xhtvuOVbvSA3LdGqIELXeHGjrHSXu5+y4EVu17kC2i4OEdwVKVLEHXuBZ4czvWIAABAASURBVO4kbpsoe+/cudPVe+O7EzYIIIAAAgj4TIBANp99oEwHAQQQQAABBC4nQBsCCCCAAAIIIIAAAggggAACCPhfgBkigAACKVdAGcQUdKUnVBCW9l6pUKGCKShM5zNnzjRv+UmdeyV37tz2xBNPuNP333/fZWXTsp+uIoqNxpgyZYpradasmduHbhScpnMtPXr69GkdBsuAAQOsc+fOwXMdaNlMZXIrU6aMTk3Lns6ePdsiz6Vnz56mIDrX6fzGe8ZAIHD+7MLfQCDq4wutl24Dgf/1D20tWrSoKbBu8eLFJh+vbdSoUS74zjvXvlGjRqasdBkzZtSppU+f3u2j2gQCAQsEAlE1XbauWLFirn3Lli1uH7oJBMLHCwQunAcC4fvQa7zjHTt2uMPixYu7PRsEEEAAAQT8KEAgmx8/1cScE2MjgAACCCCAAAIIIIAAAggggID/BZghAggggAACCCCAAAIIJIrALbfcYlrGUuVPf/pT2D0CgYCtWbPGtSuAbOjQoe64X79+Yf0ee+wxV68xlJ1r4cKFwXPVhRYFuynwTHWDBw8OG0cnCgBTm5Yl9YLNVK9yzTXX2PDhw23Pnj1uaVJvuU9lclO7V/Lly+eW91Sg1dKlS11/LUcaOp73jMqi5l2n8XVvlVy5cpmC5HQcXZFJ/vz5L5nr8uXL7c033zS1eWNrr/H/85//mDKjff/99+65lF1OS7SqXaV///6XjOfdX/e75557om1Xv5tuuknDhBV5KLBPc1amOgXLqa9KpkyZXN9Jkya5cWvWrOnOFfSn9r/97W/uPPLmjz/+sPnz55v8Is8zcl/OEYiTAJ0RQACBFCZAIFsK+0B4HAQQQAABBBBAAAF/CDALBBBAAAEEEEAAAQQQQAABBBDwvwAzRCAtCCj4qmTJkpY3b97LTjdLliymbGHqf9mOSdyorHGlSpWypHyu//u//3OznDdvnttf6UZBbBqjffv22lEQQAABBBDwrQCBbL79aJkYAqlegAkggAACCCCAAAIIIIAAAggggID/BZghAggggAACCCCAAAK+E2jYsKFlzZrVpk2bliBzmzp1qhtPS6MmyIAMggACCCS9AHdEIFYCBLLFiolOCCCAAAIIIIAAAggggEBKFeC5EEAAAQQQQAABBBBAAAEEEEDA/wLMMDUJKPvbu+++azVq1EiQx77jjjvsX//6V5JmlUuQB2cQBBBAAAEE4ihAIFscweiOAAIIIOBDAaaEAAIIIIAAAggggAACCCCAAAL+F2CGCCCAAAIIIIBAEgrUr1/fHnjggQS5o8Zp0KBBgozFIAgggAACCKRkgQQJZEvJE+TZEEAAAQQQQAABBBBAAAEEEEAgYQQYBQEEEEAAAQQQQAABBBBAAAEE/C/ADBFAAAEEEEguAQLZkkue+yKAAAIIIIBAWhRgzggggAACCCCAAAIIIIAAAggg4H8BZogAAggggAACCCCAAAIIIBAPAQLZ4oHGJckpwL0RQAABBBBAAAEEEEAAAQQQQMD/AswQAQQQQAABBBBAAAEEEEAAAQT8L8AMEUAAgXABAtnCPThDAAEEEEAAAQQQQMAfAswCAQQQQAABBBBAAAEEEEAAAQT8L8AMEUAAAQQQQAABBBDwkQCBbD76MJkKAggkrACjIYAAAggggAACCCCAAAIIIICA/wWYIQIIIIAAAggggAACCCCAAAII+F+AGaYOAQLZUsfnxFMigAACCCCAAAIIIIAAAilVgOdCAAEEEEAAAQQQQAABBBBAAAH/CzBDBBBAAAEEEEAg0QUIZEt0Ym6AAAIIIIBATAK0I4AAAggggAACCCCAAAIIIICA/wWYIQIIIIAAAggggAACCCCAAAIIXE7AH4Fsl5shbQgggAACCCCAAAIIIIAAAggg4A8BZoEAAggggAACCCCAAAIIIIAAAv4XYIYIIIAAAmlWgEC2NPvRM3EEEEAAAQQQSIsCzBkBBBBAAAEEEEAAAQQQQAABBPwvwAwRQAABBBBAAAEEEEAAgdQoQCBbavzUeObkFODeCCCAAAIIIIAAAggggAACCCDgfwFmiAACCCCAAAIIIIAAAggggAAC/hdghgggkMIECGRLYR8Ij4MAAggggAACCCCAgD8EmAUCCCCAAAIIIIAAAggggAACCPhfgBkigAACCCCAAAIIIJBwAgSyJZwlIyGAAAIJK8BoCCCAAAIIIIAAAggggAACCCDgfwFmiAACCCCAAAIIIIAAAggggAAC/hdghrESIJAtVkx0QgABBBBAAAEEEEAAAQQQSKkCPBcCCCCAAAIIIIAAAggggAACCPhfgBkigAACCCCAgP8FCGTz/2fMDBFAAAEEEIhJgHYEEEAAAQQQQAABBBBAAAEEEPC/ADNEAAEEEEAAAQQQQAABBBBAIEULEMiWIB8PgyCAAAIIIIAAAggggAACCCCAgP8FmCECCCCAAAIIIIAAAggggAACCPhfgBkigAACCCSXAIFsySXPfRFAAAEEEEAAgbQowJwRQAABBBBAAAEEEEAAAQQQQMD/AswQAQQQQAABBBBAAAEEEIiHAIFs8UDjEgSSU4B7I4AAAggggAACCCCAAAIIIICA/wWYIQIIIIAAAggggAACCCCAAAII+F+AGSKAQLgAgWzhHpwhgAACCCCAAAIIIICAPwSYBQIIIIAAAggggAACCCCAAAII+F+AGSKAAAIIIIAAAgj4SIBANh99mEwFAQQQSFgBRkMAAQQQQAABBBBAAAEEEEAAAf8LMEMEEEAAAQQQQAABBBBAAAEEEPC/QOqYIYFsqeNz4ikRQAABBBBAAAEEEEAAAQRSqgDPhQACCCCAAAIIIIAAAggggAAC/hdghggggAACCCCQ6AIEsiU6MTdAAAEEEEAAgZgEaEcAAQQQQAABBBBAAAEEEEAAAf8LMEMEEEAAAQQQQAABBBBAAAEELidAINvldFJPG0+KAAIIIIAAAggggAACCCCAAAL+F2CGCCCAAAIIIIAAAggg4COBc+fO2alTp3w0o+incvbsWTtz5owrOo7c02sL3Yf2OX78uEVERIRWmcYJ7a9jmaqTjr3i1alex7pOx6HFq/OuCd3rmtC+OvfadRzapmPVeePpXCXyuepUNI72kYvqIxf1iVyn8+jGlpfcdJ2Knkv9Ixe1eeXEiRN24MAB7zS4D71G4wQbQg70HNG1qX7v3r3uMwu5xH0fQsfWsfqG9kmjx0wbAQQSWEC/L7Ed8vTp05ftqt8p/eZF7hTTdZH7cx61AIFsUbtQiwACCCCAAAIIIOBLASaFAAIIIIAAAggggAACCCCAAAL+F2CGCKQOgVGjRtngwYNTx8Ne4VM2adLE8uTJ40ru3LmtdOnS9vXXX7tRFy5c6Oq9dm+/a9cuF/j05JNPWqlSpax48eKmcQ4fPuyuu/feey+5rk+fPqbgLW8M7XPlymW33367bd682T766CO766673PXe5tixY6Zn2rJlyyXj6frPP//c6+r2f//734P9NHb58uVt8eLFrk2bDh06XHKP6tWr26JFi9QcLAcPHnTjRA6GiM5j/fr1rr+eKbRo7OCg5w8UMNauXTvnVbBgQevXr58LGBsyZEiU10+dOtUFVA4YMMAKFCjgPpt69erZ2rVrz49ml/V0Hc5vFLxRtGhRe/7558+fhf99+eWXrUyZMla2bFlTn08//dR10DWh8/COI3u7zmwQQACBeAqsWrXKWrZsacWKFbNnn33W9JuvoZo1a2b6/VbRO0J1J0+etPbt21vevHmtVatWdvToUVWHlVmzZtkdd9xhVapUscmTJ7u22FznOrKJlQCBbLFiohMCCAQFOEAAAQQQQAABBBBAAAEEEEAAAf8LMEMEEEAAAQQQQACBRBWYMGGC+wf1RL1JChv8rbfesp9++smWLl1qbdu2tS5durhANT2mApwU6BVa8uXLZ999953Nnj3bFGyltvTp05sCo3SNyksvveQCxNSm0rdvX1W7ouAy3W/+/Pl2/fXXm4IGFaC1YsUK279/v+ujje5Rrlw5K1y4sE5dgJ3G8krkwDdl4tHzq/2bb76xBx54wP7yl7+4axUgoefduHGjbdu2zdXFZxOVh4IwdE+VBg0auAA1Heu7FHqP999/3zJkyGCa57Rp0+zDDz807R955BFnpf5Zs2Z1x7q+du3aNnLkSJsxY4bJSgFztWrVstatW5sXNKjxo/JUvcqSJUssc+bMNnHiRJOP6lTGjRtnCth85513bPv27fb6669b586dbffu3Wp2RQGNeg6vRPZ2ndgggEDiCfh8ZL0nFKg2b948907Rb50Cz7799lt77bXX7I033gi+V8aPH28Kop4zZ44L4v3ggw8u0enfv7+pvPLKK6bgaQXlxua6SwaiIloBAtmipaEBAQQQQAABBBBAAAEEEIi/AFcigAACCCCAAAIIIIAAAggggID/BeIzQ2WHUcBV8+bN43N5qr0mZ86cpuA0ZVbr2bOny3TjBZRlyZLFSpYsGVYUjKXsZDVq1HBZc9T+9NNPW/bs2YMGhQoVCrtG43uNOlZRth1lSVNQmzKvaby5c+d63VzgmrK7eRUlSpQIGzNbtmxeU3CvcfQ8N910k/Xo0cMOHDjgigLBKlWqZC1atLApU6YE+8f1ICqPq666KvhcOXLksPz587tzBemFjq+5KXOd6qtVq+aypGlJPWU80zPLX/11rJIuXTobPny4C+aQlfoNHDjQBf952YbUX5Yq6uN5ql5FwWgKTNTxypUrtXNlxIgR9vbbb5vMFTynDEjdunUzBcu5Duc3sfE+342/CCCAQJwFFLCmi/T7pGDgpk2b2n//+18XWHvDDTfYnXfeaQrm9TJb6resV69eVrFiRevdu7d9+eWXujxYIiIibNOmTVa3bl33u6bgZQXpxnRdcAAOYiVAIFusmOiEAAIIIJAMAtwSAQQQQAABBBBAAAEEEEAAAQT8L8AMEUAAAQQQSHMCRYoUsR9++MFq1qyZpub+66+/umAvZSobM2aMKYhAwVhC+P33393ynMr6paJgP9XL6D//+Y916tTJ5s2b54ILtFSm2lQUEKX+Xjl06JCqXfGCyzZs2GBjx441ZWNTgwIIp0+frkOXEU7BWo0bN3bn2ixfvjzsWU6dOqXqaMuCBQtMS3gquE3Baw0bNjSVjz/+ONprYmqIziOm69SubG0KxBg0aJDJUdniNGe1RVV27tzpqqtWrer22gQCARfcsXr1ap26Ep2nMrBpuVAFdug+XuBHRESEbd261bwAETfI+c3QoUNd8Mj5Q/c3rt7uIjYIIIBALAQUAKzffy8gWe+Rm2++2QWj/fbbb3brrbeafv+VEVLD6f2kd7SOlaVzx44dOgyWHDlyWP369e2xxx5zgW4KGC5atKjLwHm564IDcBArAQLZYsVEJwQQQAABBBBAAAEEEEAAAQRSqgDPhQACCCCAAAIIIIAAAgggkJoE9A/H36lWAAAQAElEQVThf/rTn1LTIyfIs2pJydKlS9stt9xiWoZNy0x6AyvgqWXLluYVLdemNi0Hp75a6u3Pf/6zVahQwQUBqk1lyJAhwWt0rQLaVK9SpUoV0/1uu+02++OPP1zmNNUryGzSpEmmTD0KKFT2szJlyqjJFWUb01heUUCWawjZ6JkU/KDsawoU0zXKeqZxtTSmMvxo7C1btoRcFfvDqD1id70yxCnYTwF6derUsbvvvtt++eWXaC/et2+fC8SL3KFYsWK2cePGYHV0ngp2U7CfgkNkqwA+BbdpDsrCpqJBJkyYYMrGpqJj1anIzrPWPipv9aMggAACVyKggDb9Xuk3UYHVej/8+9//Nv1Odu/e3Q195MgRu/rqq92x3g27d+92x95Gy4gqK6iyus2aNctuvPFGU11M13nXs4+dAIFssXOiFwIIIIAAAgj4WYC5IYAAAggggAACCCCAAAIIIICA/wWYIQIIIIBAsgoos9q6devs4YcfNgXyKaDNe6By5cq5pd60RJvKjBkzXNOJEydc9ptp06bZjz/+aPfcc4/LzuYaz2/GjRsXdl2jRo3O1174u3btWlu6dKkLnFOgmrKmqeW6664zBV0p6E33uf/++1UdLFoaU8/gFS21GWy8eKDr27dvb8p69s0339jf/vY3U0afo0ePukw93pjK0HbxkjjtovOIzSAye/TRR02ZzpQtTte8/PLL2kVZtOSrgjWUcS20g4Lf8ubNG6yKzlPZ7bS8npYzffbZZ01j6d7KVCQPBXloEGWsUxY+3WfFihWqciU23q4jGwQQQCCeAnqHKMhXQbQKJm/VqpVbNlS/tVpCVAG9yt6pzG3Hjx93d9HvWuTf/zVr1pjeGwpU1u+Y3jH6nY3pOjcgm1gLEMgWayo6Xk6ANgQQQAABBBBAAAEEEEAAAQQQ8L8AM0QAAQQQQAABBBBAAAEE4iuQOXNmU2DUsGHDTEEDb7zxRoxDdezY0aZOner6aRnSJ554wi0Jp2xqrvIyG2UCK168uL322ms2evRo+/7774O9ld1t9uzZ9tVXX1lo8FuwQwwHCn5QIISW0rzppptcbz2nMoopKEKlZ8+epiU3XWMSbeSioD356pZ6zq5du5qC0HQeVVHmNVkpGCO0XRndKlasGKxSn6g8P/vsMxfIpzn379/ftLSprlWwooIHZ86c6cbQcnzKtOct8eoq2aRYAR4MAb8IrF+/3v7617+632MvgHru3Lk2b968sClmypTJ8uXLZ3v27HH12ivw2Z1c3OzYscOUnVJZ2zJmzGh33HGHbd26NcbrLl7OLpYC6WLZj24IIIAAAggggAACCCBw5QKMgAACCCCAAAIIIIAAAggggAAC/hdghgggcBkBBbQNGTLEnnvuOTt48KDr+fvvv5uytYUW1T3wwAM2ePBgl+1s8+bN9sorr7gMa1dddZW7TkEFodcooMA1hGzKli1ryp42cOBA05KXamrUqJG98847tn//fgsN1lKbsvKEjqkMYqq/XNG4n3zyibVr185lkFPQlgLIlLVHz61rt2zZYt64Xp3qvTrtvQA0zV3noUV16n+5Ipe//OUv1qtXL9M8lO1szJgxVrVq1Wgv0+fx+OOP2/PPP2/qf+jQIRs+fLhpCb42bdpccl2op+ahIJEuXboE5922bVv78MMP7ezZs/bMM8+YAvq+/vprFxyiDHUKYLzmmmuC4+o5Q+cZG+/gxRwggAACMQj83//9n+l3sUCBAu43WFkjFfT79NNPm5Yy/uijj6xQoUKmLJIKxNVvpoLY3nzzTdNyyRpeGd3021SrVi2X6fOnn34yvX8UqKvg3Oiu07WUuAsQyBZ3M65AAIFkFeDmCCCAAAIIIIAAAggggAACCCDgfwFmiAACCCCAAAIIpA2BQCCQNiZ6fpaBwP/mqkxmyhamoKZAIOAy2iizTWjR0p933XWXCzRr3Lixy4IzZ84c++c//3l+tAt/n3zySZcRx7tOAVUXWswCgf/dT9nCtAScsrDZ+T+lSpVyGXS0BGgg8L9+55vs7rvvDhvz7bffVnWwBALh/dWgoC8tQxcaMKbsc9WqVTMFQKjPI488EhxXy6sGAhfGqVGjRrBe2eMCgeg9NI5KIBAIm5/qvCIDBWHcdtttVrduXdOSdwps89qj2qtdn4n6lyhRwhSUpyVDc+TIEeweCASCx56nMt0pgCM0MO3OO+80BXwoKK5169YuqE6Z2PR5d+vWzRTopsxt3mAxeXv92COAgF8FEm9emzZtMgXbKijNe08MHjzYFHxWvnx5U5bJ7t27u8BqPYV+nxTcpt8rBR/r91T1AwYMcMHB1157rT377LPWokULq169usv0VrRoUfe7FtV1upYSdwEC2eJuxhUIIIAAAggggAACCCCAQMoX4AkRQAABBBBAAAEEEEAAAQQQQCBFC3To0MFlwbqih0wlFyuYS4ED3uOmT5/eFixYYIMGDTIFXCkLWOSigCgt9fbuu++6zDfK3LVkyRJToJXGmTRpkkW+ZsaMGaYl31SfNWtWdXOlYMGCrq8ypbmK8xuNpSxk5w/d3wwZMrg+uja0PPXUU67d2/Tt29c9t3eu/U033WTbt283ZUTTuVc070cffdQWLlwYNrbmnitXrrA63VPPczkPb1wFZSj7m3ceuldWIS2bt3HjRuc2YcIEy5IlS7CL/PSswYrzB+nSpXNzUka4n3/+2WRz4403nm+xy3q+/PLLpvFdx4sbuWsulSpVcjXKTLdmzRoXTKKMeQpik1Nsvd0gbBBAAIF4CNxwww2X/M4q45p+f/Q7qt8k/e557wYFquk9oveNfqe9YN7ly5e7wDU9gjJ8KnhZff72t7+pyqK7zjWyibMAgWxxJuMCBBBAAIG0IsA8EUAAAQQQQAABBBBAAAEEEEDA/wLMEAEEEEAAAQRSvoACsXLnzp3yHzQFPaEC5eQWl0fKmDGj5cyZMy6XxLpvnjx5TAFzsb6AjggggEAiC2TPnt30uxf5NjG9bxSMq6DpuF4XuT/nUQskZiBb1HekFgEEEEAAAQQQQAABBBBAAAEE/CTAXBBAAAEEEEAAAQQQQAABBBBAwP8CzBABBBBAAIFEFyCQLdGJuQECCCCAAAIIIBCTAO0IIIAAAggggAACCCCAAAIIIOB/AWaIAAIIIIAAAggggAACCCBwOQEC2S6nQ1vqEeBJEUAAAQQQQAABBBBAAAEEEEDA/wLMEAEEEEAAAQQQQAABBBBAAAEE/C/ADBFAIM0KEMiWZj96Jo4AAggggAACCCCQFgWYMwIIIIAAAggggAACCCCAAAII+F+AGSKAAAIIIIAAAgggkBoFCGRLjZ8az4wAAskpwL0RQAABBBBAAAEEEEAAAQQQQMD/AswQAQQQQAABBBBAAAEEEEAAAQT8L8AMU5gAgWwp7APhcRBAAAEEEEAAAQQQQAABfwgwCwQQQAABBBBAAAEEEEAAAQQQ8L8AM0QAAQQQQAABBBJOgEC2hLNkJAQQQAABBBJWgNEQQAABBBBAAAEEEEAAAQQQQMD/AswQAQQQQAABBBBAAAEEEEAAAQScgK8D2dwM2SCAAAIIIIAAAggggAACCCCAgK8FmBwCCCCAAAIIIIAAAggggAACCPhfgBkigAACCPhfgEA2/3/GzBABBBBAAAEEEIhJgHYEEEAAAQQQQAABBBBAAAEEEPC/ADNEAAEEEEAAAQQQQAABBFK0AIFsKfrj4eFSjwBPigACCCCAAAIIIIAAAggggAAC/hdghggggAACCCCAAAIIIIAAAggg4H8BZogAAsklQCBbcslzXwQQQAABBBBAAAEE0qIAc0YAAQQQQAABBBBAAAEEEEAAAf8LMEMEEEAAAQQQQAABBOIhQCBbPNC4BAEEEEhOAe6NAAIIIIAAAggggAACCCCAAAL+F2CGCCCAAAIIIIAAAggggAACCCDgfwFmGC5AIFu4B2cIIIAAAggggAACCCCAAAL+EGAWCCCAAAIIIIAAAggggAACCKRogTNnzqTo50vIhzt79qxpviqRx1Vb5LqTJ09aREREWHVU/c6cORPWRye6R+Sieq+cOHHCDhw44J0G97omeHLxwLun9moPLefOnbvYK3ynvtG1hffkDAEEEEAgqQROnz7t3kOh91Nd6Ll3HF291x7dPr7XRTdeWq0nkC2tfvLMGwEEEEAAgRgF6IAAAggggAACCCCAAAIIIIAAAv4XYIYIIIAAAkktcPjwYXvssccsT5481qVLF9u2bVtSP0KS369p06Zuvppzzpw5rUmTJrZ37173HNWqVbPFixe7YwUB9O7d2/Lnz2/Fixe3du3aBYPO6tWrZwsWLHD9FCjWrVs3q1Onjh07dszVabN+/frgfXQvr2zatMlOnTplAwYMsAIFCljp0qVN461du1aX2ZEjR9x1U6ZMcefa6JnuuusuHdq9997r2r3xtO/Tp49rC93o+YsWLWrPP/98aDXHCCCAAALJKKB3Rps2bWz69OnuKRRw3KtXL8ubN681btw4+B4+ePCgez+pXu9nBVW7C0I2w4YNs/LlywfLhg0bTP3at2/vxmvVqpUdPXo05AoO4ypAIFtcxeLSn74IIIAAAggggAACCCCAAAIIIOB/AWaIAAIIIIAAAggggAACCMRB4OOPP7Zff/3VVq5cadmzZ7fXX389Dlenzq4KGhgxYoQtWrTIZs6cadmyZbOhQ4deMhnVLV++3L799lvT/vjx4zZy5MhL+r3xxhs2Z84cmzhxomXOnDnYXqxYMXcP3UelY8eOVrBgQVc0zowZM2z+/PmmgLdatWpZ69atTYGF3gDPPPOMC3izKP689NJLYWP37dv3kl5Llixxz6PnUuDEJR2oSN0CPD0CCKQ6AQUx9+/f32bNmhV89lWrVtnUqVNt9uzZ1qBBAxdcrka9nzNlymTff/+9KXvnqFGjVB1WFOTco0cP03tIpVChQjZ+/HjbtWuXey/pvfXBBx+EXcNJ3AQIZIubF70RQAABBBBAAAEEEkGAIRFAAAEEEEAAAQQQQAABBBBAwP8CzBABBC4I7N+/37p3725FihSxBx54wL755psLDT7f6h/7S5YsaZUrV7ZOnTq5QAEL+aNsZq+++qqNHj3aypYta8ps9sILL9iOHTtcthuvq4IRBg4caB999JELUPPqtb/qqqtM91AJBAL2zjvvuGADtQ0fPtwdK5OOMqppjOuvv94mT56sZlfSp09vY8eOdceRN97za2yVfPnyRe5iX3/9tcuypwYFKmpPQQABBBBIPoF///vfLgj5lltuCT6Egpr1/lVd165dXfC0snt+9dVX9te//tVKlSrl3lMKdAtedPFAQdYtWrQwBUPXrl3bsmTJYvrtV4a3ihUrmrKKfvnllxd7s4uPAIFs8VHjGgRSngBPhAACCCCAAAIIIIAAAggggAAC/hdghggggAACCCCAAAI+EHj66aetatWqbibfffdd8NhVJHXLUgAAEABJREFUpIHNmTNnbN68eXbbbbeFzXbLli3uvEyZMm6vzQ033OACyxSgpvN169ZZhw4dTFlybr75ZlVFWXQPLd+qpd4UaLBz507Xz3PXSSAQMLWtXr1ap64MGTLEBg0a5JYadRUhG2VxUyYerxw6dCik1UwZ2D799FOrW7euNW/e3AhkCOPhBAEE4iZA7wQSaNiwoSlwTcHj3pD6vc6QIYM71ftCB8qopuyhXr2ON2/erKZgiYiIsKNHj7qA5QoVKrhMbGrctm2bC07XceHChV0Ato4p8RMgkC1+blyFAAIIIIAAAggggAACqVKAh0YAAQQQQAABBBBAAAEEEEAAAf8LpI4Zrlmzxp599llTsFXqeOIre8oBAwZY48aNXbY1LcfWqlWrsAEVbFauXDkLBAJh9aEn/fr1s8yZM9vMmTNDqy85fvfdd10gweDBg13bvn37LsnepoZixYrZxo0bdehKo0aNTMEJygrnKkI2CnJr2bKleUUBbSHNpoA4LWGnADsFTmiJOgVLhPbhGAEEEEAgaQUUwJYxY8awm9avX98FSSvDp7J1qlFBak2aNDFlBv3222/d/sCBAy5IWe0qyqhatGhR69Onjw0bNsxlV927d68Lfr766qvVxWVo2717tztmEz8BAtni58ZVCCCAQNoVYOYIIIAAAggggAACCCCAAAIIIOB/AWaIAAIIIIAAAokqoOxjd999t7388stWpUqVRL1XShm8QYMGLmhv5MiRpmU3a9asGfZoWuZTQQJhledPtm7den574e9DDz1kc+bMccuBzp0790JlpK36K+Dttddes2zZsrnWnDlzmgILFJTgKi5ufvnlF8ubN+/Fsws7BawpsEGBdRdqLmzHjRtn27dvDxYFvV1oubCdPn26aWk6BUIoQFH30xJ0F1rZIoAAAgikFIGKFSva448/bo8++qgdPnzYBTorSLpt27Yu2Lpjx46mwGo9byDwv+BqLTmq3/UaNWpYs2bN7J577nHZ3vSuOX78uLq794CWr3YnqWWTwp6TQLYU9oHwOAgggAACCCCAAAIIIIAAAv4QYBYIIIAAAggggAACCCCAAAIIRCXwxx9/WJs2bdw/oGuZzKj6+LFOy3gqC5sCvZQhJ/IcFcimQDMtH+q1rVq1yipVqmQHDx50Vffff78VKlTInnrqKevdu7edOHHC1XsbLQXXs2dPa9eund15551etSnzWtasWW3BggXBOh1MnjzZFNCgY69UrlzZWrRoYQMHDvSqLrv3Gj/77DP729/+5p6rf//+psA9je+1s0cAAQQQSBkCetfoXbR+/XobMWKEC3S+7rrrTPVPPvmkqV7B5sqwGfrEyuA5duzYYFUgEDBlYsuXL5/t2bPH1WuvsdwJm3gJEMgWLzYuQgABBBBAAIEkEOAWCCCAAAIIIIAAAggggAACCCDgfwFmiAACCKQ5geeee85y5MjhsrkoaEv/MJ7mEKKYcPr06U1BaD169LDNmzfb2rVrXTCZznPnzh12hbLonDx50l5//fWw+gkTJtj8+fPtwQcfNNl6RUt8KvvO888/b8oGd+jQIVPWNS0HqqDCsEHOnzz99NMusOH8YfDvjh07wsZU5jevUc+rwIcuXbqYlqxTUWafDz/80BRc5/VjjwACCCCQ/AJ6v3Tt2tVlT9NS0o0aNbJrr73WJk6c6JYUVZC0lhhV8LWedtq0aS7ITe9uvZP03tby4ApWVtC0ApfHjBnjgtnefPNN0/LSuo4SPwEC2eLnlkqu4jERQAABBBBAAAEEEEAAAQQQQMD/AswQAQQQQAABBBBAAAEEUpOAMnctWrTIqlevbnfccYfVq1cvNT1+vJ41Xbp0phLVxRkyZAi2KZNZ8eLF3XKrWnpUmdu6d+9+yWVaAm7o0KGmEroEqALT1Llx48bOVr4qy5Yts169elnz5s2tbt26VqJECfvkk09My4EqMEHXqAQCAe1Mz9CtWzd37G2UpUdjeUVBa17b7NmzXQa2a665xqtyGeGU3UeBc8FKDhC4IgEuRgCBKxEIBC78xtepU8dy5crlMnyOHz/eBTZr3IcffthmzZplBQoUcO+lzp07q9oGDBhgGzZssDx58rj3jt7btWrVsn79+rk6BS5HRERYuXLlbMuWLRb6fnADsImTAIFsceKiMwIIIIAAAggggIAvBZgUAggggAACCCCAAAIIIIAAAgj4X4AZIpBCBJS5SxnBvLJ9+/YU8mSJ9xhTpkxxmcqiusPChQtd4JraMmbMaG+99ZbLarNr1y4bNWqUednY5s6dawpuUz8VBaXJMHQJtxdeeMFUF7noOgXSDRo0yPbt22c///yzLVmyxG688UYNZdmyZXPXuZOLGwXJKUBNp5MmTXLtoePOmDFDTa4o2EHZ4NzJxU3WrFndNZUqVbpYww4BBBBAILkE3nvvPVOQs+6vDKBaIlTZNPUuKFy4sKpNwdMLFixwWUEV4KZAazUsX77cBZ/rWEHOysimLJ0KZFOdsrnpnaBgN12fI0cOVVPiKUAgWzzhuAwBBMIFOEMAAQQQQAABBBBAAAEEEEAAAf8LMEMEEEAAAQQQQAABBJJCIFOmTKasa4lxLwXL5cyZMzGGZkwEEEDANwJpYSLRBZxFV++Z6B2VJUsW7zS49wKvgxUcxEuAQLZ4sXERAggggAACCCCAAAIIIBAvAS5CAAEEEEAAAQQQQAABBBBAAAH/CzBDBBBAAAEEEEAAgXgIEMgWDzQuQQABBBBITgHujQACCCCAAAIIIIAAAggggAAC/hdghggggAACCCCAAAIIIIAAAggg4H+B8BkSyBbuwRkCCCCAAAIIIIAAAggggAAC/hBgFggggAACCCCAAAIIIIAAAggg4H8BZogAAggggICPBAhk89GHyVQQQAABBBBAIGEFGA0BBBBAAAEEEEAAAQQQQAABBPwvwAwRQAABBBBAAAEEEEAAAQRShgCBbCnjc/DrUzAvBBBAAAEEEEAAAQQQQAABBBDwvwAzRAABBBBAAAEEEEAAAQQQQAAB/wswQwQQQCDRBQhkS3RiboAAAggggAACCCCAQEwCtCOAAAIIIIAAAggggAACCCCAgP8FmCECCCCAAAIIIIAAAghcToBAtsvp0IYAAqlHgCdFAAEEEEAAAQQQQAABBBBAAAH/CzBDBBBAAAEEEEAAAQQQQAABBBDwvwAzTLMCBLKl2Y+eiSOAAAIIIIAAAggggEBaFGDOCCCAAAIIIIAAAggggAACCCDgfwFmiAACCCCAAAIIpEYBAtlS46fGMyOAAAIIJKcA90YAAQQQQAABBBBAAAEEEEAAAf8LMEMEEEAAAQQQQAABBBBAAAEEEEhigWQIZEviGXI7BBBAAAEEEEAAAQQQQAABBBBIBgFuiQACCCCAAAIIIIAAAggggAAC/hdghggggAACCCScAIFsCWfJSAgggAACCCCAQMIKMBoCCCCAAAIIIIAAAggggAACCPhfgBkigAACCCCAAAIIIIAAAgg4AQLZHAMbvwowLwQQQAABBBBAAAEEEEAAAQQQ8L8AM0QAAQQQQAABBBBAIDUKnDlzJjU+drye+ezZs6b5qkQeQG2R606ePGkRERFh1VH1i2o81UUuoQOdOHHCDhw4EFrljnWNOwjZePfUXu2h5dy5cyE9LxyGtl+oYYsAAgkpwFgIxFfg9OnT7j0Uer3qQs+94+jqvXb9/uu94J17+5iu8/qxv7wAgWyX96EVAQQQQAABBBBAAIG0IMAcEUAAAQQQQAABBBBAAAEEEEDA/wLMMIUIKECrQ4cOlidPHuvTp48psCqFPFqiPUbTpk3dfDXnnDlzWpMmTWzv3r3uftWqVbPFixe7YwUB9O7d2/Lnz2/Fixe3du3aBYPO6tWrZwsWLHD9FETQrVs3q1Onjh07dszVabN+/frgfXQvr2zatMlOnTplAwYMsAIFCljp0qVN461du1aX2ZEjR9x1U6ZMcefa6JnuuusuHdq9997r2r3xtNdn5xovbn777bewPrrHF198cbGVHQIIIIBAcgnondGmTRubPn26ewQFofXq1cvy5s1rjRs3tm3btrl6BVG3b9/e1bdq1cqOHj3q6kM3c+fOtTJlyljRokXtyy+/dE2xuc51ZBMrAQLZYsVEJwQQQCAmAdoRQAABBBBAAAEEEEAAAQQQQMD/AswQAQQQQAABBBC4coFx48aZ/lH9hx9+sA0bNtiMGTOufNAUPoKCBkaMGGGLFi2ymTNnWrZs2Wzo0KGXPLXqli9fbt9++61pf/z4cRs5cuQl/d544w2bM2eOTZw40TJnzhxsL1asmLuH7qPSsWNHK1iwoCsaR9bz5883BbzVqlXLWrdubYcPHw5e/8wzz7iAN4viz0svvRQ2dt++fcN66TNVhYLtVBQ0p4CI0EA7tVMQQAABBJJOQEHM/fv3t1mzZgVvumrVKps6darNnj3bGjRoYI899phrGz9+vO3atcu9X44fP24ffPCBq/c2CrZ++OGHbeDAgfbyyy9b9+7dXTB6TNd517OPnQCBbLFzohcCCCCAAAIIIIAAAggggEBCCDAGAggggAACCCCAAAIIIIAAAmlcQBnB+vXrZ4ULF7YqVarY0qVL/ScSxYwKFSpkJUuWtMqVK1unTp3s+++/t9A/ChB49dVXbfTo0Va2bFlTtpsXXnjBduzYYcp24/VVMIKCCD766CMXoObVa3/VVVe5e+g+gUDA3nnnHVPQm9qGDx/ujsuXL+8yp2mM66+/3iZPnqxmV9KnT29jx451x5E33vNrbJV8+fJF7uLOS5QoYeXKlXPZ5FSxZ88e7SgIIIAAAskg8O9//9sFId9yyy3Buyuo+YEHHjDVde3a1QVPK+j466+/NmVqq1ixoik7qJdxzbtw9erVpvdG27ZtTRnb9FuvoOmYrvOuZx87AQLZYudELwQQQAABBFKMAA+CAAIIIIAAAggggAACCCCAAAL+F2CGCCCAAAL+FdAylQp2eu+990zZ2Ro2bOjfyUYxszNnzti8efPstttuC2vdsmWLO9eSbe7g/OaGG25wgWUKUDt/auvWrTMtyzpq1Ci7+eabVRVl0T2UYUcZ0WrXrm07d+50/apWrer22gQCAVObAhN0rjJkyBAbNGiQW2pU56FFWdy03KhXDh06FNocPFY2Ns1PgXNaXrRo0aLBNg4QQAABBJJWQO9YBa4VKVIkeGNl0MyQIYM71/tCB8rEtm3bNvP6KdhcgdRq84oCk7XstXeud9S+ffvc0qSXu87rzz52AmkxkC12MvRCAAEEEEAAAQQQQAABBBBAAIHULMCzI4AAAggggAACCCCAAAIpVuC3336zTz75xA4cOGBHjx5Nsc+ZkA+mpTYbN27ssq0pS5qy2YSOr2AzZbcJBAKh1WHHymSnpUS1PGlYQ6STd99912VyGzx4sGtRoIGWGHUnIZtixYrZxo0bgzWNGjWyChUquKxwwcqLB4tO8ucAABAASURBVApya9mypXlFAW0Xm8J2jz76qHXp0sUUyKaxtKxdWAdOElqA8RBAAIFoBRRgljFjxrD2+vXruyBpZfjUb7UaIyIiXBDz1VdfrVPLkiWL7d692x17G72vr7nmGu/U9fn1119jvC54AQexEiCQLVZMdEIAAQQQQAABBNKiAHNGAAEEEEAAAQQQQAABBBBAAAH/CzBDBBBIDoGcOXPalClT7LXXXjMFeCXHMyT1PRs0aGDKkDZy5EhbuXKl1axZM+wRtFzb/v37w+p0snXrVu1ceeihh2zOnDluOdC5c+e6usgb9VfAm2yzZcvmmuWtgAQFDrqKi5tffvnF8ubNe/Hswk4BawpsUGDdhZoLW2XP2759u3lFQW8XWsK3q1atMmVv+/nnn23FihWmTEDhPThDAAEEEEhOAS0d+vjjj5sCjw8fPuyWqVaQtN4Zx48fd4+mpUbz5Mnjjr2Ngti8dtX98ccfljVrVovpOvWlxF6AQLbYW9ETgbgLcAUCCCCAAAIIIIAAAggggAACCPhfgBkigAACCCCAAAIIIBAHgdGjR5u3jKYydik7WxwuT7VdtYynsrA1adIkuHRb6GQUyKZAMy0f6tUrKKxSpUp28OBBV3X//fdboUKF7KmnnrLevXvbiRMnXL23OXv2rPXs2dPatWtnd955p1dtyrymYAMt+xmsPH8wefJkU0DD+cPg38qVK1uLFi1s4MCBwbr4HCh4TkuZbtiwIT6Xcw0CCKREAZ7JFwJ61+hdpKDjESNGuMxr1113neXLl8/27Nnj5qi96tzJxU3u3LldMPPFU5f5U9eoqL/qtY98neopsRcgkC32VvREAAEEEEAAAQQQQACBRBJgWAQQQAABBBBAAAEEEEAAAQQQ8L8AM7wgoH9Af+ONN+z333+3999/31q2bHmhIY1v06dP74LQevToYZs3b7a1a9e6YDKdK3gglEdZdE6ePGmvv/56aLVNmDDB5s+fbw8++KApIM4r586dM2Xfef755102uEOHDpmyrq1evdratGkTNoZOnn76aRfYoGOv7NixI2xMZX7z2kL3uuePP/5oX331lcscp0C80HaOEUAAAQSSV0Dvl65du5qyrim4vFGjRnbttdeaMoeOGTPGBbO9+eab1rBhQ/eg06ZNM727b7nlFtu4caNpSdJvv/3WvW8UsBzdde5iNnEWIJAtzmRcgAACCKRIAR4KAQQQQAABBBBAAAEEEEAAAQT8L8AMEUAAAQQQQMAHAh07djQtO1m4cGEXLNWlSxcfzOryU0iXLp2pRNUrQ4YMwbb+/ftb8eLFrUqVKm7p0SJFilj37t0vuUxLwA0dOtRUQpcAVWCaOjdu3NjuuOOOYFm2bJn16tXLmjdvbnXr1rUSJUrYJ598YtOnT7ccOXLoElcCgYDb6xm6devmjr3Nk08+GRxPY0f+3AKBC9cqE1yNGjVcEJ6eXefeGOwRQAABBJJPIBC48Dtdp04dy5Url8vwOX78eBfYrKdq27atRUREWLly5VzmVO93XkuAK7tmpkyZ7OWXXzZlF23WrJn94x//sCxZslh012nMKyhp9lIC2dLsR8/EEUAAAQQQQAABBBBAAIG0KMCcEUAAAQQQQAABBBBAAAEEEEheAS05NmnSJJd1TP+AriU1k/eJEv/uU6ZMsfr160d5o4ULF7rANTVmzJjR3nrrLZcNZ9euXTZq1CjzsrHNnTvXBbepn4qC0pRZTZ46V3nhhRdMdYcOHQrb16xZ0wXLDRo0yPbt2+cCCZcsWWI33nijLrNs2bK5/u7k4kZBcrNnz3Zn+rwijztjxgzX5m2yZ8/uxvD6LV++3Pr27es1s0cAAQQQSEaB9957zxTkrEdQBtCxY8e697DeBQosV72ysum3XUFrCxYsCAY66/e8evXq6uKC2PR+UhB1u3btXF1017lGNnEWIJAtzmRcgAACCCCAQBoXYPoIIIAAAggggAACCCCAAAIIIOB/AWaIAAIIIJDoAqGZwBL9ZqnsBsp6o6xrifHYCpbLmTNnYgzNmAgggAACqUgguvewF0Ad3VT0frrmmmsuaY7puksuoCJKAQLZomRJ3EpGRwABBBBAAAEEEEAAAQQQQAAB/wswQwQQQAABBBBAAAEEEEAAAQQQ8L8AM0QAAQQQSDgBAtkSzpKREEAAAQQQQAABBBJWgNEQQAABBBBAAAEEEEAAAQQQQMD/AswQAQQQQAABBBBAAAEEEHACBLI5BjYI+FWAeSGAAAIIIIAAAggggAACCCCAgP8FmCECCCCAAAIIIIAAAggggAACCPhfgBki4H8BAtn8/xkzQwQQQAABBBBAAAEEEIhJgHYEEEAAAQQQQAABBBBAAAEEEPC/ADNEAAEEEEAAAQQQSNECBLKl6I+Hh0MAAQRSjwBPigACCCCAAAIIIIAAAggggAAC/hdghggggAACCCCAAAIIIIAAAggg4H+B5JohgWzJJc99EUAAAQQQQAABBBBAAAEE0qIAc0YAAQQQQAABBBBAAAEEEEAAAf8LMEMEEEAAAQQQiIcAgWzxQOMSBBBAAAEEEEhOAe6NAAIIIIAAAggggAACCCCAAAL+F2CGCCCAAAIIIIAAAggggAACaU2AQLa09olrvhQEEEAAAQQQQAABBBBAAAEEEPC/ADNEAAEEEEAAAQQQQAABBBBAAAH/CzBDBBBAwEcCBLL56MNkKggggAACCCCAAAIJK8BoCCCAAAIIIIAAAggggAACCCDgfwFmiAACCCCAAAIIIIAAAilDgEC2lPE58BQI+FWAeSGAAAIIIIAAAggggAACCCCAgP8FmCECCCCAAAIIIIAAAggggAACCPhfgBkikOgCBLIlOjE3QAABBBBAAAEEEEAAAQRiEqAdAQQQQAABBBBAAAEEEEAAAQT8L8AMEUAAAQQQQAABBC4nQCDb5XRoQwABBBBIPQI8KQIIIIAAAggggAACCCCAAAII+F+AGSKAAAIIIOAzgbNnz/psRlFPR/M8c+aMqUTuobbIdSdPnrSIiIiw6qj6RTWe6iKX0IFOnDhhBw4cCK1yx7rGHYRsvHtqr/bQcu7cuZCe4YdRPX94D84QQAABBJJS4PTp05e8g1QX1TNEVx9V39C6+F4XOgbHZsFANjAQQAABBBBAAAEEEEAAAQQQQMD/AswQAQQQQAABBBBAAAEEEEAgZQj89NNPljt37pTxMIn8FE2bNrU8efK4kjNnTmvSpInt3bvX3bVatWq2ePFid6wggN69e1v+/PmtePHi1q5du2DQWb169WzBggWun4LIunXrZnXq1LFjx465Om3Wr1/v7uHdy9tv2rTJTp06ZQMGDLACBQpY6dKlTeOtXbtWl9mRI0fcdVOmTHHn2uiZ7rrrLh3avffe69q98bTv06ePawvdXO75Q/slxTH3QAABBBC4IKB3Rps2bWz69OmuQsHJvXr1srx581rjxo1t27Ztrv7gwYPu/aT6Ll26mIKSXUPIZtiwYVa+fPlg2bBhg+vXvn17N16rVq3s6NGjIVdwGFcBAtniKkZ/BBBAAAEEEEjrAswfAQQQQAABBBBAAAEEEEAAAQT8L8AMEUAAgUQX6N+/f6LfI6XcQEEDI0aMsEWLFtnMmTMtW7ZsNnTo0EseT3XLly+3b7/91rQ/fvy4jRw58pJ+b7zxhs2ZM8cmTpxomTNnDrYXK1bM3UP3UenYsaMVLFjQFY0zY8YMmz9/vingrVatWta6dWs7fPhw8PpnnnnGBbxZFH9eeumlsLH79u17Sa/YPv8lF1KBAAIIIJAoAgpi1vt21qxZwfFXrVplU6dOtdmzZ1uDBg3ssccec20ff/yxZcqUyb7//ntT9s5Ro0a5+tCNgpx79Ohheg+pFCpUyMaPH2+7du1y7yW9tz744IPQSziOowCBbHEEo3tCCDAGAggggAACCCCAAAIIIIAAAgj4X4AZIoAAAggggAACCCCAQHQC06ZNc/9IHl27H+v1j/0lS5a0ypUrW6dOnVyggIX8UTazV1991UaPHm1ly5a1okWL2gsvvGA7duxw2W68rgpGGDhwoH300UcuQM2r1/6qq64y3UMlEAjYO++844IN1DZ8+HB3rEw6yqimMa6//nqbPHmyml1Jnz69jR071h1H3njPr7FV8uXLF9Ylts8fdhEnCPhCgEkgkHIF/v3vf7sg5FtuuSX4kApqfuCBB0x1Xbt2dcHTyu751Vdf2V//+lcrVaqUe08p0C140cUDBVm3aNHCFAxdu3Zty5Ili3399demDG8VK1Y0ZRX98ssvL/ZmFx8BAtnio8Y1CCCAAAIIIIAAAggkhQD3QAABBBBAAAEEEEAAAQQQQAAB/wswwzQnoCwvAwYMMC1PluYmf37CZ86csXnz5tltt912/ux/f7ds2eJOypQp4/ba3HDDDS6wTAFqOl+3bp116NDBlCXn5ptvVlWURfdQhh0t9aZAg507d7p+VatWdXttAoGAqW316tU6dWXIkCE2aNAgO3LkiDsP3SiLmzLxeOXQoUOhzRab5w+7gBMEEEAAgUQXaNiwoSlwrUiRIsF7aanRDBkyuHO9L3SgjGrKHurV63jz5s1qCpaIiAi3bKiWHa1QoYLLxKbGbdu2mTd+4cKFXQC26inxEyCQLX5uXIUAAqlEgMdEAAEEEEAAAQQQQAABBBBAAAH/CzBDBBBAAAEEEEAgNQmMGTPGGjdu7DK+pKbnvtJnVfCe5q1sa1qOrVWrVmFDKtisXLlyFggEwupDT/r16+eWEtXypKH1kY/fffddF0gwePBg17Rv375LsrepoVixYrZx40YdutKoUSNTcIKywrmKkI2C3Fq2bGleUUBbSLPF5vlD+3OMAAIIIBB3gbheoQCzjBkzhl1Wv359FyStDJ/K1qlGBak1adLElBn022+/dfsDBw6Ygt7UrrJ//36XLbRPnz4uGL179+62d+9eF/x89dVXq4vL0LZ79253zCZ+AgSyxc+NqxBAAAEEEEAAAQQQQAABPwkwFwQQQAABBBBAAAEEEEAAAQQQSAKBX375xWX8UjYyLxDK2yfB7ZP1Fg0aNDBlSBs5cqStXLnSatasGfY8119/vSlIIKzy/MnWrVvPby/8feihh2zOnDk2efJkmzt37oXKSFv1V8Dba6+9ZtmyZXOtOXPmNAUWKCjBVVzc6PPImzfvxbMLOwWsKbBBgWkXai5sx40bZ9u3bw8WBb1daLmwjc3zX+jJFgEEEEAgOQUqVqxojz/+uD366KN2+PBhF+icOXNma9u2rSnYumPHjqbAaj1jIPC/4GotOaqlRWvUqGHNmjWze+65x2V707vm+PHj6m5aojRPnjzumE38BAhki58bVyGAAAIIIBBJgFMEEEAAAQQQQAABBBBAAAEEEPC/ADNEAAEEEEDgygS0HGXRokVdMJuWvtRo+sd07f1etIynsrAp440y5ESerwLBFGim5UO9tlWrVlmlSpXs4MGuDkR9AAAQAElEQVSDrur++++3QoUK2VNPPWW9e/c2LdPqGi5utBRcz549rV27dnbnnXderDVT5rWsWbPaggULgnU6UECcAhp07JXKlStbixYtbODAgV5VrPaxef5YDUQnBBBAAIFEFdC7Ru8iLRk9YsQIF+h83XXXmeqffPJJU/3dd99tkZewVgbPsWPHBp8tEAiYMrHly5fP9uzZ4+q111juhE28BFJOIFu8Hp+LEEAAAQQQQAABBBBAAAEEEEAgVQnwsAgggAACCCCAAAIIIIBAGhYoWbKkKZuLyqJFi5zEwoUL3T6tb9KnT28KQuvRo4dt3rzZ1q5d64LJdJ47d+4wHmXROXnypL3++uth9RMmTLD58+fbgw8+aAqI84qWhlPA4PPPP2/KBqeAQmVdW716tbVp0yZsDJ08/fTTLrBBx17ZsWNH2JjK/Oa1aR+X51d/3xcmiAACCKRQAb1funbt6rKnjR492ho1amTXXnutTZw40S0pqiBpLTGq4GtNYdq0aS7ILUeOHKZ3kgLa1qxZ47KDKmhaGUfHjBnjgtnefPNNa9iwoS6jxFOAQLZ4wnEZAggggAACCCCQXALcFwEEEEAAAQQQQAABBBBAAAEE/C/ADBFAwP8CgUDA/5O8OMN06dKZysXTsF2GDBmCbf3797fixYtblSpV3NKjytzWvXv3sP460RJwQ4cONZXQJUAVmKb2xo0b2x133BEsy5Yts169elnz5s2tbt26VqJECfvkk09s+vTppsAEXaMSCFz4TPQM3bp1U1WwKEtP6JhdunQJtnkHsX1+rz97BBBAAIGkEwgELvzG16lTx3LlyuUyfI4fP94U2KynePjhh23WrFlWoEAB917q3Lmzqm3AgAG2YcMG05Kheu/Uq1fPatWqZVrGWnVakjQiIsItR7plyxaL6v3gBmITKwEC2WLFRCefCTAdBBBAAAEEEEAAAQQQQAABBBDwvwAzRAABBBBAAAEEEEAgRQtcc801psxgKfohE+jhpkyZYvXr149yNGWkU+CaGjNmzGhvvfWWy2qza9cuGzVqlHnZ2ObOneuC29RPRUFp8gtdwu2FF15wpqoPLTVr1nRBCYMGDbJ9+/bZzz//bEuWLLEbb7xRQ1m2bNncde7k4kbBCrNnz3ZnkyZNcu2hY86YMcO1hW4u9/yh/ThGAIEEFWAwBGIUeO+990xBzuqoDJpjx4512T/1LihcuLCqTcHTCxYscPUKcFOgtRqURbV69eo6NAU5KyObsnQqkE2Vyuamd4KC3XR9jhw5VE2JpwCBbPGE4zIEEEAAAQQQQAABBPwvwAwRQAABBBBAAAEEEEAAAQQQQMD/AswQgZQnkClTJlPWtcR4MgWb5cyZMzGGDo6ZmM8fvAkHCCCAAAJXJBBdwFl09d7N9BufJUsW7zS49wKvgxUcxEuAQLZ4sXERAgggEEsBuiGAAAIIIIAAAggggAACCCCAgP8FmCECCCCAAAIIIIAAAggggAACCPhfgBkmugCBbIlOzA0QQAABBBBAAAEEEEAAAQRiEqAdAQQQQAABBBBAAAEEEEAAAQT8L8AMEUAAAQQQQACBywkQyHY5HdoQQAABBBBIPQI8KQIIIIAAAggggAACCCCAAAII+F+AGSKAAAIIIIAAAggggAACCCDgWwEC2YIfLQcIIIAAAggggAACCCCAAAIIIOB/AWaIAAIIIIAAAggggAACCCCAAAL+F2CGCCCAAAKpUYBAttT4qfHMCCCAAAIIIIBAcgpwbwQQQAABBBBAAAEEEEAAAQQQ8L8AM0QAAQQQQAABBBBAAAEEkliAQLYkBud2CEiAggACCCCAAAIIIIAAAggggAAC/hdghggggAACCCCAAAIIIIAAAggg4H8BZogAAgknQCBbwlkyEgIIIIAAAggggAACCCSsAKMhgAACCCCAAAIIIIAAAggggID/BZghAggggAACCCCAAAJOgEA2x8AGAQQQ8KsA80IAAQQQQAABBBBAAAEEEEAAAf8LMEMEEEAAAQQQQAABBBBAAAEEEPC/gP9nSCCb/z9jZogAAggggAACCCCAAAIIIBCTAO0IIIAAAggggAACCCCAAAIIIOB/AWaIAAIIIIAAAilagEC2FP3x8HAIIIAAAgikHgGeFAEEEEAAAQQQQAABBBBAAAEE/C/ADBFAAAEEEEAAAQQQQAABBBBILAEC2RJLNu7jcgUCCCCAAAIIIIAAAggggAACCPhfgBkigAACCCCAAAIIIIAAAggggID/BZghAggggEA8BAhkiwcalyCAAAIIIIAAAggkpwD3RgABBBBAAAEEEEAAAQQQQAAB/wswQwQQ8JPA2bNn7cyZM65EN68TJ07YgQMHomu2/fv3R3m9xt63b1/YdefOnTPVq1LH3r11rDqveH28c2/v9Q/de22he42nPqF1Oo6qTvdS8drVR0VjqO5yRX0i26hOJfQ6b/zQOt0j9FzHqvOKzqMqGnvv3r1BR69P6D1Cj9Wua1R07BWdRzWO184eAQQQSC4B/Q4m5L1Pnz6dkMOl2bEIZEuzHz0TT9MCTB4BBBBAAAEEEEAAAQQQQAABBPwvwAwRQAABBBBAAAEEUqSAArLKly9vXundu3eKfM6EfKimTZtanjx5XMmZM6c1adLEFNyke5w6dcoGDBhgBQoUsNKlS1u9evVs7dq1anJl0aJFrq5MmTLu+vHjx7t6bT744AO76aab7MYbb3Seq1atUrV99dVX1qpVK3c8ZMgQd53unytXLmvTpo0dOXLEtVWvXt00vju5uFm4cGGwv67xyq5duy72+N/u3XffdX0jIiKClbNmzXJ148aNC9bpQPO699577fjx467dG1fPdPvtt9vmzZvV7ZKie2jusmnQoIEtW7bM9XnppZfsueeec8feRq5z5871Tp2j7jN79uxg3bx588Lur8/joYcesmPHjgX7vPzyy6Z7li1b1ooWLWqffvppsK1atWq2ePFi0zxz585tu3fvDra9+uqrNnTo0OD55cYJduIAAQSuXIAR4iwwfPhw029c48aN7bvvvnPXx+b9PGzYMPe+8d7hGzZssJMnT1r79u0tb9687t1z9OhRNx6b+AkQyBY/N65CAAEEEEAAAQQQQACBNCDAFBFAAAEEEEAAAQQQQAABBBBAwP8CST3DTZs2uUCiN954w1Q6dOiQ1I+Q5PdT5q4RI0a4oLGZM2datmzZggFPI0eOtBkzZtj8+fNt/fr1VqtWLWvdurUdPnzYPacC0Zo1a2Y//vijvfnmm9a9e3eXue23335zAXCvvfaarVmzxpo3b25//etf3TWRNx07dnT3/vrrr924//znPyN3CTtX8JYC3EJLvnz5wvroZPLkye6z1PPrPLSEBo8pm9oPP/wQ2uyCwX766Sc37+uvv94GDx4c1q4Tjav6MWPGOJuaNWu6+UeXRShyvearQLYvvvhCwwVLuXLlTPdWUZtsvcA77UeNGmXvvPOObd++3V5//XXr3LlzWMBacKDzBy+++OL57aV/4zrOpSNQgwACCCSOgIKeJ06caF9++aX95S9/sZ49e7obxeb9rEDeHj16uPe33uGFChUyBVgr2HnOnDkuWFlB1m5ANvESIJAtXmxchAACCCAQSwG6IYAAAggggAACCCCAAAIIIICA/wWYIQIIIIAAAgjEQUD/UK6sVgrYql27timoKA6Xp9qu+sf+kiVLWuXKla1Tp072/fffuyxgyoqjYABlt1HQ1cCBA02BXQoSU/YyZUi77777LH/+/C7ArVu3bi6QTYFh2bNntzvvvNMKFixoTzzxhFWoUMG0RKlF+qNxde+qVauaxtqyZUukHuGnWbJkMfUPLRkyZAjr9Msvv7ggtKeffto+++yzsLYbbrjBZSzzlplbsGCBy2wW2kmBcSqat4IZFVQW2q7jf/3rX/bss8+avieaw5NPPmkaO6bn17UqkyZNskGDBpn2oS5XXXWV6d4qCo5TEODGjRt1iSng8O2337YaNWpY1qxZTUGEMleQoesQstEzjR071mV+C6l2h3EZx13ABgEEEEgiAf2GPvbYYy4LqLJ36r2sLKHax/R+Xr58ubVo0cIFXeu3We8LBQ336tXLKlasaMqyqgC5JJpKctwm0e9JIFuiE3MDBBBAAAEEEEAAAQQQQAABBGISoB0BBBBAAAEEEEAAAQQQQCCtCChgSMs7Klira9eutmPHjrQydTdPZQ3T/G+77TbbuXOnq1OAmTs4vwkEAi5wa/Xq1Xb11VdbnTp1rFGjRi4bm6y0dKWWg1PQmrKyaVk4b+lLZS7LlCnT+VHC/ypoQRnfpkyZ4jKNabzwHuFnv//+u8uYpsw7KsreE97DTBnXNI6KMqd5GeTUr3Dhwi7gTMF2OldfPaeZzi4UZWlT0bJ0CgarV6/ehYaQrYL9br311mBNxowZTX1LlCjh6tatW2eff/55sBw8eNDVa7Nt2zZTadmypSmIUMF0qlfRMni6t8qyZctMWdkUuBYREWFbt2616tWrq1uwyFwBg8GKiwcKwnz00UddsN3FKreL6zjuIjYIIIBAEgkoeFdLgep2CkxTUK4Ce2N6P+u3TcuGdunSxQVOKxObxtBvbZEiRXRo+v3Xu8qdsImXAIFs8WLjIgQQQAABBBBIcQI8EAIIIIAAAggggAACCCCAAAII+F+AGSKAAAI+EFCQlIKGpk6dan/88YdbutEH04pxCgMGDDAFcykITRnYlAVn3759Lpta5IuLFStmCihQvbKSKejghRdesJtvvtn69etnynSWI0cOUxYcZWrT0pfFixd3y7vpmshFS8ipj5aQU2axAgUKRO4Sdr5161ZTAJhX+vTpE9auk6+++sruvvtut7SoMvhMnz5d1cGiADcF7Clwb9asWZcEh1WpUsVlA7rtttvc90BL1QUvPn+g74YCJpRt7vxplH+//fZb0zKgXtFzex0VXKfnU/Y1ZQ9SVjavbe3ate7epUuXtrvuusuVBg0amK5XFjYV9Z0wYYIpG5uKjlUXuSgLkQLuNFevLT7jeNeyRwABBJJK4NdffzUF4+r3NxAIWEzv5/3791vRokVN74Rhw4a5pZ6Vye3IkSMu8FrPrQxtu3fv1iElngIEssUTzo+XMScEEEAAAQQQQAABBBBAAAEEEPC/ADNEAAEEEEAAAQQQQACB5BV4+eWX7e9//7tpSUn9Y/iHH35oZ8+eTd6HSoK7K1BKGXBGjhxpK1euNC1pmTNnTtM/+CszWOgjaNnOvHnz2rlz5yxz5symjGCbN282ZV5TQNa0adNcMJuW2XzvvfdcVju5du/e3RRoEDqWjrUkpwLYNK6WvFRgluqjK8o0tn37dvOKgsJC+yrITIFsCshTcJ4CwyIvL6pMcjNnzjRlc9NyqppH6Bi6ZunSpXbLLbdYmTJlLgnou+aaa1yQXEREhIX+2bVrl5u76rRE69y5c80rCo5TvYqWZlW9nk+BfFrqzltea7IlRgAAEABJREFUVPNTBiEFUypoTcvcKpOdsgQqeE6Bghojd+7cLrOcPp8VK1ao6pKiz7Bv376mJVYVtKcO8RlH11ESVoDREEAgegH9Hj7wwAMuQLpr166uo94jl3s/lypVypTBTcHozZo1s3vuucf0fsiWLZsdP37cjXHs2DH32+1O2MRLgEC2eLFxEQIIIIAAAggggEAaFmDqCCCAAAIIIIAAAggggAACCCDgfwFmiECiCbz77ru2ZcsWN3769Okte/bsli6d///Ztnbt2qYsbE2aNDFvCbZixYqZAqlCl70UjIKwKlas6ILAFGSlugwZMpiWt1R2MQWlKVPbwIED1WTKgNOhQwcXdPXzzz+7uqg2gUDA9BybNm2yU6dORdUlVnXffPONy2j23HPPWe/evU3BD8q6dujQoeD1lSpVMgWradlOBfEFGy4eaN7KIvfaa6/Z6NGjTVnNLjYFdwpymz9/fvBcgRK333676f7ByigOFHimbG2vvPKKe76XXnrJBQR6WdOUpU2BF8oGN2TIEJd1TQFzf/rTn1xAnQLwNGz9+vVd5qGolj1Vu1cUUKcAQgUVqi6+4+haCgIIIJAUAk888YT7XVRAst7FumdM72dlCtXyzuqrEggEXCY2LUu6Z88eVZn21113nTtmEz8B//9fRPFz4SoEEEhUAQZHAAEEEEAAAQQQQAABBBBAAAH/CzBDBBBAAAEEEEAAgagElAnr1VdfNWW+0j+aa9nMqPqlhTplKXv88cft+eefN2VpUyDY8OHDbfXq1damTRuXKUcBbKrbsWOHyzymDHbKcPbnP//Z3n77bVMmtJ07d9r7779vClBTtrHIdlrCdN26daasYsrIpgCxjBkzum4KKlSbirK+qVLLy+k8tKhObSrKZKb7K9BLRQF6yg6npU7VrqLxFQCmZT8VPKe6qIqWWm3fvr0pKE8Z6EL7KEBM9d99950pE9vgwYNdsJ7GDe0X+ViBaAp409Kiej6Ve++91xRUF7nvQw89ZArCUDCd2p555hnr2bOnaS4KyJgyZYop0EMZ4tQeVbn66qtNQX3Krue1x2cc71r2CCCQ2gRS1/MqWFrZPZ966inz3gHK0LZt2zaL6v28bNkyF5icI0cO69Gjhymgbc2aNaZx7rzzTlOw8pgxY1wQ25tvvmkNGzZMXSAp7GkJZEthHwiPgwACCCCAAAIIIIAAAggEBThAAAEEEEAAAQQQQAABBBBAAAHfCXTs2NEUMKWsZFr6sVOnTr6bY+QJKeOcSuR6nffq1csUzFe3bl0rUaKEffLJJzZ9+nRTwIDaX3zxRVPA380332z33XefdenSxerUqeOCr5RNTMFeN910kz399NP2wQcf2LXXXmuBQECXBosyhd1xxx2mALCtW7eaAg68xkceecTUpvLwww+7a9VH56Fl8eLF7pLTp0/bl19+aXfddZc79zYtW7Z09Tr35qr7FS1a1JR5zqtTu0og8L9nVFa3pUuX2uzZs9UULApA69u3rynbXIUKFdz35h//+Id7RnUKBP43hs69rEIKQlPmO9V5pXHjxqYgwMiZ6BQoOGjQIJdVTpncWrdubfpM+vTpYwoK7Natm7Vt29b69+/vhlJ/by7eXg36bNRfxyoxjaM+FAQQQCA5BBSMrGByBaB5v/MKYovu/Tx+/HjTNXny5LGhQ4e6d4myhfbr188tI6rfSGW11G+gAuP0nkqOefnlngSy+eWTZB4IIIAAAlEKUIkAAggggAACCCCAAAIIIIAAAv4XYIYIIIAAAgikJgEFsCkQSktgKsuLgpxS0/PH51mV1UtBWVFdq2AoBVIpa5pMlixZYjfeeGOwq7KZ/fTTT/bjjz+a+ihgLRC4EMDVvXt327t3r2tTEIIXvHXPPfe4gDgNorGV6c0rehZlT1PbwoULzavXXkucarlNHUcuyrqjaxTItX37dlNWN517RQENEyZMMM1TwXiqV7az5cuX69AtaaoMQMpeprG1tKhrOL8pWLCgew5de/407K/mqPkr+PGjjz5yWerUQfdT1jMde2XatGlu+VVlp1OAnlevvYIudF/dI3LAnLzUpiAN9e3atasp25CWcN26dasLYtNypGqTWZUqVcLmqXoF0clPn4/OVS43jtopCCCAQHIIKGuafvNCS6lSpdyy11G9n5XJU0uR6lkV3KuMbMoSqt9h1SmAesaMGbZhwwbT72COHDlUTYmnQLoYrqMZAQQQQAABBBBAAAEEEEAAAQT8L8AMEUAAAQQQQAABBBBAAAEEklggZ86cwcxaSXzrFHk7LcUpk6geTsFu+fPnN/WJ3K4AK7UFAheC2yK3++Fc80+gwIg4cSiwTfeO00VRdE6ocaIYmioEEEAgwQX0LgoEon+nZMqUybJkyXLJfXPnzn1JHRVxF0gX90u4AgEEEEAAAQQQQOBSAWoQQAABBBBAAAEEEEAAAQQQQMD/AswQAQQQQAABBBBAAAEEEEAgsQQIZEssWcaNuwBXIIAAAggggAACCCCAAAIIIICA/wWYIQIIIIAAAggggAACCCCAAAII+F+AGSKAAALxECCQLR5oXIIAAggggAACCCCAQHIKcG8EEEAAAQQQQAABBBBAAAEEEPC/ADNEAAEEEEAAAQQQQCCtCRDIltY+ceaLAAISoCCAAAIIIIAAAggggAACCCCAgP8FmCECCCCAAAIIIIAAAggggAACCPhfgBn6SIBANh99mEwFAQQQQAABBBBAAAEEEEhYAUZDAAEEEEAAAQQQQAABBBBAAAH/CzBDBBBAAAEEEEAgZQgQyJYyPgeeAgEEEEDArwLMCwEEEEAAAQQQQAABBBBAAAEE/C/ADBFAAAEEEEAAAQQQQAABBBBA4IoFUnwg2xXPkAEQQAABBBBAAAEEEEAAAQQQQCDFC/CACCCAAAIIIIAAAggggAACCCDgfwFmiAACCCCAwOUECGS7nA5tCCCAAAIIIIBA6hHgSRFAAAEEEEAAAQQQQAABBBBAwP8CzBABBBBAAAEEEEAAAQQQ8K0AgWy+/WiZWNwFuAIBBBBAAAEEEEAAAQQQQAABBPwvwAwRQAABBBBAAAEEEEAAAQQQQMD/AswQAQRSowCBbKnxU+OZEUAAAQQQQAABBBBITgHujQACCCCAAAIIIIAAAggggAAC/hdghggggAACCCCAAAIIJLEAgWxJDM7tEEAAAQlQEEAAAQQQQAABBBBAAAEEEEDA/wLMEAEEEEAAAQQQQAABBBBAAAEE/C/ADBNOgEC2hLNkJAQQQAABBBBAAAEEEEAAgYQVYDQEEEAAAQQQQAABBBBAAAEEfCtw5swZ384t8sTOnj1rmq9K5DYzM7WfO3cuqiZT/YEDB8LaVKcSWqmxVecVtalO+9Cie4We6/i3334zFR1TEEAAAQTStkBU747YiJw+fTo23egTgwCBbDEA0YwAAggggEDqFuDpEUAAAQQQQAABBBBAAAEEEEDA/wLMEAEEEEAgNQnoH7r79etnefLksXvvvde2b9+emh4/Xs/atGlTN1/NOWfOnNakSRPbu3evG0seRYsWteeff96dh27effddK1OmjJUuXdoaNGhgy5Ytc81Dhgyxv//97+5Ym3HjxlmxYsVs06ZN9tRTT9moUaPsyJEj7p5TpkxRF1cWL15sd911lzvWZvPmzda4cWPT/VVatmxphw8fVhMFAQQQQMCnAsOHD7fy5cuHlVWrVpneRzG9n4cNGxZ23YYNG+zkyZPWvn17y5s3r7Vq1cqOHj3qU7mkmRaBbDE5044AAggggAACCCCAAAIIIIAAAv4XYIYIIIAAAggggAACCCCAQBIJfPrpp7ZixQpbu3atlSxZ0saMGZNEd06+2ygL2ogRI2zRokU2c+ZMy5Ytmw0dOtQ90JIlSyxz5sw2ceJEl33NVZ7fzJgxwwYPHux81q9fbzVr1rTu3bu7zG7nm4N/NeZjjz1mH3zwgZUoUSJY7x0888wzdurUKYv8R4FurVu3tooVK9qaNWtcSZcuXfC5Ivfn3CcCTAMBBNK8wH333WdvvPGGK+3atXPviKJFi1ps3s8KiO7Ro4e7VmMUKlTIxo8fb7t27bI5c+bY8ePH3fsozSNfAQCBbFeAx6UIIIAAAggggAAC/xPgCAEEEEAAAQQQQAABBBBAAAEE/C/ADBFA4MoF9A/lnTp1sgIFCtgTTzzhMo1d+agpfwT9Y78C9ypXrmya//fff+8e+uuvv7YuXbq445UrV7q9Nv/617/s2Weftdq1a7vMak8++aTdcMMNtmXLFjW7snPnTrv//vtt5MiRrp+rjLRJnz69jR07NlKtuYC67Nmz23PPPWcFCxZ0RZl2NOYlnalAAAEEEPCNgIKe9W6pVauWzZ0711588UXT+yA27+fly5dbixYtTNdqjCxZspjeY7169XKB0b1797Yvv/zSN1bJMREC2ZJDnXsiELUAtQgggAACCCCAAAIIIIAAAggg4H8BZogAAggggAACCCCQxgUUiPXjjz/anXfe6bKN3XzzzWlK5MyZMzZv3jy77bbbXAY2BQ7UrVvXmjdvHvaP/wp0u/XWW4M2GTNmdAFpCkBQ5W+//WYPPvig3X333fZ///d/qoqyaBnSQYMGuaVGQzusXr3a6tSpYxkyZAhWa+wJEyYEzzlAAAEErkCAS1O4wOzZs23fvn3WrFkz96QxvZ8jIiLs6NGjLvi6QoUKLhObLty2bZsVKVJEh1a4cGHbsWOHO2YTPwEC2eLnxlUIIIAAAggggAACCCCQbALcGAEEEEAAAQQQQAABBBBAAAEE/C/g3xnqH80/+eQTe+yxx+y7776zf/7zn/6dbMjMBgwYYI0bN7ayZcu6JdlatWplCiY7deqUKZivYcOG9vHHH9u5c+fsjz/+cMECypQWMkTY4ejRo23//v0um476hzWGnDRq1MgUcKD+IdW2fv16K1asmKtScEK3bt3MKwqScw1sEEAAAQR8K/D5559b586dTZk7NcmY3s965xQtWtT69OljyuDZvXt327t3rwuUvvrqqzWEKUPb7t273TGb+AkQyBY/N65CAAEEUrcAT48AAggggAACCCCAAAIIIIAAAv4XYIYIIIAAAgggkCIFMmfObE899ZTde++99swzz5j+IT1FPmgCP1SDBg2sffv2bhlQLSFas2ZNmz59uh07dsyaNGnilhHVP/5r2bZrrrnGLSeqADML+bNr1y47ffq0qylXrpwtWrTI8ubN68Z0ldFslJVt+PDhFrpsqJYpPXDggLtC2d50rjJx4kT3TK6BDQIIIICALwVOnDhhkydPturVqwfnF9P7uVSpUqZ3VI0aNVwWt3vuucdmzJhh2bJls+PHj7tx9E7LkyePO07SjY9uRiCbjz5MpoIAAggggAACCCCAAAIIIJCwAoyGAAIIIIAAAggggAACCCCAQEILXHfddaZ/LNe42bNnt0OHDunQ96V27dqmLGwKWvOWYPvss+dGgoAAABAASURBVM/sb3/7m/Xu3dv69+9vCnZTYIEwbrnlFps/f74OXVGQwO23327ffPONO2/atKnlyJHDFKA2cuRI27hxo6uPalO5cmVr0aKFDRw4MNhcsWJF0/3Pnj1ryqCjDDsqwQ4cIIAAAgj4VmDFihUu82eZMmWCc4zp/az3zNixY4P9A4GAKRNbvnz5bM+ePa5ee43jTtjES4BAtnixcRECCCCAAAIIxFKAbggggAACCCCAAAIIIIAAAggg4H8BZogAAgggEAcBBXKNGzfOfvnlFxs/fnxYNpg4DJPqu27evNkt79mlSxerX7++K23btrUPP/zQFFzWqVMnF3im5VeViW3w4MGmjGn16tULm/sdd9xhClJ74oknwuojnzz99NOmjG9evZYy1XHPnj1t06ZNtm7dOuvXr5+qLEOGDG7PBgEEEEDAnwJbt261atWq2VVXXRWcYHTv52XLltnatWtNwdM9evRwgdNr1qxxGd3uvPNOF4Q9ZswYF8z25ptvmvd+CQ7MQZwECGSLE1dydOaeCCCAAAIIIIAAAggggAACCCDgfwFmiAACCCCAAAIIIIAAAmlFoGPHjm7pypIlS9qkSZNMy176fe7p0qUzldB5zp492/3jv5YR9eoVEKDlPrX0qILb+vbtax06dLAKFSqYAt/+8Y9/WCAQ8LoH9wpyU/Y2ZXPTfQKB//UJBC4cFy9e3Lp16xa8JmvWrC5obu/evXbrrbeaAuKWLl3qMr7lypUr2I8DBBJWgNEQQCAlCGzfvt2qVq0a9ijRvZ8VdD516lTLkyePDR061BRQXatWLRf8rDoFYUdERFi5cuVsy5YtpgDtsIE5iZMAgWxx4qIzAggggAACCCCAQIoV4MEQQAABBBBAAAEEEEAAAQQQQMD/AswQAR8IXHvttTZlyhSX0WX16tWWFpYg03wVmBb68XXu3NkmTJgQWmUKLjt06JBVqlTJ1Xfv3t1++uknF8T20Ucf2c033+zqBw0aZApycyfnN0WKFDFd17RpUxdkoIw52bJlc3Xnm4N/FYCgADqvQvYaVxnfFNSgtptuuslrZo8AAggg4FMBvUOeffbZsNlF934eMWKEeVk/FRCtJUZ37NjhAtk0gK6bMWOGbdiwwRYsWOAyt6meEj8BAtni58ZVCPhSgEkhgAACCCCAAAIIIIAAAggggID/BZghAggggAACCCCAQMoQUNavQOBCtrCU8UQp8ymUYS1HjhyJ+nCZM2d2QXSJehMGRwABBJJYgNvFTyCm93OmTJksS5YslwyeO3fuS+qoiLtAurhfwhUIIIAAAggggAACCCCAQJoWYPIIIIAAAggggAACCCCAAAIIIOB/AWaIAAIIIIAAAgggkMQCBLIlMTi3QwABBBCQAAUBBBBAAAEEEEAAAQQQQAABBPwvwAwRQAABBBBAAAEEEEAAAQQQQMD/Agk3QwLZEs6SkRBAAAEEEEAAAQQQQAABBBBIWAFGQwABBBBAAAEEEEAAAQQQQAAB/wswQwQQQAABBBBwAgSyOQY2CCCAAAIIIOBXAeaFAAIIIIAAAggggAACCCCAAAL+F2CGCCCAAAIIIIAAAggggAACqV+AQLbU/xkm9gwYHwEEEEAAAQQQQAABBBBAAAEE/C/ADBFAAAEEEEAAAQQQQAABBBBAwP8CzBABBBBI0QIEsqXoj4eHQwABBBBAAAEEEEg9AjwpAggggAACCCCAAAIIIIAAAgj4X4AZIoAAAggggAACCCCAQGIJEMiWWLKMiwACcRfgCgQQQAABBBBAAAEEEEAAAQQQ8L8AM0QAAQQQQAABBBBAAAEEEEAAAf8LMEME4iFAIFs80LgEAQQQQAABBBBAAAEEEEhOAe6NAAIIIIAAAggggAACCCCAAAL+F2CGCCCAAAIIIIBAWhMgkC2tfeLMFwEEEEBAAhQEEEAAAQQQQAABBBBAAAEEEPC/ADNEAAEEEEAAAQQQQAABBBBAAIFUJBDPQLZUNEMeFQEEEEAAAQQQQAABBBBAAAEE4inAZQgggAACCCCAAAIIIIAAAggg4H8BZogAAggggEDKECCQLWV8DjwFAggggAACCPhVgHkhgAACCCCAAAIIIIAAAggggID/BZghAggggAACCCCAAAIIIIDAFQsQyHbFhAyQ2AKMjwACCCCAAAIIIIAAAggggAAC/hdghggggAACCCCAAAIIIOB/gTNnztiePXsumejZs2cvqVNfVWofuXj9vXrvXP0jl71799rp06fDqs+dO2cqoZWhY4Qeq4/6quhYbd59dR5TiYiIsOPHjwe7aRzv+tC910Htuod3Hnl/4MABO3HiRFi1rlFRpcbUPrRENd5vv/1mKqH9OEYgKQS4BwIpXSCq39HIzxzV72rkd03kaziPnQCBbLFzohcCCCCAAAIIIIAAAildgOdDAAEEEEAAAQQQQAABBBBAAAH/CzBDHwi0aNHCypcvH1Z8MK0YpzB+/HgrVqyYlStXzipVqmSfffZZ8JomTZrYrFmzgucK1MqTJ4/t2LHDtI9cqlev7vp79blz57bbb7/d1q1bFxxjxYoV7j5ly5a14sWL25AhQ4JtL730kj333HPBcx00bdrUZsyY4cbVeLt371a1K6+++qoNHTrUHd91113BZ8qZM6d169bNFKzmGkM2CqBr166du3fBggWtX79+puAIPYf33KH7qVOnuqs7dOhguoc7Cdl8/fXXduutt1rp0qWtQIEC9swzzwQD9J566ikbNWqUHTlyxD3blClTglcuXrw4bLzNmzdb48aNrWjRoq60bNnSDh8+HOzPAQIIIOB3geHDh4e9g/VOXrVqlfstfOyxx9zvaJcuXWzbtm2XUHz55ZfufXPTTTfZ+++/79pPnjxp7du3t7x581qrVq3s6NGjrp5N/AQIZIufG1chgIAvBZgUAggggAACCCCAAAIIIIAAAgj4X4AZIoAAAggggAACySvw9NNP2xtvvOGKArr0D+jJ+0SJf/f58+db9+7dbcyYMbZlyxYbMGCAderUyZYtW3bZm2fJksUWLVrkSoMGDVwwmM4nTJhgyoZz8803u7a5c+darVq1rG/fvm48BWbVq1fPHn74YVPg1ieffGIfffSRu7/rEMVG44VWv/jii6GnYccKGlu4cKF9/vnntnTpUtNnGtbh/IkCHDJkyGAKqJs2bZp9+OGHpv0jjzzinllzyJo1qzvWnGrXrm3Hjh2z2bNn28aNG8MCKNauXWtt2rSxnj17uvnMmTPH3Xvy5Mnn73TpXwW5nTp16pIGBbq1bt3aKlasaGvWrHElXbp0wSC9Sy6gAgEEEEjVAlE//H333efewXoXK+BYv5dFixa1jz/+2H799VdbuXKlZc+e3V5//fWwARRkrXeZ3g/jxo1zv8nKMqpA7V27dpl+m5WB84MPPgi7jpO4CaSLW3d6I4AAAggggAACCCCAAAIIpHkBABBAAAEEEEAAAQQQQAABBBBAIN4CVapUMQUtKTPZN998Y8oOFu/BEvPCBBxbgV8DBw60Ro0a2bXXXmsKIlCGsn/+85+XvYuCrEqWLGkqOXLksPz587vj66+/3l13zTXXuHMFtP3lL3+x9evXu3oFkdWpU8cef/xxy3H+uqpVq9ro0aPt+eefd+0xbZQpbezYsaYAsqj6Fi5c2GVG0+eogAUFMfzyyy9hXRVcp0xzetZq1aq5eysjm8bWfJQlThfoWEVBewr4U3BjixYtLDSr2rvvvmvKEtS2bVs3HwWiyXPr1q0a4pKSPn160/NHbpg5c6YLzlA2OmWJUxk2bJjt3LkzclfOEUAAAd8KlChRwvT7rQBo/VYrME2Ba/v373dB10WKFLEHHnjA9I4ORVAgtjKu6Vq9d+rXr2/KeqmMmb169TL9Nvfu3duUtS30Oo7jJkAgW9y86I0AAggggECCCDAIAggggAACCCCAAAIIIIAAAgj4X4AZIoAAAgggcDkBBVYpYEn/YH65fn5o0z/0R14u84477nDZzK5kfocOHTIFf2lZ0hEjRtif//xnN5wC0O6++2537G0UzKbl3rTkp1cX3V5Bho8++qg9++yz0XUJ1mupT51EXoJOGeQU2DBo0CDTknUKtGvevLm6RlsUvNawYUNTUWYgr+Py5ctdxjnvXHsFU2h8HUcuWr5U91UGttC21atXW506dUyZ4rx6BXQoO5x3zh4BBBBIKwLKgLlv3z5r1qyZm7Kya+pdoZPvvvvOvGOdq5QpU8ZefvllHdoff/xh33//vVWoUMFl0PTe5Qp01rLYrhObeAmk1kC2eE2WixBAAAEEEEAAAQQQQAABBBBAIFUJ8LAIIIAAAggggAACCCCAgC8FtIylliXr0KGDL+cXOqmTJ0+aAsiU7Sa0Xsu4KaPY6dOnQ6vjdKwMbJ07dzY5fvHFF6agLA2gJd6U+U3HXrn66qtNGch0T6/ucnsFiSlIYd68eZfrZoFAwGVnU1BdaMcePXq4pVC1/KeCxxRYFzlrW2h/OUyaNMkU8KdsPz/88IMp+4/66FiZ3XSs5Vi7detmKs9GE2inzHcKrlCwpK7xiryKFSvmTiMiItwYGkflt99+c/XJtOG2CCCAQJILfP7556Z3iLJYht58zZo1LpC5ffv2odXBY73DlXlNAdnKrqmgYb1j1EHZNXfv3q1DSjwFCGSLJxyXIYAAAggggAACqUOAp0QAAQQQQAABBBBAAAEEEEAAAf8LMEMEEEhtAitXrrRjx47ZTTfdlNoePc7Pe9VVV1nWrFldVjIL+aPAL9UrO1imTJmch9d84sQJd6h6dxDN5vbbb3fLiW7fvt20BFzfvn1NS8PlzZvXZBz5MgUX5MqVyzJmzOiy6YS2Hz9+3ELvlzNnTtN4ytCjJUFD+4YeK6BBAWJeoJnXpjkoq5uyqS1YsMBVe5l83EmkzaJFi1zAn5YQvf/++12rMrTpQBnivCA4md1www2mZVW/+uorNUdZlJVt+PDhYcuG6roDBw64/jLQucrEiRPD/F0HNggggICPBfQbrUDj6tWrh81SAcQKPNbvdZUqVcLavBP9vi5dutQtWa26bNmymd4hOta7XUtI65gSPwEC2eLnxlVpSYC5IoAAAggggAACCCCAAAIIIICA/wWYIQIIIIAAAggggAACSSigoCstWZYuXdr459rbbrvN5syZEyY8ffp0UzYbVRYoUMCURU3HKgo4U8BW5syZdRqroqBABQ9s2rTJKleubNOmTQu77ttvv3UBdVr+LV++fGEBXgpU03XK2BZ6UadOnVxg3HvvvRdaHXa8bt06d64Mc+7g/EZZ6LQEnZasO39qCkTr2rWraclTnUdVpk6dai1btjRl+VHp2bOnffrpp66rgikUcKETLWXap08f01KlOo+uyEBL1w4cODDYpWLFivbZZ5+Zgu+UNUjjqAQ7cIBAWhBgjgicF1ixYoULHtZv9flT9/ePP/6wNm3amIKQlenTVUbafPTB+FP0AAAQAElEQVTRR/bhhx+asrkp4FnNeqfs2bNHh6b9dddd547ZxE8gXfwu4yoEEEAAAQQQQAABBBBAIFyAMwQQQAABBBBAAAEEEEAAAQQQ8L8AM0wYgc2bN9utt96aMIOlglEUlKVgMAVj/frrr/bFF1/Yiy++aD169HBPr8xqr7zyiil7mbLcKPiqfv36ru1yGwUdKJBMy8C9+eabpmxjZcuWtYceesgOHjxoL730kinzmwIWdK/HH3/cZV2TvQLH9BwbNmywQYMGmYLmChcuHHY7LRX33HPPmQLrQhu2bdvmgtK+/PJL69ixoymLmjKceX2UhU6BZr169TKNr+xwY8aMMQUven1C9+fOnbNPPvnE2rVrZ5q3igLffvjhB9N3pUuXLvb+++/bW2+95QL+Fi9ebDJSsF/oOJGPlU0u9NkbNmzouujzUOCe7Pr16+fqlBnPHbBBAAEE0oDA1q1brVq1aqbfa2+6+r3PkSOHNWvWzPT7uHHjRte0bNky95uvgGv9Ng8bNswFwalPRESENWjQwPQbryA2vYu831p3MZs4CxDIFmcyLkAAAQQSTYCBEUAAAQQQQAABBBBAAAEEEEDA/wLMEAEEEEAAAQQQMC1dpuxYaYVCmdfeeecdl+WmWLFiLvBL56qXgZbS1LECuBQQcOTIEdOymGrzSiAQsEAg4J2astkp0EvX1apVy8aPH2/jxo2za6+91hSIoIxvH3/8sZUoUcLq1atnzZs3NwWWaYBSpUq5QLD27dubssWprwLtFLimdo2tvcp9993nMqrp2CsKBKtZs6YNHjzY6tatawoY89q8vYLPFNSg8dVHS8959/f6ePvVq1e7pT1DA920PKqCLJRZ7sYbb7QPPvjANJ8KFSpYo0aNLHfu3KbMQBpDzxsI/M8mELhwXLx4cevWrZu6uKLAN2US2rt3rwuklJ0CB5UhUEuuuk5sEEAAgTQgoCWpQ39zNWVlrNQyz1puVL+PeneoXu8XBT/rt1LnnTt3dhlF1UcBzW3btjUFtCn7pt7v+v1XPzNjFw8BAtnigcYlCCCAAAIIIIAAAggggAACySnAvRFAAAEEEEAAAQQQQAABBBBI3QJTpkyxtJax5c9//rMpk9n69evdXufep6hsaAok27FjhylLjoK38uTJ4zW7vbLcKGOZOzm/UdCbsq15ZcGCBda4cePzLRf+KvhryZIl9vPPP9u+fftc1jUFfF1oNVMwmur1POqngAS1aVxlR9OxSvr06U1je8Fqs2fPdlnedF9lkBs6dKiFZmPTNSrXX3+9zZ0715TRR/OaMGGCZcmSRU2uKMBOgRQ6uemmm0zHoZmBVC8HLXGn49q1a5vurQxtCkR79913LU+eC0Z6BmWcU7Ccnkv9vaI2Xeeda8k7BcAps5DuqTbd32tnjwACCKQFgb59+9qzzz4bNlW9D/Qb6hX9RqrDiBEj7IknnjAFrHlt3l7vJQVQz5gxw2Xg1PtCwdS6jhI/AQLZ4ufGVQgggAACCKRuAZ4eAQQQQAABBBBAAAEEEEAAAQT8L8AMEUAAAQQQSGECgUDABV8FAhcyhkV+PAV6Zc+ePXL1FZ3nzJkzykAzDaoANC8YTOeJUZTpTPNKqLEVIBE54C0+Yyt4UBna4nMt1yCAAAIIXCqgTJmX1lITVwEC2eIqdrE/OwQQQAABBBBAAAEEEEAAAQQQ8L8AM0QAAQQQQAABBBBAAAEEEEAAAf8LMEMEEEAAgZQhQCBbyvgceAoEEEAAAQQQQMCvAswLAQQQQAABBBBAAAEEEEAAAQT8L8AMEUAAAQQQQAABBBBAAIErFiCQ7YoJGQCBxBZgfAQQQAABBBBAAAEEEEAAAQQQ8L8AM0QAAQQQQAABBBBAAAEEEEAAAf8LMEMEELicAIFsl9OhDQEEEEAAAQQQQAABBFKPAE+KAAIIIIAAAggggAACCCCAAAL+F2CGCCCAAAIIIIAAAr4VIJDNtx8tE0MAAQTiLsAVCCCAAAIIIIAAAggggAACCCDgfwFmiAACCCCAAAIIIIAAAggggAAC/hdIjTMkkC01fmo8MwIIIIAAAggggAACCCCAQHIKcG8EEEAAAQQQQAABBBBAAAEEEPC/ADNEAAEEEEAAgSQWIJAticG5HQIIIIAAAghIgIIAAggggEDKFjh58qRNnTrVvvrqK9Ox97Q7duywDz74wL7//nuv6pJ9dH1Wrlxp//nPf2zTpk1h10RXH9aJEwQQQAABBBBAIFUK8NAIIIAAAggggAACCCCAAAIIxF6AQLbYW6WsnjwNAggggAACCCCAAAIIIIBAogicO3fOOnToYM8995w9++yz1rx5c3efXbt2WfXq1W306NF2991326effurqQzfR9Zk1a5bVrVvX3nrrLbv11ltt48aN7rLo6l0jGwQkQEEAAQQQQAABBBBAAAEEEEAAAf8LMEMEEEAAASdAIJtjYIMAAggggAACCCDgVwHmhQACCMRVYNmyZaYsaQoy++9//2ubN2+2tWvX2oQJE6xRo0b23Xff2b/+9S/7xz/+ccnQ0fV5/fXXbeTIkabxFCT3/vvvu2ujq3eNbBBAAAEEEEAAAQQQQCDWAnREAAEEEEAAAQQQQACB1C9AIFvq/wyZAQKJLcD4CCCAAAIIIIAAAgikKYG5c+fa/fffb+nTp7fDhw/bqlWrrFy5ci6ArVmzZpYuXTqXkU3Bbb/++muYjYLcIvc5dOiQzZ8/35o0aWKBQMBlePv222/t9OnTUdaHDcgJAgggkHQC3AkBBBBAAAEEEEAAAQQQQAABBPwvwAwRSNECBLKl6I+Hh0MAAQQQQAABBBBAAIHUI8CT+kXg4MGDtn79eitYsKCVKVPGnnvuOTe1PXv2WJ48edzx1VdfbVmzZjUFqbmKi5uo+mzbts215syZ0+1z5cplu3fvNi8ILnK968QGAQQQQAABBBBAAAEEEEAghQrwWAgggAACCCCAAAKJJUAgW2LJMi4CCCCAQNwFuAIBBBBAAAEEEEgBAsrC9vXXX9u0adPs888/t9GjR7uAtRMnTthVV10VfMLMmTPbH3/8ETzXQVR9IiIi1OQyvOkgU6ZMduDAATt+/LhOL6l3lWwQQAABBBDwswBzQwABBBBAAAEncObMGbdPSxvNWf8RWOQ5nz171tQWWtTn3Llzl9SrTm3qq31o0f+/7bV79eoXuXht7BFAAAEE0q6A3g1RzT66eq+v2iO/a7w2vc+8Y/ZmFg8EAtnigcYlCCCAAAIIIIAAAggggAAC/hW49tprrUWLFlatWjWrXbu21ahRw7755hv705/+ZL///ntw4vofx7Nnzx4810FUfQoUKKAmO3nypNtrDGV7866NXO86xbChGQEEEEAAAQQQQAABBBBAIPUKHDt2zHr06OGyfnfr1s28/wAq9c4odk8+fvx4K1asmJUrV84qVapkn332WfDCdu3aOQ9lQvfK9OnT7e23376kfvDgwe4/EFM/b4CFCxdazZo1rXTp0lahQgWbMGGCa1K9+kUuu3btcu0pfcPzIYAAAggkjsDrr7/u3knNmjWztWvXupvE5v08duxYd13lypVt9uzZ7jpv89NPP1nu3Lm9U/bxFCCQLZ5wXIYAAggggAACqVqAh0cAAQQQQCBagfz58wezpamT/gs7FQWkecuEKohNbZH/h4mo+hQpUkRdbceOHW6vMYoXL+6WJlVF5HrVURBAAAEEEEAAAQQSRIBBEEAAgRQpMGPGDNu0aZOtXLnSfv31V5s0aVKKfM6EfKj58+db9+7dbcyYMbZlyxYbMGCAderUyZYtWxa8jQLUFi1aZF7Rf1imzDZNmzYN1qlN4wQvOn+wc+dOa926tSkYbuPGjTZ06FB75JFHzAtWK1q0aNj1GiNfvnznr+QvAggggEBaFFBm0JdeeslmzZpltWrVshEjRjiGmN7P+g+Sn3rqKVMQ3CuvvOLeNYcOHXLXatO/f3/tKFcokO4Kr+fyNCvAxBG4VEARysOGDXP/T9elrdQggAACCCCAAAIIIJA6BBo3bmxaWvS///2vLV682PRfb+u/sFP9W2+9ZRs2bLAXX3zRGjRoYFpeNHRWUfW55ppr3P+gPnz4cPcPFa+99po1bNjQAoFAlPWh43GMQPIL8AQIIIAAAggggEDcBN555x1TFqW4XUVvBNKWwIoVK1wWcP2HT3Xq1LElS5b4HmDUqFE2cOBAa9SokSkT+n333Wf9+vWzf/7zn8G56z8OK1mypHklS5Ysrk3Zz7067ZVdzTVc3Hz++edWv35969y5s+XKlcuaN29uPXv2NDmri8bRdaElQ4YMaqIggEBQgAME0o7A6tWr3bumVKlS7n/j/e6779zk9d7QKh3RvZ/1vxVff/31pixuWsmjRIkS/8/efcDLVZWLw34PKYRq6F1EQWoAjRSVpiD8sYBiwS/BYPQSRBQFUQH1ygVUsIAFFJByQQJEUBEQvCqiAgJCpCShSDEUkRoIJQQI8PFumONkOGVOmXNm9jz8XDO7rL32ep+99szxnDdrR7aVB1988cXxzDPP5KIyQAGJbAMEdDgBAv8RyD/i5bSbo0aN+s9GSwQIECBAgAABAgT6LDC8B2ywwQaR/3ruve99b/EL9iOOOCJyBrX8JXv+Un3LLbeMCy+8MA4//PBXdbS7OvnL+UyM22yzzWLEiBExefLk4tjuthc7vRAgQIAAAQIECBBoQYHnnnsuRo8e3YI912UCQyeQyVxTp06N7373u5EJXrk+dGcfnjPlH//f9a53LXTyt73tbXHttdd2bps9e3bccMMNRbn99ts7tz/88MPFtsq+nKWtc+dLC5lE8La3ve2lpf/8L5Pm8v/X55annnqq+Idq2YcsN954Y25WCBAgQKBNBd7ylrfEAw88EIcddlh89atfjQ996EOFRH4f9/T9nE/tqP45N7+PclbQTGDLmUZz0p+iIS8DEpDINiA+BxMg0JvATTfd1FsV+wkQaISANgkQIECAAIEBCXzxi18sHgWaj/3Mx5FkY2PGjImf//znceutt0b+nJv/kju3V5fu6rzuda+L/EX5LbfcEvmv83KWtjyuu+25TyFAgAABAgQI9CqgAoEWEMgZjlugm7pIYMgF8ik3v/nNb+Lxxx+Psj/mMh/F9uSTT8bSSy+9kHP+f+LZs2fHggULiu3f+ta34h3veEdRDjjggGJbvlx00UXFtsq+TBjI7ZWSbay22mqV1Ve95/5MUqiUAw888FV1bCBAgACB9hHI76Wc7TN/T3v55ZfHWmut1Rl8T9/P+Q+cc9a2M844o/g9cT6q+pFHHikem51P6sgZ3jobstBvAYls3dDZTIDAwAVOOeWUOPbYYyOzkAfemhYIECBAgAABAgQIDK1APnokS+1Z8xEmOata7fbq9a7qLLLIIrHiiitWVyuWu9te7PTScAEnIECAAAECBAgQGFyB/MNgpcXf//738e1vfzsuvfTSyibvm65N/wAAEABJREFUBAi8JJCzsB1yyCHFvZGzsuWs4C9tLu3/cvaaJZdcsvgHXtVBzpkzJ3J75TGf+ZjR3Jbl/PPP76w6adKkyG2Vkk8I6tz50kL+Q7NHH330paX//C9ncZs3b16xYcMNN4y77767s/zud78rtntpLwHREiBAoCLwq1/9KtZcc83IJ2j8/e9/jy996UtFYnlv38+LLrponH322XHcccfFqaeeGjvuuGO8+OKL8fWvfz0yyS1n/cxzVN5zWem7gES2vps5ggCBOgQyie2CCy6InH5z9dVXr+MIVQgQIECgRQV0mwABAgQIECBAgAABAgQIECi/QJ8jzCS2H//4x5GzU+QsSn1uwAEESixw2223xZvf/OYiwny8Wa4XKyV+2XLLLeOPf/zjQhH+3//9X9Q+EnShCnWuZKLaH/7wh4Vq54xu3/nOdxbaZoUAAQIECKTAXXfdFfn929HRETk7aP6j5HwyR34f9/T9nAnSq666auSMwzmb2/z582Ps2LGRbWQy22c/+9nI/z73uc/lm9JPAYls/YRzGIHBEyhfS7/4xS8ik9gmT54cu+yyS/kCFBEBAgQIECBAgAABAgQIEOizgAMIECBAgED7CMyaNSsqSWxTpkxpn8BFSqBOgQ984ANx1llnRf5B/Jxzzon3v//9dR7ZutU+//nPF7PX5N+P5s6dG7/+9a/jyCOPjP3222/AQaVfJrL97Gc/i5yJLR/5duGFF8Y+++xTtP3UU0/FLbfcslDJbcVOLwQIEBh0AQ02u8BOO+1UfA/ld0bOHDxq1KhYf/31o7vv5+nTp0f+fPvMM8/Eu9/97rj//vuLZLabb745PvjBD0bO6pbl6quvLkLPRLdiwUu/BBbp11EOIkCAQDcCOW38L3/5y+L/dG2yySaR2czKXRzuYuA+MAaMAWPAGBiEMeD7xM8UxoAxYAwYA8aAMWAMGAPGgDFgDDT9GJg9e3ZccsklxUxskti6+UW6zT0LtMHeSZMmxQMPPBD5RJv8Y/e+++5b+qhz5rWTTz45Mta11lorctaaXM/tleAXWeTVf7rObR0dHZUqXb7n7DinnXZa5CPh3vjGN8YJJ5xQJM2tuOKK0dHREfm5lOepLh771iWljQQIEGgLga222io233zzyO+MfKzod7/73cjvm+6+n88888y46KKLYplllon9998/Nthgg9h9992LR4wuueSSnWYdHR2dyxb6L/Dqnwb635YjCRBoc4F8HvSCBQtipZVWijvuuCPy/4AoJzeVg+vhehgDxoAxYAwYA8aAMWAMGAPGgDFgDBgD5R8DrrFrbAwYA8M1BvKPgP/85z9j3LhxIYmtzf9gIPweBTKBLf8onglW5513Xqy77ro91i/LzpzpJv+x56233lok5eZ6JbacRS1ntamsV97zs+SYY46prHa+52Pg5syZ07n+jne8I6655pq4/fbb47LLLotdd9212JePNM16tSXrFxW8ECBAgEDbCeQMbEcddVTcfffdkbOo/b//9/8Kg+6+n7/3ve/FF7/4xaJOJrLlY0jvvPPO2GGHHYptlZfFF1888vumsj4U72U8h0S2Ml5VMREYBoGcrnnatGkxevToOProo+Owww5TGBgDxoAxYAwYA8aAMWAMtOoY0G9j1xgwBowBY8AYMAaMAWPAGOjjGNh6663j3nvvjdVWWy0kiAzDL+mdsiUFll566Zbs90A63dHREZmE1tHRmFlrll122b50T10CBAgQaGOBnE0tZ2KrJejt+3mJJZaIkSNH1h5mfZAEJLINEqRmCLSzwIknnhj5ONHJkyf7wG7ngSB2AgsJWCFAgAABAgQIECBAgAABAgTKLyBCAi8L/P73v48f//jHsfPOOxePaHp5q1cCBAgQIECAAAECBAj0TUAiW9+8hq62MxFoEYFTTz01Lr744sgktl122aVFeq2bBAgQIECAAAECBAgQaBIB3SBAgAABAgQItLhAdRJbPgKwxcPRfQIECBAg0BgBrRIgQIBAXQIS2epiUokAge4EFl10UUls3eHYToAAAQJDIuAkBAgQIECAAAECBAgQIECAwPAJjB07tpiJrdFJbMMXoTMTIECAAAECBAgQIDBUAhLZhkraeQg0r8CAejZhwoQwE9uACB1MgAABAgQIECBAgAABAgSGQsA5CBAgQIBAQwQ222yz+OQnP9mQtjVKgAABAgQIECDQZwEHEGhpAYlsLX35dJ4AAQIECBAgQIAAgaETcCYCBAgQIECAAAECBAgQ6EpgxIgRXW22jUCLCug2AQIECBAgQIDAcAlIZBsueeclQIBAOwqImQABAgQIECBAgAABAgQIECi/gAgJECBAgAABAgQIECBAgACB8gs0IEKJbA1A1SQBAgQIECBAgAABAgQIEBiIgGMJECBAgAABAgQIECBAoJwCt912W1x99dUKg2IMGAvuBWPAGDAGyjkGLrvssnL+IDMEUUlkGwJkpyBAgAABAgSGXMAJCRAgQIAAAQIECBAgQIAAgfILiJAAAQItJ3D33XfHlVdeOSzl0ksvDYWBMWAMGAPlHwPD9T3jvP/5fr/nnnta7meUZumwRLZmuRJN1w8dIkCAAAECBAgQIECAAAECBMovIEICBAgQIECAAAECBIZSYPvtt4/Pf/7zw1IOOuigUBgYA+06BsTdTmP/88P0PeO8n+/8fp8wYcJQ/nhRqnNJZCvV5RQMAQIECBAgQIDAkAs4IQECBAgQIECAAAECBAgQIFB+ARESIECAAAECBAgQINBwAYlsDSd2AgIEehOwnwABAgQIECBAgAABAgQIECi/gAgJECBAgAABAgQIECBAgACB8guIkMBABCSyDUTPsQQIECBAgAABAgQIEBg6AWciQIAAAQIECBAgQIAAAQIEyi8gQgIECBAgQIBA2wpIZGvbSy9wAgQItKOAmAkQIECAAAECBAgQIECAAIHyC4iQAAECBAgQIECAAAECBAgQaEWBviWytWKE+kyAAAECBAgQIECAAAECBAj0TUBtAgQIECBAgAABAgQIECBAoPwCIiRAgAABAk0mIJGtyS6I7hAgQIAAAQLlEBAFAQIECBAgQIAAAQIECBAgUH4BERIgQIAAAQIECBAgQIDA4AlIZBs8Sy0NroDWCBAgQIAAAQIECBAgQIAAgfILiJAAAQIECBAgQIAAAQIECBAov4AICRAgUJeARLa6mFQiQIAAAQIECBAg0KwC+kWAAAECBAgQIECAAAECBAiUX0CEBAgQIECAAAECBMovIJGt/NdYhAQI9CZgPwECBAgQIECAAAECBAgQIFB+ARESIECAAAECBAgQIECAAAEC5RcQYUsLSGRr6cun8wQIECBAgAABAgQIEBg6AWciQIAAAQIECBAgQIAAAQIEyi8gQgIECBAgQIDAcAlIZBsueeclQIAAgXYUEDMBAgQIECBAgAABAgQIECBQfgEREiBAgAABAgQIECBAgAABAv0QaLFEtn5E6BACBAgQIECAAAECBAgQIECgxQR0lwABAgQIECBAgAABAgTKKvDggw/Giy++OOThPfvss3H//fcX537++eeL9yHvhBPWCFglQIDAwAXyM723VrLO008/vVC13LbQhldWutv+yu7i+6Or77Hejqsc771nAYlsPfvYS4AAAQIECBBoTQG9JkCAAAECBAgQIECAAAECBMovIEICBAi0kMC0adPizW9+c6y33noxbty4OOqoo4as9//6179i7bXXjg022CCOO+64WGGFFeKUU04ZsvM7EQECBAgMvkAmkx1xxBGx1lprxc477xx//vOfuz3Jd7/73VhttdXi0UcfLeocffTRxXdBfi/dcsstxbb58+fH5MmTi+0f+tCH4vHHHy+2V79ceumlxffYmmuuGb/61a+KXfUcV1T0UpeARLa6mFRqRwExEyBAgAABAgQIECBAgAABAuUXECEBAgQIECBAgAABAo0XuOKKK2KfffaJ2bNnx4QJE2KxxRYrEtlye+PPHnHttdfGk08+GZnwsN122w3FKZ2DAIEmE9Cd8glMnz49MiFtm222iQceeCCmTJkSL7zwwqsCve+++4rvnMqOf/zjH8X3wSabbFJ8Lx100EHFrp///Ofx61//Ot761rfGH//4xzjppJOK7ZWXBQsWxKc+9alidfnll49PfvKTMW/evOjtuOIAL3ULSGSrm0pFAgQIECBAgAABAgS6ELCJAAECBAgQIECAAAECBAgQKL+ACAkMSOCEE04ojr/++uvj2GOPjQsvvDDWXXfdmDVrVrH9mGOOiZyxbb/99ovf/e53xWPbcn3fffeNb3/72/HUU08V9R577LE49dRT4xOf+ETRTuUxcVdffXV85Stfif33379IWisqv/KSyQ2nnXZasfbPf/4zFl988WK58nLnnXcWCQ157j9XzebzxBNPFLO3ZQLeGWecUfQpj6nta26rlIzva1/7WpFMccEFFxSbMykikyEOP/zwos85g1D2J5MhfvrTn0blUXT//ve/i4SMjO2HP/xh5/aiES8ECBAg8CqB/A7ZcMMNi++F/Px/6KGHIj/Tayt+85vfXGjTJZdcUqyfddZZ8eUvfzn+8pe/RH7m//a3v403vOEN8Zvf/Ca22GKL4r2o+MrLzJkzI8+R30vf//73i61XXnll9HZcUdFL3QIS2eqmUpEAAQKNEtAuAQIECBAgQIAAAQIECBAgUH4BERIgQIAAAQIE2lcgE81y5pvXvva1BcJKK60U+cf/nD0nNxx//PHFjG2ZMJYJXZnIlQlkmWRw5JFHxl577ZXVihl1vv71r0cmpP33f/93kRh2//33F4+Uu+aaayITxHbbbbfOR8flQXPnzu1MbsvkuJw9J7dnyYSEfBxdzuiT5/7ABz4Q1113XTGjT860k0lpeUwmuWUf85h8z75l/exrbsuSM77tsssuxaPm/vrXv8aee+4Zd911V/zhD3+IL33pS5EJcJnolgkSmXCRj6fLBIof/ehHeXiRhJczxt12221x6KGHxi9+8YtiuxcCBAgQ6FogP2cvu+yyGDVqVOR3QNZaccUV862z3HDDDXHmmWfGrrvu2rntwQcfLJbzuygfN5orjzzySORnej4yNNfz/d57783FzvLwww8Xy6usskqsuuqqxXJue/VxCx9XVPRSt4BEtrqpVCRAgAABAgQIECBAgACBYRVwcgIECBAgQIAAAQIECBAgQKDlBHLWtEwY22CDDYq+Z2JYzsaWJRO/io0vvaywwgqRj3v74Ac/GN/73veKR7tlcsDnPve5YrabRx99NP72t79FJh588YtfjEwoe//73x8333zzS0dH5KPlfvazn0XO2LbooosW2/LljW98Y3zjG9/IxSKhLRMQipWXXi666KJidp18LNwtt9zy0paI888/PzKZLBPQMuEsH0mXM/NknaLCSy+Vvn7oQx96ae3l/z377LORs65dfPHFkUl2uTUT2fI9S874k6Ma+CwAABAASURBVEl5//d//xdvetObIs/3kY98pHh0Xc7Klss5q0/2P+tnsl6+KwQIECDQs0DO8pnJxXvssUcsvfTSC1XOhOQddtgh3vWud3Vuf/zxx4vljo6OGD16dLGc2zLxecyYMcV6bs/vrmLllZesk4v5HZP7czm39XZc1lPqF1ik/qpqEiBAgAABAq0uoP8ECBAgQIAAAQIECBAgQIBA+QVESIAAAQIEmklgscUWi0z8yhnYsl/LLLNM5OxsmeCWiWq5Lcvb3/72WH755SNnNsuSSQeZLJAzpuX+yy+/PHKWtDvuuCMyWeHAAw8sksG22mqrYmacnFXtYx/7WORjTPPxnXlMb+Wmm24qqmy33XaRs/jkeyZEZJJZ7thpp50ikxryPWf1qSQ1VPq6xBJLZLWijB07NjLpLRMmPvWpTxXb5s+fX7wvueSSsdFGGxXx5aNGc9a39dZbLzI5Lo/JRLYRI0ZEPkp18803L46pHFuseCFAgACBLgXyUaKTJk0qHglaSVquVMzHRed3x1prrRVXXHFFsfmcc86JpZZaqljOl+eeey7fIj+nX/Oa10Tlsze353dXsfOVl6yTi7kvk5dzOb8Hejsu6yn1C0hkq98qayoECBAgQIAAAQIECBAgQIBA+QVESIAAAQIECBAgQIAAAQKDKLDlllvG7Nmzi8SzHXfcMc4+++xYZ511FjpDJgPkhkwoy+SBe+65J1ej8mi33J5JbXlszsiWOw877LDo6OiInIntpz/9abzzne8sHuWZs6nl/t7KuHHjiiqVx8xlH9dYY43YcMMNi+2Vc1f6kskKuaPS11yulDznd77zneIxqJXHgi6yyMt/js9kvkq9bDtnZDv55JOL2eOybs7mM3ny5CLZ7e9//3ulqvfGCzgDAQItLPDMM88UCc6ZYHbWWWctlKCWYT388MP5Fvn9kPtz5aCDDiqSinM59z/wwAO5GMsuu2yRdP2vf/2rWM9E61VXXbVYrrwst9xyxWIeU0lszgTs/M7q6bjiIC91C7z8zVl3dRUJECBAgAABAgQI1COgDgECBAgQIECAAAECBAgQIFB+ARESIECgPoH99tuvqPi2t70tPvOZzxSPeMtZyXK2s2LHSy8dHR0vvUZk8tcuu+xSJHkdeuihxWM6M0lhgw02iEyC+/rXvx7jx48vEuHyEXIXXHBBbL/99pGP8cyZ07KR3J7vvZU8LuvkDGqf/exni2S7nFFt7bXXjte97nXFubMP+bjPPHflUXIdHR152EIlEypyQ/Y1k9NyOWedy/dRo0blW1H+3//7f5Gx33777fE///M/8a1vfSteeOGFYl8myOWjSXOlMitQLisECBAg8GqBadOmRc6WmcnC+UjnCRMmRD6W+aMf/Wh885vfLL4b/vSnP8WfXipf/vKXiwby8dFbb711sfzpT3+6mMXzLW95S4wdO7ZIhr711ltjypQpkY+DzplBM9H4rW99a/zyl7+MTH7Oz/gjjjgivvrVrxZt5KOnM4m69rhip5d+CUhk6xebgwgMgYBTECBAgAABAgQIECBAgAABAuUXECEBAgQIECBAgACBNhDIxLPTTjst1l133TjzzDOLRK73v//9UUn4ykSvTGCrUGRi2Rve8Ib44Q9/GPkIt3wEZz4K7gc/+EEsWLAgMkkhH+uWM7LtuuuukckLmViQiQr5iLltt9220lTx3tHxn8Szjo6Xlzs6OmKVVVaJPCYfPTd16tT4//6//y/23nvv4phMMHv88ceLPuQMaj/60Y+K7bV9LTa+9JJJcfnI1EMOOSTuv//+l7ZE/OMf/yhmjCtWXnn5yEc+ErvttlsccMABxZajjjoqVlpppcgZ2dImZw7K2G+++eZivxcCBEoiIIxBF8iZMLPRnB3tt7/9bWR54oknis/e/BzO5LSNN944sqy55ppZtZhxMz+rP/nJTxYzeGbCcX5/5M78LsmktnPPPbf4vtprr73i+eefj0xSe+yxxyKTmb/3ve8V65mQ/O1vfztyps6ujsv2lP4JSGTrn5ujCBAgQIAAAQIECBBoEgHdIECAAAECBAgQIECAAAECBMovIMLWF3jf+94XV155ZeRMZA8++GCccsopseKKKxaBzZw5M77//e8Xy/mSiVzXXHNNkSxwyy23xJZbbpmbI2d0y+3ZxmWXXRZvf/vbixncjj322MjHumXJdqqT4vLAPfbYI+bMmVOcLx8fl8uf+MQncleRyHbfffcVM7odd9xxMWLEiGJ7zu525513xm233RaXXHJJ8ci53FHb19yWZfHFF49LL720iC+TIPIcX/jCF4pEuDwm62TJ5LmTTjopsu2///3vkUlyuT2TI3LbtddeGxnjeeedl5sVAgQIEOhG4PTTTy8+2/PztlIyae3AAw+M17/+9Qsd9dGPfrSou8wyyxTbv/Od7xSfw3fccUdsvvnmxbaczfN3v/td8d3z17/+tfjcr/3O+PCHP1x839xzzz3xX//1X90eV+zw0i8BiWz9YnMQAQIESiUgGAIECBAgQIAAAQIECBAgQKD8AiIkQIAAAQIECDSFQCYFjBw5sq6+rLDCCq+a0SwPzDbyvbrko+WyVG+rdzkfcZozvtXWz34ut9xytZt7XO+qb10dkDMF1W7PbbVJeLV1rBMgQIBAzwL5+NCc+bLnWhH5mZuzbNbW6+67p1Ivv2vyUdCV9cp7b8dV6g3Be0ufQiJbS18+nSdAgAABAgQIECBAgACBoRNwJgIECBAgQIAAAQIECBAgQKD8AiIkQIAAgVYWOPvss+O1r31tK4fQ1n2XyNbWl1/wBAgQIEBgiAWcjgABAgQIECBAgAABAgQIECi/gAgJECBAgAABAgQIECBAgEA/BCSy9QNtOA9xbgIECBAgQIAAAQIECBAgQKD8AiIkQIAAAQIECBAgQIAAAQIEyi8gQgIECBBYWEAi28Ie1ggQIECAAAECBMohIAoCBAgQIECAAAECBAgQIECg/AIiJECAAAECBAgQIECgRAIS2Up0MYVCYHAFtEaAAAECBAgQIECAAAECBAiUX0CEBAgQIECAAAECBAgQIECAQPkFREigNQQksrXGddJLAgQIECBAgAABAgSaVUC/CBAgQIAAAQIECBAgQIAAgfILiJAAAQIECBAgQKDhAhLZGk7sBAQIECDQm4D9BAgQIECAQPcCyy67bGTZZZddIstRRx0VldL9UfYQIECAAAECBJpPQI8IECBAgAABAgQIECBAgACB8gsMJEKJbAPRcywBAgQIECBAgAABAgSGQGDOnDnx5S9/uSjVp6skuGViW/V2y6UVEBgBAgQIECBAgAABAgQIECBQfgEREiBAgACBthWQyNa2l17gBAgQIECgHQXETIAAgdYVePvb3x5ZKglt+Z4Jbrkto8qktiyS2lJDIUCAAAECBAgQaG8B0Q+nwOjRo4fz9M5NgAABAgQIECBAgEALC0hka+GLNyxdd1ICBAgQIECAAAECBJpKIBPasmRSW75n5zKZLUsuKwQIEOiXgIMIECBAgAABAgQIECBAgACB8guIkAABAk0mIJGtyS6I7hAgQIAAAQIECJRDQBQEhkMgE9my5LkzkS3LFVdckasKAQIECBAgQIAAAQIECDRAQJMECBAgQIAAAQIECAyegES2wbPUEgECgyugNQIECBAgQIAAgX4KZDJbztCWh7/vfe+LTGjLZYUAAQIECDShgC4RIECAAAECBAgQIECAAAEC5RcQIYG6BCSy1cWkEgECBAgQIECAAAECBJpVoPt+VRLaclY2yWzdO9lDgAABAgQIECBAgAABAgSaX0APCRAgQIAAAQLlF5DIVv5rLEICBAgQ6E3AfgIECBAgUHKB888/v4hQMlvB4IUAAQIECBBoVwFxEyBAgAABAgQIECBAgAABAk0tMCiJbE0doc4RIECAAAECBAgQIECAQOTsbMmw7LLL5ptCoF8CDiJAgAABAgQIECBAgAABAgTKLyBCAgQIECAwXAIS2YZL3nkJECBAgACBdhQQMwECBIZVIJPZsuyyyy7D2g8nJ0CAAAECBAgQIFByAeERIECAAAECBAgQIECAQD8EJLL1A80hwyng3AQIECBAgAABAgQIDEQgE9ne/va3h8eMDkTRsQQINF7AGQgQIECAAAECBAgQIECAAIHyC4iQAAECCwtIZFvYwxoBAgQIECBAgACBcgiIgkAPApnMdsUVV0hm68HILgIECBAgQIAAAQIECLSEgE4SIECAAAECBAgQKJGARLYSXUyhECAwuAJaI0CAAAECBAiUWeD8888vEtkyoa3McYqNAAECBAj0JmA/AQIECBAgQIAAAQIECBAgUH4BEbaGgES21rhOekmAAAECBAgQIECAAIFBF7jggguKZLYBNuxwAgQIECBAgAABAgQIECBAoPwCIiRAgAABAgQINFxAIlvDiZ2AAAECBAj0JmA/AQIECBAYHoG3v/3txYmPOuqo4t0LAQIECBAgQIBAIwW0TYAAAQIECBAgQIAAAQIECPQkUI5Etp4itI8AAQIECBAgQIAAAQIEuhX48pe/bFa2bnXsaDoBHSJAgAABAgQIECBAgAABAgTKLyBCAgQIEGhbAYlsbXvpBU6AAAECBAi0o4CYCRAgUCuQs7JttdVWktlqYawTIECAAAECBAgQaGEBXSdAgAABAgQIECBAgEArCkhka8Wrps/DKeDcBAgQIECAAAECBEonYFa20l1SAREgMHABLRAgQIAAAQIECBAgQIAAAQLlFxAhAQJNJiCRrckuiO4QIECAAAECBAgQKIeAKFpJoDIr2xVXXNFK3dZXAgQIECBAgAABAgQIEBh2AR0gQIAAAQIECBAgMHgCEtkGz1JLBNpe4Nlnn41PfvKT0dHR0fYWgwKgEQIECBAgQIDAEAqYlW0IsZ2KAAECBAhUC1gmQIBAyQTWXnvtWHbZZUsWlXAIECBAgAABAgQIDFDA4XUJSGSri0klAl0LPPbYY/HEE090vbMNt44ePTre+c53xmKLLdaG0QuZAAECBAgQINDaAjkr2+WXX96SQeg0AQIECBAgQIAAAQLNI7DDDjvEJpts0jwd0hMCBEojIBACBAgQIECg/AIS2cp/jUXYIIGcfey4446LY489NubPn9+gs2iWAAECQyLgJAQIECBAoBDYaqutwuNFCwovBAgQIECAAIEyCoiJAAECBAgQIECAAAECBAg0tYBEtkG5PBppR4Gcfexd73pX/O1vf4tjjjlGMls7DgIxEyBAgAABAgRKJuDxoiW7oMJpgIAmCRAgQIAAAQIECBAgQIAAgfILiJAAAQIEhktAIttwyTtvKQQ233zzOPjggyWzVV3NefPmhcLAGDAGjAFjoNsx4HvC96Qx0OcxkD9qDdU9lTMNP//8833u41D1z3l8vxgDxoAxYAwYA8aAMWAMGAOtMQYi/4+MQoAAAQIECBAgQIAAgT4KSGTrI5jqBGbOnBmKd0zNAAAQAElEQVT/+Mc/OsvYsWNj0qRJRTLbEUccEbX7q+sOxnKztHHzzTe/ajAcddRRscEGGygMjAFjwBgwBowBY8AYGMQxkD90DdXPWJ/85CfjyiuvdP0G8foN1bVzHv8/xBgo3xhwTV1TY8AYMAaMgVYeAzvttFP4jwABAgQIECBAoHcBNQgQWFhAItvCHtYI9CqQCVzTpk2L6pLJa294wxti1qxZ8e1vfzvOOuushfZX161ePvnkk2M4S3Vf+rp8+eWXv8rquuuui/Hjx8eb3vQmhYExYAwYA8aAMWAMDPcYKM3584euX/7ylzFUJc/n5zk/zxoDxoAxYAwYA8aAMWAMGAPGQH/HwJvf/Oa4995744Ybbsj/e6EQaLSA9gkQIECAAAECBEokIJGtRBdTKEMj8OEPfzi+9rWvvap897vfjSWXXDKeeOKJGD16dHzxi198VZ3a43IGs+Estf3py/pee+3VLfjIkSNDKYOBGIxjY8AYMAaMAWOgGcZA/tCVfwgaqrLFFlsUP9M2Q+z64B40BowBY8AYMAaGYgw4h3FmDBgDgzsG8v/DKAQIECBAgAABAgQINJtAa/RHIltrXCe9bBGBUaNGxWc/+9n429/+Fsccc0zMnz+/RXqumwQIECBAgAABAgQI9FvAgQQIECBAgAABAgQIECBAgED5BURIgAABAgQINFxAIlvDiZ2g3QRyuvWDDjqoSGY74ogj4sknn2w3AvESIECgzwIOIECAAIHuBdZee+3udzZgz5ZbbtmAVjVJgAABAgQIECBAIIIBAQIECBAgQIAAAQIECBDoSUAiW086rbNPT5tMIB/HlMlsb3jDG2LJJZdsst7pDgECBAgQIECAQCsJ7LvvvkPa3f322y+WWWaZIT2nkxEgULeAigQIECBAgAABAgQIECBAgED5BURIgACBthWQyNa2l17gjRbIZLZJkyY1+jTaJ0CAAAECBPokoDIBAgQIECBAgAABAgQIECBQfgEREiBAgAABAgQIECDQigIS2VrxqulzywiMGDGiZfpad0dVJECAAAECBAgQIECAAAECBMovIEICBAgQIDAAAb8bHwCeQwkQIECAAAECQyngXASaTEAiW5NdEN0h0MoCHR0dscgiL3+s5HttiZf+6+joKOrU7qteX3zxxWPllVdWGDR8DOSjf6vHXnfLHR0dDe+LMe+e788YGDt2bHR09P652tHRESussIJx7HO16cbA8ssv3+vPBfnZ3NHRUTzqsj/3yXAeM1jnfuGFF+JnP/vZkJULL7ww1lhjjaYbL4PlOdjtxEv/5TjtrSy99NJMfQ435RjIPzL3Nn5z/xJLLNGU/R/se1p7rfdz+aKLLlrXzxOjRo0yhn0ON+UY8LuJ1vvcKft3Rb3/P+2lH4O7/J1Ebs+fL5ZaaqlcVAi0hYAgCRAgQIAAAQIEBk9gkcFrSksECLS7wIsvvhj5h9Z0yPfa0tHREZU6tfuq17faaqv40Y9+pDBo+BjYeeedizFbPf66Wh45cmTD+2LMu+f7MwYmT54cY8aM6XUcjx49Og4//HDj2Odq042Bgw8+uK4xnEnu++67b9P1vz/3bX+OyXv9Yx/7WAxlOfroo9vWuy/X6Ac/+EHxx7uufn6o3pZ/yNttt92Y+hxuyjGQSZbV47W75be97W1N2f++3LPqlvNn7o022qjXn4dzXK+11lrGcPN+Drf1tdlpp53qGsP5/+t8jpXzc6zZrutXvvKVyCTh/OzsqeTPuF39rjd/N/z888/H3Llzc1EhQIAAAQIECBAgQIBARaCud4lsdTGpRIAAAQIECBAgQIAAAQIEmlVAvwgQIECgN4H58+f3VsV+AsMi0NHRMSzndVICjRbIJLdGn0P7BAgQaD8BERMgQIAAgfILSGQr/zUWIQECBAgQINCbgP0ECBAgQIAAAQIECBAgQIBA+QVESIAAAQIECBAgQIAAAQJNLSCRrakvT+t0Tk8JECBAgAABAgQIECBAgACB8guIkAABAgQGV8CsVYPrqTUCBAgQIECAAIHBEdAKAQIEhktAIttwyTsvAQIECBAgQIBAOwqImQABAgQIECBAgAABAgQIECi/gAgJECBAgAABAgQIEOiHgES2fqA5hACB4RRwbgIECBAgQIAAAQIECBAgQKD8AiIkQIAAAQIECBAgQIAAAQIEyi8gQgILC0hkW9jDGgECBAgQIECAAAECBMohIAoCBAgQIECAAAECBAgQIECg/AIiJECAAAECBAiUSEAiW4kuplAIECBAYHAFtEaAAAECBAgQIECAAAECBAiUX0CEBAgQIECAAAECBAgQIECAQHMINDKRrTki1AsCBJpKYMyYMbH44ov3WJqqwzpTaoHnn3++x7FYGaulRhBcywt0dHT0Oo5ffPHFlo9TAOUVyPFZ+bzt7j3rlFdAZGUQ6G7sVraPGjWqDGH2FIN9LSzgZ+IWvni6Xgi88MILvf48nJ/H+fuI4gAvBJpMwOdwk10Q3SkE8v+D5WdnT6Wo6IUAAQIE2k1AvAQIECBAoOECEtkaTuwEBAhUBPIPeBMnToxPf/rTPZZ11lmncoh3Ag0VeO1rX9vjWKyM1c997nOxYMGChvZF4+0u0L/4V1tttbrG8H777RejR4/u30kcRaCBAquuumrsu+++dY3jVVZZpYE90TSB/gnkH56/8IUv1DWGV1xxxf6dxFEEGiiQCUBTpkypawy/8Y1vbGBPNE2g/wLbb799XWN4p5126v9JHEmggQJrrrlmXWP4s5/9bOTPHg3siqaHRKD5T7LyyivHZz7zmV7H5eqrr978weghAQIECBAgQIAAAQItJyCRreUumQ53KWBjSwiMGDEiNtlkk9hiiy16LNttt11LxKOTrS/w9re/vcexWD1WR44c2foBi6B0AvkHj+px2tPyUkstVbr4BdT6AvnZ2tO4rd4nCaj1r3cZI8h/qFE9Tnta3myzzcpIIKYWF1hkkUXq/nm4af5/Woub6/7gC/T02Vu9b5ttthn8k2uRwCAIbLXVVnV/Fufv1gbhlJog0KNAvf8/bemll+6xHTsJECBAgAABAgMScDABAm0rIJGtbS+9wAkQIECAAAECBNpRQMwECBAgQIAAAQIECBAgQIBA+QVESIAAAQIECBAgQKAVBSSyteJV02cCBIZTwLkJECBAgAABAgQIECBAgACB8guIkAABAgQIECBAgAABAgQIECi/gAibTEAiW5NdEN0hQIAAAQIECBAgQIBAOQREQYAAAQIECBAgQIAAAQIECJRfQIQECBAgQIAAgcETkMg2eJZaIkCAAAECgyugNQIECBAgQIAAAQIECBAgQKD8AiIkQIAAAQIECBAgQIAAAQIECoFSJ7IVEXohQIAAAQIECBAgQIAAAQIESi0gOAIECBAgQIAAAQIECBAgQKD8AiIkQIAAgfILSGQr/zUWIQECBAgQIECgNwH7CRAgQIAAAQIECBAgQIAAgfILiJAAAQIECBAgQIAAAQJNLSCRrakvj861joCeEiBAgAABAgQIECBAgAABAuUXECEBAgQIECBAgAABAgQIECBQfgEREiAwXAIS2YZL3nkJECBAgAABAgQItKOAmAkQIECAAAECBAgQIECAAIHyC4iQAAECBAgQIECAQD8EJLL1A80hBAgQGE4B5yZAgAABAgQIECBAgAABAgTKLyBCAgQIECBAgAABAgQIECBAoPwCIlxYQCLbwh7WCBAgQIAAAQIECBAgQKAcAqIgQIAAAQIECBAgQIAAAQIEyi8gQgIECBAgQKBEAhLZSnQxhUKAAAECBAZXQGsECBAgQIAAAQIECBAgQIBA+QVESIAAAQIECBAgQIAAAQIEmkNAIlsjr4O2CRAgQIAAAQIECBAgQIAAgfILiJAAAQIECBAgQIAAAQIECBAov4AICRAgQKDhAhLZGk7sBAQIECBAgAABAr0J2E+AAAECBAgQIECAAAECBAiUX0CEBAgQIECAAAECBAgQ6ElAIltPOvYRaB0BPSVAgAABAgQIECBAgAABAgTKLyBCAgQIECBAgAABAgQIECBAoPwCIiTQtgIS2dr20gucAAECBAgQIECAQDsKiJkAAQIECBAgQIAAAQIECBAov4AICRAgQIAAAQIEWlFAIlsrXjV9JkCAwHAKODcBAgQIECBAgAABAgQIECBQfgEREiBAgAABAgQIECBAgAABAuUXaLIIJbI12QXRHQIECBAgQIAAAQIECBAoh4AoCBAgQIDAUAn88pe/jCx5vltvvTU+8pGPxH777RdPPvlkbuosRx11VLznPe+Jq6++uth2wQUXxPbbbx9Tp04t1ufNmxeTJ08uyr333lts80KAAAECBAgQINCzgL0ECBAgQIDA4AlIZBs8Sy0RIECAAAECgyugNQIECBAgQIAAAQIECBDoRSCT0f7rv/4rnnrqqaLmscceGwcffHCsv/76cdFFFxXb8mXWrFlx0003xfHHHx+HHHJIzJ8/P44++ug4/fTT4ze/+U3cdtttcdZZZ8Vmm20We++9dxx22GF5mEJgKAScgwABAgQIECBAgAABAgQIFAIS2QqGsr6IiwABAgQIECBAgAABAgQIECi/gAgJEGhngZxF7Xvf+150dHQUDKNHjy6S0mpnVLv++utjl112iTXWWCPWW2+9+Pvf/x6bbrpprLbaavHe9743brzxxrj22muLOltuuWXMnj27aM8LAQIECBAgQIAAAQLNIqAfBAgQKL+ARLbyX2MREiBAgAABAgQI9CZgPwECBAgQIECAAIEWFdh9991j2WWX7ez9m9/85mI2tXPPPTdyubLj8ccfjyWXXLJYXXrppeO+++6LfM8NSy21VDz66KMxd+7czjrPP/987lIIECBQLgHRECBAgAABAgQIECDQ1AIS2Zr68ugcgdYR0FMCBAgQIECAAAECBAgQIECg/AIibH6BY489tphZberUqfHDH/6ws8NLLLFEzJ8/v1h/+umnY5lllulcz+2LL754kcSWy1lpxIgR+aYQIECAAAECBAgQIECAQBsKCJnAcAlIZBsueeclQIAAAQIECBAgQKAdBcRMgAABAgMQuOCCCwZwtEMJtIdAzq6WkY4cOTIyOS2Xs6y11lpFgtuCBQvipptuije96U3F40Rzffr06bH22msXJR9Bev/998fYsWPzMIUAgToFfvvb39ZZUzUCBNpEQJgECBAgQIAAAQL9EJDI1g80hxAgQIDAcAo4NwECBAgQIECAAAEC7Sjwv//7v3HKKafEhRde2I7hi5lA3QKf+cxn4j3veU8cfPDBseeee3Ye99a3vjWefPLJ2HzzzWOnnXYqHkeajyXdeuut4/bbb4/x48fHpEmT4qSTTooddtgh9t13385jh2fBWQm0jkAmsZ1wwgnx05/+tHU6racECBAgQIAAAQIECBBoCoGFOyGRbWEPawQIECBAgAABAgQIECBAoBwCoiBQIoFMYvv117QoWAAAEABJREFUr38dH/7wh+O9731viSITCoHBEdh1111jjz32KBrbZZdd4qKLLorf/OY3sf766xfb8iVnaDvmmGPiiiuuiC984Qu5KT7+8Y/HH//4xzj33HMjHyW68sorxznnnFPM3LbtttsWdbwQINCzQCWJLZNC99prr54r20uAAAECBBohoE0CBAgQIFAiAYlsJbqYQiFAgAABAgQGV0BrBAgQIECAAAECwy9QncQ2YcKE4e+QHhBoAYFFF100Flmk61/9LrbYYgtFULve0dERY8aMWaiOFQJlF+hvfNVJbAcccEB/m3EcAQIECBAgQIAAAQIECLwi0PVvM17Z6Y3AAAUcToAAAQIECBAgQIAAAQIECJRfoGER/vjHP46ciW3LLbeMNddcs5hJKmeTUq5gcQUD94ExYAwM7xg47rjjIh8nmjOxSWJr2I8CGiZAgAABAgSaS0BvCBAg0HABiWwNJ3YCAgQIECBAgAABAr0J2E+AAAECBAjUCuRMbL///e9jjTXWKB55eOWVV4bCwBgwBowBY6AZxsCvfvWr+MMf/hCS2Gq/va33LqAGAQIECBAgQIAAAQI9CUhk60nHPgIEWkdATwkQIECAAAECBAgQIECgNAKZxJYzsX34wx+OH/7wh3HggQcqDF4eAxw4GAPGwDCPgY022ijuuOMOSWyl+alDIAQIECBAgAABAk0poFNtKyCRrW0vvcAJECBAgAABAgQIEGhHATETIECg2QWqk9gmTJjQ7N3VPwIECBBoI4Hf/va3HifaRtdbqARaXUD/CRAgQIAAAQKtKCCRrRWvmj4TIECAwHAKODcBAgQIECBAgAABAg0SkMTWIFjNEiDQHwHHEFhIQBLbQhxWCBAgQIAAAQIECBAg0BCBYUhka0gcGiVAgAABAgQIECBAgAABAgSaSkBnCPRdYIsttogPf/jDYSa2vts5ggABAgQaK5DfUVtvvXUccMABjT1Ri7T+zDPPtEhPdZMAAQIEGi/gDAQIECBAYPAEJLINnqWWCBAgQIAAAQKDK6A1AgQIECBAgECbCay//vqS2NrsmguXAAECrSKwzDLLNC6JrVUQ9JMAAQIECBAgQIAAAQINFpDI1mBgzQ+vgLMTINB6Ar/85S9jxx13jJNPPnmhzt92222x8847x2GHHRZPP/10se+oo46K97znPXH11VcX6xdccEFsv/32MXXq1GK92V9+/etfFzEdeeSRsWDBgs7uzps3LyZPnlyUe++9t9je6rEWQXghQIAAAQIECBAg0CABzRIgQIAAAQIECBAgQIAAAQLlFxAhAQLlF5DIVv5rLEICBAi0jMBTTz0Vxx9/fJx33nlx8cUXx0MPPdTZ929+85vxjW98I5Zccsk499xzY9asWXHTTTcV9Q855JCYP39+HH300XH66afHb37zm8jEt86Dm3Ah+3vcccfFOeecE48++mhcddVVnb0866yzYrPNNou99967SNxr9Vg7A7NAgEAzC+gbAQIECBAgQIAAAQIECBAgUH4BERIgQIAAAQIECBBoagGJbE19eXSOAIHWEdDTwRBYYoklImcpe/zxx+OBBx6IRRb5z9fUv/71r3jzm98c73//++Pvf/97XH/99bHLLrvEGmusEeutt16xbdNNN43VVlst3vve98aNN944GF1qWBsdHR1xwgknFIl5yy23XOQsbJWTXXvttUVsW265ZcyePTtaPdZKXN4JECBAgAABAgQIECDQ+gIiIECAAAECBAgQIECAAAECBMovIMLhEvhPhsBw9cB5CRAgQIBAlcBiiy0W//3f/108anPkyJFR+e/5558vFpdaaql45JFHIpPdcna23Lj00kvHfffdF/me61knZznL5WYtiy66aKy11lpx8803Rz4Sdautturs6ty5c4sEt9yQcbd6rBmHQoAAAQIEOgUsECBAYIAC+Q89BtiEwwkQIECAAAECBAgQaLSA9gkQIECAAAEC/RCQyNYPNIcQIECAQGMFTjzxxPjQhz5UJHhVzjR69OhiMR/JmYlqOXtbLufGp59+OpZZZpni8aK5ntsXX3zxXGzq8vDDD8cnPvGJOPnkk6O6v5mglzFk50eMGBG1sbZirBmLQoAAAQIECBAgQGCgAjl78f/8z//E+eefP9CmHE+AAIGmF9BBAgQIECBAgAABAgQIECDQbgLtmMjWbtdYvAQIEGgZgYceeij22GOPor8LFiyIlVdeuVjOl5zBLBO/cvaFN77xjcVsZvlHrKx30003xZve9KbicaK5Pn369Fh77bXzsKYtOdPapz71qfjud78bGU91R7PvGef9998fY8eObflYw38ECBAgQIAAgeERcNaSCeTP/9/4xjdi/fXXjx122KFk0QmHAAECBAgQIECAAAECBPop4DACBAgQKJGARLYSXUyhECBAYCgEbrjhhiL5qhHnWmGFFYqkre233z5mzJgR2267bedpDj744JgwYUJ8/etfj9133z3e+ta3xpNPPhmbb7557LTTTrHssssW27feeuu4/fbbY/z48Z3HDtXC8ccfH/vvv39dp5s1a1b88Y9/LGZkW3fddePss8/uPG7SpElx0kknFX+c23fffYck1jvvvLN4pOuzzz7b2Q8LBCIYECBAgAABAgSaQ6A6ie2rX/3qQjMaN0cP9YIAAQIECLSygL4TIECAAAECBAgQIECgOQQksjXHddCLsgqIi0DJBDKJ7YgjjogHHngg5s6d25DoDj/88LjwwgvjjDPOiFGjRnWeY4sttii2X3PNNcVMbSNHjoxjjjkmrrjiivjCF75Q1Pv4xz9eJIede+65MWLEiGLbUL385Cc/if/7v/+Lxx57rK5TbrzxxjFnzpy49dZbi/LRj36087icie6cc86J/GNdJvM1OtZMYsvr+uCDDxbXtrMjFggQIECAAAECBAg0QCBnUO6q5M/T9957b9SWE088MXImtvw5Of9By2WXXVb87F2pX93Frtqt3lZdN5er99Uu5/7aUlunc3369NqqxXr1/trlokLNS22d6vWaqsVq9f7a5aJC1Uvt/ur1qmqdi9X7a5c7K1Ut1NapXq+q1rlYvb92ubNS1UJtner1qmrFYvW+rpaLSlUvXdWpbKuq1rlY2dfVe2elqoWu6lW2VVXrXKzs6+q9s9IrC13Vqd72SrXOt+p9tcudlaoWautUr1dV61ys3l+73FmpaqG2TvV6VbXOxer9tcudlV5ZqN1fvf5KlYXeqvfXLi9U8ZWV2jrV669UWeiten/t8kIVX1mprVO9/kqVzrfqfbXLnZWqFmrrVK9XVetcrN5fu9xZqWqhtk71elW1zsXq/bXLnZVeWajdX7v+SrXOt9r91eudlaoWqvfXLldV61ysrVO93lnJAgECBAgQIECAQHkEREKAQMMFJLI1nNgJCBAgUA6BShLb6173usgZEF7zmtc0LLDFFlusy7ZHjx79qgS12rq16102NMgbM4ntd7/7XfEY0FNPPXVQWu/o6IgxY8Ys1FZtbLXrC1Wuc6WSxJa2eV3XWGONOo9UjQABAoMroDUCBAgQaB+BvffeO2rLpz/96fjRj34U3/zmNxcqhxxySFx88cXx4osvxj333BMnnHBCUS/rZsn6d911VzzyyCNFufzyy1/VduVcxx13XFGnUjffe6r/gx/84FX1s41Ke7Xvl1566avq19apXq+tn+vV+2uXs7/Vpaf62c/qurk8mLF2ZVPb3+r17Gv2obpU769drq6Xy3l8bZ3Kel9j7ap+bqu0V/veVaw91c++Zp+rS22b1evV9XI5j6/eX72c58061aWn69rX+s0Ua8ZdHWcuD6ZNo2PNvmafq0vG1F2prpfLeXx3dRt9XRttk/FVl8GMtdE22dfqvudyd9cpt+f+6pK2mejWPt/4IiXQtYCtBAgQIECAAAECBHoSkMjWk459BAgQaB2BhvZ0KJPYGhpIAxpvRBJbA7rZZZO1SWyrr756l/VsJECAAAECBAgQIDCYAr/61a+ituSsyvmz9cEHHxyV8r73vS+eeOKJWGaZZWKnnXaK3F9bsu4iiywS8+bNK8puu+32qrYr5/qf//mfok6lbr73VD/3ZZ3qkm1U2qt9X3vttV/Vfm2d6vXa+rlevb92ubofudxT/exn1qkuGU9tm5X13FddN5ezjcr+2veu6tfWqV7Pvmab1aV6f+1ydb1czuNr61TWs59Zp7pk/yr7a9+7qp/bautV1rOt6rZzuaf62desU10qbXX1Xl0vl/P4rurltjzvvHnzFhpn2b/c11Xpa/1sK/tQXbKNrtrObdnX6rq5nNu7K7m/uuTx3dXN7dV1c7mn+tnPrFNdMp5sp6uS+6rr5nK20VXd3JbnzjrVJbd3V/pav7rdXM7ju2s7+5l1qkvG01393FddN5ezjcGqn33NNqtLd23n9up6uZzH5/auSvYz61SXjKerurmtr/Wzreq2cznbyLa6KtnXrFNduqpX2VZdL5evv/76kMg2mD9RaIsAAQIECBAgQIBAqQXaNjiJbG176QVOgACB+gQyiS0f95mP6lywYEHk8oEHHhjKgbHnnntGzsSWNsstt1xLmXz2s5+NL3/5y1GZiU0SW333g1oECBAgUAYBMRAgMJwC9f4Bf+bMmXHiiSfG61//+hg/fnyMHDlyOLvt3AQIECBAgAABAgQItJyADhMgQIAAAQKtKLBIK3ZanwkQIEBgaAQyie2II46IfNxkznTwmc98JvbZZx/lJYMVVlghHn/88VhiiSXiqKOOaimTXXbZpej70ksvXTwmts9JbEMz/JyFAAECBAgQIECghAKZyDZt2rQeI6tOYvvUpz4lia1HLTsJECDQQAFNEyBAgAABAgQIECBAgACBIRaQyDbE4Hk6hQABAq0gUEliW2utteLQQw+NTTbZJN7whjcoLxnkLGxXXXVVjB07Ns4444yWMuno6Ij//d//jcUWWyzycRmS2FrhbtRHAgQIECBAoFUF9Lt/AvmPRXImtkxiGzNmTP8acRQBAgQIECBAgAABAgQIEBgiAachQIAAgcETkMg2eJZaIkCAQGkEqpPYvvKVr8RrXvOa0sQ20EB+8pOfFI8TzSS2U089daDNDenxd955Z+QMex4nOqTsTjYwAUcTIECAAAECbSiQ/5jm85//fEhia8OLL2QCBAgQaFcBcRMgQIAAAQIECBAgQKAQkMhWMHghUFYBcRHon8D5558f+ccjSWwL+z322GPx5z//OVoxiS0jueCCC0ISW0ooBAgQIECAAAECBMomIB4CBAgQIECAAAECBAgQIECg/AIiJFB+AYls5b/GIiRAgECfBb761a+GJLZXs2UC27e+9a1otZnYKpF87nOfi7y2HidaEfFOgACBKgGLBAgQIECAAAECBAgQaKDAxhtvHOPHj2/gGTRNgEBdAioRIECAAAECBAg0tYBEtqa+PDpHgACB4RHo6Ojo8+NEh6enQ3/WnKlu6GL50h8AABAASURBVM86eGeUxDZ4lloiQIAAAQIECBAgQIBAOwqImQCB/glMmDBBIlv/6BxFgAABAgQIECBAgMAwCAzXKSWyDZe88xIgQIAAAQIECBAgQIBAOwqImUBbC5iJpq0vv+AJECBAgAABAgQItJOAWAkQIECAAIF+CEhk6weaQwgQIECAAIHhFHBuAgQIECBAgACBVhXIRLbdd9+9Vbuv3wQIECAwpAJORoAAAQIECBAgQIAAAQLtJiCRrd2ueMarECBAgAABAgQIECBAgAABAuUXKEGE119/fTz44INFmTlzZigMjAFjwBgwBpppDNxwww0l+LYVAgECBAgQINDyAgIgQIBAiQQkspXoYgqFAAECBAgQIEBgcAW0RoAAAQIECAyvwOzZs2POnDlFuf3220NhYAwYA8aAMdBMY2Du3Ll1f1GeeeaZMX369Lrrqzi0As5GgAABAgQIECBAgEBzCEhka47roBcEyiogLgIECBAgQIAAAQIECBAgMCCBFVZYIdZff/34wAc+oDSvgWvj2hgDxkDbjYHllluuT99vN954o0S2PompTIAAAQIECBAg0IQCukSg4QIS2RpO7AQECBAgQIAAAQIECBDoTcB+AgQItIdAzkSTj4Rrj2hFSYAAAQIE+i9w5JFHxs477xy/+MUvFmrkox/9aLznPe8pyqGHHhrz5s2LyZMnF+Xee+8t6h511FHF/quvvrpY90KAQDMJ6AsBAgQIECBAgEBPAhLZetKxjwABAgRaR0BPCRAgQIAAAQIECBBoeoFMZJs1a1bT91MHCRBoYgFdI9AGAtddd13cd999RRLbCSecEE899VRn1Mccc0yceOKJMW7cuFh55ZXjrLPOis022yz23nvvOOywwyK/Z2+66aY4/vjj45BDDokFCxZ0HmuBAAECBAgQIECAAAECzS7QmcjW7B3VPwIECBAgQIAAAQIECBAgQGDgAlogQIAAAQIECBBoboE111wzvva1r8Xiiy8eY8aMiWeffbazw6usskosuuiicckll8See+4Z1157beyyyy6x5ZZbxuzZs+P6668v1tdYY41Yb7314v777+881gIBAgQItJeAaAkQIECAQCsKSGRrxaumzwQIECBAgMBwCjg3AQIECBAgQIAAAQIECBAgUH6BYYtw2WWXjRVWWCGmTZsWq666aiyzzDIL9eWCCy6IffbZJxZbbLGYO3duLLnkksX+559/Ph5//PHO9aWXXjoee+yxYp8XAgQIECBAgAABAgQItIKARLZWuEql66OACBAgQIAAAQIECBAgQIAAgfILiJAAgaEWyGSWTFyplFzPmZsq65X33N7R0VF0r7J/iSWWKNa9ECBQn0A+vjNLfbX7Xuvqq68uHiF69NFHv+rgX/3qV7HddtsV2/N+nj9/frE8YsSIyHu5sv70008Xs7oVOwf55e67744XX3xxkFvVHAECBAgQINCaAnpNgACBwROQyDZ4lloiQIAAAQIECBAgMLgCWiNAgAABAgQIECBQp0DOzDR27NiYOXNmXHfddXHDDTcUMzMtv/zy8eSTTxbbcvstt9xStLjiiivGqFGjIvffeeedxYxPo0ePLvZ5IUCgd4G8h7L0XvPlGhMnTozx48e/vNLL6wMPPBCHHHJITJ069VWJaC+88ELceuutsdZaaxWtrL322sXjRPMRovkZkNvzcaMLFiyITLRbbbXVinqD/ZKfHYPdZlu3J3gCBAgQIECAAAECBAoBiWwFgxcCBMoqIC4CBAgQIECAAAECBAgQIECg/AIijFhkkZd/1Tt58uQ4++yz49RTT413vetdcdVVV8Ull1wSRx55ZFx00UVx7LHHxhZbbFE8jjCTcHLfXnvtVRBW2ihWvBAg0KNAJnJlqVT685//XFns8n3cuHF1J7Kdf/75RfLptttuG+uuu27cdtttnW0++OCDsckmm0RHR0exbdKkSXHSSSfFDjvsEPvuu2+89a1vLZJXN99889hpp50iZ10sKg7yy+KLL97Zh2w6E+zyXSFAgAABAgQIECDQSAFtl1/g5d9ulD9OERIgQIAAAQIECBAgQIBA9wL2ECBAYEgEciaaDTfccEjO5SQE2lUgZ1n7yU9+Eqecckp873vfi/POO6+g2HXXXeOoo46K008/PXbccce45ppr4i9/+Ut87WtfK/Z7IUCg/wKZxPaLX/wifv7zn/e/kaojM7l0zpw5xcxrOfvaOuus07l35ZVXXug8uX7OOedEzsKWiW8jR46MY445Jq644or4whe+0HlcIxcyia1SGnkebRMgMCgCGiFAgAABAgQINLWARLamvjw6R4AAAQKtI6CnBAgQIECAAAECBAj0JpCJbBtttFFv1ewnQGAQBDKpJB8juvrqqxetzZ07N+67777i0aOZ8JKzPK2xxhrxhz/8ITLxpajkpQ4BVQgsLFBJYttss83iIx/5yMI7h2ito6MjxowZs9DZFltssYXWG7WSnzVZckbHLI06j3YJECBAgAABAgQIEGgPgeZJZGsPb1ESIECgboETTjgh9t577y5L/sL5xRdfjOrSXd3cXls/13N7d6W63Vzuqf6JJ564UD+yfm7rru1sK+tUl77W767t3N5V+7m9u1Ldj1zO47urm/3MOtUlt3VXP9uqrpvLja7fXV9ye56/umT/cntXJftZXTeXc1tXdXNb7ss61SW35b6uSp67um4u97V+V+1WtmV71SXPV9nX1Xt13VzuqX72M+tUl9zWVbu5LduqrpvLjby/s/08b3cl91eX7F93dTOu6rq5nNu6q59tZZ3q0uj63fUlt1f3I5ezf7m9q5L9zDrVJbd1VTe35b7qurmc23JfVyXPnXWqS1/rd9VuZVt1u7mc56vs6+o961SXnvqS+6rr5nJu66rd3JbnzjrVpa/1s53uSm37ud5d3dxe3Y9c7ql+9jPrVJeczSTb6apkW9V1cznb6Kpubuuqfm7vrvS1fp6/uuTx3bWd/ayum8u5rbv62VbWqS6Nrt9dX3J7dT9yOfuX27sq2c+sU11yW1d1c1vuq66by7kt93VV8txZp7r0tX5X7Va2Vbeby3m+yr6u3rNOdempfvazum4u57au2s1t2VbWqS59rZ/t7D1IP+NW9yOXs3/dtZ/9zDrV5fnnn6/7Z3MVCRAg0EoCzz33XGTC6Prrrx/XX3997LbbbkX3c4a2nJVtm222iUMOOSRe//rXx5prrhlLLLFEsd8LAQJ9F7j99tsjZ2LLJLaPfexjfW+gxY/IBLYsmcCWpcXD0X0CBAgQGGwB7REgQIAAgX4ISGTrB5pDCBAgMBQC8+bNi3xsQFdlpZVWinvvvXeh0lW9yrba+g899FC3becxtW33VD//9XZt/dyW7XRVsq3a+o8//ni3/antex7bVbuVbX2tn+1Vl+xfpa3a94yrum4u57baepX1bCvrVJeeYu1r/WaKNR2q48zl3FaxqH1vplizb9nf6pL9y+1dlYyrum4u57au6ua2bCvrVMpvf/vb+OlPfzqgMZ/tVkozjYPaWDPmdhrzrRJrjp28NtWlpzGc+6rr5nJuy3a6Kn0dB30dw7X183xd9aOyLftbXXqqn3FV183lk08+udv7NdvKOtWlr+Og0s+u3mtjzfN0Va+yLfdXl+xfZV/te1ex5rbaepX1bKu67Vzua6w91W+mWNMh46suua1iUfveV5tGxpp9q+53Lmf/cntXJePKOtUlt3VVN7dlW9V1c3kwr2sjbTKu7G912WKLLYbix3rnGKBA/nH86aefjhxr//rXv0JhYAx0PwYee+yxzjvu8ssvL5LYzjjjjFhttdWK7fvvv3/xONF8ZOF1110XmfB2xx13FPsqL4888oj7zGeNMVDnGJg5c2Zxn2VSaCaOZlJ9T+WAAw6IQw89NHIGt3pLM9e76667Ir+nM4EtS+VzxDsBAgQIECBAgAABAgQGIiCRbSB6jm1VAf0m0BICEydOjN13373L0lUA3dXN7bX1819m5/buSl/qZ1sDrd9dP3J7bdu5ntu7K7m/tnRXN7fX1s14cntXJfcNtH5X7Va2ddV+ZV9X77V9yfWu6lW25f7qkuer7Kt9z33VdXM5t9XWq6znvqxTXXJbZX/te+6rrpvLtXWq13N/baneX7tcWzfPV1uner0v9bOtRtavbTvXq/tau5z7a0ttner12roZT/X+6uXcN9D61e3VLnfVfm2d6vXavuR69f7a5dxfXfJ8tXUq67mvum4u57bK/tr33Jd1qkttner1vtavbreyXN1e7XKlTuU9z1dbp3q9Uq/y3lP93FepV3nPbdXtVS/nvkq9ynv1/trlSp3q99o61evV9XI5z1e9v3Y561SXnurnvuq6leXaNivrXdWv7Ovqva/1K+evfu+q3cq26nq5nOer7Kt9z31Zp7rkttp6lfXcV103lyv7unrva/1sr7Z01W5lW23dPF9lX+177hvq+rV9qF6v7UuuV++vXc791SXjqa1TvV5dN5d7qp/7sk51yW3V7VUv577qurlcvb92OffXlto61eu1dXO9en/tcu6vLtm/2jqV9dxXXddy6wjkLHrPPPNMPPXUU5HJlH0sjnnoIQZtZPDEE08UN/eoUaNi7NixxbXPGdnyHip2vPKSs7GddNJJcffdd8fiiy/+ytaX3zIZzn3mvjEGeh8DmWB28803FzMaLrvssnHTTTf1WhYsWFDcl5lI2url5z//efHdnAlsWV7+BPFKgAABAgQIEBg2AScmQKBEAhLZSnQxhUKAAAECBAgQIEBgcAW0RoAAAQIEBlcgH/OaM9jU2+qIESOKhJxVVlklNt10U4WBMdDDGMjZJ6vvrTFjxsTyyy8fI0eOjI6Ojshkk3ys8mte85o4+OCD4zvf+U7nbG1ZJ1767w1veAPjHow3tc/4eGkMzJ07N6688srIR/PuvPPOMWnSpLpKJo5usskm8fnPf76lS8Zx3333xYorrlh8rrz00eF/pRAQBAECBAgQIECAAIHmEFikObqhFwQIECipgLAIECBAgAABAgQIECBAYCGBWbNmLbRuhUApBJogiJztKbtRSRbNpLVcz/c99tgjpkyZEk8//XRR9tlnnzj++OMjZz3MOpdddlm+RaWNYsULAQKvEsiZ2M4999zYfPPNi/KqCiXfkAnpF198ceSTJDJRtuThCo8AAQIECBAgQIDAqwVsabiARLaGEzsBAQIE+icwY8aM/h3oKAIECBAgQIBACwroMgECBAgQIDAwgXyE6MMPPxyPP/54PPjgg5EJbNliZVs+NjRnknr00Uejspz18jGSeUy+S2RLMYVA1wLVSWwf+9jHuq5U4q3VSWwf+tCHShyp0AgQaLSA9gkQIECAAAECPQlIZOtJxz4CBAgMk8DVV18dP/vZz4bp7E7bogK63SIC+YehLC3SXd0k0PYCiy66aNsbACBQVoHKY/TKGp+4CBBoT4H58+cXiWzPPvtsJ8DrnzvFAAAQAElEQVQLL7xQbHvyySeLGdhyPZefeOKJYga2TIDLRLZ87zzIQjML6NswCYwfP76Yha0dk9iSfOutty5mYpPElhoKAQIECBAgQIAAAQKNEpDI1ilrgQABAs0jcM8998S8efOap0N6QoDAoAnceuut7u9B09QQgcYK5B+AV1xxxcaeROsECAyDwMunXGWVVSKTOV5e80qAAAECBAgQ6FlgySWXjHZNYkuZ9ddfPySxpYRCgAABAq0joKcECBAg0IoCEtla8arpMwECTSNw5plnxlVXXdU0/dERAgQIDImAkxAgQIAAgRIILLKIX4mU4DIKgQABAgQItIzAkUceGVOmTGmZ/hYd9UKAAAECBAgQIECAAIEhFvBb2yEGdzoCKaCUQyCT2M4555y45ZZbBiWgU045pXikx6A0phECBJpK4Oijj458dE9TdUpnCBDoUiC/36+99tou99lIgEBrC1xzzTUxe/bs1g5C71tOQIcJECBAgEBZBRZddNGyhiYuAgQIECBAgECfBRxAgMDgCUhkGzxLLREg0EYC+UfuTGLbdddd4+Mf//iAI//rX/8aF1xwQRxxxBGS2QasqQECzSVw4YUXFn80P/zwwyWzNdel0ZvWEBjSXt5zzz2RiS4/+9nPQjLbkNI7GYGGCzz11FPxu9/9Lk444YTie7nhJ3SCbgXGjx8fG264Ybf77SBAgAABAgQIEGhLAUETIECAAAECBAgQKAQkshUMXggQIFC/wGAnseWZ3/a2t8UXv/jFuOGGG4pkthdeeCEG5z+tECAw3ALvfe97Y8cdd4ynn346MpntueeeG+4uOT8BAt0IrLHGGrHXXntFPm4wk9muu+66bmraTIBAqwksscQSsffee8eSSy4pmW2YL14msm200UbD3AunJ1BGATERIECAAAECBAgQIECAAAEC5Rcof4QS2cp/jUVIgMAgCvz0pz+NwZyJrbpr1clsf/rTnyL/2Fa9v6flK664Is4999y6y7Rp0+LnP/953fV/8YtfxP33399TF9pyXyYcpk299jl2zjrrrLrdTz755DjppJPqrp/XNEu9/cl6N998c1teu96CzlnU0qfe0tt1nT9/frz2ta8tktlytqeOjo4+Xde8Z+vtS9a7/vrrewuxLfcP9nVN60rJJOe+3q99va5/+ctf2vK69RZ0zrBUuQ71vJ999tnFd3l3dW+66aZYf/31i9Pmdc2F7urWbs/P+Wy/dntP65deemmeQqkRyJ+FenKr3Zf3U/rXbu9u/fjjj488ZqH93fwsle329jlf285vfvObmoispsCVV15Z9/dfmuY16svPNvlz2b333pun6rIsv/zyCyWzvfjii13Ws5EAAQIECBAg0AiBGTNmNKJZbRIgQIBAXwXUJ0CAAAECBJpaQCJbU18enSNAoJkE8o/ZF110UeQfwAbjcaJdxVZJZvv3v/8d+fijX/7yl3Heeef1WnImt/vuu684Jo/rrWRS2qOPPlp3/ZkzZ0b+of28OvrSTnXOP//8mD59et2Ojz/+ePTlOj3xxBPxyCOP1N3+gw8+GA8//HDd9W+//fb429/+1uv4qvealqle3lO93UeV/U8++WTk4wgr6929r7DCCrHyyitH/tE8kyDnzp1b17XKa5rXtrt2a7fffffdrms3n1WZoFTr1dN6Xte8vj3VqeybN29e3HXXXXVd0zwmP4Mrn/W53lvJz+0bb7zR/drFtc3vqMcee6xu+0xyyc/jnswXXXTReMMb3tD5VZ1joaf6lX15X/flc37OnDnhup7X5bjOP/L15bMv3fO+qlyL3t7zszKTjHurl/vz+zjHTS7XU/JzIz9vzutivLb7thzvfbF84IEHIu+TetyzTrr/+c9/7nJMVewvv/zyeP3rX198H+d38j/+8Y/Oe90CAQIECBAgUJ+AWv0TmDp1apx44on9O9hRBAgQIECAAAECBAgQaBMBiWzNc6H1hACBJhbIJLacjWOrrbYqElEa2dVMZvvIRz4S+fjB/GNcPv5o6aWXjp7KYostFvlH93wkWj1lueWWi5VWWinqqZt1Ro0aVcwQ11Mf2nVfPn5utdVWq8ty1VVXjde85jV11U33vKajR4+uu34mWa644op118/ruvjii/c4ttr1uo4cObJIWs3r0FtZffXVC8Pe6uX+LbfcsqgbL/2X93c992Fe07y2eXw9JceM69r1Z2aO+fxMrccx6+T4z/d6yrLLLhsjRoyo+/7LpMb8LK6n7awzZsyYyJJ9Uha+vvlZmWM+neopY8eOjXo+t/Oxd5ttttlLd2vE7Nmzo6Ojo9frm5/zyyyzTK/1Kv3MfruuC1/PyvhOlywVq97e032VVVap2z7v13o+g/O8+Tnfl+/vnFU3P4srsXj/zzXOa5r3bLrWU/Jzst7rlO3l53z692aebb797W8v7u9vfvObceuttxbLQ/jiVH0UeP7554sZojMZUrmxSILmwMEYMAaMgeEfA338OlOdAAECBAgQaD8BERMgQIBAPwQksvUDzSEECLSXQCWJ7f3vf3/stNNOQxL8hhtuWPyRPWciyT+sbbPNNvHOd76z27LeeuvF2muvHdtvv31dJf84v8UWW9RVN9vMPyK+9a1v7fb8PfWt7PsyKeYd73hHXZZbb711rLvuunXVTfecLSSTLXK5nrLpppvG+PHj624/Ey6yftmvUX/iyz9wZ1JpPe55/XPmpnrqZp28Xzs6Oopk1ZzpsLd78S1veUvktc1j6ymve93rIu/x/sTdOsd0/3nYUwyZjJKJSfU4Zp28B/P65nJvJdvNRJfe6lX253XPz/rKem/vb3zjGyNLT/G1674c8xtvvHHdn33pmJ/HvZnn/g9+8IPF934mLecMnL1d40yMyXs8j62n5L2anx/teu16inudddaJvlhusMEGUe/ndl6b/P6udxxsu+22ffo5681vfnORUNdTfO26Lz/38rM1r0E9Zdy4cbH55pvXfX/n7Kf5+VqP7/ve977i/s6kt2984xuS2QqNoXnJmWhyNs16z5ZJvznjZc6mmTNkKvcUswFz4GAMGAPGwPCPgZy5t97vM/X6K+A4AgQIECBAgAABAgTaTUAiW7tdcfESSAGlboHLLrsscia2TGLbc8896z5uMCrmH9UmT55c/FHthBNOiAULFgxGs9ogQKAJBDo6OmLHHXeMp59+Og477LDIx9A1Qbd0gQCBbgSmTJkSmcx2+umnx7XXXttNLZsJEGhFga985SvFjLmS2Yb26s2aNavuE+bPTJncmuXd7353KH00YGbMGAPGgDHQ0DGQ//i07i81FQkQIECAAAECBAg0SkC7BEokIJGtRBdTKAQIDL5AztRxwAEHxFAnsWUk//73v+NNb3pTVCez5Xal9QT++te/dnb6X//6V1xxxRWd65WFyy+/PP74xz9GzviT23Imviy5nCWXuzou9ymtKZAzweQfZivJbK0ZRfv0uvo+7u5+nDNnzkL390MPPRS//e1v49lnny2gateLjV6aXiA7mLN9VSez3XXXXblZaTGB2267LfI+zG7nZ+8f/vCHzvszt2XJWaLy+zjLCy+8UNT//e9/3/kPCvL46vs6j1FaWyBnYa1OZsufwVs7Ir0nQIAAAQIECBAgQKA/Ao4hQIAAAQIECBBoDgGJbM1xHfSCAIEmFshktqHu3j/+8Y946qmnitNWktkmTJhQrLfYS9t396qrropPfepThUM+Eunss88uZvP5yU9+UmzLl0xy+f73vx+ZGJF/PH3sscfi8MMPjzvvvDNyVsDKes4CVH1cHqu0tkAms73rXe+Kvfbaq7UDKXnvq+/j7u7HfNzZlVdeudD9/bWvfS3uu++++PznP18I1a4XG720jEAms+W9uvPOO8eaa67ZMv3W0ZcFMpH8c5/7XNx///3Fhryvc7lyfxYbX3r58Y9/XHwf53fyiy++GHnf5nfzKaec8tLeKNar7+tio5eWF1h55ZUjk9n23XffWGWVVVo+HgEQIEBgmASclgABAgQIECBAgAABAgQIECi/QMMjlMjWcGInIECAwMAFMpltmWWWGXhDWhhSgeeffz6mTZsWG220UXHe22+/Pd75zndG/iH9+uuvL7bly7333htbbrllbLXVVvHe9743MpExZwHMZIl77rmnc732uDxWaX2BXXbZJfJRWa0fSTkjqL2PK/dn7f34z3/+MzbccMPO+3v+/Pmx1lprxSc+8YlYYYUVIpNoqtcfffTRcoKVPKq8xvnZXPIwSxlePhY2r18Gl/dnPsJ9jz32KO7Phx9+ODd3lre97W0xadKkeO6554r7OJezfu19XHtcZwP9XnDgcApkMtsWW2wxnF1wbgIECBAgQKDkAhtvvHHJIxQeAQIECNQnoBYBAgQIECDQk4BEtp507CNAgAABAgMQGDFiRBxzzDExduzYopXZs2dH/iG8WKl6ufvuuyNnhjn11FMjZ2bLmdiWW265zhq16507LCwsYI1AAwRq7+Pu7sdMOl1sscU6e5D39bLLLlus5/180003RfV6zuxW7PRCgMCQCBx88MGx/vrrF+fK+3PMmDHFct6fc+bMKZbzvrzuuuvil7/8ZXzyk5+MrFe5b5daaqmovY8rxxUHe2lJgUUW8SuRlrxwOk2AAAECBFpUIJ+2MGXKlBbtvW4TIECAAAECBAgQIEBgaAT81nZonFviLDpJgEDzCOSsPUsssUTzdEhPBk0gZ3fKxqoT2rbeeus488wz45vf/Gb87W9/ixdeeCEWLFiQ1SL/0J6PNqusVx9XVPDScgLrrrtuvPGNb2y5fuvwywI93Y+5L2vlfZr3ceV+z/cll1wy8j3353vWyWWluQVGjx5dzNjV3L3Uu74K5P1ZuV/zfqzMepuJ55deemlk0tvaa69dPGI092f7eUztfVw5LvcrrSlw/PHHR7sms7XmFdNrAgQIECBAgAABAgQIECBAoC8C6hIgQKAVBSSyteJV02cCBNpCoKOjoy3ibKcg85FV999/fzzzzDNRnah45ZVXxmWXXVYksC2++OKx2mqrRc76lI80W3TRRWPVVVct1muPaye7ssU6cuTIsoXUNvG8cj++6j5eccUVI2dzqtyneb/ffvvthcsDDzxQzARVvZ6zQBU7vTS9gCSXpr9Efe5g3p95v+aBeX+usMIKuRgPPfRQnHzyycXy3Llzi6Tjyn2b9XNGt8p69XHFAV5aUiCTVVuy4y3e6ZyJZsMNN2zxKHSfAAECBAgQaBMBYRIgQIAAAQIECBAgMMQCEtmGGNzpCBBIAYVAewq85S1viTvuuCM+9KEPxXbbbdeJsMkmmxQzsuUf9T760Y/GlltuGX//+9/j+9//fqyzzjqd67XHdTZggQCBIROo3J+19+Omm24amdhS2Z4zO6233nrF/b7SSitF7fqQddiJCBDoFOjoePkfCeT9mLOpTZo0KfL+rFTIhLZMZvuv//qveN3rXhdrrrlmROib5wAAEABJREFU5H2cj4DKY7Lket7n1cdVjvdOgED9AhtttFH9ldVscQHdJ0CAAAECBAgQIECAAAECBMovIEICgyewyOA1pSUCBAgQGEyBiRMnDmZz2hpGgR//+MfF2XN2tcmTJ8e5554b1YlsSy21VDEDTNbbYYcdIut9+9vfjs9//vPFbDCV9drjika9ECAwJAJ5f+aJursfc1afbbfddqH7O5Nhpk6dGvvvv38eGrXrxUYvBHoTsH/QBPI7eNy4cUV7ORvUT3/60877s9j40suhhx4axx13XOy7774vrUVx35566qnxvve9r3O9+r4uNnppWYHTTz+9Zfuu4wQIECBAgEDrCcyYMSOmT5/eeh3XYwIEhkbAWQgQIECAAAECBAoBiWwFgxcCBAg0l8D48eOj8ofW5upZ6/WmGXuciTBd9SsTYaq3jxo1qnq1SHBbaIMVAgSGTaC7+7h2e2/rwxaAExMg0O33am/3be1+lK0rcNppp7Vu5/WcAAECBF4lYAOBZhfIfxAhka3Zr5L+ESBAgAABAgQIECAw3AK9JbINd/+cnwABAgQIECBAgAABAgQIEGi8gDMQIECAAAECBAgQIECAAAEC5RcQIQECBAgQaGoBiWxNfXl0jgABAgQIEGgdAT0lQIAAAQIECBDoTeDEE0+MadOm9VbNfgIECBAg0MQCukaAAAECBAgQIECAAAECjRKQyNYoWe32XcARBAgQIECAAAECBAgQIECAQPkFREiAAAECBAgQIECAAAECBAiUX0CEBAgQ6IeARLZ+oDmEAAECjRaYPn16TJ06tdGn0T4BAgQItKiAbhMgQIAAAQIECBAgQIAAAQLlFxAhAQIECBAgQIAAgXYTkMjWbldcvAQIpEBLlBkzZrREP3WSAAECBAgQIECAAAECBAg0qYBuESBAgAABAgQIECBAgAABAuUXEGGJBCSylehiCoUAAQIECBAgQIAAAQKDK6A1AuUV2GSTTcobnMgIECBAgACBphPYeOONm65POkSAAIH/CFgiQIAAAQIECDSHgES25rgOekGAAAECZRUQFwECBAgQIECAQFMKHH300U3ZL50iQIAAgRYV0G0CvQhMmDAhpkyZ0kstuwkQIECAAAECBAgQINDeAk2fyNbel0f0BAgQIECAAAECBAgQIECgPQRESYAAAQIECBAgQIAAAQIECJRfQIQECBAgQKAnAYlsPenYR4AAAQIECBBoHQE9JUCAAAECBAg0vUDORLP77rs3fT91kAABAgQINLGArhEgQIAAAQIECBAgQKC0AhLZSntpBdZ3AUcQIECAAAECBAgQIECAAAEC5RcQIQECBAgQIECAAAECBAgQIFB+ARESINCKAhLZWvGq6TMBAm0hMHHixLaIU5AECBAg0IICukyAAIESCJx++ukliEIIBAgQIECAQKsIzJgxI6ZPn94q3dVPAi8LeCVAgAABAgQIECAwxAIS2YYY3OkIECCQAr2V8ePHx7hx43qrZj8BAgQIECBAgAABAv0UOO200/p5pMMIECBQv4CaBAgQqAhMnTpVIlsFwzsBAgQIECBAgACBkgkIZ/AEJLINnqWWCBAgQIAAAQIECBAgQGBwBbRGgEDJBMxEU7ILKhwCBAgQIECAAAECgyOgFQIECBAgQIBAISCRrWDwQoAAAQIEyiogLgIEKgLz58+vLHonQIAAAQIEhkkgE9mmTZs2TGd3WgIECJRZQGwECBAgQIAAAQIECBAgQKD1BSSy9XYN7SdAgAABAgQIECBAgAABAgTKLyBCAgQIECBAgAABAgQIECBAoPwCIiRAgACBphaQyNbUl0fnCBBoV4GcpeCggw5q1/DFTYBAiwroNgECBAgQIECAAAECBAgQIFB+ARESIECAAAECBAgQIECgUQIS2Rolq10CfRdwBAECBAgQIECAAAECBAgQIFB+ARESIECAAAECBAgQIECAAAEC5RcQIQEC/RCQyNYPNIcQIECAAAECBAgQIDCcAs5NgACBgQvsueeeA29ECwQIECBAgACBOgU23njjGD9+fJ21VSNA4GUBrwQIECBAgAABAu0mIJGt3a64eAkQIJACCgECBAgQIECAAIE2F5g0aVKbCwifAIG2EBAkAQJNIzBhwgSJbE1zNXSEAAECBAgQIECAQMkEShSORLYSXUyhECBAgAABAgQIECBAoAwCHR0dTROGjhAgMLgCZqIZXE+tESBAgAABAgQIECAwOAJaIUCAAAECBJpDQCJbc1wHvSBAgAABAmUVEBcBAgQIECBAgACBToFMZNt999071y0QIECAQGkEBEKAAAECBAgQIECAAAECBAYsIJFtwISNbkD7BAgQIECAAAECBAgQIECAQPkFREiAAAECBAgQIECAAAECBAiUX0CEBAgQINCTgES2nnTsI0CAwDAJ5CwFEydOHKazOy0BAgRaVEC3CRAgQIBAHwQOOOCAPtRWlQABAgQIECAwMIEzzzwzpk+fPrBGHP2ygFcCBAgQIECAAAECBEorIJGttJdWYAT6LuCI5hIYN25cc3VIbwgQIECAAAECBAiUSOCGG24oUTRCIdA3AbUJECBAYOgFbrzxRolsQ8/ujAQIECBAgACBthYQPIFWFJDI1opXTZ8JECBAgAABAgQIEBhOAecmQIAAgX4K5Ew0M2fO7OfRDiNAgAABAgQIECAwpAJORoAAAQIECBAgMMQCEtmGGNzpCBAgQCAFFAIECBAgQIAAAQIE2lEgE9lmzZrVjqGLmUCbCgibAAECBAgQIECAAAECBAgQKL/A4EUokW3wLLVEgAABAgQIECBAgAABAgQGV0BrBAgQIECAAAECBAgQIECAQPkFREiAAAECBAgUAhLZCgYvBAgQaC6BnKXgoIMOaq5O6Q2BFhXQbQIECBAgQIAAAQIECBAgQKD8AiIkQIAAAQIECBAgQIAAgdYXkMjW+tew0RFonwABAgQIECBAgAABAgQIECi/gAgJECBAgAABAgQIECBAgACB8guIkAABAk0tIJGtqS+PzhEgQIAAAQIECLSOgJ4SIECAQCsJHH300a3UXX0lQIAAAQIEWlxg4sSJMX78+BaPQvdfFvBKgAABAgQIECBAgECjBCSyNUpWuwQI9F3AEQQIECBAgAABAgQIEBgigU022WSIzuQ0BAi8SsAGAgQItKHAuHHjJLK14XUXMgECBAgQIECgrQUET6AfAhLZ+oHmEAIECBAgQIAAAQIECAyngHMTIECgVQXMRNOqV06/CRAgQIAAAQIEhkPAOQkQIECAAAEC7SYgka3drrh4CRAgQCAFFAIECBAgQIAAAQIEhkEgE9l23333YTizUxIg0KYCwiZAgAABAgQIECBAgAABAgRaSKCfiWwtFKGuEiBAgAABAgQIECBAgAABAv0UcBgBAgQIECBAgAABAgQIECBQfgEREiBAgACB5hCQyNYc10EvCBAgsJBAzlJw5JFHLrTNCgECLSqg2wQIECBAgEBTCmy//fZN2S+dIkCAAAECBFpUoJduH3TQQXHiiSf2UstuAgQIECBAgAABAgQItLeARLb2vv4tEb1OEiBAgAABAgQIECBAgAABAuUXECEBAgQIECBAgAABAgQIECBQfgEREiBAoCcBiWw96dhHgAABAgQIECBAoHUE9JQAAQIECDS9wPTp02PmzJlN308dJECAAAECBAg0sYCuESBAgAABAgQIECitgES20l5agREg0HcBRxAgQIAAAQIECBAgQIBAIwUykW3WrFmNPIW2CdQhoAoBAgQIECBAgAABAgQIECBQfgERtqKARLZWvGr6TIBAWwjMmDGjLeIUJAECBAgQINCCArpMgAABAgQIECBAgAABAgQIlF9AhAQIECBAgACBIRaQyDbE4E5HgACBegRyloKpU6fWU1WdFhXQbQIECBAgQIAAAQIECBAgQKD8AiIkQIAAAQIECBAgQIAAAQIE6hdo1US2+iNUkwABAgQIECBAgAABAgQIEGhVAf0mQIAAAQIECBAgQIAAAQIEyi8gQgIECBAgUAhIZCsYvBAgQIAAAQIEyiogLgIECBAgQKArgUsuuaSrzbYRIECAAAECBBoicOSRR8aUKVMa0vbLjXolQIAAAQIECBAgQIBA6wtIZGv9ayiCRgtonwABAgQIECBAgAABAgQIECi/gAgJECBAgAABAgQIECBAgACB8guIkACBphaQyNbUl0fnCBAgQIAAAQIECLSOgJ4SIECAAIHeBMaPHx8bbrhhb9XsJ0CAAAECBAgQaGIBXSNAgAABAgQIECDQKAGJbI2S1S4BAgT6LuAIAgQIECBAgAABAgQIlFogE9k22mijUscoOAJ1CKhCgAABAgQIECBAgAABAgQIlF9AhP0QkMjWDzSHECBAYCgExo0bNxSncQ4CBAgQIECAQAsK6DKBgQvccMMNA29ECwQIECBAgACBOgVmzJhRZ03VCBAgQOA/ApYIECBAgACBdhOQyNZuV1y8BAi0hEDOUjBx4sSW6KtOtqiAbhMgQIAAAQIE2lzggAMOaHMB4RMgQIBAWwgIsmkEpk6dGieeeGLT9EdHCBAgQIAAAQIECBAg0IwCEtn6eVUcRoAAAQIECBAgQIAAAQIECJRfQIQECBAgQIAAAQIECBAgQIBA+QVESIAAAQLNISCRrTmug14QIECAAAECBMoqIC4CBAgQIECAQKdAzkQzc+bMznULBAgQIECAQGkEBEKAAAECBAgQIECAAIEBC0hkGzChBgg0WkD7BAgQIECAAAECBAgQIECgPAKzZs0qTzCDGonGCBAgQIAAAQIECBAgQIAAgfILiJAAgZ4EJLL1pGMfAQIEhlFg6tSpw3h2pyZAgAABAi0ooMsECBAgQIAAAQIECBAgQIBA+QVESIAAAQIECBAgUFoBiWylvbQCI0CglQWmT58eM2bMGPIQnJAAAQIECBAgQIAAAQIECBAov4AICRAgQIAAAQIECBAgQIAAgfILtGKEEtla8arpMwECBAgQIECAAAECBAgMp4BzEyBAgAABAgQIECBAgAABAuUXECEBAgQIECAwxAIS2YYY3OkIECBAgACBFFAIECBAgAABAsMrcMkllwxvB5ydAAECBAi0hYAgKwJHHnlkTJkypbLqnQABAgQIECBAgAABAgS6EJDI1gVKS2zSSQIECBAgQIAAAQIECBAgQKD8AiIkQIAAAQIECBAgQIAAAQIEyi8gQgIECBAoBCSyFQxeCBAgQIAAAQIEyiogLgIECBAgQKB5BHImmg033LB5OqQnBAgQIECAQGkEBEKAAAECBAgQIECAQOsLSGRr/WsoAgKNFtA+AQIECBAgQIAAAQIECBAYNIGNNtpo0NrS0KAKaIwAAQIECBAgQIAAAQIECBAov4AICTS1gES2pr48OkeAQDsLjBs3rp3DFzsBAgQIEGhBAV0mQKCVBG644YZW6q6+EiBAgAABAi0uMGPGjBaPQPcJEG9rS/kAABAASURBVPiPgCUCBAgQIECAAIFGCUhka5SsdgkQIDAAgfHjx8fEiRMH0EKLHqrbBAgQIECAAAECBIZI4IADDhiiMzkNAQIECLxKwAYCbSgwderUOPHEE9swciETIECAAAECBAgQINC2Av0IXCJbP9AcQoAAAQIECBAgQIAAAQIEhlPAuQkQIECAAAECBAgQIECAAIHyC4iQAAECBAi0m4BEtna74uIlQIAAAQIEUkAhQIAAAQIECBAYBoGciWbatGnDcGanJECAAIE2FRA2AQIECBAgQIAAAQIECLSQgES2FrpYzdVVvSFAgAABAgQIECBAgAABAgTKLyBCAgQIECBAgAABAgQIECBAoPwCIiRAgEBzCEhka47roBcECBBYSGD69OkxderUhbZZIUCAAIEWFdBtAgQIECBAgAABAgQIECBAoPwCIiRAgAABAgQIECBAYMACEtkGTKgBAgQaLdCu7c+YMaNdQxc3AQIECBAgQIAAAQIECLShgJAJECBAgAABAgQIECBAgACB8guIkEBPAhLZetKxjwABAgQIECBAgAABAq0joKcECPRBYJNNNulDbVUJECBAgAABAgMT2HjjjQfWgKMJECDwHwFLBAgQIECAAIHSCkhkK+2lFRgBAgQI9F3AEQQIECBAgAABAu0icPTRR7dLqOIkQIAAgVcJ2EBg6AUmTJgQU6ZMGfoTOyMBAgQIECBAgAABAgRaSGBwE9laKHBdJUCAAAECBAgQIECAAAECBPop4DACBAgQIECAAAECBAgQIECg/AIiJECAAAECQywgkW2IwZ2OAAECBAgQIJACCgECBAgQIECgHQVyJprdd9+9HUMXMwECBAi0qYCwCRAgQIAAAQIECBAgQKB+AYls9Vup2VwCekOAAAECBAgQIECAAAECBAiUX0CEBAgQIECAAAECBAgQIECAQPkFREiAAIFCQCJbweCFAAECzScwceLE5uuUHhEgQIBACwroMgECBAh0JXD66ad3tdk2AgQIECBAgEBDBGbMmBHTp09vSNsaJfCygFcCBAgQIECAAAECrS8gka31r6EICBBotMAwtD9+/PgYN27cMJzZKQkQIECAAAECBAi0h8Bpp53WHoGKkgCB+gXUJECAQAMFpk6dKpGtgb6aJkCAAAECBAgQIFC3gIpNLSCRrakvj84RIECAAAECBAgQIECgdQT0lAABAr0JmImmNyH7CRAgQIAAAQIECDS/gB4SIECAAAECBBolIJGtUbLaJUCAAAECfRdwBAECBAgQIECAAIFSC2Qi27Rp00odo+AIECBQh4AqBAgQIECAAAECBAgQIECAQBcCJUtk6yJCmwgQIECAAAECBAgQIECgpQQ6Ojpaqr86OxwCzkmAAAECBAgQIECAAAECBAiUX0CEBAgQINBuAhLZ2u2Ki5cAgZYQyFkKpk6d2hJ91UkCBFpUQLcJECBAgAABAgQIECBAgACB8guIkAABAgQIECBAgAABAi0kIJGthS6WrjaXgN4QaLTAjBkzGn0K7RMgQIAAAQIECBAgQIBALwJ2EyBAgAABAgQIECBAgAABAuUXECEBAs0hIJGtOa6DXhAgQIAAAQIECBAoq4C4CBAg0JQCe+65Z1P2S6cIECBAgACBcgpsvPHGMX78+HIGJyoCLwt4JUCAAAECBAgQIDBgAYlsAybUAAECBBotoH0CBAgQIECAAAECBAZbYNKkSYPdpPYIECAwQAGHEyBQZoEJEyZIZCvzBRYbAQIECBAgQIAAgboFVOxJQCJbTzr2ESBAgAABAgQIECBAgEDrCOgpAQIECBAgQIAAAQIECBAgUH4BERIgQIAAAQKlFZDIVtpLKzACBAgQINB3AUcQIECAAAECBAgQaKTAlClTYvfdd2/kKbRNgAABAnUIqEKAAAECBAgQIECAAAECBJpRQCLb4F4VrREgQIAAAQIECBAgQIAAAQLlFxDhEAn84x//iLlz5xbl7rvvDoWBMWAMGAPGQLONgSH6SnQaAgQIECBAYHgEnJUAAQIEhlhAItsQgzsdAQIE6hEYP358TJw4sZ6q6hAgQKBFBXSbAAECBAgMr8ABBxwwvB1w9roEbrrpprjrrrvin//8Z/zpT39SGBgDxoAxYAw01RiYPXt2Xd9nWenMM8+M6dOn52KbFeESIECAAAECBAgQIECgfgGJbPVbqUmguQT0pvQC48aNK32MAiRAgAABAgQIECAwXAI33HDDcJ3aefsosNpqq8Wb3vSm2HPPPduziNt1NwaMAWOgKcfAWmut1advtBtvvFEiW5/EVCZAgAABAgQItJmAcAkQKAQkshUMXggQIECAAAECBAgQKKuAuAgQIECgeQRyJpqZM2c2T4f0hAABAgQINKnAkUceGTvvvHP84he/WKiHH/3oR+M973lPUQ499NCYN29eTJ48uSj33ntvUfeoo44q9l999dXFuhcC7SIgTgIECBAgQIAAgdYXkMjW+tdQBAQIEGi0gPYJECBAgAABAgQIECAwKAKZyDZr1qxBaUsjBAgMuoAGCRBoEoHrrrsu7rvvviKJ7YQTToinnnqqs2fHHHNMnHjiiZFPc1h55ZXjrLPOis022yz23nvvOOywwyK/Z2+66aY4/vjj45BDDokFCxZ0HmuBAAECBAgQIECAAAECEdHUCBLZmvry6BwBAgQIECBAgAABAgQItI6AnhIgQIAAAQIECBAYuMCaa64ZX/va12LxxRePMWPGxLPPPtvZ6CqrrBKLLrpoXHLJJcUjV6+99trYZZddYsstt4zZs2fH9ddfX6yvscYasd5668X999/feawFAgQIEBgsAe0QIECAAAECjRKQyNYoWe0SIEBgAAI5S8FBBx00gBYcSqBFBXSbAAECBAgQIECAAAECBAgQKL+ACHsUWHbZZWOFFVaIadOmxaqrrhrLLLPMQvUvuOCC2GeffWKxxRaLuXPnxpJLLlnsf/755+Pxxx/vXF966aXjscceK/Z5IUCAAAECBAgQIECAQCsISGRrhavUhz6qSoAAAQIECBAgQIAAAQIECJRfQIQECBDoSiBnb8rElUrJ5JaRI0dGZb3yvsQSSxSHjxgxIpZaaqlif87wVGz0QoBAXQL5+M4sdVXuR6Wrr766eITo0Ucf/aqjf/WrX8V2221XbM/7fP78+cVy3tN5f1fWn3766WJWt2LnIL/ccccd8eKLLw5yq5ojQIAAAQIEagWsEyBAoN0EJLK12xUXLwECBAgQIECAQAooBAgQINDmAl39UbjNSYRPgECLC+TjB3MWp5kzZ8Z1110XN9xwQzEz00orrRRPPvlksS2333LLLdHR0RHLLbdcrLzyykWdRx55pJj9KRNiWpxB9wkMmUAmgWap94QTJ06M8ePH11X9gQceiEMOOSSmTp36qkS0F154IW699dZYa621irbWXnvt4nGi+QjRsWPHFtvzcaMLFiyITLRbbbXVohH/5edNI9ptQJuaJECAAAECBAgQIECghQQksrXQxdJVAs0loDcECBAgQIAAAQIECBBoXYFNNtmkdTuv5wSGVMDJWkUgZ2LKvk6ePDnOPvvsOPXUU+Nd73pXXHXVVXHJJZfEkUceGRdddFEce+yxscUWW8RTTz0VZ555ZkyZMiX233//+MlPfhKvec1rYpFF/Mo4HRUCvQmsscYakaVSb/r06ZXFLt/HjRtXdyLb+eefXySfbrvttrHuuuvGbbfd1tnmgw8+GPlzTEdHR7Ft0qRJcdJJJ8UOO+wQ++67b7z1rW8tklc333zz2GmnnaJRsy3m4047Ol7uQ3bE7GypoBAgQIAAAQIEWllA3wk0h4DfSjTHddALAgQIECBAgAABAgTKKiAuAgQIEOgUqHcmms4DLBAg0GeBUaNGFUlpp5xySnzve9+L8847r2hj1113jaOOOipOP/302HHHHeOaa66JX//610UyWya05faOjo6GJb0UnfBCoKQCmcR22mmnxW9+85tBiXCvvfaKOXPmFDOv5exr66yzTme7OZPiz3/+84XWzznnnMhZ2DLxLR8nfMwxx8QVV1wRX/jCFzrrNXIhZ4l7/vnnPWq0kcjabg0BvSRAgAABAgQIEBiwwCIDbkEDBAgQIECgwQKaJ0CAAAECBAgQIECgHAKZyLb77ruXIxhREGhygUwsyceIrr766kVP586dG/fdd1/ko0cz4SVnecpkmJxV6c477+ycWWo4Z1UqOuqFQIsJVJLYNthgg3j3u989LL3v6OiIMWPGLHTuxRZbbKH1Rq3kZ02WnM2xo+M/M7Q16nzaJUCAAAECBAgQIECg9QV6ikAiW0869hEgQIAAAQIECBAgQIAAgdYR0FMCBAgQIBDPPfdcbLTRRrH++uvH9ddfH7vttluhkjO05axs22yzTRxyyCHx+te/PhYsWBCPPfZY5OxPBx54YDGb0jPPPFPU90KAQO8C99xzT5x22mmRSWx77713dHS0VyJXJrBlySS2LL2LqUGAAAECgySgGQIECBAgUFoBiWylvbQCI0CglQVyloIjjzyylUPQdwItKqDbBAgQIECAQLsIbL/99u0SakvHmTNDPfvsszFv3rx45JFHFAbGQA9j4Mknn+y83y+//PIiie2MM86I1VZbrdi+//77F48TzaS16667LvIxgLnjE5/4RHzmM5+JzTffPB544IF4+OGHOffg7LOoLJ/FA4/j9ttvj6uvvjpe97rXRf5ccccdd0Ru665ksmj+vi9nRSxDueuuu0ISW36KKgQIECBAgAABAgQIDKaARLbB1NRWBAMCBAgQIECAAAECBAgQIECg/AJDFGEm2jzxxBNFUs1tt90WCgNjoPsx8OCDDxZ35qhRo2Ls2LGRM6v985//LN6LHa+85GxsJ510UsyePTu+853vxBZbbBETJ04s9i6//PJx3333udd83hgDvYyB3//+95EJoaNHj468537729/GxRdf3GOZP39+4Tpt2rRo9fKjH/0o5syZEzkLW5biA8QLAQIECBAgUE4BUREgQGCIBSSyDTG40xEgQIAAAQIECBBIAYUAAQIECLSjwPTp0yNnoak39pEjR8Zyyy0Xa6yxRmy55ZYKA2OghzGQjwqtvrdyNsNMsMn7qKOjo0g4yeTQ17zmNXHwwQfHt7/97fjJT34SRx11VCy77LKx7rrrRtbNxDb3m88bY6D7MZD3yRVXXBGrrLJK7LLLLvHZz362rrLkkksWiaOHH354tHLJx6hm4uyKK65YfK6E/3oVUIEAAQIECBAgQIAAgfoFJLLVb6UmAQLNJaA3BAgQIECAAAECBAgQINBiApnINmvWrEHvdfUjFQe9cQ0Ot4Dz1ymQSWpZtZIsmo/8y/V832OPPWLKlCmRM0I9/fTTsc8++8QJJ5wQd999dzGrUs6sdOutt2b14lGBxYIXAgReJXDttdfGaaedFhtuuGFstdVWr9pf9g1nnXVW/PznPy8S+FZbbbWyhyst6/Z1AAAQAElEQVQ+AgQIECBAgACBoRVwNgKFgES2gsELAQIEmk9gxowZzdcpPSJAgAABAgRaUECXCRAgUH6BnF3q6quvLn+gIiTQg0AmqT322GPx+OOPF4/jXbBgQVE7k9RyW5a5c+fGo48+Glkv68+bN6+on/uyVLYXB3ohQGAhgeoktk996lML7WuHlbPPPrsziW3y5MntELIYCbSggC4TIECAAAECBFpfQCJb619DERAgUEKBnKVg6tSpJYysRUPSbQIECBAgQIAAAQIEmkbgmWeeiU9/+tMLlUceeSQ+//nPx3XXXdc0/dQRAsMhkLMTZkJazrpWOf9zzz3XmayWs7NlyXoPP/xwMRtb1q+U3F45ri3fBU2gB4E11lijmImtHZPYkmWttdYqZmKTxJYaCgECBAgQIECAAAECjRIYkkS2RnVeuwQIECBAgAABAgQIECBAgEDzCOgJgaEQWHTRRePHP/7xQuXMM8+MK6+8Mt70pjcNRRecgwABAgTaUGCllVaKdk1iy8u9xRZbhCS2lFAIECBAIAUUAgQIECDQKAGJbI2S1S4BAgQIECBAoO8CjiBAgAABAgSGSODoo48eojM5TSME/v3vf8fFF1/c2fSdd94Zs2fP7ly3QIAAAQIEmk1g4sSJMX78+Eq3vBMgQIAAAQIECBAgQIBAFwIS2bpAsamVBfSdAAECBAgQIECAAAECBAj0LrDJJpv0XkmNphRYsGBBHHTQQbH88svHCy+8ELfddluMGjUqvvWtb8U///nPpuyzThEgQIAAgXHjxklkMwwIECBAgAABAn0WcAABAu0mIJGt3a64eAkQIECAAAECBAikgEKAAAECBIZBIGei2XDDDQd05meeeSYWW2yx2HTTTePee++NSZMmxbx582KttdaKRx55ZEBtO5gAAQIECBAgUDoBAREgQIAAAQIECBBoIQGJbC10sXSVAIHmEtAbAgQIECBAgAABAgQIEOibQCaybbTRRn07qKb2EkssEbvttlt86lOfioMOOiiOOOKIOOecc2L99dePt7zlLTW1rRIYuIAWCBAgQIAAAQIECBAgQIAAgfILiLA5BCSyNcd10AsCBAgQIECAAAECBAiUVUBcBAgQGHSBHXfcMU4++eQ488wzY/vtt4+vfvWrseuuuw76eTRIgAABAgQIECBAgEDdAioSIECAAAECBAYsIJFtwIQaIECAwOAL5CwFRx555OA3rMUWFdBtAgQIECBAgACBwRbI5KfBblN7BAgQIEBgYAKOLrNAziJ64oknljlEsREgQIAAAQIECBAgQGDAAu2RyDZgJg0QIECAAAECBAgQIECAAAECTS+gg6UTmDt3bjz11FNxzz33xFVXXVWUyy+/PL72ta/F7373u2I9t0+dOjXOO++8zvXcprzsxYGDMWAMGAONGQOPPfZYzJkzp3TfvQIiQIAAAQItIaCTBAgQIFBaAYlspb20AiNAgAABAgQI9F3AEQQIECBAgACBRgrkTDQzZ86s+xQLFiwokgQeeuihuOmmm4oya9as+P3vfx/HHHNMXHrppcW2f/3rX5FtZ7JGpZ73l704cDAGjAFjoDFj4OGHH44nn3yy7u+0ZquoPwQIECBAgAABAgQIEGhGAYlszXhV9KmVBfSdAAECBAgQIECAAAECBAgQ6EEgE9F62L3QrqWWWirWWGONePOb3xyf+MQnijJp0qRYe+21I2dhu+OOO4r9Bx54YOyyyy6x8cYbF3UqdRv47jyvXA/GnzAWjAVjoE3HQH4Xvfa1r13oe8sKAQIECBAgQIBA6QQERIDAEAtIZBticKcjQIBAvQL5R5l666pHgAABAgRaT0CPCRAgQIBA/wQ6OjpiueWWi2WXXTaOO+64uPnmm2Py5MnxxBNPxLbbbtu/Rh1FgAABAgQIECDQIAHNEiBAgAABAgQIEKhfQCJb/VZqEiBAYMgEpk+fHjNmzOj5fPYSIECAAAECBAgQIECgDQXGjBkThx9+eFx44YVx+umnx6hRo+J973tfTJw4MUaMGNGGIkIuvYAACRAgQIAAAQIECBAgQIAAgfILiLAQkMhWMHghQIAAAQIECBAgQIAAgbIKiIsAgXIJPPPMM7HXXnsVSWtve9vbYrvttouVV145vvSlL8Udd9xRrmBFQ4AAAQIECBAgQIBA3QIqEiBAgAABAq0vIJGt9a+hCAgQIECAQKMFtE+AAAECBAgQKJ3AJZdcUrqY2iWgTGR7/vnniwS2DTfcMNZff/3IhLZ11lkn7r333nZhECcBAgQaIaDNBgoceeSRMWXKlAaeQdMECBAgQIAAAQIECBBofQGJbENyDZ2EAAECBAgQIECAAAECBAgQKL+ACIdCYOmll4799tsvDjrooNh7772L8ulPfzrWXnvt2GabbYaiC85BoGkFllhiich7pFKWXHLJGDVq1ELbcl9u7+joKGY2XGqppSLLyJEjw38ECBAgQIAAAQIECNQjoA4BAgQINEpgkUY1rF0CBAgQIECAAAECfRZwAAECBAgQIFBqgZyJJmdRG2iQm266abzrXe+Kt7zlLZHLO+ywQ7zjHe+Ijo6OgTbteAItKzBmzJhYZpllYubMmXHdddfFDTfcEI8//nisuOKK8eSTTxbbcvstt9wS+d8KK6wQq6yySjz00EPx9NNPx0orrRSLLrpo7lIIECDQeAFnIECAAAECBAgQIECAQBcCEtm6QLGJQCsL6DsBAgQIECBAgAABAgQIEGhmgY022mhA3ctHi+61117FTFL5SNHtttsuVl555fjSl74Ud9xxx4DabqWD9ZVArcCIESOKTZMnT46zzz47Tj311CLh86qrropLLrkk8rGGF110URx77LGxxRZbFEluZ5xxRhxwwAExceLE+Mtf/hLLLrts0YYXAgQIECBAgAABAgQIEGgOAb0g0G4CEtna7YqLlwCBlhEYN25cy/RVRwkQIECAQAsK6DIBAm0ukDMVtTlBy4afiWzPP/98ZAJbzu62/vrrRya0rbPOOnHvvfe2bFw6TmCwBPJRoj/5yU/ilFNOie9973tx3nnnFU3vuuuucdRRR8Xpp58eO+64Y1xzzTUxa9asYv2II46IX/3qV0WCaCUhrjjICwECgyYwY8aMQWtLQwQI9ElAZQIECBAgQIAAgRYSkMjWQhdLVwkQaB+B8ePHF/8aurkj1jsCBAgQIECAAAECrSuQMxC1bu/bu+dLL7107LfffnHQQQfF3nvvXZRPf/rTsfbaa8c222zT3jiiJ1Al8MILL0Q+RnT11Vcvts6dOzfuu+++4tGj1157bay77rrxrW99K+bMmRPHHXdcbL755vHiiy9GHlcc0PligQCBwRCYOnVqnHjiiYPRlDYIECBAgAABAgQIECDQAIHmaFIiW3NcB70gQIAAAQIECBAgQIAAgbIKiIsAgUEXyIS1H/zgB3HCCScU5fjjjy/+MVBHR8egn0uDBFpN4LnnnouNNtoocrbC66+/PnbbbbcihJyhLWdly/vnkEMOide//vVF0to999xTPGY03zs6OqKjo6Oo74UAAQIECBAgQKCPAqoTIECAAAECAxaQyDZgQg0QIECAAAECjRbQPgECBAgQIECAQDkEciaaadOm1R1Mzg6VjxHNxJx58+aFwsAY6H4MPPvss5331uWXXx6ZxHbGGWfEaqutVmzff//9i8eJ7rXXXnHdddcV25588snYdttt4+yzzy5mZcuNHR0d7jWfN8M2BlrpHs/vprxnFAIECBAgQIAAAQIECBAYPIFFBq8pLTWxgK4RIECAAAECBAgQIECAAAEC5RcoXYSZxPbYY4/FAw88EDNmzFAYGAM9jIF//etfxWfAqFGjYuzYscV9c+2118YzzzxTbK+85GxsJ510Utxxxx3xoQ99KO6///548MEHY9NNNy2q3HvvvZx7cPZZ5LO4Mgbyu6m4abwQIECAAAECBIZewBkJECBQWgGJbKW9tAIjQKDVBaZOndrqIeg/AQIEWlBAlwkQIECAAIFmEhg5cmQst9xysfrqq8cWW2yhMDAGehgDa6211kK37+KLLx4rr7xy5H3U0dERiyyySGRy6Gte85o4+OCD4zvf+U586Utfig984APxsY99LA488MDI/9xvPmt83tY3BvJeyXtGaVUB/SZAgAABAgQIECBAoBkFJLI141XRJwKtLKDvgyIwffr04l8/D0pjGiFAgAABAgQIECBAgAABAoMtoL2mE8gktezUzJkz8y1eeOGFzvc99tgjpkyZEvPnz4+nn3469tlnnzj++ONjhx12iD/96U9x6aWXxjbbbBM5A2KlneJgLwQIECBAgAABAgQIECDQ3gKiJzDEAhLZhhjc6Qi0s8Czzz4bxx57bBx22GE9ljPOOKOdmcROgAABAgQItImAMAkQGF6BTTbZZHg74OwECBAYZIFMUpszZ048/vjj8fDDD8eCBQuKM+Rybps7d26RqPboo48W77me5cUXXywS3PIxiU8++WRxjBcCBAZfYOONNx78RhvQ4uzZs+O///u/e/z9bf5+984772zA2TVJoJwCoiJAgAABAgQIEKhfQCJb/VZqEiAwQIH8xeg//vGPYqaxGTNmdPue/zJ4gKdyeHsIiJIAAQIECBAgQIBAvwWOPvrofh/rQAIECDSrwLx584pEtkxqq/QxZ1jLRLYnnngi8nczOVNbJqzlepZMdMuZ2J577rnKIc32rj8ESiEwYcKEYmbEZg9m5MiRkclsPf3+NvdVf840e0z6R4AAAQIECBAgQIBASwgUnZTIVjB4IUBgKATyl6VDcR7nIECAAAECBAgQIECgWsAyAQIECBAgQIAAAQIECBAgUH4BERIgQIAAgdYXkMjW+tdQBAQIECBAgECjBbRPgAABAgQIECAwKAJTpkyJDTfccFDa0ggBAgQIEBh0AQ0SIECAAAECBAgQIECAwLAKSGQbVv72OblICfRF4JlnnulLdXUJECBAgAABAgQIECBAoEkE6unGRhttVE81dQgQIECAAAECBAgQIECAAIEmFdAtAgQINEpAIlujZLVLgACBAQpMnDhxgC04nAABAgRaUECXCRAgQGCIBE4//fQhOpPTECBAgAABAgQiZsyYEdOnT0dBoCLgnQABAgQIECBAgACBLgQksnWBYhMBAq0sUI6+jx8/PsaNG1eOYERBgAABAgQIECBAoAkFTjvttCbslS7VCowePbp2k3UCrwh4I0CAQGsJTJ06VSJba10yvSVAgAABAgQIEGgKAZ1oNwGJbO12xcVLgAABAgQIECBAgACBFFAIECAwDAJmohkGdKckQIAAAQIECBBobwHREyBAgAABAgRaSEAiWwtdLF0lQIAAgeYS0BsCBAgQIECAAAECBPomkIls06ZN69tBahMgQGCYBZyeAAECBAgQIECAAAECBAgQGBqB4UxkG5oInYUAAQIECBAgQIAAAQIECBAYTgHnJjBggTlz5sSdCA1gfwAAEABJREFUd96pMDAGjAFjwBhomjEw4C83DRAgQIAAgfIJiIgAAQIECAxYQCLbgAk1QIBAvQKLLLJIvPGNb4yNNtqox7LkkkvW22Rp6+UsBVOnTi1tfAIjQKCvAuoTIECAAAECBNpTYPTo0fHggw/Gv//97/j73/+uMDAGjAFjwBhomjGQ30+D/+08/C0uWLAgXv/61/f4+9v8/e6YMWOGv7N6QIAAAQIECBAgQIBA6QQkspXukgqoSwEbm0Ig/wDxmc98Jr7+9a/3WD7+8Y83RX+HuxMzZswY7i44PwECBAgQIECAAAECBIZV4N3vfnesv/76scEGG8QHP/jB3os6jIwBY8AYMAaGcAxss802w/o92YiTv+51r4tDDz20x9/f5u93M9mtEefXJgECBAgQIECgLgGVCBAorYBEttJeWoERIECAAAECBAgQ6LuAIwgQINAuAnvuuWe7hCpOAgQIECBAoAkENt544xg/fnwT9EQXCLws4JUAAQIECBAgQIBAMwpIZGvGq6JPBAi0soC+EyBAgAABAgQIECDQAgKTJk1qgV7qIgECTSygawQIEOiTwIQJEySy9UlMZQIECBAgQIAAAQJNIaATQywgkW2IwZ2OAAECBAgQIECAAAECBFJAIUCAAAECBAgQIECAAAECBMovIEICBAgQIECAQP0CEtnqt1KTAAECBAg0l4DeECBAgAABAgQIEGgxgSlTpsTuu+/eYr3WXQIECAyzgNMTIECAAAECBAgQIECAAIE2EWjrRLY2ucbCJECAAAECBAgQIECAAAECbS0geAIECBAgQIAAAQIECBAgQKD8AiIkQIAAgdYXkMjW+tdQBAQIlFBg/PjxMXHixBJGJiQCBFpUQLcJECBAgEDpBA444IDSxSQgAgQIECBAoHkFzjzzzJg+fXrzdvDlnnklQIAAAQIECBAgQIDAsApIZBtWfidvHwGREui7wLhx4/p+kCMIECBAgAABAgQIEKhL4IYbbqirnkoE+iagNgECBAgQ6FrgxhtvlMjWNY2tBAgQIECAAIEWFNBlAgQaJSCRrVGy2iVAgAABAgQIECBAoO8CjiBAgACBUguYiabUl1dwBAgQIECAAIH6BdQkQIAAAQIECBAg0IWARLYuUGwiQIBAKwvoOwECBAgQIECAAAECBJpVIBPZpk2b1qzd0y8CLSWgswQIECBAgAABAgQIECBAgED5BdotQols7XbFxUuAAAECBAgQIECAAAECKaAQIECAAAECBAgQIECAAAEC5RcQIQECBAgQINBCAhLZWuhi6SoBAu0jkLMUHHTQQe0TsEhbVEC3CRAgQIAAAQIECBAgQIAAgfILiJAAAQIECBAgQIAAAQIECAyNgES2oXHu+iy2EiBAgAABAgQIECBAgAABAuUXECEBAgQIECBAgAABAgQIECBQfgEREiBAgMCABSSyDZhQAwQIECBAgAABAo0W0D4BAgQIEBhsgT333HOwm9QeAQIECBAgQKBbgY033jjGjx/f7X47XhbwSoAAAQIECBAgQIBAewtIZGvv6y/69hEQKQECBAgQIECAAAECBAhUCUyaNKlqzSKB0ggIhAABAgSaVGDChAkS2Zr02ugWAQIECBAgQKAFBXSZQGkFJLKV9tIKjAABAgQIECBAgACBvgs4ggABAgQaKWAmmkbqapsAAQIECBAgQKB+ATUJECBAgAABAgSaUUAiWzNeFX0iQIBAKwvoOwECBAgQIECAAAECBLoRyES23XffvZu9NhMg0FICOkuAAAECBAgQIECAAAECBAiUX2CII5TINsTgTkeAAAECBAgQIECAAAECBFJAIUCAAAECBAgQIECAAAECBMovIEICBAgQIECgfgGJbPVbqUmAAIEhE8hZCo488sghO58TEWhRAd0mQIAAAQIECPRbYPvtt+/3sQ4kQIAAAQIEhlSgFCc76KCD4sQTTyxFLIIgQIAAAQIECBAgQIDA/8/efcBLUZ0NGH/HKHbFDnbsBSSKGk2sscXOZ4+oWLFXLNh7LLHFLragYu81MRIrdkQFKxbsYu/d5OM5ZK7LurfB3nu3PP48O7MzZ86c85/ducvOu++0lYCBbG0la7sKKKCAAgoooIACCiiggAIKtF7ALRRQQAEFFFBAAQUUUEABBRRQoPYFHKECCiiggAIKlBAwkK0EiosUUEABBRRQoJoF7LsCCiiggAIKKKBApQoMGzYsRo4cWands18KKKCAAlUlYGcVUEABBRRQQAEFFFBAAQVqTcBAtlo7ouUYj20ooIACCiiggAIKKKCAAgoooEDtC3TACAlke+655zpgz+5SAQUUUEABBRRQQAEFFFBAgToVcNgKKKBAFQkYyFZFB8uuKqBAfQmMGDGivgbsaBVQQIEqFLDLCiiggAIKKKCAAgoooIACCihQ+wKOUAEFFFBAAQUUUEABBdpHwEC29nF2LwooUFrApY0IkKVg8ODBjax1sQIKKKCAAgoooIACCiiggAJVJWBnFVBAAQUUUEABBRRQQAEFFFCg9gUcoQITLWAg20QT2oACCiiggAIKKKCAAgoo0NYCtq+AAgoooIACCiiggAIKKKCAArUv4AgVUEABBRRQQIH6FjCQrb6Pv6NXQAEF6kfAkSqggAIKKKCAAgooUCBw2mmnFTxzVgEFFFCgZgQciAIVKtCnT5/o1atXhfbObimggAIKKKCAAgoooIAClSHQ4kC2yuiuvVBAAQUUUEABBRRQQAEFFFBAgbYUqJe2e/bsWS9DdZwKKKCAAgooUAECPXr0MJCtAo6DXVBAAQUU+EXAOQUUUEABBSpRwEC2Sjwq9kkBBRRQQAEFqlnAviuggAIKKKCAAgo0IkAmmsUXX7yRtS5WQAEFFFCgqgTqurNdunSJtddeu6GMHj06hgwZksp9990X7733Xqy66qox44wztlkZOnRoXR8DB6+AAgoooIACCiigQC0KGMhWi0e16sfkABRQoJ4EsiyLKaecMqaffvqYfPLJ62nojlWBmhLIsiw6deoUv/nNb2pqXA5GAQUUqBYBzr/TTTddTDXVVKnLk046afp8NfXUU8ckk0ySlvmgQCUIEMjWvXv3/3XFiQIKKKCAAgpUqwCfN7fffvvIyxNPPBGffPJJKi+++GJ07do17r333vQ8X17OKW5/+MMfmFgUUEABBRRQoOIF7KACCijQcgG/zW65lTUVUEABBcokkGXjgtdmmmmmmGOOOWLmmWcOLrzOOuusBrOVydhmFGhLAYIkOnfu3PDe5dfVvJdnm222mH322YNfZVOnLftg2/8TcKKAAnUvkGVZzDDDDOn8yw8D+HzF56r88xXnaM7NnLezLKt7LwEUUEABBRRQQAEFFKhKATutgAIKKKCAAgoooECdCBjIVicH2mEqoEBpgUpdSpaCE088sVK7N0H9yrJfB68R6PLVV1/FjTfeGNtss018+eWXMcUUU0xQ+26kgAJtL5BlWRBwSpDEtNNOGz///HNMM800QbYf3st33XVXDBo0KEaNGhXUYV3b98o9KKCAAvUrkGXjzsucbx977LHo27dvuoUT5+jJJpssyICx2mqrxVVXXZXO1wQcZ5nBbPkrBpt83qkCCtS+gCNUQAEFOlpgwIABMXDgwI7uhvtXQAEFFFBAAQUUUKCmBRxc9QsYyFb9x9ARKKCAAhUtQGAaAS1kayIzCMFrX3/9ddxyyy3pYus888wTO+64Y3A7Ai64VvRg7JwCdS5AYAS3AOZWIL1794655547unXrFpdddllssMEGsfPOO8fZZ58dK6ywQvz9738Psv94O7s6f9E4/FoScCwVKEAgcadOnWLo0KGx9tprx6effpqCjPNzL5+z5p9//thjjz3i6KOPDj5rka2tAodilxRQQAEFFFBAAQUUaLEAn3/57qHFG1hRAQVaI2BdBRRQQAEFFFCgQwUMZOtQfneugAIK1LYAQSyzzDJLELz2zTffxK233hrbbbddCn7Zc88947bbbovzzz8/3nnnnbjkkktSNrbvv/++RlEclgLVL0DABKM49dRT0/v2gQceiMsvvzz22WefICPbSy+9FE888UQcfPDBccIJJ0SWZUHgG9tYFFBAAQXKL8BnLFrlXLzJJpukz1pzzjlnfPvtt/Hjjz/GfPPNl7J+nHzyyXHmmWcGgchTTjklm1gU6DABMtGMHDmyw/bvjmtLgM+n3Fa5uOTnx8bWU5/A3t/85jcpuzD/bqXwb1i2JSCYbJfUK1W4pTN1i9flP/zIl7P/XJx9sU+2Y195neIp+8+3Yb54Pc/zc3mWZSnjJssoBCyzbeF2hZ/H+aEZ9SjUoS6FH5axrFThFtX8OK3UOpYxZrxoh8I++BEbmZxxwoCga+o2VnDBh3HlPrSR97Gx7dk327FfCvO0xX5YV9gv1ufjxJ9xcYzZJl/OdqUK/WL7lhdrKqCAAgoooIACCiiggAIKKKDAhApMMqEbtvt27lABBRRQoOoE+FKYTh955JEx11xzpcAWLqj+4x//iKeffppV8fvf/z4FunDB9cMPP4zvvvsuLfdBAQUqT4ALPPRqxIgRsf7660f37t1j5ZVXjj/+8Y8pC1t+gYdlvJ/Jvphvw3YWBRRQQIHyCuQX6LmF6CqrrJIa//jjj4Py/vvvp+l///vfWG+99dK69957L2XBTU8q+cG+1bzAc889V/NjdIBtL0CAFMFIBC4VFwKvZp999mhsPfUJWOrSpUuqQ/AVQWAEP7EtywnCol6pwr91qVu8jiAsArjy5eyfemgQPMU+ec7+8jrFU/bP52rqMF+8nucEedEebRX2k30T/FW4HfUI1mJ8bMf2FOqwD/pWuJx1hQVn2ixcVjjPmCm0Q1/YH/3n3wE4YTDbbLNF4TbF87hgTj8YE9vSBn1kTJTibXjOfrt27RrUZf9sT1v5OvrDcgrLqcs6LBgX69lvY+1Tl0K7BNPRjkUBBSpD4KGHHoo//OEPldEZe6GAAgooMOECbqmAAgoooEAJAQPZSqC4SAEFFKgEAQJFKqEf5egDF1Nph2A2vsTmy2a+SGcZ5aeffoovv/zSIDYwLAqUQaCtmyDglAs6+X64sEXJn+cXecgGlGVZvtipAgoooECZBX7++efU4hprrBH33HNPELTGhXqCCLgoTzBAlmXx8MMPp4w9Cy+8cPznP/9J2/iggAIKVLtAnmmsf//+sdRSSzWUFVdcMfgxFedExjhgwICGdYX1XnjhhSAg+Nlnn43dd989OHcus8wycdlll0X+79VVV131V9suv/zyNBtXXnnleOvYlgzkH330Udx0003pls9U5HMyn48Jnrr22mtjq622ildeeWW8bfN+MRa2oT6FeZbl69kHt5ImMzJBaJznGeeaa66Zxsx42B/b7bjjjqkfWZalW0uz/yzL4sILL4xDDz2UKsE+2IZ1TfXpvPPOK9nf1VZbraEdAsMIXCvlSaXHHnusZBuMbfTo0elYXENn8T0AABAASURBVHTRRakOf8O23HLLIFCF45xlWaPefN9AoBn7Zzy33HJLauOtt95KAW6Mj+8g+PfL8OHDY/vtt49u3bqlTPH7779//PDDD+l4NzV++k8/mFoUqDSBeu3P0KFD0w/q6nX8jlsBBRRQQAEFFFBAgVoWmKSWB+fYFJhAATdToMMFhg0bFoMHD+7wfkxsB/KLq2effXZwkWCDDTaI+++/P5ZbbrlYdtllU/NPPfVUmvJFNb+Y55fXaYEPCihQ0QL//ve/g1vVUbg92KOPPtrw/JJLLqnovts5BRRQoFYECCxmLDvssEMKZOvbt29wUY8gCrLdvv7663HKKacEwQys43MWF+zZxqKAAknAhxoQINsk/748+uijg7L66qvHWWedFQMHDkyjGzNmTCyyyCKx7777jlf4NygV9t577+CcOWjQoNhwww1jn332CTJdsu7VV1+Nddddd7zt9txzT1bF559/HgRPsU/KtttuG88880zssccesfTSSweBW6NGjUrBYtRjoxtvvDF69uyZgqcI3mLfhf3KM2hSN8vG/SCE/pMJmXo777xzynbeu3fveO2111LwFz+Ce/LJJ+PSSy9N7RKUxva4fPXVV8xGlo1riyeffvppkD2Z+cLC34fG+sS/4dk/hToE0zFPf/I2CKpjnjGV8uSHbWxDIeh6oYUWanAlM9rf/va3OPDAA9PfLAL++BEc3yG8/PLLNNukNxUIVGN6ww03BH28/fbb07gJrqNvb7/9djq+1Dn//PPj9NNPD7LFE8zGsqbGz3oCBplaFFCgMgQIdDUjW2UcC3uhgAIKKKBAlQjYTQUUqCIBA9mq6GDZVQUUUKDaBD744IOUaY2ANm4lwi/P+UKai6oEv2y00Uax7dgv+7t06ZK+rCZ7U35LkGobq/1VoJ4EyLzA+5asBRQu1M0///wpswTPCazYZJNN0m2D68mlPsfqqBVQoCMFCFAgs+2SSy4ZZOfhIvzWW28dPXr0iPnmmy/IGnT33XcHGW6OPfbYlI3ts88+68guu28FFFCgTQQI9Fp//fWDQja2fv36pfNivjM+r3J+LCzctpIfXBF8duaZZ6ZtDzvssPjTn/6UgoPzbQlkK9yOTGH5Om5VyT4pZHUjoI3zLssJWBsyZEiqSjAV52zWrbPOOmkZD/wbubBtMsARMPXNN9+wuqGQiY16BCYToDfvvPPGI488ktYTjEU7BHI9+OCDQdByWjGBD7TFvvJCn/g7kz9nLGuttVbwfLPNNkt7ob8E0DXlyQ/X2IZChtDCNhnzqaeemrLF7bbbbkEwIj+I498UeaAZO8IVa0qhN38LyaL39ddfBwFsBMRdf/31bJKCDZk5/PDD04/qyEjHMdh4441j0KBBKdNb4d/GUuMnmynBebRjUUCBjhc46aST4qCDDur4jtRdDxywAgoooIACCiiggALtI2AgW/s4uxcFFFCgtECNLyWAjS+E33333SgMauPX1/zSnYuqrCO4jWXU57YfNc7i8BSoWgECJOg8XxhzAa25QmDq999/zyYWBRRQQIE2EODCP9nXuMBOUMPVV18db775ZpApkwy/ZNwhaIIfD/CDAbL6cLG/DbpSlU3mASZV2Xk7rYACTQqQLY0MYE1WGruSrF9jJymYiR9jMM+/U4844ghmW12++OKL4HxMMBlZ0wgyyxu5//7707rFF188X1Ryyjm9qXM16/lc3qlTp7T9TTfdFCuvvHLKHHfLLbekZeV+YJ+5T2HbZHfjbwvj5t/zzXnS78Lt83kyyjHP9wT53zam2267bZB1qTEP9pt7Z1kW9913XxAwx3bDhw+PN954oyGw7+GHHw4CHAl4Y1+UXr16pW34PoLnjRXGz/gaW+9yBVoqcOKJJ6bXYUvrW08BBRRQQAEFFFBAAQWqUMAuT7TAJBPdgg0ooIACCijQAgGCWT777LMgcK0wqG2KKaZIv7bm19fcbqWxL6hbsAurKKBAGwsQLMHFopaWjz/+OHjvt3G3bF4BBepEwGGWFiBAjc9XfM7KAwS4iN+tW7fgYj3rCegg0MDPWaUNXaqAAtUvcMcddwTZ1A499NAgePeaa64JMm7lI7vkkkuC7F552X777dMqMocPGDAgKJw7CXTiVp2TTz55Ws/DwQcfPN62Z5xxBotTef7559N+2TdtctvRvn37pnVkdiNbJudgFhDURnAb83nZdNNNx2v7nnvuSefuPEgtrzd69Oh4/PHHgwDcAw44IP27mizJ3F70pZdeCrKmsb+bb755oj9/l+oTPzgjsCzvTz7l7w6F5wS6NefZ2L8NuO3nggsumILOaIfsZ7RL5jbaZvxMm/Jm/V133ZWOO9mjyfjG64Ll/A0kuJvbmfKcv40se//994NbzLIvllNKjZ/ARArrLQoo0PECZmTr+GNgDxRoawHbV0ABBRRQQIH6FjCQrb6Pv6NXQAEF2lSAL99nmWWW9MUwU55zGxKC1/g1M18cF36RzcVVvrBu007Vb+OOXIGJFuDiFdkIaIj3MAFt3L6Hi03cToiLdFwU4r1OybKMqhYFFFBAgTYUyLIsOOdyLuazFcEAXJin5PN83qIOpQ27YtMKtEiADEjNZaRqUUNWUqBAgGDed955J7idJFm5CBpbbrnlGmrMM888we1F88JtP/OV3IaSrF9MyQy29tprx2233ZavjkUWWWS8bQkUzlfy2ZfzLQFmBJGdfPLJsffee6fVBGHNP//86Ran/FuXbGnc0jKt/N9D3p98yu1OWcXnbqZ5ufTSS4NANYKsuHXmaaedFmQ/++c//xm8n/hcTiAety/l9qL5dhMyzfuST/M+tbQtHBvz5Pajpdrhe4D8b1Q+dv7dwY/dqM+/OZg25U0w2q233hq4E/i27LLLxnXXXcdmwd9IZsgYzZRboC666KKx2GKLpVJolo87n+bjz/vF9lVQ7KICNStgEFvNHloHpoACCiiggAIKKKBAg8AkDXPONCPgagUUUECB1grwhS9Ba2zHr5f5dfYMM8wQ0003XXTu3Dm6du0a/NKdL62feuopqkX+RXV64oMCClSUAAGpvHd5D/Ne7tKlS3ofk8WAedbn73ve+1xcyy8WVdRA7IwCCihQIwJ8jppjjjnSjwby8zDnXs7RFG6VxucvztMU5jmH18jw23AYNt2WAgSyde/evS13Ydt1KNCnT58g2OvRRx9Nt5bkdpuFDGQvI+taXvJgs1deeSX4tygBTawjkG2nnXaKCy+8sGFzMqyxLi/c/jJfSUDcRRddlG5/SZDa4MGDg2ArgrCoQ3a4f/3rXzFs2LDgc/FSSy3F4oZy0EEHRd4uU7KI8YMR2mioNHbmkEMOCQL13nvvvSADG7fOHLs4CNx67rnngnaXX355FgUBc2lmAh9K9YlAvHxMpZrl7xH/lm/Ok0yhpbafa665guxyBIvlwW5MCcimPkF6TBvzZh3HnkC+PfbYI3lccMEF8cwzz8Trr78ec889d/CjujfffJOqKdiNW41S+DdMWvi/h1Lj53hwXP5XxYkCCnSggIFsHYjvrhVQQIGaFHBQCiiggAKVKGAgWyUeFfukgAIKjBXo0aPH2Mfq/j//knr99dePs88+u2EwZ5xxRgwcODCybFy2Jr6IX3311YMvnbllSUNFZxRQoKIE8iwJ++67b1x99dXp1j90kFv4kIWC4DWePzP2ghGBFGTG4AIUyywKKKCAAuUX4KJ8lmUpCGP06NHBeXiqqaZKPxQgqGDaaadN2do++OCDOOecc9Lt5gikKH9PqrNFAhyqs+f2WgEFGhMgiPcvf/lLEMQ0fPjwxqo1LL/33nsbMqixkH+PEixFwBjPW1r4t+8JJ5yQAqcIbKMdtiWLGpna7r777nTL03w56xorBHPxQ7DC9ZzTOX8zzZdzbn/sscfivvvui7feeiuVc889NwWykYkzr8d05plnDn5wwnxhIeCZgOjCZaXm6VOWjfv3e6n1WTZuXXOeWTauXmEbtP273/0uuPUn/6bg3w8EXmNAYCAZ54qDzYq9aY9/k3Dr1tyC6bzzzht33nln+u6BDG0cG+riuMgii6SANvbHsqYKfaQ/TdVxnQItEeDWxS2pV1V12rGzBrG1I7a7UkABBRRQQAEFFFCgAwUMZOtAfHetQGMCLleALAX8orxWJV588cV4+eWXa3V4jkuBmhTIsl8uOpH1gVso5QMl6wMXjvLnXOjJ550qoIACCrSdQJaNOzeTxYdAiXxPu+66a+y///7503j33Xfj8MMPD7LgZtm4bRpW1vHMfvvtV8ejd+iVImA/yi/AD6mWXnrpOPbYYxsaHzVqVBBkVVgIVlt11VWDz7Zk8Xr88cfjxhtvjFNOOSXWWmuthm3J0la4HfOcTxsq/G+GrGL84IOAti+++CL4TExQHAFop59+epCx7X9VGya0VViGDh2afizSWPbMjz/+OCg0QKY3ArWWWGKJlNmcjGgEzvEDsfvvv58qaWyF7RMsxgqyuxUuL/z3eeFy5ukTwV4Uti1Vfvjhh7S4Oc9SWd0IuiNQDbvtt98+BeKROe2MM86Iv/3tb3HooYemtosfCr0/++yzdOzWW2+9Bgs8CGy7/vrr06a8Hq655pro379/cKzvueee4HsX/kYSAJkqjX1gzIWF8fODHoLHx672fwUmSoDgTH7YOVGN1OnGBLFRyJpYpwQOWwEFFFBAAQWqXMDuK6BAywUMZGu5lTUVUEABBTpAIMuydAsQvsjnV9P8YpwvkLPMi7AdcDjcZR0LcCGuHMMnCwXv4fw9TbYgsgdlme/pcvjWYRsOWQEFSgi09pxNkAWfsZhy4Z9zM9luSjTtIgUUUKDiBPh8mWXjPksSYJZlWQreJVPZI488krJxEcC08cYbR2Eh2GuBBRaIQYMGpVt0EgS24447BsFnhcFTRxxxxHjb0QY/6siyLNh3jP3vu+++G/sYQUAcM9yaNMuytH6TTTZJ/6ZdbrnlIr89ZZaN6+9mm202XtsEcsXY//J2x86mNrJsXH2ec65mescdd8S6667LbHzyyScp62bnzp3jj3/8Y9x+++1pOQEz9DcvZHBjBS75MqYYZNm4fTTWpywbt57ts+yXeZ4ToIZBc57copP6lCwb1wbHjL9bmHNb1+222y7InnbeeecFGdQ4Lnn93IV9sSz3Pu6441JGt5VXXpnFwfFhhuBBsm+OHj06Fl100bj55pvj+eefD9pknGPGjAkCAvkxYZaN6w/LMclLqWNC2xYFFGhfAYJKDWJrX/MK3JtdUkABBRRQQAEFFKgTAQPZ6uRAO0wFFFCgtEBlL+VL6i5dugS/jubi6qyzzhoEv/CcW6NUdu/tnQIKFAvwnuY2QbyH8/d0586d022OSt3qqHh7nyuggAIKlF+AW0HzuYrPWEx5zrmZz2AGs5Xf2xYjCKwhqEgLBSZWIA8Ku+KKK2L33XdPzX3++edBUNWKK66YgruWX375uOSSS9I8wV6wJP4wAAAQAElEQVSFZYsttkjbkMGNQCcys5Gp7NJLL408WIzMYIXb5PPdunWLXXbZJa6++urUBoFV33zzTfq3K9uQ9SutGPtw/PHHB8vIaEbQFv0mqCpvq3D60ksvjd0iUsAb9Xhy2WWXNQTIsSzLxgVcXXnllSnrHEFgtEuhPhnIzjzzzCDQrbDtTz75JMhYduCBB/7Kgz421ydcaZ+x4Ms8/WFK+fTTT5N9Y55ffvllCraj7vnnnx/0g3mC2z766KMUcEj20A8++CAFm2Gx0UYbpcx21Cv0Jovb119/3eBNFj3Gyr8pOBa0SR0y87GczHW0sdJKKwWZpF9//fV44403YsiQIUEQG+uaG3/hWKlvUUCB9hMgE9sf/vCHMJAt/E8BBRRQQAEFFFBAgRYIVH8VA9mq/xg6AgUUUKAqBPjV85133hkUvjB+7bXX0jzPH3zwwZJjIGvTpJNOGg899FDwRTy/quaX5dwOZYoppkhfdJfc0IUKKNDmAtyyiNsaUbhox4Uz5ilcxCrVATL8NPaezi8WltrOZQoooEBFCNRgJwiqIANbqc9aBB+TDbcGh+2QFFCgRgQIjOIzKMMhyIrbSxLAxOfR/FaXrGussA2faQl8yrIsunbtmgLY2JY2WN7UtgSQsZ7PwrTDZ2D6ky9nnsC6PACK9ugzgVX5MrYvLgRgcWtSArVom/W0yTLWMU76yHLaoT3GQn36wXLqMy0uLKcUL+d5Y8tZR9/ZD2PiOfujH+yf55SffvopCELL+5x7spxtqc86+kl99pePifbJjsaUfy8QTE0d9sf3ADhSP1/GOGmP9fly1uHCcWCeKc+Zpw/UZzue86Ma/m1C/6nH8WaedaUK++HYlVrnMgUUaFsBgtjYg0FsKFgUUKDdBNyRAgoooIACCnSogIFsHcrvzhVQQIHGBQYPHtz4yipbM+ecc8aTTz4Zhx12WCp8QT169Og0zzJ+8c4vpIuzfnTq1CmNlF+a80t6buly7733Rv7Fd1rpQ9UI2NHaEjjttNNiwQUXTIUA06uuuirNs4zb8JQare/pUiouU0ABBcojwI8DuC0b5fHHHw9uv8Q8hR8ElNqL5+VSKi5TQIFqESCYikxeb731VpBJLQ80IhiKf3OyvKnCNgQx8UOpt99+O/K6bEvAFcvzZcVTts23IQiKYKq8P/ly+kag1rvvvpvapj0Cquhfvqy4XZ4TDEY92qRtltEmwVwcG9bRR5bTDn1lOftnPCynPtPiwnJK8XKeN7acdfSdIEHGxHPGn3uz77xQhz6znnqU9957r+Hf8IyJoDaWs798TGzPtuyHdXlhf4wXR+qznGWMlcJ8vpx1uFA/b4/nLKcP9Df3YRkFP4LbMGSeZaUK+2F/tGtpmYC1FCiHAEFsfKY1iK0cmrahgAIKKKCAAgoooED1CBjIVj3Hyp4qoEAdCQwbNixGjBhR9SPmS2oGwa1cnnrqqWiu8Ivowi+H8/nFFlss+LKfC7H8Gps2KQTIzTXXXDHHHHPEVFNNxSKLAgq0oUD+niZojSyLzRUyHeTb0K3m3tO8nym8p83QhphFAQUUaFogP8dusMEG0bNnzyDzDGW11VaLFVZYoeE5t1rbYYcdojjDWnPnZbbjvEzhdqNN98a1ZRSwKQUUUEABBRRQoK4FCGAjkM0gtrp+GTh4BRRQoB4EHKMCCiigQAkBA9lKoLhIAQUUUKC8AmRUI3tTc4XbpGRZ1rBzfhnNBdo99tgj/vCHP8Q888wT55xzTvo194svvhh5YQMCZphaFFCg7QXIaEBWxeYKt+fhPZz3KM+m2Pbv6XyPThVQQIH6EOC8+te//jWaKwQJF56X+aEAGXDYvqnPWgS88YMDbkVaS6IE/9XSeByLAgrUrkB+u2cCkrMsiyzLUnAyz/PC6LktJ8/zjJssy0uW/bJNlmVpcZb9ella0cwD2dT5u0BhvpnqrlZAgf8JLLHEEv+bc9KUAAFslNtuuy19H9hU3QjXKqCAAgoooIACCiigQK0JTFJrA3I8CihQBgGbUKBMAlk27stxgl5ef/31KC6vvfZanHHGGXHcccelKRdSs2zcNnSBjCLcWoRgGL64//vf/x677757EBh3xRVXRF6ox3q2sSigQNsJZNm49+eJJ54Yffv2LVnWWWedyAvBqIXvTQImuH0QQRQsb+o9nWXj9tV2o7FlBRRQoPoFsmzcuXLAgAHRu3fvZgsBxVk2bhtGz/mYW9hxfm7uvEz9LPtlW55Xe+FHFtU+BvuvwEQL2EBFC2RZFjPOOGPKQj7rrLMGpWvXruM9ZxmFrMasY3622WaLmWeeOTi3M0ACmWefffa0PeupS7t5fZYxTxAc9ZsqZEOnLpk6KcyXCpxrqg3XKVCvAltuuWX069evXoffonETwEY2tltvvdUgthaJWUkBBRRQQAEFFGihgNUUqCIBA9mq6GDZVQUUUKDaBAgwo8/9+/ePs846a7yy/fbbx5tvvhkEuuy2224xfPjwmGaaaYJgNrbJC1navv322/T0mWeeif333z+OP/74FPxGABxliimm+NV2aQMfFFCgrAIEldIgQaQvvfRSFBZuHbzjjjuyOt3e7qabbgoubOXbpBVjH7744ov45ptvxs5FNPWe/umnn1IdHxSodAH7p0BHCpApjf2vvvrq8ec///lXZc011wzOzw888EDwmYqsOQSvsU1eaOPLL79MT5s6L1PBczMKFgUUUKD9BMg8PvXUUwcBHfwb+uSTT47PPvssZWQ79dRTg39LU6655poUtHbHHXdEnz594qijjkp1ZpllliCbJkFtn376aRx99NEpiOaxxx4L2h01alTwGZ423n///RToRn1GyJR/axPcRiFYjekMM8wQ/N1gGwJy+PEZ7bONRQEFFJhQAYLXNthgg7Q557w044MCFSZgdxRQQAEFFFBAAQXaR8BAtvZxdi8KKKBAXQp89NFH6Qvuwgumb7zxRvrifLXVVuNL8hg2bFgKSuPX4IUBLoVgeXAbF2hPOeWUOOecc2Lw4MENhfXcQqVwG+cVUKD8Ah9//PGvgkYJarj88stjqaWWikGDBsWFF14YQ4YMiZVXXjkFTeRBa4W94T3Lc9/TKFgUUECBCRfgBwF8ziKQbfPNN4+89O7dOz755JMggyZZefjcdOeddwYBCWRlK95jS87LbOPnLRQsEytA4Mviiy8+sc24vQJ1IUD2Mz6DX3/99XHsscemH4rccMMNaexPPvlk7LLLLrHrrrvGiiuuGPx7mh+cHHrooUGQ8t133x0En/GDMTa4/fbbg+xpBx54YJx77rnB3w8yU2699dYp69FFF11EtfQDMwLgunTpEkzJ1kbh7wlTsrzxd4N2FlhggXj33XeDQGlKaqDxB9cooIACJQUIYFt//fXTueiggw4qWceFCiiggAIKKKCAAgooUDUCE91RA9kmmtAGFFBAAQUaE+DX2nxpnmVZ8OvvI488MpZccsngl94EuvBFebdu3dLmWZalX4rzpXhaUPCQXzTl1+XcDoUv1Gk3L1lWW7e5Khi6swpUlAAXxLjglXfqn//8Zyy//PLBxbK99947uJi28cYbp2wQZGIjWKKwfr6d7+lcwqkCCijQGoFf1yX7LZ+x8jWcp2+88cbo1atXnHDCCSno4eGHH4611147OB8T3EbwW14/n3peziWctpdA9+7d22tX7keBqhUgMIzCeZsAUG4Huuyyy8arr76aMhzz721+EDb//PMH/05+9tlnY+mll47FFlssNttss3j88cfT2Mmsxgz/Dp9rrrlinnnmSduTSe27774LfoCyxRZbxHPPPUe14DakBD7zb3Z+REbGtoEDB6YfktEP/q7MNNNMQVY3/g717Nkz/Y3h839qwAcFFFCghQLcRpTz2B/+8If0IwyD2FoIZzUFFKgDAYeogAIKKKBAfQsYyFbfx9/RK6BAkQBfwnKrvEcffTTd6vLzzz8vqtF+T7kdSPvtrW32xC1HsiwLsjXx5Ta3F91zzz3jsMMOS1md+GK9sPAFO7c3aaw3XIBdZ511gkCZDTfcMPLCxVeyQjW2ncsVSAI+TLQAtwwiq8Pw4cODX0yTUY33JLei49ZCXPDKd8JFN76Q5kJYviyfZlmWZn1PJwYfFFBAgQkW4BzLuZYGHnrooSDjLQEH22yzTTz//PPRt2/f9EMB1vNjAepON910PB2vZFnz52U2qLXPW5dddhnDsiiggAIVKUBwMoXAsxVWWCH18ZZbbollllkm3nrrreD7iuOOOy623XbbePrpp1MQCJ/Xqci/xQsDnVn2f//3f0FAGvXJ4EYQG38XWMdndwqZ1vh7wbIxY8akDOr77bdfkN3t7bffTrch5TamBM1dffXVQfDayJEj021M2Z7tLApUhECFdmLEiBHpfVWh3WuXbg0dOjR9n8D5h/nbbrstDGBrF3p3ooACCiiggAIKKKBA1QgYyFY1h6rjO2oPFKh1Ab6YJVvFJZdcEvfee2/cfPPNsd1228UBBxzQ7kMni0aPHj3afb/l3mH+BTiZ1LjQym1J+LKbW5eUKtyCMN+msC98ec9zfj1+5plnBhdn+/fvH3nhC3iC4KhjUUCBthMgaJTW+ZKZgAnmCVAlCwRfQheXzz77rCGAgrp54YIX8029p/N9Uc+igAIKKFBagFvOsYbPRAQYE1i80047BVl6Lr744vjb3/42Xvn+++9Tph22KSwtOS9Tv9bOzYMGDWJYlhICLlJAgY4X4EcfH330UeRBxPxAjMyavXv3DjKi8V3F+eefHzvvvHMQCJL/u5meE1SWn9uZZ9l1110Xyy23XPCjOX6898UXX6QANNblhW2ybFxwM8uoT4Y3Prevu+66KePbe++9FwsttFAKiuPHLAsuuCBVf9VWWuiDAgqMJzB48OC6DGQjYI3PqnxnQBY2vlPgvHXrrbem24mOh+QTBRRQQAEFFGhXAXemgAIKVKKAgWyVeFTskwIKdIjAKaecEnwJzBcqBx98cBx99NFxww03BMEa3IKjQzpV5TvlS3CGQPAame6aK2QIyb+kZ7u85F/I84U9F2T51Tm3McwLF2vzOvk2ThVQoPwCXEyjVQJ+C7MpNjbPezrfhu3ykr9fa/g9nQ/VqQIKKNAuArPNNltsvvnmqRCY8OKLL0apkp9/izuVL2/qvMw2eT3mLQoooIACbS+QZVkQRMz3Ev/4xz/S9xQ8J0syPyahBwSVvfHGGzH99NPHl19+yaLgbwHPeZIHshHsvOuuuwYZldmWgLS8Pp/ZycZGhmXm2Y4y66yzMgnamGaaaSL/4Rn1+KEahXmy25f6t3za2AcFFKhpAc43eTnmmGPSOYbzzCKLLBKcZ1ZdddXgu9bi4DVuJ1ojMA5DAQUUUEABBRRQQAEFyixgIFuZQW1OAQXKIdAxbWyxxRYpwxcBGgSw8StJAtr45XF+e46O6Vn17pVfixde8CTr3V/+8pfYbLPNGm59hfe3CIDcIQAAEABJREFU336bBklmNbKypScFD19//XWwji/J55577igu7KP4tikFmzurgAJlEuD2RTQ155xzxgILLJAulnFbIy6qEbDKr6y5iMU6Cu9N3r9sU1hYRr3G3tNcPCObW+E2ziuggAIK/FqAz0csPfDAA+O8885LhR9ncHtRPm/ts88+ccYZZ6TlrCdDLlnZ2Kaw8OMDzvGNnZezLEtBEQYpFKo5P6EC3NqQWxNO6PZuV2sCjqcpgRlmmCHGjBkTZCY/9thjg6AxAs7efPPNFNTG5+2HH344ZUojoO3JJ5+Mr776Kv7973/H4osvnpoeNWpU8Pma4LUXXngh+Df3u+++Gz179gz+LT569Ojghyl898EG/E1gWljYvvA589QjeOXjjz+ODz74gEUWBRSoM4G33347dthhh4bywAMPBP/Wp6y22mrRtWvXdNeLPPOawWt19gJxuAoooIACCiigwHgCPlGg5QIGsrXcypoKKFDjAttvv31ccMEFwQU8vszlQt+mm24aBGfwi+caH36bDI9Mafxim6CVfv36BcGCZGVbZpll4s9//nPMMccc6VeZv/3tb+P1119Pt8GifmFnsiwLsjqVunUoX9pzrLjdSn4ht3Bb5xVQoLwCfBmdt3jZZZfFwgsvHH379g2CVLlAdtFFF8UKK6yQbv/Le5OLW7xP822YZtm493Sp8yp1ubD24YcfRqlAC7a3KKBAkYBP61qAz1j5ufm5554LMl4QiLDGGmvExhtvHMsvv3wsscQSwfkZKM6zBKwxX1immmqqoBQuY57ABc7H/Dih1HbUsSiggAIKtI0AWdf4zMyPRQhe69+/f/p3NJnJu3fvnv49zb+xb7755lhvvfXSc4LTtt566yC4jdv40TOyIPG5nFuK8p0HQSe///3vg2xrfA+y7777xl//+tdgnvrsiyklyzIm6bahWTZuPi0Y+0Cb/G3g8zt/L8Yu8n8FFKhzAYJv88I5os45HL4C5RewRQUUUEABBRRQoE4EJqmTcTpMBRRQoFkBLgTefvvtccstt8T111+fyp133hmvvfZas9uWu8KwYcOCjHAT0y5fehNIVliybNwXz1zgJIiMX3Pn++ALcm4Vwnb5somd0h5tcMvW+++/P/gCftCgQXHAAQcEmUKOPvro4PYmvXr1ii233DJ9OU4AIdtQsiwLbpVFIBsXXkeMGBH8uvNf//pXPPbYY+mX5tSnTuFY2Lalpdz1CMQrNGc+D8Jj2qNHjxSYRz32Tf8ZH1OeN1dogzYLS95Wly5dYp555mm4EM3yaaedNu2P7Zpr2/WNC2BZaM58bsptdgjG5Dgyn7fCeurx3sqXNTalDnULS95W586dg+wJ+fupuC7PG2u33MvpC21eeeWVsc8++8TZZ58d3MaIX1fz3n7wwQeDMnLkyNhll11ScGrhOSXLsuB1yuuSL7VLvacJpOA9jQX7asuSZVnqI/vKS97fLMtS8Adjzo2ZcpzpP6+J5vrGMczbzae0wXZTTz11cKsVjitt5esLp9SzTJhAoWM+T0tZliV3Mq3mx5r3an5cOWbUa6pQJ28zn+bHlTbJfsJrJMuy1MwUU0yRzsOsSwt8mGABDHPzfJpl45w5Blw04xzCDjhOHFcK7zGWNVfyNgun+Tbsm/dt3j5t8rylf7/zdso9Zf/0jc9YK664Ysq+w3mY2zgRfMbnWD53kbGNTG30m9dnYT84z80000xpUfF5mVvO4THjjDMGvqlSmR/oP/soLFk27rhmWRbsG+ssy9Kt7eg/x5VjHP6ngAIK1LBAlo07F2600UZx0003NZRzzz03jfrQQw8NMpzz2ZyMySwkKI3P5RTO7yxjW/5OEvx28cUXp2349zjryJh01VVXBYV/qxKQRmAa6/g3+oYbbshs8DeEf2vy5Nprr2WSsrylmSp6sKsKKKCAAgoooIACCiiggAIKKFD5ApNMZBfdXAEFFKgZAS7w8YXt8ccfn77E5cvhP/7xj9G7d+90u432HigXEid0n1xkJTji+eefj7xwIbJLly7BxXtu+ccFTi5aciEwy7KUiY5bipCRji+5J3Tf+XZcXKTwnADB3XffPWVv4hag3HaELGpk+OAC/3HHHRdkauOWBFzMZBsKFy0JMCCwb5tttgluQTR8+PBU9957741dd9013WKFuvmX9Mx3ZOFX7Ywvd+eWLfSNi7DzzTdfugDL64x6WE8//fTx8ssvpyAHjk2WjbtYUWoM2BDgQ/3C9llG+926dQsyWXGhmeccb24Bhit1uNhdql2XNS/Ae4XMBLl7nkGQ5bPPPnu6xQ/HFWdesxSOcW5P4EBje+H9xnaljivHctFFFw3eN7xXeM3QLsc5LxxnXhuNtV+u5byf8/3ceOONseeee6YAVDKvcUshbmFEcBpBPASv3nbbbcHtQQtfd5yXGG+lvKd5bxYfV8aIM8eEC4KcK5kncAL7V199Nf1NwB2TxnyzLEuBuMXnA44pZcEFFwzOyxzXvC3q5oV26R9TS+sE+LtWfFzz9yTHkPcsf4OYx5jjy2uVjCLMU7epPbIdxyk/H3Ce55hy3uXva5Zl6TVCPc7r7IP3N1P61lTbrmtcgPMHJXdnynuIY8Z5haxjvJ/IToY17yvOwZybORZNvV/ZK8eGzx20m5e8fbblNkjvv/9+UIfC8eY5feJzF210RMn3ffnll6fPrAQYcx6mL3zOwoJgBTKycXt3lhWel7Hj/NaS8/I000wT1KftchWOGYa5OVPcOX68Fwnk5rMS/cac5fzN4TZ2zOfjL1d/bEcBBRSoJAH+plGa6hPn0CzLgs/heV3+pmVZFvxbsHBbgtSyLIv87wDnVtZzLuacy4/H+DcGfzvztljfWOF83dg6lyuggAIKKKCAAgpUtYCdV0ABBRRQoEMFDGTrUH53roAClSTABTFuk8cFUb7Y5cIfF88IauCL3Erqa3N94SLjO++8EwSPkVXuuuuui1VWWSVlMWPd2muvHSeffHLw62ouxnIhkMCwnXbaKWVF44Jtc/tozXq+DCfgh234Mp0v2Sn5F+d8ac46AmGY5gV75s8777w0FgLeuI3KHnvsEQMGDIiBAwemDG1jxowJ2siyxoPAaKc9Cr5/+9vf4u9//3tgTz8333zzlCWNgD5uw8gta//9738na7KnUHellVYKLhZwMbmxfjJG1nHLF9omC9Z2222XgvmwKjyuZDUhOPBPf/pTcOGa402gBdtbWi/AcR0yZEiceOKJ6bgSKPC73/0uyOR4xx13pNtrclzvueeelDmG88dTTz2V3mNZlqUAxogo+R/vtyzL0q18Co8rryPen2RaOOaYY9Lt4gia4L39f//3f3HYYYelwgWn/LVRcgdlWlgYjEegLRkdCBbi3EkAEMF2BBewO4Iqmb755pvjjZ3XKctb8p7O61K/rQpupY4rF+XeeuutdN7kFk68fwikOOmkk2K//faL9ddfP2WTZFljfeO4YsZx5D3OsR0w9rzF+YDjyvHLjyv7evLJJ+Pwww9Phfcy2UHpX2Ptu7xxgcber7w+CWzi7yHHlePJxV+CLgn02XnnnYPzdFPHNcuy9JoudVwJqGH7/DzP39Usy4Lz/DnnnBO8b6nD+Tn8r9UCHFfOf8WfbR5//PEUpN+1a9fgcwzPcea45seCv7kEQTW108baf+KJJ4Kg1izLYq211koBuvyt5rNN/pxtm2q7Ldfl5wleb/zNZ18EahJsSSHQksCFlVdemVUxatSo9JkpPRn7kG/fkvPy2OpR7nMz+y91XMm8SyAo2X/y40qgBVmH+vXrF2QcImiazzacb+nbhBRuwTch27mNAgoo0B4CnL85l5cqnN8pfAbnbxI/vuDfxRQC9NmGZZR8nvMtfyPI2Mk8y5nyeZ7l1M3/jU47rKdQhyn/FqEO8+ybH7S0h4P7UKA6BUr3mh9flF7jUgUUUEABBRRQQAEFFFBAgVzAQLZcwmnlC9hDBdpY4IwzzggCGtZcc83g9hoEEnDrPC5W50FYbdyFsjf/29/+NrhQT9DNX//61xSAwwVesopwOxAC93j+0EMPpeCJcnaAQDUCbGgTS3wJIiDTERebCRjkl+LUITiIoCAy2RAYwzYU1jEloJBjM3r06JTBiOAhvjy/++6708VYLihTly/6qV8JhdcO9gSvvPLKK8HFAm77QpADgYVk/OPi+AYbbJBuz9i7d++4//77U2av5vrPRV/aPvXUU4PMWBSOY/FxJXsdr19uH3P11VcHQTVs21z7rm9cgOBP7C+77LLgXMExLD6uGFPI7khQbOOtjb+GbWi78LhycYhjS1ATQVDXX399cJs4ghk57hSOK++38Vsr/7PCffB+veGGG9Jraq655gre0wR6EFDAnukn73Xeu4Xb5e9Rljf3ni7cjjbbspQ6royPWyjxnqVwgQ/vf/zjH3HppZcGF/EIqmhJv4rPB1wMLD6uvJ5on/cr58ZNNtkkBbe2pH3rjC+QZeOCmltyXHmP8f4i4Je/k9x6q6WBZsXHtdR5/tFHHw2yu/Ka4W8yt38kkHH8HvusNQI4cq4s/GxDINnGG2+c3pe0xXmx+NzMcWU565sqpdonIIDPMvk5naCBwudNtdfW6/j8wz74TPfMM88wm4LnCcikcD7JsizIuMZKPn/l2/C8Nedl6rfVubmUOwFqhcc1y7Lg/UowG4W/xVmWpVtE07cJKaeddtqEbOY27SHgPhRQIAlwnia4rLhwPqbwY7DvvvsuqMcG/DiKH2VQn+f8kIx5ptThsw//ns7/FjDlh3ssZ55t8sJ2FJYz5d/qtMM8+87rOVVAgZYLbLnllkFQfsu3sKYCCiiggAIKKFDjAg5PAQUUKCEwSYllLlJAAQXqUoCsZFtvvXX06dMn1l133SDAiAwQyy67bNV68IU0v5QmkOq+++6LxRZbLLglIlMGxa2n3njjjSAQhUxSXAhmebkK+6etI444IgVo8cvTY489Nt0ilGxiZP8g+IqsKQRvcMGSL9XZhsIX5EzJgLTQQgsFQVlkYuFLv6OOOioF9BB4QOYVvsCnbqUUfsFOsMoDDzyQspeQoYtlXEDmtcY8Yz/44INTl5977rngdndcXEgLmnjgAgLHlWNHUA2upY4rX5CSNYtsUssvv3xqsSXtp4o+lBQg8xj2I0eODDJoETjAsSw8rmxIINfqq6+esrPxvCWl1HFlX9yCMsuydGtejjO3tuT9zHnqn//8Z3BhiQtWLdnHxNRhP/l7kvf0ww8/HGQXIyCNLFdkgnj66aeD1zRZ5AgwIGCHi2L5fvP3d6W9p0sdV5w5vlmWBcfg2WefTVmfyORFEO2qq66abuGUj62pKa+RwvMBJrSZZb8c13x7MgyRHYwAXS5C5stbO63n+vl5riXHlcwinIsJLiZrGkGa+fbNGRYf11LnebKbENRJWwQUkaWw3H9rabueCp8tODcWfrZh/CeccEJst912zKbC8Sk+N7fEvmsQinUAABAASURBVFT7BBrfddddseSSS6a2i5+nhR30kJ+XyVbL5yoCs/h7wuuNwmckPmdxXmEdr8d8G7rMPK/5lpyXaZf6bFfuUsqdfRQfV36IQdA0Qd18fqUO/WdqUUABBRRQQAEFFFCgHgUcswIKKKCAAgoooIACtSZgIFutHVHHo4ACEyzAxT2y78wwwwzRq1evmG+++eKpp54KbtNUrb82JtCGQBOC8biQudFGGwUXCslKAhTZhAgAY6wEnLCsnIULnrRHQAbBLmSoeuGFF1KWuAMOOCDdwo1brZE5LA/iKsyWwoVitifDCFnyTj/99OA4sc0cc8wRBGmRbYQ6/DKcaaUUAnnIwkPg3eWXX54yVxX2sXCe2w7ynAvk/Jq+uTEQBEPAJfXJ4MQtCksdV9ohiIKL+QTRsA+WWSZcgAw/ZHlaaaWV4pBDDknniUJX5gnWIvvSDjvs0LCjltyKrdRxpS3epzTE+5ashgTLEKxBgCJBY7zP2uL9yz6LC/1hGdkTuY0dt+rbdNNNY6mllopFFlkkZZ4i4Ovmm28OAoLwoH9sQyHgjvMpY+E8y3ZMycRDQOZyyy0XBJ5Qt62CJWi7uJQ6royVflKX8ydZILnVHUHOBCPx3is8X1GvsVJ8PuD9Wnxc2ZZgDNol4IRzM8GDLLdMmEBLjivHmdck50qy7LGnlroXH1deD7zmaYPCPLdzvOiii1LmTfrDcc2ycRnjqGNpvUCpzza8dziHFLaGf/48n+cY5csam5Zqn88aedAU23EeLnzOso4qBLwyfrI68reH11m3bt1S8PMyyyyTAnC5xeqee+4Z2267beom26SZsQ8E92VZlm6X3NxnLd4rYzdpk/9LuTOuwuPK3xD+ppAhjx+b7L///ikDUXv+vWiTwddho/wohX+j1OHQHXJlCtgrBRRQQAEFFFBAAQUUUEABBRSofQFHWEUCBrJV0cGyqwoo0LYCBFoRFEKQAhee11prrSA7BYFFBDC07d7bpnWCbR588MEgUGrEiBHBxUqyc3Dhnj1yQZ3n+QVellGyrDwX2bnwS3tcnCTjGBnvuBUUAYIvvfRS3HHHHXHggQemi5BcfOXiJAEjbEPJsnH94FacZN6gnxwTgrJWWGGFYExcmOXCKsFybFMphcAFAvDIfJIHR+Cf9y+f5/hccMEFQRYmLtjmxyavV2rKMSOICEeysmVZFizLt82PK8Eyc889dwqgwHbUqFEpM16pNl3WMoF99903uJ0oF9AJwGSr/Fjm8wQicZGdYE1eqwMHDoz8vUCdxgrHsNRxzQMOOJ4ET6y//vrBrdbIqEgg2PPPP59usdtYu+Vcno+DoDtuJcrYuOUmfeD1yGud9zXBswStZlmWbnGX92GaaaYJMi9eddVVwa0cCcAjIPP3v/99EHhBprO99947nRMYa75dW09LHVfGmr+nOAazzjprCs4jWIRAM24FzFhaEhhTfD7gWNMm48qPK/OcM9gPTixnmWXCBVpyXPnbQTa2a665JrgFM7er5D1NaW7PxceV+oXbMT/zzDMHtyvNsiwFEfG+4VxP3dop7TuSUp9tyAjJZ4TCnuCfP8/nW2Jfqv233norbypN+TubZirgYcopp4wsG/d5iUDrYcOGxb///e8g2JlAr1tuuSVlsOVvUt5dzr35fJaN27Yln7UIwM0t8+3LNS3l/sknn0R+rmQ/WZalsW6//fZBBjr+1rC+pcGntGFRQAEFFFBAAQUUUEABBRSYUAG3U0ABBRRQQAEF2kfAQLb2cXYvCihQBQJkViGAgkxHXPzeddddY+211063zuvatWu7joAMRWTcKtdOCc4jMILbHXKrPAIwuODLbS+5zSiBYOXaV2E7WZalp2SuIssHFx0J8GEh+yezBvPclpDb9REck2XjtmF5cSGgkL5ynAg25AItAVosz7O3FW/Tkc+54HviiSemYD36SaAO2aq4/SK3FeSWdgceeGDccMMNKRCNoJjCi8vN9X3eeeeNXXbZJY477riUeaX4uJ566qnBrdCw5mIwQW1Z1rhvc/tz/S8CvKYJYnn11VdTAFbhcSUT31//+tfYbLPN0nHltoVZ1nL3wuPKuefFF18MgiZ4v5KZhgCwW2+9NXj/ECC66KKLpsCvX3rXdnO8RmmdYAlewwT+8LxLly5Bv/PMc/SZcRNgkG9DvXw9gcN77bVXkCWS4AXqEjx8xBFHBJmxuG1gXpft2qsUHlfOjQ899FCyf/nll2PppZdOwSCcp3hOFsnW9KvwfECAK0aFx5W2OJ4EZnBsOdexzDLxAk0dV7J78j7jNqQELubHtSUBivSs8LiWOs9zTG+//fYgOyeBirxvOCezrWXiBAo/2xCQWBykVvw3l7215n1V2H57BtbSz9YUXoPUJxMbQZk4kOWS8zQZr1ZcccWg/6+//noQAEaQbJ5tku2KC5+pcCr1WYu6bf15q9Cd48o+80IQHX9fyfiZf07mcxPL8zqtnfIDidZuY30FFFBAAQUmWMAN616AH3fyw4O6hxBAAQUUUEABBRRQQAEFFGhCoOoD2ZoYm6sUUECBVgmQEYhsQCeddFK64MztGm+77bbYZ599WtVOuSr36NFjoprKsl8CZ7ioefjhh6eAJ4IzuEBPNicu/DElaIKd8ZxpW5T11lsvHn744ZTRCGf21dJAFS64nnXWWXHhhRemW6OSEYuAAzLnkImEIATG2Bb9npA28c2yLAUXcbGVWy6S7YeLpdyGkQvLXCAmuIHMdNwilVs0cgvSwox0ze2bMe+8887xr3/9K2W9Yr8cT2yZbrPNNulWrFzEZp6Lvfmxbq5t1/9aIMuydItY3MnWRQZHLqgXH1cCY8gYSJlhhhmCY0FAV7TwP9rPjysZ9wg8ILiVIAUysXGLuDPPPDMI5qQeQQwdcVznmWee2G233eLPf/5zEHjG8Ah+YNpYYWysI9iP9y+3ICVYjHMDr2OCMnk/ExjXXFu0U46SZVnJ40ogIucc7LlNLAEVZDQiQISAO5YRuNRcJiDel1k2/vmADF3FxzXG/sfxJsse7Y596v8TKJBlWcrahD1NkAEvf78WH1fOl/l7uHfv3kFQNa/T5o4BbWfZ+Me11Hme8z+ZNzkPE3TKczK90i9L6wWyLGvYiOOUf7YhYDY/Jlk2rk5+XPO/uQQQUhoaKDGTZeO2ZVVh+5xnWZbvg3lK8XOWtXfJsnF9JrCYz6681siESz8YA5+XmCdYk3NuY38vWvJZi3aaO+dRp7Uly8aNge3oc35ceU7gXJZl6T3N34Xzzjsv+KzO5yZ+nMGxp+/UnZBCgOmEbOc2CiiggAIKKKDAhAjwIzgD2SZEzm0UUEABBepNwPEqoIACCtS3gIFs9X38Hb0CCpQQ4LZuCyywQBCMMjEXxko03W6LuMjIGK644oq0Ty5ecvu+kSNHBsFj3MaTYDACY7iom19U52I7G7A903IWgjOGDh0aW2yxRSpkvPv000+b3EXeD4JbuHC5ySabRL9+/VKWK/pNYNYpp5yS2mjswmxa2Y4PXIDlNqFkzuLiMRdd+cXtVlttlTI68aUlheAYbk9IprS8cOtVtm+su7kHx5E6HFcC3wiGW2ihhaLwuNIOgUbcXoyC9/fffx8UtrW0TgBPjiGvP94vvN4w5ViTqYtjSuG4knWQ222yh/w9RQYcnpcqtM3yxo4rtzHli+7HHnssZdUh8xnHlLLtttumzGxNtU/b/ysTNcmybLztCarjPc0t/ZZbbrkYPHhwEFAwXqWiJwT0Md4tt9wyZSrkNcy4aIdsQWRn43Z4tNMer1XeU/lxJXCJbGv5cZ1pppmCvmHPe5VzDtOnnnoqCHyYc845o6lzGONk+LxGOB/kY8/PB8XHlbpkDlt//fWDvvDcMmEChceVczCZ7xo7rqwnY+i9996bbsdIZsD8WDW2d45tflxpmzby41p8PuC1fOONN8Y///nPOPLII4PzR3u8XxvrezUv57jmn204Bl988UUUfrZhPceZ9xDOxceC801T46fNvH2OKce2sH2WcZz5nMg89fPnzDfVdnutI9Ml415zzTUbXm98Vmpq/7ixviWftRgnf/+oX67C/nN32uQ4FbqzLD+uBJ6++eabkX9u4vMP62mDqaV6BPjbWj29tacKKKCAAgpUpYCdVkABBRRQQAEFFFBAAQWqVsBAtqo9dHa8/QXcY70JcLGOC5XVOG4CqLgASyAIATXMc2GQ58y/8MILwdgIuCEIheX5eqblvkiZG5I97eijjw4yspEthOCXO++8M1/9qynjoBDUQUYdMlutvfba6TaaZMQiExTBQ4yFYIFfNdABC/DmAjr95iI7z5knQGbMmDHx9ttvpyAVAmBYhn1eeM7yxrpNu7RJfY4dx5Ipy9kHtzvEimP4/vvvB/umLhlj2I5bNjbWtsubFuCiOc4EoODLccKcZcxzi1FehxhzXDiWmOPPeoKgGtsD7zfapC7bsD37ow3299prrwX7YjmvId6z7JfjyjKec75qrP1yLS+1DzJMEaBz0EEHxZ577hlkHOQ13tg+eX1iRFtkpiK7HBmwyHRGkODyyy+fgsewJAtPY+2UaznuOFM4TryfMOVYsI7gQpw5HrynOD4EUnA8GQfHrrG+MAa2oy0Coyi8JzmmFIIx2B/Hllv5sY667J9ljbXr8uYFOE4Y8z7hGGBPwZd1HFdegxxzjivHmuNFoT51GtsL2+XHiuNEu2zD/ngdvffee0Hhtc5x5XXCOv5GcbzZtrG2Xd60QP7e4DjiyHOOFc+ZEnjKFG+OCf68V/NjwfFpag/5tqVeN+zvvvvuS4GI7JdjzzL2zXNKU2231zpuIUrgPwF2ZGjjts2PP/54k7vHiNcm5zMyTzb1WSvLsuAc2GSDrVzJ8eJ9hCXHDUvekzxnfvjw4SlwjXo8Z3lh4bhxzFq5W6t3sACBbGSx7OBuNLN7VyuggAIKKKCAAgoooIACCiigQO0LOEIFFKhEAQPZKvGo2CcFFOgQAbI6EEhBdh4yCy277LJBRouLL764Q/ozMTvlQjsXJQlwyS/ccpGQ5yx/5ZVXYtSoUcEFwTyLRb6e6cTsu7lt2R/ZQridINmk8N53331LbkZdLmoSbMCFSi6yFlbkouaQIUNSYBjBJoXrOmqei6kELtBn+k+fmeeCN2PhQjvHIL8IzjHJC3W44N5Y3zmuOFCfY0c9pvn+uC3hc889FxxD9s2xZx312Y7t2cbSegGOI5YcQy76c5w4rizjgvujjz6aLrRz/PPWMceeY50va2zKMaMu21CH1zavB/b3zjvvpAxgrGPfXMBnHfV5LXX0cSWoYffddw+CJRgr2cfybJCMpbhgxLgYB4FDFF6v1GPc7fme5jhiSWGevmCKLceEzJXM0y/6xzHgOYX+s6ypwnbU5TXCccrHzvgJSuRCPuvYN+9X6rJ/6jbVblWs68BOchwx5v3JceL1hTO+HMMRI0YE7yter1hzrFkgwa7oAAAQAElEQVRHfY5Zc13nOFKfcwBtsw/2x+uIwnuB48h5g7qsoz7na/bXXPuuLy2ANeZY4oolx5PnTHlPEfiLN3Xxp35+LEq3+svSpl43tEOQLq8R2qN9+sC+eU5ffmmp4+f+9Kc/paDgFVZYIZg/9NBDU0B0Yz3jPcDYcGRchePhPZGfl9k+yzImZSvsK39/si8apj+5LceTQH2mWLO8sNBn2mA7iwIKKKCAAgoooIACCnSAgLtUQAEFFFBAAQUUUKDMAgaylRnU5hRQoHoFyBS2xx57pFtXHnPMMUGg1T333BPcEowLZ+05MoIbBgwY0J67bNN9cRtBgte48EumGoIHJp988jj44IODDCcE5zTWAbKDcBsvMrKR0YYL1QQgcJFzxhlnDI7bFFNMEVywbqwNlyugQHkFFltssejSpUvK7EjgDu9tbg13++23B7cGveSSSxrdIbfspHAOyLIsBV7SBsEThe9pgrsabcQVCiiggAKNCnA+7dy5c5x55plx0003xS233BLccrWxDciA2bVr1yDbLfNksyv1WYuAsaY+szXWvssVUEABBZoWcK0CCiiggAIKKKCAAgoooIACCtS+gCNsuYCBbC23sqYCCtS4wEILLZQu9t12221ppPfff38MHTo0yA4x1VRTpWU+tE6ADENsQeY1soLwnIAXsmqQTYPsJ2RvevDBB4NMIFx0ZRnbUDp16hQse+utt2LvvfcObiW6yy67BAGHTMmgxy3iqOuFVRQsCrStQP4+O+OMM2KLLbYInnOO5PaMBE4QbLrjjjsGmQHvuuuumGaaaYLAh7xXnEsp1CdYlzb222+/FNS63XbbpUDiBx54IFUvPBekBT4ooIACpQXqeimfqwA44YQTonfv3swGP8Ag8J+A4JVXXjnIGrrbbrvFKqusEgSqFZ6XsyyLmWeeOcg419xnLfZVuG3amQ8KKKCAAgoooIACCiiggAIKtI+Ae1FAAQUUUECBOhEwkK1ODrTDVECB5gUOOeSQWH755dNFPrKEPfLII8H0wgsvDAKqmm/BGsUC3IqLzGncTo15Sl6HoBeys7GeC6PcGpRlZGvL60w99dRp9oILLki3eb3mmmuC277OMsssceSRR0b//v3j+OOPD27rltdNG/jQCgGrKtByAQJOCUjlPUcAG5nU2JqgM4JTeY8T5EBmn9/97neRZVkKBqYOZcopp2QSJ554YvTo0SN4T5O97aKLLoqrrroqDjzwwJRBiFvFEfCWKvuggAIKKNCoAJ+jOAf36tUr5p133nQLUQLYyFRL0DC37eQz0nHHHZeyDDPPOTxvkOyYk046abTksxbBytTPt62Fad++fWthGI5BAQUUUECBFgpYraMF+DEnn9s6uh/uXwEFFFBAAQUUUEABBRSoZAED2Sb26Li9AgrUjADBamuuuWasu+66QRAGgVKHHXZYcLu8mhlkOw9khhlmCG4NSlampi58EsRG16aYYorxggazLGNxsJ6LtHnAG1Muzs4555xpHYE1WZaloJm0gQ8KKNAmArxHCUYj6CEPnijcEUGrZALiPVq4vHieYAiyApVazjKCMJhaFFBAAQWaFiAzJp+DCE7jlqBkvS3cgsBglrOeczOfpwhEzutkWZZm889aPMmyLKhb/FkrX8e0Vso222zTuqFYWwEFFFBAAQUUmAiBLbfcMgxkmwhAN1VAAQUUUKC9BNyPAgoooECHChjI1qH87lwBBSpJgKA1bnNXqnDxr5L6Wi19IeCFvnK7VgJgyKTGhVKWkW2JgEEC3cjCduyxxwZBMNRjPSV333777WPIkCHp1qJccFxkkUVixRVXjN133z3WW2+94PajBL6QCYrtLAoo0DYC008/fWp49OjRMeusswbv47Rg7APBbbzHCWDlfc57lvdlfh4YWyXIusiUbIrDhg0LvsTfcccdo1+/ftGnT584+uijY5999omZZpop8rrUtyiggAIKlBbgvJz/YIBzMBnXCmvyuYpzav6DAgKJ2SavQ+Y2Pj/ln7U233zzIEtZqc9abMN5nalFgYkR8AL+xOi5rQIKKKCAAtUhYC8VUEABBRRQQAEFFFBAgQkVMJBtQuXcToH2F3CPbSyw1157xZgxY4KgCm5zV1jyi39t3IWabf7cc89NrmT3mG222VIADBdVuZhKkNtSSy0Vp59++q/GT8YQModwq6y//e1vceGFF8YZZ5yRAtoIerv00kvTPBuScYSpRQEF2k4gy8Zl7tljjz3i4osvTgFnBJISFNGlS5cgYOKtt94KAk433XTTFIxGUFveI4JWeU/PPvvscdJJJwXv4QMOOCD23HPP9N7++9//HiussEKqzu3w0owPCiiggAKNChBEzEpuHUpGzBlnnDEF+PMZi89aBLdR59lnn40//elPQR3WsQ2FczKft+add95o7rMW9cgAx3YWBSZGgEA2giYnpo062NYhKqCAAgoooIACCiiggAIKKKBA7Qs4QgUUKCFgIFsJFBcpoEB9CpBd6Iorrghud0dmi8JSnyITP2oujtLKqaeeGo8//njKnsYtrwgMfPXVV2OTTTZJWT/WWmutePHFFwPzwkwf1ONiK4Exe++9d+y0004pCxtBNLvsskvsvPPOMXLkSHYx3i1J0wIfFFCgzQS22267OPDAA+Pggw8OMq5NN910QVYfgiB69uwZL7zwQlx77bUpmCI/D9AZ6ha+pwl4GzBgQBxxxBEpExuZ2fL3dGG2N7a1KNA6AWsrUB8CZFNjpM8//3ysttpqwecrst0SMMx5lMA1zrOrrLJKcD4m4Djfhu2yLEvZNVv6WSvLxgU0s61FAQUUUEABBRRQQAEFFOh4AXuggAIKKKCAAgooUGsCBrLV2hF1PAooMFECc8wxR6y88soT1UY5NiZLAbfZK0dbE9RGmTYiaI2LpYsttljcd999we2u/vjHP8Zhhx0WyyyzTJCd6d57740zzzwzyBhCBiayfeS7J+iF+QsuuCDWXHPNuPrqq2Pw4MGp7pFHHhncnvD444+P77//PgXBUdeigAJtJ/Dll1+mxjfbbLP4xz/+kd6PW221Vdx1110pkxpBqyeeeGIMHTo0Vl999RTc1tR7+pprrklt8P73PZ1ofVBAAQVaJUAQMRvwWYnPW6uuumo8/PDDwecvAoqXWGKJuOmmm+L888+Pf/3rXylzJp+/2IbCjwayLAu257NWU+dlMrtRn+1qpey33361MhTHoYACCky4gFsqoEC7CVx55ZUxbNiwdtufO1JAAQUUUEABBRRQQAEFGgSqaMZAtio6WHZVAQXqS6BHjx5VP2AueHIhlYHMPPPMcf3116fbWnGrUTIx3XnnnUH2JtZnWZYurhbehpDlFJaRRYS2mOcWpe+//37MOeecwfNvv/02sixLhfoWBRRoGwFu6ZvfVm7ZZZeNRx55JN2SmcDbRRddNJ566qkgq1qnTp1SEAX1ed8W94b3Le9p3svMMy1+T7O8eDufK6CAApUo0JF9IsCYcy1Z2AYNGhS77LJLyoC70korpfnddtstnZsJQKafn332WVCf+cLCOZfzMsuyLItS5+V8HdNaKc8880ytDMVxKKCAAgoooEAVCDz77LMGslXBcbKLCiigQGMCLldAAQUUUECB9hEwkK19nN2LAgooUJcCnTt3ToFmTz/9dDz44IPx2GOPxYYbbpiC2S677LI466yz0nLWUbjlIFnbciwyrTG//fbbx5AhQ+LPf/5zEAC3yCKLxIorrphuM7reeusF+yEjSamAGba3VLSAnasiATKnEaD6448/pkyIBKjeeOONsc4666Ssi6NHj07Lee/ynpxxxhkjz6zIMFnOtCXv6e+++46qFgUUUECBJgS4feg000yTavA56pBDDomLLroonnvuudhyyy3jwAMPTBlxqUCwGp+ZpptuOp6mwrmaz0/5eXnzzTePvn37RqnPWmxAfaYWBSZGgEw0I0eOnJgm3FYBBRRQoDoF7LUCCiiggAIKKKCAAgoooIACzQoYyNYsUaVXsH8KKKBA5QpkWZY6x60GydiUl4ceeijdCvSUU06JfBlTbnXFRda00dgHAlnIDjLvvPPG3/72t7jkkkviqquuiv333z9lX7v00ktTcNvYqiWzi7DcooAC5RMgiI3W1l133ejatWsq888/f5BdkQw/3JYuX86UzD+TTTYZm6TCe5osP76nE4cPCiigwEQL5MHCV1xxRZx88smpvPLKK7HKKqsEt64imC1fzpTzcL4NO+eczLKWnJe5VTSfy9jO0lECtbFfAtkItqyN0TgKBRRQQAEFFFBAAQUUUEABBcotYHsKKKBAfQsYyFbfx9/RK6CAAm0qkF/svPrqq+PNN99stkw//fSR37aQjpExhOwizFPIOFL4PMvGBcrl65haFFCg7QTI2kPrF198ccqwSJbFpgrv4XwbtuN5YbBqU+9pbpPHNmUtNqaAAgrUqMA777wTBLDlhYyZm2yySXDezZcxLTwnQzH55JOPlzmzqfMy2d8KP4exvUUBBRRQQAEFFFBAgYoUsFMKKKCAAgoooIACCihQtQIGslXtobPjCrS/gHtsPwGyFAwYMKD9dthGe/r8888bWibYhVtVvffeew3L7r333lhttdVSxhAurHK7QrJ95BXyi6X9+/cPLsZuttlmUap8++23kWeKyrd1qoAC5Rf48ssvU6NzzTVXLLjggsEt5sjiwzyF4LM33ngj5p577rSe9zWZFtNGYx9a857O647dzP8VUEABBRoRIJsaqw466KAYOHBgnHPOOXHBBRekeZ6T0ZZMbMxTyMaW3+aZ7fJzbUs+axXWZ96igAK1LeDoFFBAAQUUUEABBRRQQAEFFFCg9gUcoQKVKGAgWyUeFfukgAIK1IjA1FNPnUYydOjQWHvttePTTz+NPEsbK+aZZ57gtoR77LFHHH300cEtCCmsoxAkw/SYY44J6nLbwmuvvTaKCxdlCzO5sY1FAQXKL5AHjHLLUIJLV1xxxRg5cmTDjp544okUbLr88ssHtwwrzL5Gpda8pwvPFWxrUaDKBOyuAu0iQDA/QcP/+c9/4swzz0yfq1544YWGfd91110x33zzxe677x75DwwKfzTAjwjYviWftWjUczMKFgUUUEABBRRQQAEFFFCgQcAZBRRQQAEFFFBAgTILGMhWZlCbU0ABBRQYJ5BlWUwxxRTpyeWXX54yqt16660x55xzxldffRVcNOXCKtlByBTCxddPPvnkf7e3SpsF2Z8+/vjj4FZWRx55ZFqYB6yRTSQvXMSlXqrggwIKtIlAlmXpvUjjvKdffPHFuO2222LJJZcMAiFYvv7668ejjz6a3udbb711ClzNA1pZ/8UXXwTv8+L3NOeD/P3MlPc09djGooACCijQuACZMLMsi+uuuy6OOuqo2HPPPVNWTM6rbMUPCcjKdv/998cOO+zAouD2oWlm7APn7zFjxkSnTp2i+LMW6zgn54XP2ce+ggAAEABJREFUWrUWyHbaaaeNVfB/BRRQQIGOFXDvCtSPQJ8+faJXr171M2BHqoACCiiggAIKKKCAAgo0CLR8xkC2lltZUwEFFFCgFQKFmZi4hegqq6ySglq4tSiZ2d59990gqxNNrrfeekyCdXnGp7Rg7ANZQ6g33XTTxY477phuIcqyDz74IPLy0UcfRR7gNnYT/1dAgTYQKHxvXnnllbHbbrsFmdd4f77//vtBgAO3uFtooYXiiCOOiNGjR8frr7+e3rOF3eFWo2QF8j1dqOK8AgooMGEC6UcDYze96qqrYu+9944DDjggJp988nRO5vzMuZvA4pNOOin+/e9/x9tvv93wQ4Oxm6X/CVjjHE6AW/5Zi4A1Atzyz1pM+fyVNqihh549e9bQaByKAgoooIACClS6QI8ePQxkq/SDZP8UUECBShawbwoooIACCtSJgIFsdXKgHaYCCijQ3gLc4irf5xprrBH33HNPENw266yzBmXmmWduyAjy8MMPp/mFF144CrfLtyeDG4FvXESlcLE1X+dUgYkVcPuWCRS+N8kAlAeP8r6efvrpY7LJJmtoaMYZZ0zz1EszRQ9kWyx8T5t9rQjIpwoooEALBbIsSzXffPPN6NatW5on+yWZLQkuJnCY7Gx55g+Wcd5OFQseCGYrPC/z4wK2K6jirAJlE8hfj2Vr0IYUUEABBRRooYDVFFBAAQUUUEABBRRQQAEFKl/AQLbKP0aV3kP7p4ACCpQU4OInF0tZya2sCGTr27dvPPTQQ0EGNS6wvvrqq3HKKaekTGusI2vIDz/8wCa/KmQGyW9t9auVLlBAgTYX4D2YB6+RRfGcc86JZ555JsislhcyAxGkdsghhwRZbrp06dJw29HiDtKe7+liFZ8roIACrRMgAI0tuLXzoEGDUrbbmWaaKeaaa67gHMwPB7Isi0svvTRmn332WGCBBRrNYstnt/y8zDztWhQoEijLUwLZNt9887K0ZSMKKKCAAgoooIACCiiggAIKKFB2ARtUQAEFOlTAQLYO5XfnCiigQG0LkBGEES655JLxwAMPBEFq3N6KWynMN9986baEd999d1x00UVx7LHHBhdPa/G2VRhYFKgFAYLUGAe3Fd10001jtdVWi7XXXjv69+8fRx55ZApKnWeeeeKNN96Is846KwiE8D2NWF6cKqCAAuUV+Prrr1ODnJd/85vfxAorrBDcRvTGG2+Mf/7zn0Fw2wYbbBB//etf03mayp6XUbAooIACCiiggAIKKNCWAratgAIKKKCAAgoooIACEypgINuEyrmdAgq0v0Ad7ZEsBSeeeGLVj7hTp04NY5h33nnj6quvDm59NXLkyBg2bFh8+OGHQSDbRhttlOpxAbbU7a7SSh8UUKDDBQhG5RajZE887rjjgkyLm222WeoXtwddaqml4oYbboj7778/unfvHmRlpH6q4IMCCiigQNkFOM+S5Xa22WaL2267LXbdddd46aWXgnP0XnvtFXfddVcst9xy8eSTTwYByGTW/Oqrr8rej2ptkIDsau27/Vag5gUcoAIKKFCDAgMGDIiBAwfW4MgckgIKKKCAAgoooIACEyjgZgqUEDCQrQSKixRQQAEFyiPA7QZp6dlnn42HH364oYwePTree++9eOyxxxqWsZ66U089NROLAgpUoAC3qCPYlEAIyhJLLBFkWST7z+mnnx79+vWLFVdcMfI6U045ZUw11VThfwoo0P4C7rE+BKaddtrgXMtoJ5988th9993jkksuiaeeeioFtPEjgkMOOSTIhEsdApGnn356Zi0KVI3ARx99FARsUgict3wSGmjga8DXgK+BynoNVM0fVTuqgAI1KeCgFFBAAQUUUECBWhMwkK3WjqjjUUABBSpIIMuy1Jtjjjkmtthii2YLt8fKsnHbpA077sE9K6BAkUCWZUHWxBj73/rrrx+zzjprs+Wzzz4LgibGbuL/CiiggAJtIJBnvz3ooIOCW4g2V/isRcBbG3TFJhVosQCZaMjQ3NINHnrooXjuueeCba655pqwaOBrwNdAmV8Dnlc8t07Ua4C/Ty39m2Y9BRRQQAEFFFBAAQUUUECB5gXaKJCt+R1bQwEFFFCg9gXI2MQor7/++nRLUW4r2lQhQ0i+DdtZFFCgcgT++9//BoUenX/++eNlUySjYqlCpiBvLYqYRQEFFGhbAbJhcqv25grBxfm5vHw9siUFWi9AYFpLt/rhhx+iW7duseyyy8Zuu+1m0cDXgK8BXwO+BirmNdC9e/eW/jmzngIKKKCAAjUg4BAUUEABBRRoHwED2drH2b0ooIACrRYYMWJEq7eptA2++uqrhi4NGjQottxyy9hss83isssuCzI1cSH1+++/j7x8/vnnQaaQho2cUaAeBKpojLxv6e4888wTCyywQLrNF+/ZhRZaKBZZZJFflR9//NH3NGAWBRRQoI0Evvnmm9TyeuutF9tuu21stdVW8ec//znN87y4kI0t3yZt6IMCCiiggAIKKKBA+wm0ck8nnnhirL322nHDDTeMtyV3PVh33XWDctRRRwWf77bbbrugvP3226nuSSedlNY/9thj6bkPCiiggAIKKKCAAgoooEC1CBjIVi1Hyn42KuAKBWpRYNiwYTF48OCqH9qUU06ZxnDJJZfEvvvuGwsvvHD89re/jeOPPz769esXWZbFl19+GR988EEqX3zxRarvgwIKVKbAFFNMkTpGZsXFF188VltttVhjjTVi0UUXjZtuuillbHv33XfjrbfeSuXDDz9My9JGPiiggAIKlF0gz2T77bffxo477phu+dy1a9f0OSvPeMUPBfLPWmPGjEmfvcreERtUoJ0E3I0CCiiggAL1IjB8+PDg39cEsV1wwQXj/Ujs9NNPj4EDB0aPHj2iS5cucdVVV8UyyywTO++8cxxzzDHB58Dnn38+yKZ+yCGHRP6ZsV7sHKcCCiiggAIKVL+AI1BAgfoWMJCtvo+/o1dAAQXaVKBTp06p/fvuuy+23377OPLII4Mv0I444oi45557Uia2ySabLNXxQQEFKl+ATD708pRTTonZZ589XnvttRg9enQKZtt7771TcOoU/wt2o56l4gTskAIK1JjAVFNNlUZ08sknx4MPPhhXX311ythBQDHZ2FjJZ608+y23aGSZRQEFFFBAAQUUUKCyBciEfvjhhwef9/h3duHnOH64wL/PhwwZEn379o0nn3wyNthgg1huueXSv9Gffvrp9HyuueYKsqe///77lT1Ye9cWArapgAIKKKCAAgoooEDVChjIVrWHzo4roED7C7jH1gpkWZY2ISsTQS/pydiHXr16jX2M+Pjjj4Mv46affvqgMJ9W+KCAAhUpMMkk4z46kpFtzTXXjM6dO8d0000XW265ZXz11VfBe50v0/NSkYOwUwoooEANCUw66aRpNGTd4BZTnJtXXXXV2GuvveLVV18Nst0SyBb+V1KAi78lV7hQAQUUCAkUUECB8gtwq1DuUNCSlmecccaYZZZZ4pprrkk/JJthhhnG2+y2226LXXfdNbgbAhl4p5lmmrT+559/Tp8B8+f8m/2zzz5L63xQQAEFFFBAAQUUUECBYgGfV6LAuKuRldgz+6SAAgooUDMCfImWB8AwqN/85jdMUiHghS/VKHxBx/O0wgcFFKhYgW+++SZ9WZ53kPcu8z/++GNMPfXU6dZ2s846a/Ar8cL3e/ifAgrUj4AjbReBLBv3owEuThZe3FxggQXS/gkyJtiNczJl5plnDgPbEo0PCiigQM0KkBmdf1cXFj6TFz5nvvDvAf9eZxmlZmEcmAJtIMDtOylt0HRq8rHHHku3ED3ttNPS88KHm266KVZZZZW0iKC17777Ls3zfuff5fnzb7/9NmV1SyvL/MAPJ/773/+WuVWbU0CBqhOwwwoooIACCiigQJkFDGQrM6jNKaCAAgqUFjjvvPOCDCEUsjdRa+ONN25YxnIutpqVDZkIHxWodIGXXnop7r777lS4nR39ve+++9LzfDnLuA0KU4sCCiigQNsKcLGSbBwUMrGxt3yedRQydnTu3JlVFgU6TIDszIsvvniH7d8dK1DLAgSxEbg8atSoILjmxRdfDIJYunTpEvzohGWU119/PQhay4OgZ5pppvj000/Tj1IIiKllo0ocm32qXgECQiltMYIxY8bEIYccEoMHD/5VINp//vOf4N/k3bp1S7vmRwxPP/10vP/++ylzOsuffPLJ+Omnn9K5YI455kj1yv3Aj1LL3abtKaCAAgoooIACCiiggAK1GsjmkVVAAQUUqCCBgw8+OI477rjYbbfdUjnwwAPjggsuiP322y89z5fzpbu/5KygA2dXFGhEgExrBK/xHqbw63BuH/yXv/wlva9ZRiFzW5aNyxbUSFMuVkABBRQok8DJJ58cXLSkrLHGGqnVP/zhDw3LWE7mNrJ0pJW18+BIqkyAQLbu3btXWa/trgLVIZAH1Gy33XZx9dVXx6WXXhr8TXj00UdjyJAhwW0N77zzzjj77LPjd7/7XQpym3766eOHH36I9ddfP9555x0zd1bHobaXFSKw4IILBiXvDsFl+fzETm+99dYYPnx4rLzyyrHwwgsHAap5mx988EH07Nkzsmzcv7e32WabuOiii2L11VeP3XffPZZffvngx6LLLrtsrLXWWilwNd+2nFOys2fZuD7Qrt/poWBRQAEFFGhDAZtWQAEFFKgTAQPZ6uRAO0wFFKg+gR49elRfp4t6TBALi1ZdddXYdNNNmy186c6vxdnGooAC7SXQ8v2QxYHagwYNipEjRzZb+HU2F8XYxqKAAgooUH6Bn3/+OTV6xRVXxDPPPNNs4bycb5M2rPMHzOqcwOEroECNCvBva7KiX3LJJXHqqafGzTffnEa64YYbxkknnRSXXXZZrLnmmvHEE08EGdhOP/30FNSWKvmggAITJEC2w3PPPTfuvffeRrcfMWJEo+uKV+y0007xySefpMxrBMgVBsyRZfHaa69t2ITn1113XZCFjcA3bi3P+3ro0KHRv3//hnoRbTdLljg+ZxrM1nbGtqyAAgoooIACCiigQL0IGMhWL0facbadgC0r0AYCZCno06dPG7Tcvk3yhRu/Em1p4RYIeaBM+/bUvSmgQEsEPvzwwyBA9fvvv4+WlI8//ji4lV1L2raOAgoooEDrBb788st0qzhuIzfXXHNFc4ULi9xutPV7qs0tyB5amyNzVG0mYMMKVJkAgSUvvvhizDnnnKnn/A1499130w9SCHghy9Prr78er7zySsrIlir5oIACrRYgiI07D8wzzzwp22FjDXCb0IEDBza2eqKWZ1kWU0wxxXhtTDnllOM9b6snnGsok0wySUOWuLbal+0qoIACCiiggALtIuBOFFCgQwUm6dC9u3MFFFBAgZoXaEmwS17np59+qnkPB6hANQvw62qC01oanErQWzWP176XX8AWFVCgvAJ8duKHAG+99Va0pOQs99wAABAASURBVBC8YKbM8h4DW1NAAQUqUYAfiHEL30UXXTSefvrp2GijjVI3ydBGVraVVlopDjnkkJhvvvniqKOOisMPPzyt54Fsbln2y60CWWZRQIHGBfgslgex7bLLLjHVVFM1XrkG1xDARiGIjVKDQ3RIEyjgZgoooIACCiiggAIKTKiAgWwTKud2CiigQPsLuEcFFFBAAQUUUEABBRRQoKoFyETDLcpbOggyCXKBnIB6AjEtP4QGdWEwQceZAOf8vfXQQw+lILYrrrgi5phjjrR43333jSeeeCJ22mmnGD58eIwaNSruu+++OOuss+KRRx6JE044ITp16hQEs/k683Xma6D51wA/Ehg6dGjMPvvsKWCUbLljxoyJxgp/z77++ut45513aqIwfsZEABslnWh8UEABBRRQQAEFFFBAgdYIWLeEwCQllrlIAQUUUEABBRRQQAEFFFBAgSoWsOsKKFDJAs8991yLu0cAGxlhyTpIoI3lkRRwpIMOpV4Dr732WnpvEYjWuXPn+O677+LVV18NsqCnFf97IBvbRRddlNZfeeWVsdlmm8W8884ba665ZqrBNqXad5mvO18Dv7wGbrrppiCIjQAugv64bSjvq6YKQWzDhg1LQaMEjlZzOfTQQ1PAHuOnpJOHDwoooECHCLhTBRRQQAEFFKg1AQPZau2IOh4FFKgZAb4Aq5nBOJDqE7DHCiiggAIKKKCAAgpUgMCkk04as8wySwqyWXnllcOiga+Bxl8DCy200HjvWm4xOvnkkwfvoyzLgmATshxOP/30cfDBB8c555wTK6ywQipdu3aNXr16BVnd5plnntC5ceeas/Hc2urXO3+XCGKbaaaZYt11143DDz88COxqrkw77bSx0korxdlnn13VZa211orPP/88GD/nlfA/BRRQQAEFFFBAAQUUUKCMAgaylRGzsCnnFVBAgYkR4NeZI0aMmJgm3FYBBRRQQAEFFFBAAQXaQcBdKKCAApUiwC3+6MvIkSOZRP6c4LWtttoq+vXrF99++226bemuu+4a559/fkM9gtoWXHDBtD7fLq30QQEFxhN4/vnn03uHLIYEgnI73vEq1PiT2267LS655JL44x//GHPPPXeNj9bhKaCAAgooML6AzxRQQAEF2kfAQLb2cXYvCiiggAIKKKCAAqUFXKqAAgoooIACCiiggAJlEOBWol988UW6leinn36asqvR7CeffJIC1LitIVmUWMc89bl1L4UAt6+++iq+/PJLNrEooEAJgcIgtl122SXqOYhtzz33LCHU7CIrKKCAAgoooIACCiiggALNChjI1iyRFRSodAH7p4ACCiiggAIKKKCAAgoo0FqBIUOGtHYT6yvQwQLuXoGmBci8RiDbhx9+GASq5bV/+OGHIFiNALaff/45fvzxx2D+o48+SgFu33//fVr/2WefNWRxy7d1qoACvwhMOeWUQSY2gtimmmqqX1a0cO7EE09MmRFbWL3iqk099dQpE5tBbBV3aOyQAgoooIACCtScgANSoL4FDGSr7+Pv6BVQQAEFFFBAAQUUqB8BR6qAAgoooIACCiiggAIKTKBAt27dYr/99osJCWKbwF1W1GbcTtQgtoo6JHamKQHXKaCAAgoooIACClStgIFsVXvo7LgCCijQ/gLuUQEFFFBAAQUUUEABBRSYGIF+/frF4osvPjFNuK0CCrSDgLtQQAEFFFBAAQUUUEABBRRQQIHaF6jEERrIVolHxT4poIACCiiggAIKKKCAAgpUs4B9V0CBJgS6d+/exFpXKaCAAgoooIACCiiggAJVI2BHFVBAAQUUUKDMAgaylRnU5hRQQIFyCfTp06dcTdmOAlUoYJcVUEABBRRQQIG2Fbjsssvadge2roACCiiggAItEKifKiNGjIhhw4bVz4AdqQIKKKCAAgoooIACCigwAQIGsk0AWlVsYicVUKCqBXr16hU9evSo6jHYeQUUUEABBRRQQAEFKllg0KBBldy9lvetxmt26tSpxkfo8BRQQAEF6kVg8ODBBrLVy8F2nAoooIACCrSFgG0qoIACdSJgIFudHGiHqYACCiiggAIKKFBawKUKKKCAAgoooIACCiiggAIKKFD7Ao5QAQUUUEABBRRQQAEFKl/AQLbKP0b2UIFKF7B/CiiggAIKKKCAAgoooIACCrRIYODAgXHNNde0qK6VKk7ADimggAIKKKCAAgoooIACCiigQO0LOEIFOlTAQLYO5XfnCiiggAIKKKCAAgooUD8CjlQBBRRQYEIFvv766/jwww8tGvga8DXga8DXQMW8Bib0b5rbKaBAPQg4RgUUUEABBRRQQIEJFTCQbULl3E4BBRRoQ4Fhw4bF4MGD23APVdq03VZAAQUUUEABBRRQQIG6EujUqVO88847MWrUqLjrrrssGvgaqJfXgOP0tV4Fr4HRo0fX1d9kB6uAAgoooIACCiiggAIKlF2gRIMGspVAcZECCihQCQIjRoyohG7YBwUUUEABBRRQQIEqFLDLCtSKwDrrrBNLLLFE9OzZM7beemuLBr4GfA34GvA1UFGvgZVWWqlW/uQ6DgUUUECBKhWw2woooIACCtSagIFstXZEHY8CCiiggAIKlEPANhRQQAEFFFCgxgUIjKrxITo8BRRQQAEFFGheoN1qEJjdbjtzRwoooIACCiiggAIKKKBAlQoYyFalB67yu20PFVBAAQUUUEABBRRQQAEFFKhcgdNOO61yO1dVPbOzCiiggAIKKNASgS233DL69evXkqrWUUABBRRQQAEFKlDALimggALtI2AgW/s4uxcFFFBAAQUUUEABBUoLuFQBBRRQQAEFFFBAAQUUUEABBWpfwBEqoIACCiiggAIKKKBAswIGsjVLZAUFFKh0AfungAIKKKCAAgoooIACCihQHQJkotl8882ro7P2suIE7JACCiiggAIKKKCAAgoooIACCtS+gCOsbwED2er7+Dt6BRRQQAEFFFBAAQUUqB8BR6qAAgoooIACCiiggAIKKKCAArUv4AgVUEABBRRQQIGqFTCQrWoPnR1XQIFaF+jTp0+tD7EKx2eXFVBAAQUUUEABBWpF4LLLLquVodTdOO6///66G7MDVkCB9hZwfwqUX2DEiBExbNiw8jdsiwoooIACCiiggAIKKKBADQm0byBbDcE5FAUUUKAtBXr16hU9evRoy13YtgIKKKCAAgoooIACbSdQBS0PGjSoCnppF4sF7r///rjhhhviuuuuK17lcwUUUEABBSpaYPDgwQayVfQRsnMKKKCAAhMk4EYKKKCAAgqUWcBAtjKD2pwCCiiggAIKKFAOAdtQQAEFFFBAAQVqUWBiMtHkQWzLLrtsbLrpprXI45gUUEABBepQwCEroIACCiiggAIKKKCAAgr8ImAg2y8WztWWgKNRQAEFFFBAAQUUUEABBRRQQIEKEyCQ7Zprrml1r0aPHp0ysRHEttVWWxVu77wCCiiggAIKKKCAAgoooIACCtS+gCNUQIE6ETCQrU4OtMNUQAEFFFBAAQUUUKC0gEsVUEABBRRoX4GRI0cGwWyF5ccff0y3WyPQjXLzzTfH2WefncqDDz4Yzz//fEw33XTx2WefBeuok5f//Oc/UarNvH3WFY8wX1dq2tr6xW3zvFS7+TLWFxb2l68rnrKusC7zLCuulz9nHXUKS76u1LS19QvbzedLtZsvy+vkU/aXrys1zevl06bqsy6vl09ZVqpdlrEur5dPWd5YyesUThury/LCesyzP5Y3VqhTWJqqz7rCusyzrLG2WUedwtJYXZa3tn5hu/k87TRW8jr5lP01Vpd1eb18yrLW1G+sLstpK283n7K8sZLXKZw2VpflhfWYZ38sL1VYR53CwrJSdVnGusK6zLOMdaUK66hTWErVy5cV1svn83WlpnmdfMr+StXLl+X18mlT9VmX18unLMvbKp6yLq+XT4vrFD7P6xROC9cXzxfWy+eL6xQ+z+vkU/rH+hEjRuSLnCrQQQLuVgEFFFBAAQUUUECByhcwkK3yj5E9VECBShdog/5xQWbw4MFt0LJNKqCAAgoooIACCiiggAIdJ9CrV6/o1KlTvPzyyw1lmmmmSUFqr776auRlzJgx8cYbb8Rrr70WX3/9dUwyySTx/fffp2UvvPBCQz3qE+BG3cI2C+dnmmmm6Nq163ilcH3xfGvrF7f93nvvNYytuG3GWlyf/RXXy58zruL6LMvXF09ZV1y/uE7hc/bdmvrFdcs51lI2jKewv4XzrCvuD8sK6xTOl2WsBa/bwraZL+4L+2N5qVJqrE3VZ1zF7bOsVNsso63i+ixvrBTXb+q40kZx203Vr/SxMhbG1FhhfWHpyLFyzAv7wjzLGut78XGlfmN1Wc76wlLOsVba66BwnMw3NdZy2iy11FId9wfYPSuggAIKKKCAAgoooEDLBazZoQIGsnUovztXQAEFGhfwV5qN27hGAQUUUEABBapTwF4roIACBLINHDgwCssuu+wSM888c/Tv37+hHHfccbHVVlvFTz/9FKuuumrccMMNcfXVV6dy7rnnNtRjmxlmmCFoo7DNwvlll102Jp100vFK4fri+dbWL26b7YvbzJ/Tz4mtTxt5e8VT1hW3X1yn8Dl9bU394rpsX9he4XypvrS2Pm0Utlk4z7ri/rCssE7hPPsurl+4vni+uC7bF9cpfN6a+vRzYuvTRuH+C+fpa3H7heuL54vr87y4TuHz4rabqk8/J7Y+bRTuv3CefRe3X7i+eL619YvbZvviNvPn9HNi69NG3l7xlHXF7bOsuF7+nL4W18/XlZoW12X7UvVYxn7buz77ZN+lCn0t7k+pevmy4rpsn68rNW1NffrZVP1+/fr5YUABBRSoCwEHqYACCiiggAIKTKiAgWwTKud2CiiggAIKtL+Ae1RAAQUUUEABBRQok0Dfvn3L1JLNtIXA7bffHhdffHEKYttrr73aYhe2qYACClSygH1TQAEFFFBAAQUUUEABBRRQoC4F6iyQrS6PsYNWQAEFFFBAAQUUUEABBRRQoM4Emh/uNtts03wla3SIgEFsHcLuThVQQAEFFFBAAQUUUECBKhSwywoooIACtSZgIFutHVHHo4ACCiiggAIKlEPANhRQQAEFFFBAgQ4SWGGFFczE1kH27lYBBRRQoA4FHLICCiiggAIKKKCAAgooUEECBrJV0MGwK7Ul4GgUUEABBRRQQAEFFFBAAQUUUKD1Ap07d45qup1o60foFgoooIACCiiggAIKKKCAAgooUG0C9lcBBdpHwEC29nF2LwoooIACCiiggAIKKFBawKUKKKCAAgoooIACCiiggAIKKFD7Ao5QAQUUUEABBRRQQIFmBQxka5bICgoooED7C/Tq1Sv69OnTwh1bTQEFFFBAAQUUUEABBVorsN9++7V2E+sroIACHSzg7hVQQAEFFFBAAQUUUEABBRRQoPYF6nuEBrLV9/F39AooUMEt08H8AAAQAElEQVQCPXr0qODe2TUFFFBAAQUUUKAKBeyyAgUCzzzzTMEzZxVQQAEFFFBAAQUUUEABBWpGwIEooIACCiigQNUKGMhWtYfOjiuggAIKKND+Au5RAQUUUEABBRRQQAEFFFBAAQVqX8ARKqCAAgoooIACCiiggAIKKNARAgayta+6e1NAAQUUUEABBRRQQAEFFFBAgdoXcIQKKKCAAgoooIACCiiggAIKKFD7Ao5QAQUUUKDMAgaylRnU5hRQQAEFFFBAAQXKIWAbCiiggAIKKKCAAgoooIACCihQ+wKOUAEFFFBAAQUUUEABBRT4RcBAtl8snFOgtgQcTVULDBs2LAYMGFDVY7DzCiiggAIKKKCAAgoooIAC7SDgLhRQQAEFFFBAAQUUUEABBRRQoPYFHKECdSJgIFudHGiHqYACCiiggAIKKKCAAqUFXKqAAgoooIACCiiggAIKKKCAArUv4AgVUEABBRRQQAEFKl/AQLbKP0b2UAEFFKh0AfungAIKKKCAAgoooEDVCZx22mlV12c7rIACCnSwgLtXQAEFFFBAAQUUUEABBRRQQIHaF+jQERrI1qH87lwBBRRQQAEFFFBAAQUUUKB+BBxpJQn07NmzkrpjXxRQQAEFFFBAAQUUUEABBWpGwIEooIACCiigwIQKGMg2oXJup4ACCiiggALtL+AeFVBAAQUUUEABBRRQQAEFFFCg9gUcoQIKKKCAAgoooIACCiigQF0KGMhWZ4fd4SqggAIKKKCAAgoooIACCiigQO0LOEIFFFBAAQUUUEABBRRQQAEFFKh9AUeogAIK1JqAgWy1dkQdjwIKKKCAAgoooEA5BGxDAQUUUEABBRRQQAEFFFBAAQVqX8ARKqCAAgoooIACCiigQAUJGMhWQQfDrihQWwKOZmIEevXqFSeeeOLENOG2CiiggAIKKKCAAgoo0ITAaqut1sRaVymgQMsFrKmAAgoooIACCiiggAIKKKCAArUv4AgVaB8BA9nax9m9KKCAAgoooIACCiiggAKlBVyqgAIKKKCAAgoooIACCiiggAK1L+AIFVBAAQUUUEABBZoVMJCtWSIrKKCAAgpUuoD9U0ABBRRQQAEFFFBAAQUUUECB2hdwhAoooIACCiiggAIKKKCAAgooUNsCBLLV9ggdnQIKKKCAAgoooIACCiiggAIKIGBRQAEFFFBAAQUUUEABBRRQQIHaF3CECiiggAIKVK2AgWxVe+jsuAIK1LrAiBEjan2Ijk+BKhSwywoooIACCiiggAIKKKCAAgooUPsCjlABBRRQQAEFFFBAAQUUUKAjBAxk6wj1et6nY1dAgRYJDBs2LAYPHtyiulZSQAEFFFBAAQUUUEABBSpOwA4poIACCiiggAIKKKCAAgoooEDtCzhCBRRQoMwCBrKVGdTmFFBAAQUUUEABBRQoh4BtKKCAAgoooIACCiiggAIKKKBA7Qs4QgUUUEABBRRQQAEFFPhFwEC2XyycU0CB2hJwNAoooIACCiiggAIKKKBAowKnnXZao+tcoYACVSVgZxVQQAEFFFBAAQUUUEABBRRQoPYFHGGdCBjIVicH2mEqoIACCiiggAIKKKCAAqUFXKpAfQr07NmzPgfuqBVQQAEFFFBAAQUUUKBOBRy2AgoooIACCihQ+QIGslX+MbKHCiiggAKVLmD/FFBAAQUUUEABBRRQQAEFFFCg9gUcoQIKKKCAAgoooIACCiiggAIKtKlARQSytekIbVwBBRRQQAEFFFBAAQUUUEABBSpCwE4ooIACCiiggAIKKKCAAgoooEDtCzhCBRRQQAEFJlTAQLYJlXM7BRRQoI0FevTo0cZ7sHkFFKhCAbusgAIKKKCAAmUSeOaZZ8rUks0ooIACCiiggAJlF7BBBRRQQAEFFFBAAQUUUKAuBQxkq8vDXs+DduwKVIdAr169ok+fPtXRWXupgAIKKKCAAgoooEAVCuy3335V2Gu73HIBayqggAIKKKCAAgoooIACCiigQO0LOEIFFKg1AQPZau2IOh4FFFBAAQUUUEABBcohYBsKKKCAAgoooIACCiiggAIKKFD7Ao5QAQUUUEABBRRQQIEKEjCQrYIOhl1RQIHaEnA0CiiggAIKKKCAAgoooIACCihQ+wKOUAEFFFBAAQUUUEABBRRQQAEFal/AEbaPgIFs7ePsXhRQQAEFFFBAAQUUUEABBUoLuFQBBRRQQAEFFFBAAQUUUEABBWpfwBEqoIACCiiggALNChjI1iyRFRRQQIGOERg8eHDH7Ni9VqGAXVZAAQUUUEABBRRQQAEFFFBAgdoXcIQKKKCAAgoooIACCiiggAIK1LaAgWwcX4sCCihQYQLDhg2LESNGVFiv7I4CCiiggAIKKKCAAlUuYPcVUEABBRRQQAEFFFBAAQUUUKD2BRyhAgoooEDVChjIVrWHzo4roIACCiiggALtL+AeFVBAAQUUUEABBRRQQAEFFFCg9gUcoQIKKKCAAgoooIACCijQEQIGsnWEuvusZwHHroACCiiggAIKKKCAAgooUAECQ4YMqYBe2IUaFnBoCiiggAIKKKCAAgoooIACCihQ+wKOUAEFyixgIFuZQW1OAQUUUEABBRRQQAEFyiFgGwoooIACCiiggAIKKKCAAgooUPsCjlABBRRQQAEFFFBAgV8EDGT7xcI5BRRQoLYEHI0CCiiggAIKKKCAAgoooIACCtS+gCNUQAEFFFBAAQUUUEABBRRQQIHaF6iTERrIVicH2mEqoIACCiiggAIKKKCAAgqUFnCpAgoooIACCiiggAIKKKCAAgrUvoAjVEABBRRQQIHKFzCQrfKPkT1UQIE6FejRo0edjtxhV6GAXVZAAQUUUEABBapO4Jlnnqm6PtthBRRQQAEFOljA3SuggAIKKKCAAgoooIACCijQpgIGsrUpb0sbt54CCigwvkCvXr2iT58+4y/0mQIKKKCAAgoooIACCpRNYL/99itbWy1vyJoKKKCAAgoooIACCiiggAIKKFD7Ao5QAQUUUGBCBQxkm1A5t1NAAQUUUEABBRRofwH3qIACCiiggAIKKKCAAgoooIACtS/gCBVQQAEFFFBAAQUUUKAuBQxkq8vD7qDrWcCxK6CAAgoooIACCiiggAIKKKBA7Qs4QgUUUEABBRRQQAEFFFBAAQUUqH0BR6hArQkYyFZrR9TxKKCAAgoooIACCiigQDkEbEMBBRRQQAEFFFBAAQUUUEABBWpfwBEqoIACCiiggAIKVJCAgWwVdDDsigIKKFAoMHjw4MKnVThvlxVQQAEFFFBAAQUUUEABBRRQoPYFHKECCiiggAIKKKCAAgoooIACCtS+QPuM0EC29nF2LwoooECrBIYNGxYjRoxo1TZWVkABBRRQQAEFFKhSAbutgAIKKKCAAgoooIACCiiggAK1L+AIFVBAAQUUUKBZAQPZmiWyggIKKKCAAgpUuoD9U0ABBRRQQAEFWivQs2fP1m5ifQUUUEABBRToYAF3r4ACCiiggAIKKKCAAgooUNsCBrLV9vFt6eisp4ACCiiggAIKKKCAAgoooEBdCZx22ml1Nd7/DdaJAgoooIACCiiggAIKKKCAAgrUvoAjVEABBapWwEC2qj10dlwBBRRQQAEFFFCg/QXcowIKKKCAAgoooIACCiiggAIK1L6AI1RAAQUUUEABBRRQQIGOEDCQrSPU3acC9Szg2BVQQAEFFFBAAQUUUEABBRRQoPYFHKECCiiggAIKKKCAAgoooIACCtS+gCNUoMwCBrKVGdTmFFBAAQUUUEABBRRQQIFyCNiGAgoooIACCiiggAIKKKCAAgrUvoAjVEABBRRQQAEFFPhFwEC2XyycU0ABBSpKoE+fPhXVnyrsjF1WQAEFFFBAAQUUUKBRgcsuu6zRda5QQAEFFKg8gaFDh8bSSy9dqsQOO+wQn3/++XjlrLPOKlmXNlhXXJ82WFeqPPDAA+O1zbal6uXLWluf9goL2+dtFU/pZ2Fd5hlPcb38OeuoU1hoI19fPG1tffpa2DbzxW0WPmd9YWH7wvWF8/SzsC7z9K+wTuF8a+vTFm0WFtoobLNwnr4W1mW+cH3xPOsLC9sX1yl8XliXefpXuL5wnn5Sp7CcffbZlffGtUcKKKCAAgoooIACCiigQCsFmghka2VLVldAAQUUKJtAr169okePHmVrz4YUUEABBRRQQAEFFGhcoD7XDBo0qD4H7qgVUECBKhVYcskl46abbipZjjrqqPjiiy/GK7179y5ZlzZYV1yfNlhXqnTr1m28ttm2VL18WWvr015hYfu8reIp/SysyzzjKa6XP2cddQoLbeTri6etrU9fC9tmvrjNwuesLyxsX7i+cJ5+FtZlnv4V1imcb2192qLNwkIbhW0WztPXwrrMF64vnmd9YWH74jqFzwvrMk//CtcXztNP6uTl4Ycfjr///e9V+u622woooIAC7SfgnhRQQAEFFKh8AQPZKv8Y2UMFFFBAAQUUqHQB+6eAAgoooIACCiiggAIKKKCAArUv4AgVUEABBRRQQAEFFFBAAQXaVMBAtjbltfGWClhPAQUUUEABBRRQQAEFFFBAAQVqX8ARKqCAAgoooIACCiiggAIKKKBA7Qs4QgUUUGBCBQxkm1A5t1NAAQUUUEABBRRQoP0F3KMCCiiggAIKKKCAAgoooIACCtS+gCNUQAEFFFBAAQUUUKAuBQxkq8vD7qAVqGeB6hj7sGHDYvDgwdXRWXupgAIKKKCAAgoooIACCiigQMUJ2KFaE9h7771j5MiRtTYsx6OAAgoooIACCiiggAIKKDBRAm5cawIGstXaEXU8CihQMwIjRoyombE4EAUUUEABBRSoQgG7rIACCiiggAIKVJDA8OHDK6g3dkUBBRRQQIEaEnAoCiiggAIKKKBABQkYyFZBB8OuKKCAAgrUloCjUUABBRRQQAEFFKhcgb59+1Zu5+yZAgoooEBVCdhZBSpBYNttt62EbtgHBRRQQAEFFFBAAQUUUGCiBCo5kG2iBubGCiiggAIKKKCAAgoooIACCihQFQId0sltttmmQ/brThVQQAEFFFBAgXILdO/ePQxkK7eq7SmggAIKtIGATSqggAIKKNCsgIFszRJZQQEFFFBAAQUUqHQB+6eAAgoooIACCiiggAIKKKCAArUv4AgVUEABBRRQQAEFFFBAgdoWMJCtto+vo2upgPUUUEABBRRQQAEFFFBAAQUUUKD2BRyhAgoooIACCiiggAIKKKCAAgrUvoAjVECBqhUwkK1qD50dV0ABBRRQQAEFFFCg/QXcowIKKKCAAgoooIACCiiggAIK1L6AI1RAAQUUUEABBRRQoCMEDGTrCHX3qYAC9SzQorH36tUr+vTp06K6VlJAAQUUUEABBRRQQIHWC+y3336t38gtFFBAgZYLWLPMAmeeeWZ07969zK3anAK1ITBy5MjYZ599amMwjkIBBRRQQAEFOVxrMgAAEABJREFUFFBAgeoSsLdlFjCQrcygNqeAAgqUS6BHjx7lasp2FFBAAQUUUECBKhSwywq0rcAzzzzTtjuwdQUUUECBsgr89re/LWt7NqZArQk8/fTTtTYkx6OAAnUj4EAVUEABBRRQQIFfBAxk+8XCOQUUUEABBWpLwNEooIACCiiggAIKKKCAAgoooEDtCzhCBRRQQAEFFFBAAQUUUEABBWpEwEC2Jg6kqxRQQAEFFFBAAQUUUEABBRRQoPYFHKECCiiggAIKKKCAAgoooIACCtS+gCNUQAEFFKh8AQPZKv8Y2UMFFFBAAQUUUKDSBeyfAgoooIACCiiggAIKKKCAAgrUvoAjVEABBRRQQAEFFFBAAQXaVMBAtjbltXEFWipgPQXGFxg2bFgMGDBg/IU+U0ABBRRQQAEFFFBAAQUUqHIBu6+AAhMqsNJKK8XIkSMndHO3U0ABBRRQQAEFFFBAAQXaUcBdKaDAhAoYyDahcm6ngAIKKKCAAgoooIAC7S/gHhVQQAEFFFBAAQUUUEABBRRQoPYFHKECCiiggAIKKKBAXQoYyFaXh91BK6BAPQs4dgUUUEABBRRQQAEFFIg47bTTZFBAAQVqWsDBKaBA/Qh07949zjjjjPoZsCNVQAEFFFBAAQUUUECBBoFamzGQrdaOqONRQAEFFFBAAQUUUEABBRQoh4Bt1LhAz549a3yEDk8BBRRQYEIFJplkkphpppli1lln/VWZbrrpIsuy1PQUU0yR6nXt2jXmmmuu6NKlS0wzzTRpHQ9TTjllWsa6OeaYI2aZZZaG9b/5zW/StnPOOWdQZptttphhhhli0kknTdN83yzP55nOPPPMQR8mm2yy1BbLKJ07d2aXqXTq1OlX/aZOXgrrsgH16RvrmfIcA/bFMgoeLMuyLGacccaG9hkz64sL9WmH9osLLtTHhUIbuFFYTsEiy7KYfPLJG/ZFf+jDFGPdqUNhGRZ4Ms+y4jL99NMH2+X9mHrqqQNX3Dl29JU2sWf8bM96CvO0S/u0wTzLKIwvy7J0PBgD7THFhz5FO//329/+tp336O4UUECBmhFwIAoooIACCihQQQKTVFBf7IoCCiiggAIK1JSAg1FAAQUUUEABBRRQQAEFFFCg+gQIfJpqqqlSEBWBVIWFdQQxMSXoiXoEQP38889B8BIBWAQ7sZ4pyxD473//GwRLsZ7tCHhi2yzL4j//+U8QFEUgF8uZ5vtkeT7PlCAw2qYebbGMMu2006bANvbFflnWWKEuwVzUpRB4Rd+oz5TALoLd2BfLKPSV7egb27KMwvgmn3zyX1lRn0Aw6rKPvND3vH+YMHbaYCwU2qSwH0pel2X0h37RP55TWMZ2FOZZVlwI/KMv7Ad7xosr++bY0VeWc1wZP9uznsI87bJN8T7oG8eBMdE27TFlzOyP7fJxO1VAAQUUUEABBRRQQAEFFGiZgIFsLXPqmFruVQEFFFBAAQUUUEABBRRQQAEFal/AESqggAIKVJQA2bfo0PLLLx9LLbVUKssss0xsueWW8dZbb6WgM4KjvvvuuzjooINi7rnnjm7dusWee+4Zb7zxRhDAxPqffvopzjvvvKAdAqXY/oMPPkgBbWT3uuOOO2KTTTZJmdpWW221ePzxxxuyve26665xww03BMFeeR+Y0tYJJ5wQBM7RxwsvvDAOPfRQZiPvN9NXXnkl9ZttCkv//v1TXQK4mCHwikK/qXfrrbemrHAsYz3LNtpoI2bTuBgbfaK/9JEVtEm9vKy44opx5JFHBuMn+CvfFwFeuHz55ZcxYMCAWGSRRWKJJZaIE088MVhGW1deeWXstddezKbAQJyGDRsWq666alpGcBnLbrnlljQ+jgfBZvk+8Mn7wZR+0ibr80C14cOHx/bbb5+OGcdu//33D44lbriy3auvvhrPPvts2sdzzz2XjhljpxO8Fl577bXkTbs33nhjYMQxZtuBAwem40jAHW2yjUUBBRRQQAEFFEgCPiiggAIKNCswSbM1rKCAAgoooIACCiigQIUL2D0FFFBAAQUUUEABBRRQoNwCL730Umy44Yax7777psCnjz76KNZee+2G3Wy11VZBMNrpp58eZ511VhA8xrJvvvkm1RkyZEgQdLbddtvF+eefH++9916wnpW0tfXWW6dAqUGDBsU888wTf/rTn+Ljjz9mdar7xRdfpPnRo0fHpptuGnvvvXf83//9XwqOI1iKlZ9++ml8+OGHzI5Xfvjhh2A7tqH/eVlvvfVSPbKHMZMHZ919992p/tVXX83ihltx0sZ9990X77//fgosI2js+eefD4LBGA+VmS677LJx9NFHp7L66qsnD/qYZVkQwJZlWZC5jP0SADd06NA49thjUyDgFVdcEWeccQZNxeeff572lZ7874EgMwLLeEoQG1OC/EaPdbn99tt52tBfjhmu9OWwww6LhRZaKPbYY4/UX7Z9++230zFlI44Jx+4f//hHEMzGMoL0aBc/9ss8bbEuyzImQV9+/PHHNH/PPffEjjvuGEsuuWQKPGR+wIABgWOWZQ1Z8lJlH8oiYCMKKKCAAgoooIACCihQ2wIGstX28XV0CrRUwHoVJtCrV6/g16gV1i27o4ACCiiggAIKKKBAzQiQoaVmBuNAFGi5gDUVqFqBBx54ILp3797u/V933XWDwCiCrwYNGhTvvvtuCmR68MEH49///ncKZNt4441TcNS1114bX3/9dZxzzjmpn9dcc03ssssu0a9fv9hss83itNNOiyeffDIIYrvtttti6aWXjkMOOSTWX3/9OPfcc1PQ06OPPpq2LX7YYIMNom/fvnHggQemgLb777+/uErJ5wTO0f+8rLrqqilTWh5slwey3Xzzzaltgro+++yzlG0sb5BbfOKfPyewLZ/PpxwbxkEhGxtjzrchaxm37CQ7Ge2znCxpmNAvgtgIKCNYLm+PKdswLSwEo2FMABsW119/fVrN8jQz9mGllVZKpmRJIyPe/PPPHw8//PDYNRGHH354LLfcckEmu3XWWSc4dhxX+sO4U6WiB4LVSnmTvY3MbrRJwXa33XaLY445JrVPM2SQY9rWZeTIkbHKKqu09W5sXwEFFFBAAQUUUKB6BOypAlUrYCBb1R46O66AAgoooIACCiiggALtL+AeFVBAAQUUUEABBepVgAxdjJ3gpHvvvTfIbkYmNW6LSSa1aaedNt1+lFthUo9bTd51110xatQonqasXdySkltOUghqI6iLLGUEbRGMtNZaa6W6jT2QMYw25p133saqNLucgDIqMWUsZHR75JFHUrY4gr7IzpZl47KPUY/gNMbLPOVf//pX9O7dm9lGC5nV5pprrrSePrMfnowYMSIIJmcdgWPffvttkMENsy5dulClodC/hif/m8myLAikm3322WPbbbdNmda4LWqW/dLf/1VNk++//z7Yx5xzzpmeE9BGkF1h2/yglDbJGJcqFTwQxLfTTjsF2d0IXCtYlTLYffXVV7HDDjsULk6Bj5dccklaxtjTjA8KKFCFAnZZAQUUUEABBRRQoCMEDGTrCHX3qYACCtSzgGNXQAEFFFBAAQUUUEABBRRQQIHaF6iRERJc9vjjj8ctt9wS/fv3j549ewZBWKNHj44FFlggjZJgKQpPFltssYbsX3vttVd88MEH8bvf/S5WXHHFIOvY5JNPHlmWxZ/+9Kf44x//mALCFl100Tj00EPjs88+C7KX0U5xIbPb2muvHQRdXXXVVbHPPvsUVyn5fNNNN41NNtmkoZBdLMuylHFtqqmmCv4jMG3xxRcPgr023HDDuPHGG1ncUOjnHXfcEQRyEbT31FNPpfE0VBg7w3qCvRgHmdDIRke2s7GrggDAPGMagWyLLLIIi+OHH34IAt4I9urWrVtaxgN9JMNbXsh6xvK8EBxI2wS+LbnkkikrXr6OKRnx6Mv+++8fq6yySnzxxRdBtrQxY8YEQXsLLbQQ1eLHH38MlpEJbtZZZ039SSuKHmjnueeeixtuuGG8NSwjoG666aZLy8lyR3sEznGcWTjZZJMxsSiggAIKKKCAAgoooIACtStQ5pEZyFZmUJtTQAEFFFBAAQUUUEABBRRQoBwCtqGAAgoooIACHS+w3377paCz7bbbLt5777044YQTUqcIzsqDlVhAMBbTqaeeOsjSxfM55pgjnn766bjoootivvnmi2OPPTbdgpSgNzKUcSvSm266KWV2u/zyy2OFFVZIty2lneLy+9//PtZYY40gmI1Mb6eeempxlZLPuX1pYSETHBXpX35bUW7TSbAdwXkEeZGRjaA66lF69OjBJAjcGjp0aAoOKxw7K6n/zjvvBLf6JLsZtxBdbrnlUnAYAV7UyUvhtsxn2fjZ1BZeeOE4+OCDGwq3IM23Jfjt1ltvDerQ32WXXTauu+66fHWafvLJJ0HWOrKi/fTTT0EgIsFmHDMq5ON+4YUXgiBCgg8p3C6W9cUFbwL0uGVo3gZ1mCcLH/OUwYMHj9ceAXR5AB/rLQoooIACCjQm4HIFFFBAAQUU+EXAQLZfLJxTQAEFKkqAX6hWVIfsjALVJ2CPFVBAAQUUUEABBRRQQAEFakSAgLCOGAqZ2AjQIrMat98kOIt+dOvWLQikYp5gLArzb731Vgqy4nahd955ZxAwRoayQYMGxRNPPBHcTpTy2GOPBXVXXnnlICiNoKoFF1zwV9nQaJOyzTbbBEF1xx9/fFx66aVx8cUXp1tmsi4vZHPL+5EvO+igg2LAgAENhQxmBNKRXY26BN0RdEbQ11JLLRVkfmPbf/7zn0xSIRhrgw02iPvvvz+4xeiaa66Zlhc+9OnTJ/Xr0UcfDbKUEaDHerZligdTsqy9/fbbzAb7JyscRgT7ESjICjLe0V5eyF7Hcgrt0+c99tgj6O8FF1wQzzzzTLz++uusTuXwww+PK6+8Msg09+qrryZ3Vsw999wxzTTTxJtvvsnTdJwefvjhlEGPYLW0sJGHXXfdNWVwo595FbLYvfTSS2k5y8h8R3v52FlmUUABBRRQQAEFFFBAAQUUaJ2AgWyt86qz2g5XAQU6SmDYsGHBrzg7av/uVwEFFFBAAQUUUEABBepJwLEqoIAClS/AbTq5zWd795TsXRQCsbhlJLfWpA8EoHH7TG5VSVaumWeeOQWtEWC2+uqrp9uHbrXVVkF2MupT5p133hTkRcYwbn85cOBAFqdCJjeyg7EuLWjiYfrpp09rv/766zTNHwgK4xaZ+fPGpgSQkaGM9QSmEcT1xhtvpMA6guvod3EwFrcXHTJkSLqNJ2Nn21JlhhlmiL/85S9BgNnw4cPTrVIZG5nUqM8YyUSHJeOgLw888EAceOCB8fHHH0fhf2Q8K3zOPLcV7d27d0Nf6S+uBA2yvrBwG9addtopuDUoVlmWBRnc8mA09r3IIoukgLbmbgGKLQFyJ598csMuyF7HE8bDlLHTHkGOPLcooIACCiiggAKVJ2CPFJryf6gAABAASURBVFBAgcoXMJCt8o+RPVRAAQUUUEABBRSodAH7p4ACCiiggAIKKKCAAjUtQJDVRx99FNxC88cffwyC1bhlJ9nWyBLGbTfJ2kUGMLKakYmMjGLM33jjjen2lkcccUS8++67QVa3ddddN84777w488wzgx80ElxFFrGVVlopSv3HPgg647aa++67b5ANjOA56pIxjnV5efnll1mcSr4sn3JrUFYQmMWUALD11lsvCMYjsIugM7KvcXvRwqC6FVdcMQg4I6iPjGlsW6qQXW399dcPbLiVKnUIWCMLHMGAZFcj81zfvn1TJrXbbrstBZotv/zyQbY26ueFrHH5PFO2x5L+0s+8v7179063NKVOYaEvBLERbHjhhRemVfSJAMT+/funY3LPPfcEx4njQiBaqtTIwxZbbBGzzTZbw1qC3ziGe+65ZxCYSOAe/dt4441T5jfW04eGDZypDQFHoYACCiiggAIKKKCAAm0qYCBbm/LaeC0IkFafL5F++umnWhhOxY7BjimggAIKKKCAAgoooIAC7Slw2mmntefu3JcCCvxPwIkC1SaQZdmvuvzpp58GgWrXX399zDPPPLHOOusEgV7PPPNMkDFsjjnmSNsQNLXKKqvEjjvuGARwUZ/sXWRA22yzzeKAAw6Io446KtZYY42UkeyQQw6JtddeO23LQ5b9sm/qEiC1xx57BNnUrrjiCqqk8sgjjwTr8jJo0KCUEY6V7CdfznT77bdncfzmN78Jvu+844470v5ZOGbMmJRVjrHwnFtzMqXQ5549ewZBZDynYJBPs2xcX/PMZ2QvIxsdfWNfBJ19/vnnwZSgPbKtrbrqqkFAW9euXYNltJVlWbKNgv+ybFzbzz77bBCURkY4gto++OCDVAt/7EePHp2eZ9m4+l999VXQ7wEDBgR/97/44osgI9zNN98czz//fDom+DBuxkoGt9TA2Icsy1I/CNyLsf8RkDbppJPG8ccfP/ZZNPhuvvnmQZa2v//977HaaqulY73YYoulIDm2/eabb6I9/iMI8IwzzmiPXbkPBRRQQAEFFFBAAQVaJGAlBSZUwEC2CZVzu7oR4Nd6pMPnCxx+dVg3A3egCiiggAIKKKCAApUoYJ8UUKBMAlyML1NTNqOAAgooUGMCZFxjSGQkI7iJzGAUllHILkaGNrKYEVBGRrRRo0YFQVtkSuP2owRtde7cOS677LJ48803U+DUSy+9lDK5cVtNArEOPvjgeP/992PEiBFBUBbZw1jOPgi22nbbbVPAFP3IC20REEcAHfW4JWe+Lp8SbEXAVv68cEof2I7xEJhFewTZMSb2Td8INmMbgrSYLrDAAmwSZHU78sgj0/yWW24ZZB/jCQa77747s0EgG8FbfJfKtmRaYwX7I7CMwq03ySw3evToeOWVV4J5Mp0RLEYGu6uvvppNgj4RbPf73/8+Gf72t78N2pxpppmCQDjapA7Z31g+77zzpvVLLbVUcAwJXKNNjBgnAYA8J+sdAYevv/56cEtVbpnKcWZfmNAWtwil3dyLfrOvNddcM+2D24pSn/0QqPjEE0/Eiy++mI7noEGDglu80g4Z/NJg2uEBn3bYjbtQQIH2E3BPCiiggAIKKKBAXQoYyFaXh91Bt1bgpJNOSr+sO/TQQ2ObbbYJvuRobRvWV0CBShGwHwoooIACCiiggAIKKKCAAgooUPsCEz5CAqDywCUCpghaIwCqsEWCtcjkReBWp06dYoYZZgiCwMgYRvASbTBPOwSGEdhEWx999FFQ2JZgN4LHZp999qB9tnnvvfeCKUFTFLZhWlhYRp9op3B5Pv/DDz+kQK78efGUPrEt/WUdz2mP8ZFtLt9/HqhFPZaz38J5ti0sBG6xb6a45Ot4zvK8/fw5gWUUAv8I6KMP+Tb0gTZYxj4JGMsD11hHf2iP9WzPdvSX/VCf5dgSIEi/Wc9y3FnHc/Y91VRTBceS/XO8mGcd21CYx4d90u98PW1hSHscb/ZL9rcsy4L+0B79p48WBRRQQAEFFFBAAQUUUECBlgu0PpCt5W1bU4GqFeBLkeHDhweFLx5effXVmGaaaeL0008PfknJL/TI0uaXEVV7iO24AgoooIACCiiggAIKNCfgegUUUEABBepUgKAyAqUIgiK4iWCmUhQEVxHc9O677wZZ2QhsIvgpr8s87RDUxHraIgCK9Xz/SHAUy95+++2UySsPbGPKvimsZ1pYWEZAFW0VLs/nCa5in/nz4il9IvCK/rKO5/SHfhH8le+foDraoR7BXOy3cJ5tC0v+XSl+uOTr8uW0T+E5fXzrrbeCfRAIxv4Lx0MfqJv3k37gTJuso5+sZzu2Zzlt0S595Niwnu3pN+vz5djxHHfaJLCN+gTCMc86tqEwjw/7K1yft8VY+f6Y/dIe/aQ/9Iv9WxRQQAEFFKgKATupgAIKKKBABQkYyFZBB8OuVI4AX5r069cvKHyZcc4556T5XXfdNd0iYP7554+bbropzVdOr+2JAgoooEClCdgfBRRQQAEFFFBAAQUUUEABBRSofQFHqIACCiiggAIKKKCAAgooUB4BA9nK42grbSPQYa2Sfe2JJ54IyiqrrBLnn39+mud5YVl99dU7rI/uuLYFyPp34okn1vYgHZ0CCiiggAIKKKCAAh0osNpqq3Xg3t11kYBPFVBAgWYFHnjggejevXuz9azQMoEpppgipp9++uD2mtz69De/+U0wLSyTTjpp5P8VLs/nWTf11FOndmiP5y0pk002WdqGfRfuoyXbWqe0wMiRI4PvsUuvdakCCiiggAIKKFAxAnZEAQUUaFZgkmZrWEGBOhYgzf2ee+4ZpJG/6KKL4sorr4y77747PvvsszpWcegKKNCeAlmWtefu3JcCClStgB1XQAEFFFBAAQUUUEABBVomMNNMM8Uss8ySgtgIZpt11llj9tlnD6aFpWvXrim4bcYZZ/zVOurNNddcwToC0mhvhhlmaLYDnTp1itlmm61h3+yDPjS7oRUUUOB/Ak4UUEABBRRQQAEFFKhtAQPZavv4OrqJELj00kuDL2OOOeaYuOuuu+Lpp5+Oe+65J04//fSYb7754qijjoqff/55IvbgphUlYGcUUEABBRRQQAEFFFBAAQUUUKD2BRyhAnUuMO2008ZUU00Vw4cPj7333jv233//ePHFF5PKHXfcEbvttlsqRx99dFo25ZRTBuXll19Oy/P1X375ZXzxxRdp+2222SYefvjh4C4XtM2GedY29sdyAtgIeJt55pkjy7Kg/X79+qXtWG5mNtQsCiiggAIKKKCAAgooUDYBG6paAQPZqvbQ2fG2FCADW//+/eOqq66Ke++9NwhqO/vss+OSSy5JQW2PPvponHnmmel2o23ZD9tWQAEFFFBAAQUUUKDSBOyPAgoooIACCiigQPUKcCtQen/WWWfFjjvuGBtttFH6npNlBLetueaaseuuu8aWW27JohR0Nskkk8SoUaPSj3tZRyFg7fLLL49555039tprrzjnnHPiP//5TwpmIzsbGdsonTt3DjK1kYWNzGvcwvTHH3+M3r17x6abbhoEyLEjA9lQsCiggAKVJWBvFFBAAQUUUECBjhAwkK0j1N1nxQt8//33qY+ktk8zRQ986cIvCfnVYdEqnypQNoERI0aUrS0bqigBO6OAAgoooIACCiiggAIKKKCAAq0U4G4Jrdyko6tX5P4nm2yy+O6772LdddeNHj16xDLLLBMffPBB/Pe//40333wzevbsGQSdLbjggqn/P/30U5qybokllggyrLEdAWkEvv35z3+OpZdeOrp06RKjR48OMrFNMcUUaZ47W+yxxx4xYMCA9GNhMrANHjw46EOWZXHTTTelQDp24J0vULAooIACCiiggAIKKKCAAgpUYSCbB02BtheYc845Y+edd4711lsvdt999zjppJOCjGx//etfU7r8lVZaKZZddtlg2va9cQ/1KDBs2LDgi716HLtjVkABBRRQQAEFFFBgnICPCiiggAIK/CJA1q+RI0f+ssC5CRLgB7wEmm288cZp+7vuuisWXnjhNM9dKo4//vh0C9Frr702LeOWoMy88cYbcdFFF8X/s3cfcHKV5cLAnwktQIAYepMmSglEDKJeFAtY7rUhKqggWBBRFBVsIFxQUZrAVUEEUUGUIiiKgAqiFAst0kJReieEXkNJ8vEcOfvNTnY2O8nO7syZf36+e9pz3vM+/3NmFzdP3vO1r32taLkv/5HvhAkTcjVy+dBDDxXr+eXJJ5+MCy64ID7+8Y9HzsCWb7740pe+FGeccUY8+OCD8Y1vfCMWXXTRIibjzciWChoBAgQIECBAgAABAgQIKGTrjGfAKDpQYP/9949zzjmn+FeI+a8Ub7nllshfwKyxxhpx0kknxamnnhr5S58OHHrHDin/BWf+cix/ETZYO+WUUzo2BwMjQIAAge4V8HO7e++dkRMgQKBCAlIhQIAAAQKjKnD//fcXhWU5iJzl7uc//3l87nOfK14LuvPOO8dRRx0VRx55ZDFbWs7SVhayvfOd7yz2/+xnP4u77ror7rjjjuKc7CdbztCWv/vL9bLl2y422mijyJnc8h8E5yxv+brRxx57rOgrZ2p7wxveUIZbdojAnXfeWfz+e7Df3+axadOmdciIDYMAAQIECHSkgEERIECAwDwKKGSbRzin9YZA/mvEnPJ+n332iUMOOSRymTO05S9gekNgeLPMVwRkIVsWqg3WHn744eG9sN4IECBAoEICUiFAgAABAsMjcO655w5PR3ohQIAAAQJdJJCv/sxXe957773x7W9/O/bee+/I4rJZs2YVM7NlQdqyyy4b+Xu8LDgrZ0rL143mrGt5fK211oqcoW2xxRaLJ554osg+f5+31FJLFevll+wn17OPfCVpro8ZMyayjzyWbdy4cUVhXf5D4jyuzZvAxIkT47zzzpu3kwc466yzzorBfn+bxx544IEBzhzOXfoiQIAAAQIECBAgQKAXBRSy9eJdl3NvC4xi9vmvOEfx8i5NgAABAgQIECBAgAABAgR6R0CmBAgQGEAgi83yd3R77bVX7LjjjpGzpGURWRauffnLX45HHnkkrr/++uJVoUsuuWT8+9//jozPWdouueSSePzxx+Paa6+Nl7/85UXh21/+8peYPn16Udi2xhprDHDFKM5vPJB93nfffZEti+pyuzHGNgECBAgQIECAAAECQxAQQqBiAgrZKnZDpUOAAAECBAgQIECAwPAI6IUAAQIECBAgQIBAlQRyJrScje2WW26JnE0ri9M++MEPRrbM8wMf+EDk60X32GOP2G677XJXfOUrXylmZ9t+++3jiCOOiI985CPx+te/PnImtW233TaOP/74+NSnPhXvec97Imd7e+aZZ4rz8kutVstF1Gq1ohUbz3+p1WrPf414+umni1Zs+EKAAIFRFHBpAgQIECBAgACBzhFQyNY598JIOlAgp8bPf1VRmeLzAAAQAElEQVT4y1/+Mo455pg44YQT4uyzz46cKr8Dh2tIBDpNwHgIECBAgAABAgQIECBAgACB6gvIsMsE1lxzzTjttNP6tbFjx8ZWW20VP/3pTyN/F/ra1762yCrjFlxwwZg0aVIcd9xxceyxxxbFbnlw9dVXjxNPPLHYv/XWW+euYka3XFlvvfVi3333zdXIgrd3vetdxfphhx0WK6+8csyaNavY9oUAAQIECBAgQIAAAQIEukZgRAaqkG1EmF2kGwXylzarrrpqfOMb34jf//73ccUVV8Sf/vSnyF+25C978hcxOeV+N+ZmzN0hsMEGG3THQI2SAAECBAgQIEBgPgWcPhoCV1555Whc1jUJECBAYB4FNtpoo3k802mlQP4uM18NWm7XL/PVntmyoC1nbcuZ1XK7jHnuueeKWdVyJrbsJ/8BcL6SNGd5W3zxxYuwBx98MHLfo48+Wmznl/o+6tfzFaZ5XBs+gfz99fD1picCBAgQaI+AXgkQIECAAIG5CShkm5uQ4z0pMH369Nh9992Lf1GYM7JlUdvhhx8eP/nJT4qitosuuii+973vxaWXXtqTPpJuv8DkyZOLf63a/iu5AoGKCEiDAAECBAgQINCiwG677dbiGcIJECBAYDQFvvvd78bEiRNHcwiVuPZDDz0Ud9xxxxztzjvvjLvvvjvuu+++uOuuu2LatGmR+8rYe+65p9h37733FnFZtJa/Q83YPC/jsrgtkbJILbez1fdRv17GZnxLTfCAAlOnTo3Pf/7zAx6zkwABAgQIECBAgAABAt0koJCtm+5WG8eq6/4CTz/9dLFjxRVXLJaNX5ZaaqnIf31Y/68LG2NsEyBAgAABAgQIECBAgACBThMwHgIECBAg0EwgX/eZvxfN5UAxOUvbs88+2+9QxuYMbf122iBAgAABAgQIEBh1AQMgQIBAtwooZOvWO2fcbRVYZZVV4pOf/GS84x3viF122SUOPPDAyBnZDj744PjiF78Ym222WWyyySbFsq0D6dHO8xdmPZq6tAkQIECg8wWMkAABAgQIECBAgAABAgQIEKi+gAwJECBAgAABAgQIEBgFAYVso4Dukt0hsP/++8c555wTkyZNihkzZsQtt9wSTz75ZKyxxhpx0kknxamnnhpjx47tjmQ6apQGQ4AAAQIECBAgQIAAAQIECFRfQIYECBAgQIAAAQIECBAgQIBA9QVkSGB4BRSyDa+n3iomkDOzrb322rHuuusWLdezZTFbxVIdsXQWXHDBWGihhQZtiyyyyIiNp5Mv9Itf/KKTh2dsBAgQIECAQLsF9E+AAAECBAgQINAn8NOf/jSmTp3at22FAIH2CTz33HOD/v42f7+br5Vt3wj0TKDHBKRLgAABAgQIECDQJ6CQrY/CCoH+AvnLsVVXXTW+8Y1vxO9///u44oor4k9/+lMcdthhseaaa8a+++4bM2fO7H+SrUEFcga7Qw89NE444YRB2yc+8YlB++mFg1OmTImrr766F1Jta446J0CAAAECBAgQIECAAAECBKohkL+ra5aJ/QQIDJ9A/uPuuf3+No9PnDhx+C6qJwIECBAgQIAAAQIECLwgMFgh2wshFgR6T2D69Omx++67x4knnhh/+ctfIn9Rdvjhh8dPfvKToqjtoosuiu9973tx6aWX9h6OjAkQIECAAAECBAgQqJpAT+YzadKknsxb0gQIECBAgEA1BV7+8pdXMzFZESBAgMBwCuiLAAECBAh0vIBCto6/RQY4GgJPP/10cdkVV1yxWDZ+WWqppWLcuHHx6KOPNh6yTYAAAQI9KSBpAgQIECBAoNsEcrbobhuz8RIgQIAAAQKjLdCZ18/Z0f7v//6vMwdnVAQIECBAgAABAgQIEGhBQCFbC1hC2yjQYV3n9Omf/OQn4x3veEfssssuceCBB0bOyHbwwQfHF7/4xdhss81ik002KZYdNnTDIUCAAAECBAgQIND1ArNmzer6HCRAgEATAbsJECBAgAABAgQIECBAgACB6gvIkAABAvMooJBtHuGcVn2B/fffP84555zI183MmDEjbrnllnjyySdjjTXWiJNOOilOPfXUGDt2bPUhZEiAAAECBAh0lIDBECBAgAABAgQIECBAgAABAtUXkCEBAgQIECBAgACBXhRQyNaLd13OQxLIWSAeeOCBuO+++yKX999/f7E+ffr0Yrt8/eiQOhPUSQLGQoAAAQIECBAgQIAAAQIECFRfQIYECBAgQIAAAQIECBAgQIBA9QVkWDEBhWwVu6HSGT6BnXfeOT760Y/GzJkz4+Uvf3m89a1vjVe+8pWx6KKLxt577x1bbrllMUPb8F1RTwT6C2y77bb9d9giQIAAAQIECIyogIsRqLbAz372s2onKDsCBAhUTCB/Tzdx4sSKZSUdAsMncOyxxw5fZ3oiQKDHBKRLgAABAgQIEOgcAYVsnXMvjKSDBG6++ebi1aFnnHFG7LPPPvGxj30sPvShD8VHPvKR+MpXvhJ/+MMfImP++te/dtCoDaVKApMnT44NNtigSin1Zi6yJkCAAAECBAgQ6FiB4447rmPHZmAECBAgMKdAFrLNubdD9hgGgVEWmDp1aihkG+Wb4PIECBAgQIAAAQIECAyLQEcXsg1LhjohMA8CEyZMKM669NJLY/bs2cV6/Zfrrrsupk+fHuPHj6/fbZ0AAQIECBAgQIAAAQIE5kHAKQQIECBAgAABAgQIECBAgED1BWRIgAABAgTmJqCQbW5CjvekQBao5b9g+/rXvx7rrLNO/Pd//3dsvfXW8a53vSte8YpXFOv/+7//G5tssklP+kiaAAECBDpOwIAIECBAgAABAgQIECBAgACB6gvIkAABAgQIECBAgAABApUWUMhW6dsruaELzBmZRWvXXnttnHLKKbH77rvHBz7wgfjMZz4TxxxzTNxwww3x+c9/fs6T7CFAgAABAgQIECBAgAABAgQ6WMDQCBAgQIAAAQIECBAgQIAAgeoLyJAAgW4VUMjWrXfOuEdEYIEFFogNN9wwtthii9hqq63iLW95SzEj2yKLLDIi13eR3hWYMmVK/OIXv+hdAJkTIECAQOcKGBkBAgQIECBAgACBURD43Oc+F1OnTh2FK7skAQIEelRA2gQIECBAgAABAgRGQUAh2yiguyQBAr0tMNTsr7766qGGiiNAgAABAgQIECBAgAABAgQ6TMBwhlfg8ssvH94O9UaAAAECBAgQIECAAAECBIZBQBfDK6CQbXg99UaAAAECBAgQIECAAAECwyOgFwJtFdhhhx3a2r/OCRAgQIAAAQIjKfCRj3xkJC/nWgQIEBhOAX0RIECAAAECBPoEFLL1UVghQIAAAQJVE5APAQIECBAgQIBAM4Htt9++2SH7CRAgQIBAlwkYbq8LTJw4MRSy9fpTIH8CBAgQIECAAAEC1RBQyDbYfXSMAAECBAgQIECAAAECBAgQqL6ADAkQIECAAAECBAgQIECAAIHqC8iQAAECBDpeQCFbx98iAyRAgAABAgQIdL6AERIgQIAAAQIECBAgQIAAAQLVF5AhAQIECBAgQIAAAQIE2imgkK2duvomMHQBkQQIECBAgAABAgQIECBAgED1BWRIgMAwCkydOjWatYEu0yw29490fF5zsNY4nlZi89xuju/msbdq3+5cczwaAQIECBAgQIDAqAi4KAEC8yigkG0e4ZxGgACBdgpMnjw5tt1223ZeQt8ECBAgQKBLBQybAAECwyOw2267DU9HeiFAgACBERE44ogj4vWvf30svfTSfe3Xv/517L333gO2008/vS+uPGew+DvuuGOO+GZ95/6yz3KZ5+f+Zq2MK5c333zzgOPO83OcZVy5HCy+3blmbuU4cpnbOc5mLWPq22Dx7c51IJtm4879Odb6sed67m/W8nh9y/ObxbY71+OOO25EPosuQmDkBFyJAAECBAgQIECgFwUUsvXiXZczAQJdIbDBBhu0Z5x6JUCAAAECBAgQIEAgrrzySgoECBCotkDFsnvVq14Viy22WL/2ox/9KC677LIB2y677NIvNs8dLP6//uu/5ohv1nfuz/7qW56f+5u1+thcz/E1i81xZkx9Gyw+j9XH5nr20az/HGvG1Ldmsbm/MT63c3+zVt9vrg8Wn+PMmPqW+TTrO4/Vx+Z69tFKfLPY3J9jzT7rW+5v1urjcj3Pbxab48yY+pb5NIvPY/WxuZ59DBZfsY+9dAgQIECAAAECBAgQGIpAxWIUslXshkqHAAECBAgQIECAAAECBIZHQC8ECBAgQIAAAQIECBAgQIBA9QVkSIAAAQIECHSOgEK2zrkXRkKAAAECBKomIB8CBAgQIECAAAECBAgQIECg+gIyJECAAAECBAgQIECAAAECwyKgkG1YGNvViX4JECBAgAABAgQIECBAgACB6gvIkAABAgQIECBAgAABAgQIEKi+gAwJECBAYG4CCtnmJuQ4AQIERkFgypQp8dWvfnUUruySBAgQ6FIBwyZAgAABAgQIECBAgAABAgSqLyBDAgQIECBAgAABAgQqLaCQrdK3V3IEhi4gkgABAgQIECBAgAABAgQIEKi+gAwJECBAgAABAgQIECBAgACB6gvIkEC3Cihk69Y7Z9wECBAgQIAAAQIECIyGgGsSIFARgR122KEimUiDAAECBAgQIECAAIE2COiSAAECBAgQIEBgFAQUso0CuksSIECgtwVkT4AAAQIECBAgQGD0BbbffvvRH4QRECBAoNICkiNAgAABAgQIECBAgAABAgSqLzC8GSpkG15PvREgQIAAAQIECBAgQIAAgeER0AsBAgQIECBAgAABAgQIECBQfQEZEiBAgAABAn0CCtn6KKwQIECAAAECVROQDwECBAgQIECAAAECBAgQIFB9ARkSIECAAAECBAgQIECAQDUEFLJV4z62Kwv9EiBAgAABAgQIECBAgAABAtUXkCEBAgQIECBAgAABAgQIECBQfQEZEiBAoOMFFLJ1/C0yQAIEelFg8uTJse222/Zi6nImQIBAlwoYNgECBAh0m8Buu+3WbUM2XgIECBAgQIAAgVEXMAACBAgQIECAAAECBNopoJCtnbr6JkBg6AIi5xDYYIMN5thnBwECBAgQIECAAAECwyNw5ZVXDk9HeiFAoDUB0QQIECBAgAABAgQIECBAgED1BWRIYB4FFLLNI5zTCBAgQIAAAQIECBAgMBoCrkmAAAECBAgQIECAAAECBAhUX0CGBAgQIECAAIFeFFDI1ot3Xc4ECBDobQHZEyBAgAABAgQIECBAgAABAtUXkCEBAgQIECBAgAABAgQIECDQZQLzUMjWZRkaLgECBAgQIECAAAECBAgQIDAPAk4hQIAAAQIECBAgQIAAAQIEqi8gQwIECBAg0DkCCtk6514YCQECBPoEpkyZEl/96lf7tq0QINClAoZNgAABAgQIECBAgAABAgQIVF9AhgQIECBAgAABAgQIECAw0gFvTgAAEABJREFULAIK2YaFUSftEtAvAQIEel1g9uzZvU4gfwIECBAgQIAAgR4QkCIBAgQIECBAgAABAgQIECBQfQEZEiBAYG4CCtnmJuQ4AQIEBhH485//HLfeeusgEQ4RIECAAIEREXARAgQIEGhR4NBDD23xDOEECBAgQIAAAQIERl3AAAgQIECAAAECBAhUWkAhW6Vvr+QIEBi6QOuRWcT2/e9/P0466aTWT3YGAQIECBAgQIAAAQKjKjBp0qRRvb6LEyAwWgKuS4AAAQIECBAgQIAAAQIECFRfQIbdKqCQrVvvnHETIDCqAmUR26te9ar46le/OqpjcXECBAgQIECAwIgKuBgBAgQIECBAgAABAgQIECBQfQEZEiBAgAABAgRGQUAh2yiguyQBAt0t8NBDD0XOxKaIrbvv42iO3rUJECBAgAABAgQIECBAgACB6gvIkAABAgQIECBAgAABAgQIEGhNoBsL2VrLUDQBAgSGUeCf//xn3HXXXdGpRWznnntuDKVdf/31cdlllw0pNvsbRsLKdTVmzJj4+c9/Hscee+xc2ymnnBJXXnnlXOOOfaGvW265JR588MEhx59//vlxzjnnDDn+4YcfjjvuuKNy92S4Err88suH9Bn5y1/+EnfeeeeQYvPzlLE5xlwfSrviiiti6tSpQ+4/+9YGFsjPU96vY1/4jM1t+a9//St+9rOfDekzlZ+9mTNnDik2r3vGGWfExRdfPOT4/H5w2223DZyYvXHfffcN+TNy6623xl//+tchxZ933nmF7lA+qxnz97//PW666aYh9Z3x+UwWF/BlDoHbb789brjhhiF/RvK/a37zm98MOT4veOqppw4p/sQTT4xrrrlmSLH5+c7na/r06XkJrYlAPv9Daddff73/Zm1iaDcBAgQIECBAgAABAgQIEKiQgFQIECBAgECfgEK2PgorBAgQGFwgXyd62mmnjUgR2+TJk+OAAw4YfEB1RxdYYIFYdNFFY+zYsUNqL37xi2PppZceUmz2ucEGG8RCCy1Ud0WrKfD0009HFq685CUviaG0l770pbHRRhsNKTb7S/eJEycOOT5j119//SHHjxs3LhZccMFMRWsQSP989ofSFltssXjZy1425M/T448/HtOmTRty/HLLLRcrr7zykOMnTJgQtVrthYws6gXyec97O9T2ile8ItZee+0hfabyGXj1q189pNi8/rrrrhsbbrjhkONXX331yO/19flY/4/A+PHjh/z5yM90+i+xxBJDOid/9j3yyCPF98o8d25tqaWWijXXXHNIfZd95c/v/2Tia71APu95r4baJk2aFOuss86QP1ObbrrpkGPz+0B+PxjqWDIun536fKz/RyD/AcBQP3/5GVlllVVi2WWXHfJnKr+3tmK/+eab/2dgvhIgQIAAAQIEul5AAgQIECBAgAABAgQIEKiGgEK2atxHWbRLQL8EXhDIIrbvf//7I1LE9sIlW1pssskm8V//9V9tbVko0NKgeiB4kUUWKQqGsnjlta99bbSjve51r2tLvznWLOpZccUVe+BOtZ5i+rTrM5XFjM8880xbP69Z0NF61tU/Y+GFF45VV121bZ+pdn5ea7VaZEFH9e9S6xlmQVK7Pq+bbbZZMStYLtt1jRx/61lX/4x83mu1Wld+XldYYYXw300DP6NZENiuz1LZ7zLLLDPwxe0lMDcBxwkQIECAAAECBAgQIECAAIHqC8iQAIGOF1DI1vG3yAAJEBhtgbKILYuVvvrVr472cFyfAAECBAh0pIBBESBAgAABAgQIECBAgAABAtUXkCEBAgQIECBAgACBdgooZGunrr4JEOh6gb/85S+RM7FlEdtXvvKVduajbwIECBAgQIAAAQIECBAgQKD6AjIkQIAAAQIECBAgQIAAAQIEqi8gw3kUUMg2j3BOI0CgNwTe+MY3xgc/+MEYjSK2q6++ujeQZUmAAAECBAgQaBCo1WoNe+o3rRMgQIAAAQIECBAgQIAAAQLVF5AhAQIECBAg0IsCCtl68a7LmQCBlgS23nrrluKHI3jKlCnxi1/8Yji60kcHCSy66KKx8sorxyqrrNLXlltuuVhooYViqaWWKo7l8fHjx8fiiy9ebJexuf9FL3pRjBkzpi+jBRZYIFZcccWir+WXXz5qtSH+pX9fD1YIEGgmsNhii/X7DOZncdlll42FF154SJ/X/ByXn9c8Z6WVVio+q9lPtgkTJvT7PDcbh/0ECMxdoNXPa34Gy5Y/X+s/r3m1/OzmZ7SMyZ+xeY08phEgQIAAAQIEukrAYAkQIECAAAECBAgQIECAQJcJ/P+/De+ygY/mcF2bAAECBAjMi8C4cePi3nvvjfPPP79ol19+eVF8lsVsSyyxRFx33XWRRYwZt+SSS8bdd99dxGX8tddeWxS3ZWytVisun3+pPnPmzLjwwguLYrgslCsO+EKAwHwLZDFp4+c1i1uymG0on9f8HJef1/ysPvXUU32f58suu6z4zC699NLzPU4dECAQkZ+3gT6v+Rls/Lxm4fhdd93V93nMn695fsbWav/5+Zqf8/zc3nzzzXHGGWfEk08+GVnY5udsbz5tsiZAgAABAgQIECBAgAABAgSqLyBDAgQIEOgcAYVsnXMvjIQAAQIEekDgz3/+c+y7775x0kknxZ577hnbbrttUcx2zTXXxO677x777LNPXHTRRcVMTeecc04Rm7PzfeQjH4lPfepTseCCCxYFbUmVf6H+t7/9Ld797nfHTTfdFPmX7rlfI9BBAl07lFqtFsP1ea3VanHrrbfGTjvtVHz2995772J9kUUWKWZ461okAyfQQQIDfV5zeI0/X2u1WjT7+Zo/R8eOHVsUmv74xz+OHXbYIc4777zYZJNN4sYbbyxmY8w+teoInHvuudVJRiYECBAgQIAAgdEVcHUCBAgQIECAAAECBAgMi4BCtmFh1AmBdgnolwCBKgpsvfXWceSRR8ZZZ50Vd9xxR0ybNi2uvvrqeM1rXhNvfvObi78sL/POQrejjjoq/vrXv8a///3vyJmc8i/ZF1hggaIA5swzz4ztttuumDEmi2JyxqjwhwCBYRMYjs9rOZhNN920+Oz//ve/j0svvTSefvrpoji1PG5JgMD8Cczv5zULxLOY7YEHHogjjjii+Dm9//77x2GHHRZZ2JbF5H7Ozt89cjYBAoMJOEaAAAECBAgQIECAAAECBAhUX0CGBAjMTUAh29yEHCdAgAABAm0SePDBB+Oxxx6L8ePHx1vf+tY45phj4oILLoj3v//9xSxt5WWfe+65Yvttb3tbXHXVVUXhS/5le75WNGeg+fKXvxynnnpqEZNFbuV5lgQIDJ/AUD+vzz77bPFZrP+8lqPIotUsSs0ZGVdbbbXI4tNnnnmmPGw5vwLOJ/CCQCuf1yxMKz+vWSSexWrXXXddvPa1r438WfvQQw/Ff//3f8e3vvWteOSRR2LWrFkvXMWCAAECBAgQIECAAAECBEZFwEUJECBAgAABAgQqLaCQrdK3V3IECBAYuoDIkRPI2V0mTpxYzL62++67F8Ushx9+eKy99tqRRWvXXntt3HzzzXMMaPnll49HH3202J8Fa1OmTIlJkyYVrzrLv3jP157lX7oXAb4QIDAsAsPxeS0Hkp/RY489No4//viiQCZnZMvZn8rjlgQIzJ/AcH1e77vvvnjRi14Us2fPLgZUq9UiC94WX3zxolA1/CFAgAABAl0uYPgECBAgQIAAAQIECBAgQIBA9QW6NUOFbN1654ybAIHKC2ywwQZFgVPO2FO2ffbZJ5q1MqZc5msom8Xm7F1lXLnMfcMVn9cu+y2Xg/U/UHyzseT+ss9ymefn/matjCuXg8XnOMu4cpn7mvWdf8mdrwi8+OKLo2z/+Mc/4m9/+9scrSxC+9znPle8KjQL0bbffvuYPn168fqys88+O8aNGxfvfve7i1lfyoc8//I8C9WyuO0lL3lJ5OwwObZ8PeGVV14Z73rXu4o+fve73xXPTPZbjuWiiy6aYxzl2B5++OFYaKGFinOyv2yD5ZpuGVPfWo1v5pj7B+o/9zdr9ePI9Ty/WWyOM2PqW+4brvi8dn3fud6s/1NOOSWykDFj6luzseT++rhcz+vl/mYtY+pbs7Hk+XmsPjbXc18eG6jltTOmvrUaP1C/5b7G/nO7PDbQsn4cuT5YfH52cqal8vORy+H+vJYzOpWf13xF4b333lt8nPPVojnz4hlnnBFLLrlk8arg/BzmOMpWfj4bl3feeWcxG2PmWLbBcs17UsaVy9w3kGHuy77KuHLZ7vi8brNWjqFc5viaxeY4y7hymfuGK3699dbr930yrzFY/znWjKlvzcaS++vjcj3Pz/3NWsbUt8Hic5z1sbme+5r1nX1lTH1rNb5Z37l/oP5z/0Dt/PPPL16/XX42ctnsZ1rObpofsvqfrx/+8IeLn435Gu9mP1/z85qt/vOaP5PzZ21+b8ifvbVaLXKGt/zs5nYWm1988cXFz/yMafys5nbGPPHEE3M8NwPlWe6rN8/1tCqPNS7znmRMfct9jXHldh6rj8313Fceb1zmtTOmvrUa39hn/XZ9v7me16s/3rieMfVtsLHksfrYXM99jX2W2/nfUfnsaAQIECBAgAABAgQIECBAYAABuwgQIECAAIFREFDINgroLkmAAIG5CUyePDm+8IUvxHLLLdev7bLLLtGsNcZuvvnmTWM322yzfv3muXm9Zn23Gp+vysw+61v20az/HGt9bK43i839eby+5fm5v1mrj831weJznBlT3wazyXu55pprRv6ld3176UtfGo2tnC0tZ2DKWV1uuummyFcN5v6cmSlfSfiBD3wgHn/88eIvv7PvbFnIdv311xevD81nI4vParVa/Pa3v418tehf/vKX+M1vfhO//OUvixljNtpoo77x5CxvjeMot3MMjfdqsFwbY9MovZq5DxT/n9iBn+O8L9lnfRssvj4u1/P8ZvE5zoypb4PlOlB87mvW/0C5Dhb/xS9+cY7PYLO+c3/9uHN9sFwHim8118HiW801x5pjrm85xmatMT63m8Xm/vp+c32w+CWWWCJWXnnlvs9HfmbLz0PjMj+X8fyf+s9rztKU+1v5vM6cObOYNfH5rvr+N2PGjMjCtOw7Z1fMcZStcRzl9oQJEyI/s5lj2QbLNZ+/Mq5cDud9bfdzUI65XA5nrq3aZHFUOY5ymX3k8zdQy7GWceVyoLhyXxlTLvP88thAyzKuXA4Wn+Ms48rlcD4Hee2y33I50JjLfa3Eb7zxxrH00kv3+7w2+5mWn6P8gOVnKlv+fL3//vv7Zj4c6s/X/Lzmq0Pzc3f33XfHBRdcEPnZO+KII4oZUXPW1Jwdtfy85jJjG1t+n8nzSpNyWToMtCxjymVaDRSX+1q9rwPF577sa6DWSZ/vHF9pUi4He4YzrzKuXA4Wn99X89nRCBAgQIAAgXYJ6JcAAQIECBAgQMiHwhsAABAASURBVIAAAQIECLQmoJCtNa/OiDYKAgR6ViCLmJq1gVCaxeb+kY7PazZrIz2WvF6zseT+PN7Ycv9ArVarxTLLLNOvlX9x2rjMArTst1arFa8my4KYLFLLv0TdcccdI//Sft99942vf/3rcfDBB2dofPnLXy7+Iv+Tn/xkHHTQQUXx08ILLxxZ2LbKKqtE/mVz/mV9/mV6/gV7vrpwqOPJWUqKizR8GSjPcl9DaJT7my1biW+Mze1m/eb+PN7Ycn+z1hib281ic38er2+5b7BWH5vrrcR2e3y35JoFLksttVS/z2t+Xho/q7k90Oe1VqsVxWStfF7z3uZnPZe/+c1viqKYl73sZfHKV76yeDVwrdb/e0hee6CW3yeyj8bWTvvB+s5jIzmWvFZes1nL442tWWzub4zN7dzfrOXx+tYsLvfXx5Xrub9ZK2Pql81ic399XLme+5u1MqZ+2Sw299fH5Xrua9byeGNrFpv7G2NzO/cP1FZcccXi85af0fo20OdjOD6vyy67bPGzOWdoy5nXcga2LKJaY4014l//+lfk5z5nWcviunI8A40l9+XP5lqtlun1awPlWe7rF/jCRnlsoOULIf0WA8WV+/oFPr9R7m+2fD6k3/+axeX+foEvbOT+Zu2FkH6LZrG5v1/gCxu5v1l7IaTfolls7u8X2IkbxkSAAAECBAgQIECAAAECBAhUX0CGBAgQINAnoJCtj8IKAQIECBBor8BTTz0V2267bey8887x5JNPFhfL2V/ylWWf+tSnIl9Retlll8VnP/vZOPLII+MjH/lI8TqzPH7hhRfGm970puI1aTmb0zrrrBOnn3560U/ODpV95/lZ0JbHi859IUAg5pUgP6PD8XmdPXt25OdzvfXW6/s833777fGNb3wjHnnkkXjmmWfmdYjOI0DgBYH8jDV+XrO4O39+DvXnaxaF5+c12/Tp0+PlL395TJ06Na677rr4+c9/XhS55YypL1zSggABAgQIECBAgACBDhMwHAIECBAgQIAAAQIEqiGgkK0a91EWBNoloF8CBIZRIGdyueuuuyLbY4891tdzFp7de++9kcdzma8zy+MZV98eeOCByMK3/Av7cv9DDz1U9JN/WV/uy+PFTl8IEJhngfw8lp+p/DyWHbX6ec3zstg0P9dlf7nMz3oWy+VxjQCBOQXyFZ9z7h14TxaY5ecqW66XUfPyec1z89r5Mzf7y8/pPffcU7xaNI9pBAgQqLCA1AgQIECAAAECBAgQIECAAIHqC8iQQMcLKGTr+FtkgAQIECDQCwL5l+ZZ7JIzwWQzS1Mv3HU5dquAz2u33rl2j1v/nSgwv5/X/HmcfXRibsZEgAABAgQIECBAgAABAqMh4JoECBAgQIAAAQLtFFDI1k5dfRMgQIDA0AVEEiBAgAABAgQIECBAgAABAtUXkCEBAgQIECBAgAABAgQIECBQfYF5zFAh2zzCOY0AAQIECBAgQIAAAQIECIyGgGsSIECAAAECBAgQIECAAAEC1ReQIQECBAgQ6EUBhWy9eNflTIAAAQIEeltA9gQIECBAoK0CM2bMaGv/OidAgAABAgQIEBiSgCACBAgQIECAAAECBAgQ6DIBhWxddsM6Y7hGQYAAAQIECBAgQIAAAQIECFRfQIYECBAgQIAAAQIECBAgQIBA9QVkSIAAgc4RUMjWOffCSAgQIECAAAECBNoosOiii7ax9yZd202AQE8KjB8/vifzljQBAgQIECBAgACBnhWQOAECBAgQIECAAAECwyKgkG1YGHVCgEC7BPRLgAABAgQIECBAgAABAgQIVF9AhgQIECBAgAABAgQIECBAgED1BWRIYG4CCtnmJuQ4AQIECBCYi8D3vve9OPTQQ7uu3XPPPXPJzGEC1RP41a9+1XWf1fz+MmXKlOrdDBkNt0Dl+rv44ou78vN6+umnx4wZMyp3PyREgAABAgQIECBAgAABAh0hYBAECBAgQIAAgUoLKGSr9O2VHAECBAgMXWDeIg844IDYd999u7atueaa85a4swh0ocD222/ftZ/VfZ//PrPJJpt0obohE5g3gVe/+tVd/XndZptt5i1xZxEgQIAAAQIjIOASBAgQIECAAAECBAgQIECAQKcKDF8hW6dmaFwECBAgQKCNAksssUR0cxs7dmwbdXRNoLMEuvmzmmNfbrnlOgvUaAi0UWD55Zfv6p+v48ePb6NOB3RtCAQIECBAgAABAgQIECBAgED1BWRIgAABAgRGQUAh2yiguyQBAgQIECDQ2wKyJ0CAAAECBAgQIECAAAECBKovIEMCBAgQIECAAAECBAgQaE1AIVtrXqI7Q8AoCBAgQIAAAQIECBAgQIAAgeoLyJAAAQIECBAgQIAAAQIECBCovoAMCRAg0CegkK2PwgoBAgQIECBAgACBqgnIhwABAgQIECBAgAABAgQIEKi+gAwJECBAgAABAgQIVENAIVs17qMsCBBol4B+CRAgQIAAAQIECBAgQIAAgeoLyJAAAQIECBAgQIAAAQIECBCovoAMO15AIVvH3yIDJECAAAECBAgQIECAQOcLGCEBAgQIECBAgAABAgQIECBQfQEZEiBAgAABAgTaKaCQrZ26+iZAgAABAkMXEEmAAAECBAgQIECAAAECBAhUX0CGBAgQIECAAAECBAgQIECAQBOBChWyNcnQbgIECBAgQIAAAQIECBAgQKBCAlIhQIAAAQIECBAgQIAAAQIEqi8gQwIECBDoRQGFbL141+VMgAABAgQI9LaA7AkQIECAAAECBAgQIECAAIHqC8iQAAECBAgQIECAAAECXSagkK3LbpjhdoaAURAgQIAAAQIECBAgQIAAAQLVF5AhAQIECBAgQIAAAQIECBAgUH0BGRIg0DkCCtk6514YCQECBAgQIECAAIGqCciHAAECBAgQIECAAAECBAgQqL6ADAkQIECAAAECBAgMi4BCtmFh1AkBAgTaJaBfAgQIECBAgAABAgQIECBAoPoCMiRAgAABAgQIECBAgAABAgSqLyDDuQkoZJubkOMECBAgQIAAAQIECBAg0PkCRkiAAAECBAgQIECAAAECBAhUX0CGBAgQIECAQKUFFLJV+vZKjgABAgQIDF1AJAECBAgQIECAAAECBAgQIFB9ARkSIECAAAECBAgQIECAAIFOFVDINnx3Rk8ECBAgQIAAAQIECBAgQIBA9QVkSIAAAQIECBAgQIAAAQIECFRfQIYECBAgMAoCCtlGAd0lCRAgQIAAAQK9LSB7AgQIECBAgAABAgQIECBAoPoCMiRAgAABAgQIECBAgEBrAgrZWvMSTaAzBIyCAAECBAgQIECAAAECBAgQqL6ADAkQIECAAAECBAgQIECAAIHqC8iQAIE+AYVsfRRWCBAgQIAAAQIECBComoB8CBAgQIAAAQIECBAgQIAAgeoLyJAAAQIECBAgQKAaAgrZqnEfZUGAAIF2CeiXAAECBAgQIECAAAECBAgQqL6ADAkQIECAAAECBAgQIECAAIHqC3R8hgrZOv4WGSABAgQIECBAgAABAgQIdL6AERIgQIAAAQIECBAgQIAAAQLVF5AhAQIECBAg0E4BhWzt1NU3AQIECBAgMHQBkQQIECBAgAABAgQIECBAgED1BWRIgAABAgQIECBAgAABAgSaCChkawLTjbuNmQABAgQIECBAgAABAgQIEKi+gAwJECBAgAABAgQIECBAgACB6gvIkAABAr0ooJCtF++6nAkQIECAAAECvS0gewIECBAgQIAAAQIECBAgQKD6AjIkQIAAAQIECBAgQKDLBBSyddkNM1wCnSFgFAQIECBAgAABAgQIECBAgED1BWRIgAABAgQIECBAgAABAgQIVF9AhgQ6R0AhW+fcCyMhQIAAAQIECBAgQKBqAvIhQIAAAQIECBAgQIAAAQIEqi8gQwIECBAgQIAAgWERUMg2LIw6IUCAAIF2CeiXAAECBAgQIECAAAECBAgQqL6ADAkQIECAAAECBAgQIECAAIHqC8wtQ4VscxNynAABAgQIECBAgAABAgQIdL6AERIgQIAAAQIECBAgQIAAAQLVF5AhAQIECBCotIBCtkrfXskRIECAAAECQxcQSYAAAQIECBAgQIAAAQIECFRfQIYECBAgQIAAAQIECBAg0KkCCtk69c5047iMmQABAgQIECBAgAABAgQIEKi+gAwJECBAgAABAgQIECBAgACB6gvIkAABAqMgoJBtFNBdkgABAgQIECBAoLcFZE+AAAECBAgQIECAAAECBAhUX0CGBAgQIECAAAECBAi0JqCQrTUv0QQIdIaAURAgQIAAAQIECBAgQIAAAQLVF5AhAQIECBAgQIAAAQIECBAgUH0BGRLoE1DI1kdhhQABAgQIECBAgAABAlUTkA8BAgQIECBAgAABAgQIECBQfQEZEiBAgAABAgSqIaCQrRr3URYECBAg0C4B/RIgQIAAAQIECBAgQIAAAQLVF5AhAQIECBAgQIAAAQIECBAgMOoCbS9kG/UMDYAAAQIECBAgQIAAAQIECBBou4ALECBAgAABAgQIECBAgAABAtUXkCEBAgQIEGingEK2durqmwABAgQIECAwdAGRBAgQIECAAAECBAgQIECAQPUFZEiAAAECBAgQIECAAAECTQQUsjWBsbsbBYyZAAECBAgQIECAAAECBAgQqL6ADAkQIECAAAECBAgQIECAAIHqC8iQAIFeFFDI1ot3Xc4ECBAgQIAAAQK9LSB7AgQIECBAgAABAgQIECBAoPoCMiRAgAABAgQIECDQZQIK2brshhkuAQKdIWAUBAgQIECAAAECBAgQIECAQPUFZEiAAAECBAgQIECAAAECBAhUX0CGnSOgkK1z7oWRECBAgAABAgQIECBAoGoC8iFAgAABAgQIECBAgAABAgSqLyBDAgQIECBAgMCwCChkGxZGnRAgQIAAgXYJ6JcAAQIECBAgQIAAAQIECBCovoAMCRAgQIAAAQIECBAgQIAAgeoXsrnHBAgQIECAAAECBAgQIECAQPUFZEiAAAECBAgQIECAAAECBAhUX0CGBAgQIFBpAYVslb69kiNAgAABAgQIDF1AJAECBAgQIECAAAECBAgQIFB9ARkSIECAAAECBAgQIECgUwUUsnXqnTGubhQwZgIECBAgQIAAAQIECBAgQKD6AjIkQIAAAQIECBAgQIAAAQIEqi8gQwIERkFAIdsooLskAQIECBAgQIAAgd4WkD0BAgQIECBAgAABAgQIECBQfQEZEiBAgAABAgQIEGhNQCFba16iCRAg0BkCRkGAAAECBAgQIECAAAECBAhUX0CGBAgQIECAAAECBAgQIECAQPUFZNgnoJCtj8IKAQIECBAgQIAAAQIECFRNQD4ECBAgQIAAAQIECBAgQIBA9QVkSIAAAQIECFRDQCFbNe6jLAgQIECAQLsE9EuAAAECBAgQIECAAAECBAhUX0CGBAiW9Vs0AAAQAElEQVQQIECAAAECBAgQIEBg1AUUsrX9FrgAAQIECBAgQIAAAQIECBAgUH0BGRIgQIAAAQIECBAgQIAAAQLVF5AhAQIECLRTQCFbO3X1TYAAAQIECBAgMHQBkQQIECBAgAABAgQIECBAgED1BWRIgAABAgQIECBAgACBJgIK2ZrA2E2gGwWMmQABAgQIECBAgAABAgQIEKi+gAwJECBAgAABAgQIECBAgACB6gvIkEAvCihk68W7LmcCBAgQIECAAAECvS0gewIECBAgQIAAAQIECBAgQKD6AjIkQIAAAQIECBDoMgGFbF12wwyXAAECnSFgFAQIECBAgAABAgQIECBAgED1BWRIgAABAgQIECBAgAABAgQIVF+gczJUyNY598JICBAgQIAAAQIECBAgQKBqAvIhQIAAAQIECBAgQIAAAQIEqi8gQwIECBAgQGBYBBSyDQujTggQIECAAIF2CeiXAAECBAgQIECAAAECBAgQqL6ADAkQIECAAAECBAgQIECAgEK26j8DMiRAgAABAgQIECBAgAABAgSqLyBDAgQIECBAgAABAgQIECBAoPoCMiRAgEClBRSyVfr2So4AAQIECBAgQGDoAiIJECBAgAABAgQIECBAgACB6gvIkAABAgQIECBAgACBThVQyNapd8a4CHSjgDETIECAAAECBAgQIECAAAEC1ReQIQECBAgQIECAAAECBAgQIFB9ARkSGAUBhWyjgO6SBAgQIECAAAECBAj0toDsCRAgQIAAAQIECBAgQIAAgeoLyJAAAQIECBAgQKA1AYVsrXmJJkCAAIHOEDAKAgQIECBAgAABAgQIECBAoPoCMiRAgAABAgQIECBAgAABAgSqL9CXoUK2PgorBAgQIECAAAECBAgQIECgagLyIUCAAAECBAgQIECAAAECBKovIEMCBAgQIFANAYVs1biPsiBAgAABAgTaJaBfAgQIECBAgAABAgQIECBAoPoCMiRAgAABAgQIECBAgACBURdQyDbqt6D6A5AhAQIECBAgQIAAAQIECBAgUH0BGRIgQIAAAQIECBAgQIAAAQLVF5AhAQIE2imgkK2duvomQIAAAQIECBAgMHQBkQQIECBAgAABAgQIECBAgED1BWRIgAABAgQIECBAgEATAYVsTWDsJkCgGwWMmQABAgQIECBAgAABAgQIEKi+gAwJECBAgAABAgQIECBAgACB6gvIsBcFFLL14l2XMwECBAgQIECAAAECvS0gewIECBAgQIAAAQIECBAgQKD6AjIkQIAAAQIECHSZgEK2LrthhkuAAAECnSFgFAQIECBAgAABAgQIECBAgED1BWRIgAABAgQIECBAgAABAgQIjJzAaBWyjVyGrkSAAAECBAgQIECAAAECBAiMloDrEiBAgAABAgQIECBAgAABAtUXkCEBAgQIEBgWAYVsw8KoEwIECBAgQIBAuwT0S4AAAQIECBAgQIAAAQIECFRfQIYECBAgQIAAAQIECBAgoJDNM1B9ARkSIECAAAECBAgQIECAAAEC1ReQIQECBAgQIECAAAECBAgQIFB9ARkSIFBpAYVslb69kiNAgAABAgQIECAwdAGRBAgQIECAAAECBAgQIECAQPUFZEiAAAECBAgQIECgUwUUsnXqnTEuAgS6UcCYCRAgQIAAAQIECBAgQIAAgeoLyJAAAQIECBAgQIAAAQIECBCovoAMR0FAIdsooLskAQIECBAgQIAAAQIEeltA9gQIECBAgAABAgQIECBAgED1BWRIgAABAgQIEGhNQCFba16iCRAgQIBAZwgYBQECBAgQIECAAAECBAgQIFB9ARkSIECAAAECBAgQIECAAIEeEujZQrYeusdSJUCAAAECBAgQIECAAAECPSsgcQIECBAgQIAAAQIECBAgQKD6AjIkQIAAgWoIKGSrxn2UBQECBAgQIECgXQL6JUCAAAECBAgQIECAAAECBKovIEMCBAgQIECAAAECBAiMuoBCtlG/BQZQfQEZEiBAgAABAgQIECBAgAABAtUXkCEBAgQIECBAgAABAgQIECBQfQEZEiDQTgGFbO3U1TcBAgQIECBAgAABAkMXEEmAAAECBAgQIECAAAECBAhUX0CGBAgQIECAAAECBJoIKGRrAmM3AQIEulHAmAkQIECAAAECBAgQIECAAIHqC8iQAAECBAgQIECAAAECBAgQqL5AL2aokK0X77qcCRAgQIAAAQIECBAg0NsCsidAgAABAgQIECBAgAABAgSqLyBDAgQIECBAoMsEFLJ12Q0zXAIECBAg0BkCRkGAAAECBAgQIECAAAECBAhUX0CGBAgQIECAAAECBAgQIEBg5AQUso2cdf8r2SJAgAABAgQIECBAgAABAgSqLyBDAgQIECBAgAABAgQIECBAoPoCMiRAgACBYRFQyDYsjDohQIAAAQIECBBol4B+CRAgQIAAAQIECBAgQIAAgeoLyJAAAQIECBAgQIAAAQIK2TwDBKovIEMCBAgQIECAAAECBAgQIECg+gIyJECAAAECBAgQIECAAAECBKovIEMClRZQyFbp2ys5AgQIECBAgAABAgSGLiCSAAECBAgQIECAAAECBAgQqL6ADAkQIECAAAECBDpVQCFbp94Z4yJAgEA3ChgzAQIECBAgQIAAAQIECBAgUH0BGRIgQIAAAQIECBAgQIAAAQLVFxiFDBWyjQK6SxIgQIAAAQIECBAgQIBAbwvIngABAgQIECBAgAABAgQIEKi+gAwJECBAgACB1gQUsrXmJZoAAQIECBDoDAGjIECAAAECBAgQIECAAAECBKovIEMCBAgQIECAAAECBAgQ6CEBhWw9dLP7p2qLAAECBAgQIECAAAECBAgQqL6ADAkQIECAAAECBAgQIECAAIHqC8iQAAEC1RBQyFaN+ygLAgQIECBAgACBdgnolwABAgQIEOgogVNOOaWjxmMwBAgQIECAQEUEpEGAAAECBAgQIECAwKgLKGQb9VtgAASqLyBDAgQIECBAgAABAgQIECAwHAJZxHbCCSfEj370o+HoTh/DLKA7AgQIECBAgAABAgQIECBAoPoCMiTQTgGFbO3U1TcBAgQIECBAgAABAgSGLiCSAAECBAYRKIvY/ud//ic+8YlPDBLpEAECBAgQIECAAIGOFjA4AgQIECBAgACBJgIK2ZrA2E2AAAEC3ShgzAQIECBAgAABAgQIVFFAEVsV76qcCMyPgHMJECBAgAABAgQIECBAgACBKgr0L2SrYoZyIkCAAAECBAgQIECAAAECBPoL2CIwigJHH310NLYjjjgivva1r8WZZ545R/vkJz8ZJ5xwQkyYMCFuvfXWIi5js2X8jBkz+rKZMmXKHH3XX6sv8IWVweLz2AthfYvcV99f/Xoe6wt8YaX+eON6q/EvdNlv0dhn/Xa/wOc38nr1x+vX89jzIf3+l/vqY+rX81i/4Oc36o83rrca/3x3c/yvsc/67cbgvF798cb1VuKzr/mNb7x+/XZj37ldf7xxPY/XtxxfY0z9dn1srg8Wn8cypr7lvvr+6tfzWH1srtcfb1zP442tMaZ+uzE2t+uPN67n8fqW42uMKbfzWH1srue+8njjMo9lTH1rjKnfbjW+vt9yvb6/xvUyplzm9Rpjyu08VsaVy9xXHm9c5rEyrlzmvsa4cjuPlXHlsjw20LKMqV8OFFfuq4+zToAAAQIECMyDgFMIECBAgECXCShk67IbZrgECBAgQIBAZwgYBQECBAgQIECAwLwJ/OMf/4jGdumll8ZNN90UN9xwQ7/2u9/9Lu67774YM2ZMPPHEE0VMxpUt42+//fa4++67i/bAAw/M0Xd5rccee6yIKWNzOVj8eeedN0d87iv7a1xmX9lnfWuMqd9ujD/77LObjj3Pq+831weLb3eu6ZBjqG85xmatMdc8r1ls7s/j9W04cx3IJvPJ6w7U8lj9WHI99w0Um/s6PdccX45zoJZ5ZX71LfcNFJv7sq/62FzP/c1aHq9vg93X7KM+NtcHix/ovub4sp+BWuaVfda33DdQbO7Lvupjcz33N2utxmd/9W00c02H+rHkeu7rlFw33njjGKh4bt5+Ig3tLFEECBAgQIAAAQIECBAgMHICCtlGztqV+gvYIkCAAAECBAgQIECAAAECBKovMEeG3/jGN6KxffOb34yDDz443vve9/a1cePGxbRp0+LFL35xvO1tbyuOZ0x9y/hFF100Zs6cWbR11113jr7La2299dZFTBmby1bjs4+yv8Zl9pV91rfGmPrtxvjcrj/euF7fb64PFp/jzJj61mp89tE4hnI7j9X3nevlsYGWee2MqW8DxZX76uNyPc8vjzUuBxpLq/HZR2O/5XYeyzHUt9xXHm9c5rXrY3O9MaZ+O4/Xtzy//nj9el63PjbX2x2f16wfQ/16XjvHUN/qjzeu18flep7fGFO/nTH1bbD4HGd9bK63Gp991F+/fj37yj7rW/3xxvVW4+v7zfU8v7HPcjvHmTH1rdX47KPsr3GZx+r7zvXc1xhXbue1M6a+lccGWtbH5XqeP1Bc7svrZkx9m+OHih0ECBAgQIAAAQKdImAcBAgQGBYBhWzDwqgTAgQIECBAgAABAu0S0C8BAgQIEOg9gT/+8Y/FK0Y322yzWG+99XoPQMYECBAgQIBADwpImQABAgQIECBAgAABhWyeAQIEqi8gQwIECBAgQIAAAQIECBDoGoH6Irb3ve99XTNuA+0AAUMgQIAAAQIECBAgQIAAAQIEqi8gw0oLKGSr9O2VHAECBAgQIECAAAECBIYuIJIAAQLtFpgyZcpcL/HGN74xciY2RWxzpRJAgAABAgQIECBAYJ4EnESAAAECBAgQ6FQBhWydemeMiwABAgS6UcCYCRAgQIAAAQIECBAYRCAL2U4++eRBIiIWXnjhUMQ2KJGDBAiMvoARECBAgAABAgQIECBAgAABAm0Q6LBCtjZkqEsCBAgQIECAAAECBAgQIECgwwQMhwABAgQIECBAgAABAgQIEKi+gAwJECBAgEBrAgrZWvMSTYAAAQIECBDoDAGjIECAAAECBAgQIECAAAECPSZwyCGHxOTJk3sra9kSIECAAAECBAgQIECghwQUsvXQzZZqfwFbBAgQIECAAAECBAgQIECAQPUFZEiAAAEC1RGYNGlSdZKRCQECBAgQIECAwLAK6IwAgWoIKGSrxn2UBQECBAgQIECAAIF2CeiXAAECBAgQIECAAAECBAgQqL6ADAkQIECAAAECBAiMuoBCtlG/BQZAgED1BWRIgAABAgQIECBAgAABAgQIVF9AhgQIECBAgAABAgQIECBAgED1BWTYTgGFbO3U1TcBAgQIECBAgAABAgQIDF1AJAECBAgQ6AGBhRdeOBZZZJFYcMEF255tXiOvV6vV2n4tFyBAgAABAgQIDFlAIAECBAgQIECgiYBCtiYwdhMgQIAAgW4UMGYCBAgQIECAWrjBwwAAEABJREFUAAECnSyw0047xTbbbNPJQzQ2Ak0FFltssVh55ZVj1VVXnaNNmDAhxowZE0sssUTfsZVWWimyiKzscOzYsbHiiivG8ssvH8stt1yxvvTSS8e4ceP6+s3+8zp5Xq43Xqt+X/ZTXnOVVVYprpv9L7TQQrH44otHXj+3My7Pe9GLXhS1Wi38qYZAr2axxRZbxJQpU3o1fXkTIECAAAECBAgQIECg8gIK2frfYlsECBAgQIAAAQIECBAgQIBA9QVkSIAAgZYFllpqqaJYbaATs3Asi9PGjx/fd3iBBRaIcjuPL7vssn2zsM2cObOIy6K1LDDLgrTckcvczthcz331rX5fFrvlmPIatdp/CtRyBrZlllkmsrAur5/n5rVqtVpRMJdFbeX+PKYRIECAAAECBAgQqLiA9AgQIECgywQUsnXZDTNcAgQIECBAgEBnCBgFAQIECBAgQIAAgd4SqNVq8a9//Ste8YpX9LXXve518cUvfjGeeuqpyJnQUuS3v/1tcfyOO+4oXiGaBWdZnJbH/vjHP8ZWW20VWaj2oQ99KM4///zcHbNnzy7OueGGG4piuSxYO/fcc4t9GfPjH/84vvrVrxaxxx13XGy++ebFNXM2t9x57bXXxhvf+MZcLYrlnnvuuTjooIMix5fXymMXXnhhMcYsdCsCfSFAgMCQBAQRIECAAAECBAgQIEBg5AQUso2ctSsR6C9giwABAgQIECBAgAABAgQIEKi+gAwrJfD000/HrbfeGl/4wheKlkVpv/vd7+IrX/lKX56/+tWvipgzzjij2JdFbLVaLS677LL44Ac/GJMmTYqTTjopll566XjPe94T06dPL+Ky32eeeaZYv/HGG+OjH/1oUfT2+te/Ph5++OG47777imO5fvnll8cxxxxTbOeXHNdNN92Uq0X79re/HVn8lsVyp512Wmy88cbx7ne/O7LfLKzLVgT6QoAAAQIECBAgQIAAAQLDI6AXAgSGRUAh27Aw6oQAAQIECBAgQIAAgXYJ6JcAAQIEqiMwZcqUmDp1anUSkknPCnz4wx+ObFnQdsABB0TOtJYYTzzxRGQB25e//OU49dRTc1eURWOf/exn49Of/nTss88+8aY3vSm+973vxUYbbRT/93//V8SVX7JQbeutty5mXdtzzz3L3XMsDz744HjggQfm2H/NNdcUfR577LHxqU99KrIQLmO32GKLooAuT1hkkUVyoREgQIAAgY4SMBgCBAgQIECAAAECCtk8AwQIEKi+gAwJECBAgAABAgQIECDQEQJZyJZFNh0xGIMgMEwCORta+VrR8847L1ZaaaX4yEc+Ejlr2m233VZcJV89mq8lzRnSnn322aIArVarxQknnBB77bVXEZNf8tiOO+4YOYvbD37wg5g1a1bunqNtueWWsfLKK8ehhx5af6xYv+KKK4oCude85jXFdvnlkEMOic985jPFZrN+i4O+ECBAgAABAgQIECBAgAABAp0sUOmxKWSr9O2VHAECBAgQIECAAAECBAgMXUAkAQIECBAYmsAll1wS2X7605/GQQcdFO973/uKE3//+9/He9/73lhhhRWKYrIzzzwz8s+///3vXMQaa6wRWayWrxDN2duWX375WHTRRYtj+WWPPfaIP//5z/HWt7612N+s4CxnefvmN78ZRx55ZNx88815al+76qqrYv311+/bzhnepk2bFllsV/aX5/cFWCFAgAABAgQI9JyAhAkQIECAAIFOFVDI1ql3xrgIECBAgEA3ChgzAQIECBAgQIAAAQIEekDgbW97W2TbfffdY80114yddtopsjjt9NNPj5e97GVx6623xiabbBKnnHJKP40sIKvVajFmzJhYbLHFovHPxRdfXLx+NF9XmrO5ZXxjTLmdrwrdbLPNYr/99it3Fcuc/W2JJZYo1vPLrrvuGuuuu26st956RZFd7qvVarnQCMy7wCid+ac//SkmT548Sld3WQIECBAgQIAAAQIECBBot4BCtnYLt9i/cAIECBAgQIAAAQIECBAgQKD6AjIkQKC7Be66667Idv/998epp54aK620Ulx00UXx+OOPF6/vfMUrXhFHHXVUXHnllXHLLbfE2muvXSR83333xSKLLBJLLrlk1Gq1mDJlSpx11llR/vnxj38cX//614vZ3L72ta+Vu5suM/Y3v/lNZAFcGTRp0qS44YYbys3Yf//94+9//3vRb99OKwQIECBAgAABAgQIjIiAixAgQIBAawIK2VrzEk2AAAECBAgQINAZAkZBgAABAgQIECBAYNQE8nWgY8eOLQrXcia2HEi+VnTLLbeMO+64o6+tvvrqRaFazr621lprRRad5Wxs5Yxpe+21V5x00kl5etFe+tKXxgILLFAUn2WB29lnn13sb/Yli9a23nrr2HPPPftCcl/OWnXjjTcW+1ZeeeVYZ511Il9jWuzwhQABAt0lYLQECBAgQIAAAQIECPSQgEK2HrrZUiXQX8AWAQIECBAgQIAAAQIECBAgUH0BGQ6XQK1W69fV7Nmz45FHHokFF1wwZs2aFb/+9a/jHe94Ryy++OKRxWq5zMK2nLEtT9x3330jZ1k74YQTYurUqbHPPvsUM6ntuOOOebhf22STTSIL1Hbbbbd46qmn+h1r3Nhjjz367dp4441ju+22i7e//e1x2mmnxeWXXx5HH310fPGLX+wrZsvx9jvJBgECBAgQIECAAAECBAh0uYDhE6iGgEK2atxHWRAgQIAAAQIECBAg0C4B/RIgQIDAsAlMnjx52PrSEYGRFsjCtfpr5vZCCy1UFK1dddVVMX369Hj9618fzz33XDz44INF6P/8z/8Urxe99dZbi8KyLF7L14Futtlm8f3vfz8OO+ywyPUi+IUv2W+2vffeO+6+++444ogjiteQvnC4WK/V/lNUN3PmzFhttdVi1113LQ9Hnvud73wnsojuq1/9amy++eax3377xcc//vE47rjjiuNPPPFEX7wVAt0kkK/r7abxGisBAl0mYLgECBAgQIAAAQKjLqCQbdRvgQEQIECg+gIyJECAAAECBAgQIECAQApkIds222yTqxqBrhN4+umnY8MNN+wrUpsxY0ZRtJbFZC9/+cuL/UsvvXRkkVjOeJbHc3a0LGpbffXViwKyz33uc3H99dcXM7Ldd999scMOOxR91Gq14vz111+/mIEtZ3rLV4LmuTmTWs7M9pOf/KQwy6K1I488sujv/vvvj7x+zvZ2++23F8cfffTRotjtwAMPjOuuuy6uueaauO222yKL6HKmuGnTpsWzzz5bxA73F/0RaLfA7rvvHlOmTGn3ZfRPgAABAgQIECBAgAABAoMItPOQQrZ26uqbAAECBAgQIECAAAECBAgMXUAkAQIECHSwQBaVPfzww5GFYrl86KGHimKyLAzLfdkyJpeZxgMPPBAZk9sZf8899xTFalkQ96IXvSgef/zxuPfee4uWx8u47OOxxx6LPD/3ZdyTTz7Zd93cly1ngHvmmWciC+Ky8C335bm5zH7z/HwtaV4rr5ljybEqYsu7oxEgQIAAAQIERlXAxQkQIECAAIEmAgrZmsDYTYAAAQIECHSjgDETIECAAAECBAgQIECgPQL5ys4sMMuisVzmdl4pZ0TLfdlyNrbcly1nZcsitNyf8RmXx7MALWdSy31ZVJb95HoZl9t5fhav5b4sQMuitFwv43I9i9MyLl9lmsVruS/7z33Z8vwsbMvrZcuxlH3ncY1AdwsYPQECBAgQIECAAAECBAhUUUAhWxXv6vzk5FwCBAgQIECAAAECBAgQIECg+gIyJECAAAECBAgQIECAAAECBKovIEMCBAh0mYBCti67YYZLgAABAgQIECDQGQJGQYAAAQIECLQuMGXKlJg6dWrrJzqDQIcLLLzwwrHUUkvN0RZffPHIV3sut9xyscwyy8Siiy7al8lCCy00R/y4ceNi7NixRWyek+f3nTCXlcUWWyyWXXbZ4tzsI/whQIAAgWER0AkBAgQIECBAgAABAiMnMGbkLuVKBAgQ6CdggwABAgQIECBAgAABAgR6TCAL2a655poey7rn0608wAILLBBZdLbkkktGY5swYUJkcdoiiyxSFLGVxWy1Wq0oOmuMz6K3LEbLgrc8J88fP378XA2XXnrpyJYFbHlu9pF9z/VEAQQIECBAgAABAgQIECBAYHgE9EJgWAQUsg0Lo04IECBAgAABAgQIECDQLgH9EiBAgAABAp0skDOr1Wq1+Otf/xo777xzX9t3332LYV944YXxkY98JPbaa6948MEH+wrOsgDuzDPPjE9/+tNF+/rXv17EX3/99bHjjjsW++66665YYoklImd8y1Y/61sWqmXL4recje2KK66InXbaKb70pS/F7Nmzi6K6okNfCFRIYNKkSRXKRioECBBoFLBNgAABAgQIECCgkM0zQIAAAQLVF5AhAQIECBAgQIAAAQIECBBok0AWjWXX66+/fuyyyy5FW3755SOLyx5//PH4wQ9+EPvtt1+sttpq8Zvf/CZqtVoxO1uec/nll8db3vKW+NSnPhUf+tCHclcceuih8eEPfzg23XTTOOaYY4p9WczWOOtbWdSWM75lUBa1fetb34qHHnoonn766eI6tVotD/VOk2nlBQ455JCYPHly5fOUIAECBAgQIECAAAECBHpVYEiFbL2KI28CBAgQIECAAAECBAgQINBLAnIlQIAAgdYFnnnmmZgxY0bkzGgbbLBBrLLKKnHNNdfEDjvsEP/85z9jvfXWK2ZH++AHPxjvfOc7iwvkbGy5cvvtt0fOMJWFb2uvvXY8+uijRV+vf/3r4wMf+EDRT8blbGy1Wi3OPffcOOKII4oZ244++uj4xS9+UczC9ve//70olPvud78b7373uyNfMTpz5sxiZrY8XyNAgAABAgQIECBQL2CdAAECBAh0qoBCtk69M8ZFgAABAgQIdKOAMRMgQIAAAQIECBAg0GMCOSPb9OnT48knnywyz1nXNttss8jitPvvvz/yVaEf+9jHileFPvbYY0XMmDFjiiKzPC9nUcvXi/7yl7+Mhx9+OCZMmFDEZLFbtmeffTYyPndOmzYtpkyZErvttlucffbZceeddxZFbSeffHJR1JbXyleMPvLII5Hn1mpmZEs3jUAbBHRJgAABAgQIECBAgAABAm0QUMjWBlRdzo+AcwkQIECAAAECBAgQIECAAIHqC8iQQPUEcta0zOr888+PLbfcMlfj6aefjoUWWih+/vOfx3ve854444wziv1ZZDZr1qzYeeed46ijjoojjzwyTjvttMhZ1Gq1/sVnua846YUvr371q4tZ3lZdddV4+9vfHhtvvHHcc889xTWzn+xziSWWKArlXjjFggABAgQIECBAgAABAqMk4LIECBBoTUAhW2teogkQIECAAAECBAh0hoBRECBAgACBLhSYPHlyrL/++l04ckMmMLhAFqYtuOCCcccdd1DUM04AABAASURBVMTjjz8eWWSWZ4wfPz7WWWedophto402KmZny/0Zn4VsL3vZy4qZ05ZddtmiiC1nXitnbcuZ3nI2tnxNaK7nedmWW265XBTnjRs3rm+2tiWXXDKyn2zZz0MPPaSYrZDypUoCP/vZz4pZCauUk1wIzFVAAAECBAgQIECAAIEeElDI1kM3W6oECPQXsEWAAAECBAgQIECAAAECIyuQhWwTJ04c2Yu6Ws8LjARAFrHldW677bZYffXVo1b7z6xq6667blx99dXFzGyXX355vPjFL44ZM2bE7bffXhSuffnLX45HHnmkKHCbMGFCcfypp56KW2+9NS655JK+grjGWdnyWvXFbbmdLc/NYrpsTzzxRO7SCFRKIAvZKpWQZAgQIECAAAECBAgQGDYBHVVDQCFbNe6jLAgQIECAAAECBAgQINAuAf0SIECAAAECcxEoC9nuvvvuYga2DM8Z17Ko7VWvelVsv/32ceKJJ8aHP/zhuPHGG+Oggw6KnGntAx/4QPF60T322CO22267ogDuYx/7WHzhC1+Igw8+OHI9+3rmmWdyUbRa7T9FcrVarYgvdvpCgAABAgQIEJh/AT0QIECAAAECBEZdQCHbqN8CAyBAgACB6gvIkAABAgQIECBAgAABAgSqLJBFa5nf1ltvHTvuuGOuRvmK0F133TWOPfbYOOmkk2LllVeOnJXw8MMPL2K22mqr+OlPfxq//OUv47WvfW2xb/PNNy+K3rLwbYMNNihmc8uZ1vLghz70oXj3u9+dq/Gd73wnVltttWI9z8+VgWZuy/3aSAm4DgECBAgQIECAAAECBAgQIDA/At1RyDY/GTqXAAECBAgQIECAAAECBAgQ6A4BoyRAgECXCmShWVm4lkVtDz/8cDz66KPxwAMPRB5bfPHFY8yYMcV6WWyWs6xly5nZFlpoocj16dOnx+OPPx65nS3Pvf/++4vXkWZ/+TrR7P/pp58upJ577rl49tlni/V8ZWm+prTY8IUAAQIECBAgQIBAJwsYGwECBAgQaCKgkK0JjN0ECBAgQIAAgW4UMGYCBAgQIECAQCcLHH300TF16tROHqKxEZhngSxeu+OOO+Kuu+7qm43tySefjCxEu/POOyOP5Xq+fjTXp02bFtlyPVuuZzHaQw89FGVMxmfhWg4qi9Syn+z/vvvuK/q755574t577y3WswiujM14jQCBagvIjgABAgQIECBAgAABAlUUUMhWxbsqp/kRcC4BAgQIECBAgAABAgQIECDQRoFrrrmmjb0PuWuBBAgQIECAAAECBAgQIECAQPUFZEiAQJcJKGTrshtmuAQIECBAgAABAgQ6Q8AoCBAgQIAAAQIECBAgMLIC22+/fUyePHlkL+pqBHpeAAABAgQIECBAgACBkRNQyDZy1q5EgACB/gK2CBAgQIAAAQIECBAgQIAAgeoLyJAAgWETyEK2YetMRwQIECBAgAABAgQIEBhOAX0Ni4BCtmFh1AkBAgQIECBAgAABAgQItEtAvwQIEBhI4Le//W3st99+cf/99w902D4CBAgQIECAAAECBLpMwHAJECBAgAABAgrZPAMECBAgQKD6AjIkQIAAAQIECBAgUDmBe+65J9ZZZ5047LDD4mc/+1k888wzlctRQgQIEGhRQDgBAgQIECBAgAABAgQIEOhqAYVsQ7p9gggQIECAAAECBAgQIECAAIHqC8iwGwSee+65OProo+Piiy+Oq666KlZbbbU455xz4j3veU/ceOONLaVw2223RTe3bi3emzp1ale75zPT0oPWIcGzZ8/uevf8/HcIZ0vDyO9V+dx0c2spYcEECBAgQIAAgY4XMEACBAgQ6FQBhWydemeMiwABAgQIECDQjQLGTIAAAQIECBAYRGCnnXaK9ddff5CIuR8aM2ZMvO51r4v11lsvXvGKVxTre+65Z3znO9+JZZdddu4dvBDx+OOPx9e+9rViRrec1a3b2qGHHho5K90L6XTVYsqUKV3rns9Jvta2q8BfGOwjjzwS++67b9faH3TQQTFt2rQXsumuRbc/82eeeWbHgO++++6Rnh0zoF4eiNwJECBAgAABAgQIECDQBgGFbG1A1SWB+RFwLgECBAgQIECAAAECBAgQqLLAxIkT5yu9LGRbd91140tf+lJsueWWketlW2qppVru+4ADDojRaPN7zZYTrTvh7LPPjh122CF+8IMfxMyZM/uOPPXUU4Vr2pZFckceeWR89KMfjSuuuKKIu+WWW4pzv/vd78aMGTOKffPy5U1velNXuuczNy/55jkPP/xw/O///m/ssssukbPS5b6ynXvuufGhD30ofvOb3xS7BnJuvBdF4Dx8md9nb7TOn4dU+06Zn2e+8d70ddriylve8paufObf8Y53tJhpe8OvvPLK9l5A7wQIECBAgAABAgSGWUB3BAi0JjCmtXDRBAgQIECAAAECBAgQ6AgBgyBAgAABAgTmQeDpp5+O448/vihie/TRR+Pyyy/v6+X000+PDTfcsCio+t73vhf//ve/i9e1fvvb346cDSuL3rL4LQvdFl988TjrrLP6zm1lZcEFF2wlvDKxv/vd7+KVr3xl7LXXXpGFgGVi6fqjH/0ocpa9P//5z5FFbI3OA92L8nzLwQXm55nP1/c23pvBrzbw0YUWWmjgA/YSIECAwFAExBAgQIAAAQIECPSQgEK2HrrZUiVAgEB/AVsECBAgQIAAAQIECBDoToGcLeyPf/xjZIHKH/7wh7j22msjXxXandmM/KizMC0L0V70ohdFzsJWjuCqq66KLbbYIjbaaKO48847C9fcXnHFFWOttdaK++67L+69997IWfVydqlrrrmmPNVyCAJvfOMbI91y5sD62ezuuuuu4pW7K6ywQmy++eZx/fXXz+Gcz3jjvRjCJV8IsZjXZz4/E+uvv37U3xuaBAgQIECAAAECBAgQIECgMwWqMSqFbNW4j7IgQIAAAQIECBAgQIAAgXYJ6JcAgY4SyNmrvvrVr8bSSy8ds2fPjh//+Mdx4YUXFq+/vOSSSzpqrJ04mEUWWSRWXXXVYqa1P/3pT7Hxxhv3DfOxxx6LLHDLHelcvz1u3LjIGdxyfx7PuAcffDBXtSEKrLLKKpH+Obvde97znr6z0jl9c0cuH3nkkb5XvpbOGZPrZUzei1zX5i6Q5vP6zGfxZt6TvEou897keqvt2WefbfUU8QQIECBAgMBoCLgmAQIECBAgMOoCCtlG/RYYAAECBAgQqL6ADAkQIECAAAECBAikwNFHHx0nn3xyrs5zy1nYFltssXj5y18eCy+8cCy33HLx1re+Nd7whjfErFmz5rnfZifmtbJormwTJkyIfDXmmDFjItdzf1lglH2MHTs2cvamLFrKY1lEk8tsOd6MzfVs9a8bLK+Ts3VlP3NrWcR3//33zy1swOMPPfRQ5OtBDzzwwFh00UX7YnJs6Zs7FlhggcgxlTOH5f6MLcecr1zMwp6MbbXddtttcccddwx6Wr1vWmVbYoklinNynLmd/hmXO3OZM8yle84gl2NNy4zLZR7P9WxLLrlknlLcx+wj95UxxYFBvuRMdTkr3SAhgx467rjjIm232mqrvrgca/rmjvTO7Ubnge5FxrfSctbCodyz0jddsqVRPvM57lzPfRlTXnvs8898mqd9Hs/tjMmWeeQ1cz1bbud55b68Z9l37ptby+vPa/HkvD7z+Vw03pu5jXOg47fffnsxy+FAx8p9+YymXzqVrXzmS688nnF5Ti7TL93TP5+bHG+em8s8nuvZymc+z8uW5+X+fK5yezibvggQIECAAAECBAgQIECAwPwIKGSbH72RO9eVCBAgQIAAAQIECBAgQIAAgeoLyHAIAll48f73vz8++9nPxg477BCvfOUrY/XVV48Xv/jFMX78+CH0MPSQWq0WK620UmTh0tVXXx3Zsngsr7f88ssXhXN33313ZBFJWTSS8TfccEP8/e9/jyxCySKTp556KrLlsYzN4zlDUxbh5WiywC2PZbFL7svit9w/WKvVakX/g8UMdCyL/fbcc8/42te+FmuuuWa/kMzr2muvjenTp0cWvqRp5pyzsOWYM+ccaxYFXXPNNbHGGmv0O3+oG8suu+xc71UW2uS9zutnu/766yMLpHJmrTS88cYbi9nNMi6Lo1ZbbbXi8ueee25ksVO6p+W///3votgxz0vzMo/sO/dlwc/NN98c2U/mP7eiqoyf1+csZwycMmVK7LHHHsVYyy9Z+HjdddcVs7BlrplLo/NA96I8f6jLLIbK53Cw+HyO03coz3ytVotlllmm+Iykcz7z+dysvPLKxfOe18r1zC/d0z/vfX4u8hp5n5577rlI99w32LjyWD672X+ut9LyvHl95tdbb71ovDetXLuMzaKxfHbK7YGW+Qzmc5nPQLb6Zz4N65/5fD7yOcl+hvrMl99X8jrpfc899xT3rlarZTeDtixcHTTAQQIECBAgQIAAgVYFxBMgQIBAEwGFbE1g7CZAgAABAgQIEOhGAWMmQIAAAQIEekEgX4f5jne8IzbbbLPIGaxOPfXU4hWZ66yzzrCmX6vVolarxfe///044ogj4he/+EVst912cfjhhxev4DzqqKPive99b/GK05wpKQtEPvGJT8QBBxwQOaYcXxbq/OEPf4izzz47suAqZ6Tbe++9i0KxLA7Jma2ySCmLUfLcTCCLiXI5t1YWpmRcFknlcm6tLDjKGdne+MY3xu9+97u+U3KWsJNOOim23Xbb2H777eMVr3hFPPnkk/Gud72rsM7r7bLLLrHrrrvGYYcdFu985zv7zm1lJYtospXnnHPOOeVq3zIN7rrrrthpp50ix/SDH/wg3vSmN0XOKpav1Xzb294Wv/3tb4tivizymTp1arzhDW8oXjOb9+SXv/xl0deOO+5YLNP6fe97X1Gkl7PZZcFQFji97nWvi2OPPbbI74knnihm2StOaPIlx50FdeXhK6+8srj/5fZgyxNPPDEuu+yyePOb31yYlrE5lrTM8eVsdRtuuGE0Og90L8rzW1lmUWIZnwWLWcxUbueyVmv+zOc465/5LM4aP3585HPbyjOfxWw///nPY7fddiuetQsuuGCu7jm2vG/1hYZZFJj759bm55nPz3TjvZnb9QY6np/zfHbKY3/84x/L1b5lzjg3lGc+CxLn5ZnP70V5jfxedcwxx8R3v/vd4vtbrVbrG0M3rOT3psmTJ3fDUI2x7QIuQIAAAQIECBAgQIBAFQUUslXxrsqJwPwIOJcAAQIECBAgQIAAAQIECHSwQL7mL4ubstDpv/7rv+L1r399ZFHHl7/85bjpppvaNvKc0SlfjXrWWWfFz372s6IA5Mwzz4wsBsvipCxSyYKsLBbJIqojjzwyNt9886gvWMm4gw46qCiIy/Hn7G45S1MW8mRx27wO/ic/+UlkYVAWVc2tjyz2y7i//OUv8ZfnWxbplOdkgVEWjGVWYAv7AAAQAElEQVRx26te9arIopcc169+9auiWCnjXv7yl0deL2MyPvfNT0uzbOk6UD9ZsJKWmd9///d/FzPd/fnPfy4KCk877bSiOHDs2LHxhS98IU444YQ48MADi+K8LLjKQrXsM5ef/vSnI2fyywLInG0sZ7S69NJLi4KyLEzccsst4/zzzy9mectzhtLS8cc//nHktYYSn8V/OWtZup9++un9Tskitix0y1zz2Wh0Huhe9OugxY0sYsv7+NOf/rQoBh3o9OF+5mu1WlGImLnkjH75Odpvv/0i72Pej1pt6AVVWYh13HHHRRYwDjT2+n3z+8w33pv6vudlPb8nZOFqFrgOdP7cnvm0yqLSVp/5LGLM4sP8vpPP7UDX7oZ9WcjWDeM0RgIECBAgQIAAAQIdI2AgBLpMQCFbl90wwyVAgAABAgQIECBAoDMEjIIAAQIERkcgC9myICNn31p//fVj3XXXjSxoW3vttSNnM2r3qP71r38Vr9Qsl29/+9sji5JypqgrrrgislAqZ4nL1yZmkU5ZKJavDc2ZzrJwKGdEyleS5gxTOd58xeWf/vSnyD5yu5WWxUh53Q984AMxadKkVk4dMLZWq81RzJWFYvXBObNcFlvV75uX9Sxgy/ba1742/ud//qdfF7Va/6KmvO/5esp8BWsWEH7sYx8r7ncW5aT3I488EjmTWc4wlq8UzUKhcoxZPJjFbDmT3AMPPFAUU+UMbZtuumnfaz6zsCr7zmer30CabJRFbC996Uvj4x//eJOo1nYPxbkxprUr/Ce6LGJL0ywKqu+zVuvvnmeUz3q5HOiZz9eI5itnmz3zObNZPvPpnm3//fcvXgGbMx1usskmxWtVy89DXnOwlkVsV111VTGb28SJEwcLHdKxWm3uz3y90ZA6bRJUFrHlbI05q2CTsGJ33p+hPvP52t+5PfNZAJeFs9/+9rfjK1/5SnENXwgQIEBgaAKiCBAgQIAAAQIERk5gzMhdypUIECBAgEA/ARsECBAgQIAAAQIECBBoWWDJJZcsXm25xx57xM4771y0fA3jWmutFfmayJY7HOIJ22yzTbzsZS+LffbZJz73uc9FzqaUxSj5ysdTTjmlKMS57777IgtFshgqX4GZXZfFOfkav9VWW6149WWtVoty/8MPPxyrrLJK8arSjG+l5axoZRFbFvO1cu5ox958881RFrHlq0sbx1P6pHMWK2WRWr6CNQsXL7rooqKYMGe8y+NZQJWvbsw+nn322ciiqlzPlsVTeZ10ymK3Wu0/hVpZAJcFXRlz7LHHRs6kt9FGG8Vjjz2WuwZteW9zRqssYvvkJz9ZzAo36AkddDCL+7L4MYukshgwn7364ZXuuW8Yn/liBsPsOwsK856k9x133BGPPvpo5DLHNZRCzl//+tdRFrHlrIE5zm5pWZSWxWb5fSMLXpuNO5/pVp75LAx88skn+7pL34Ge+ZxBMT8H+Rl55Stf2Refs0n2bVghQIAAAQIECBAgQIAAAQLzLjAsZypkGxZGnRAgQIAAAQIECBAgQIAAgXYJ6JcAgUaBnHnszW9+c+Qr+PIVjFnQ9KY3vakolmmMHa7tH/3oR5GvosxClJzJK2dhO/nkk4tXXGbh1GWXXVYUuv3zn/+McuajKVOmxHnnnVcMYbfddotf/OIX8f3vfz9y1rAsKskDWYCSRVW5XrZa7T/FVuX2QMssCvr3v/8dr371q4uZ3C655JLolnb99ddHFrLlTGwDFbHV55v39a9//WtcffXV8Z3vfCf+8Y9/RBbi5KtA815kYVPORnXbbbfFE088EYsttlhRFPi9732vKGgbN25cnHrqqfGhD30ocma2nBksZ5TL11vmzHgXXnhh8WrQH/7wh5FFVnMrZMsioXw16QorrFA8f5dffnnXuKdj+jQrYqt3z/XhfObTbJlllik+G6uvvnrkc//6178+TjrppMhZ2Wq12hwzAeYY6lsWu2Ux2Gte85ris94tz3uOM5/3m266KeZWxJb5tvrMZxFntsGe+XwVad77fHXwtGnT4utf/3rxmt58ze348ePzshoBAgQIECDQEQIGQYAAAQIECIxBQIAAAQIECBCovIAECRAgQIAAAQIEOkJgp512inwd6PwMJotwsp8saslZyLIYJouKvvzlL0cWisxP34OdmzPBZYFaFkvdeeedRdFTFoFky1f1ZWFbFtjkMl8jmrFZLLLooosW3a688sqRxWuf//znY6+99oqcBak8VgS08OXnP/95EZ2vwsziqyxo65aWXvna1Xyd6mBFbLVarcgxHcePH1+8DjRz/f3vf18UA2Y/f/vb3yJfCZqvC81ixnzlZMaeffbZ8ec//znSN+9bFq/la0WzoO3aa6+NfPVoxuWMbPnc/OpXv4qMyxnB8lkqLjzAlyymy9ngsgguZzLL561b3HMWs/PPP7/IaqCZ2IoDz3+p1f7j/vxqYZJFf0N55nNWtYz9+te/Xrjn+Y3PfM5WmMVUeex973tfZHFbzmKYxai5b7B23HHHFcVr2WfOeNgt7jnOfBZzNsAs4BtsJrYy//pnPgtWh+OZzyLC7Ctnk8zvQfkq3zXXXDNyVsH8XJXX7obl7rvvHlkk3HSsDhAgQIAAAQIECBAgQIBAVwsoZOvq2zdyg3clAgQIECBAgAABAgQIECBAoPoCI5FhvjJvfq6ThWxZyPKGN7yhKIpbd911Iwva1l577bjrrrvmp+s5zq3V/n9RT61WK2b4ygK6fG1fFoLkCQ8//HDk7HBZJLXeeutFFgm98Y1vjCzOyRnjcsa0jCvbxz/+8bjyyivj/PPPjywuKffnMgupcjlYyyK2LEqq1WrxwQ9+sJgRbrvttuuKZeab92jFFVcsZq8bLM/yWHrnes56l4U4Z5xxRrzuda8rXkmZ+9/znvfEH//4x2K2tSwizOKcAw88ML7xjW/k4b6WM7Plvi9+8YvFrG1ZSJh9/etf/4p8JnN2tuOPP77prGBZxJbHsxgxC5K23377rjDPZ+Mtb3lLMQtgFpqlYxbh9cEMslKr/eeZz8K98pnPe5BFWfP6zKd7Fk5lAWHeuw9/+MOR9yT7zbENNJwsYsuCxTwv8+mmlkWUOYtfFk+us846A6U3x77ymZ8xY0ZRMJvP6XA88w899FDk5yO/J+WrRbNoMwsDG2eEnGNAHbYjv3922JAMhwABAgQIECDQlQIGTYAAgU4VUMjWqXfGuAgQIECAAAECBLpRwJgJECBAgACBNgvkzFk5u9Yee+wRO++8c9F22WWXWGuttYoCp+G8fBbOZNHckUceGfk603ylZe776Ec/Gl/60peKWcKykC2LVLIgKgtQPvGJTxSvzcxii3322Seee+65yOK1PCdfp5gx+frRnEkui3dyvNlvLvM1l7kst3O9vpVFbDmbVf3+blj/wx/+EGeddVZk3musscZch5wGL3nJSyJzTsN0z4KqdM6Z1tI9XwN6wAEHFAVlWSSXrxrNGddymcVpeZGpU6fmoih822abbSJnt8od2d+OO+4YOTtc2bKoKq+bx+tbWcSW48miyWeeeab+cEev54xnRx11VGRR1Lbbbhv5PA824DyeNsP1zOdsbnnfymc++85XW26xxRZx3nnnRc6sl6/bzHHmscaxlUVsW2+9dZSfl8aYTt0+88wziyLLfFVoFozNbZz57OUzVj7zeS/SrnzmsxDt8ccfj3l95vNe5GySOYNhFrQdffTRxfPQrIBwbuN1nACBQECAAAECBAgQIECAQBsEFLK1AVWXBAjMj4BzCRAgQIAAAQIECBAgQIDA4AI5O9H//d//xQ9/+MOiZdFNFunUarXBT2zxaBbO5GtCs/AjX4OYM1HlMl9JmS2Lb7L4JF+rmMVQOfNSFoo8+uijkUVrOfvYbbfdFhmb7Z577omyv7LPHFIWRpV95PHsM/fXtyxuyZnYsohtk002qT/U8ev1RWzvfe97Xxjv4Iss2smCp3RKmyzEStt0zmXOzJczSeU9SNt0y+20zO1bb7018ryMz2X2lf65nfcw703G53bZ8rw8Vj+y+iK2nG0vC4vqj3fyetqURWyf/OQnYyjFVOUznybplc9yLtMm+8uWxnkPMiYds2VcWShV/8ynZ25nbN7L3M5irNyXy/xM5Xqe32hZX8S28cYbNx7u6O36IrYtt9xySGOd2zOf7uV9yOVAz3x5X8pnPr3TPu9hfoZyIGmd23k/so/cpxEgQIAAAQIECBAgQKB9Anom0JqAQrbWvEQTIECAAAECBAgQIECgMwSMggABAl0oMGXKlK4bdc4GloUgOftXDj5njcrZwLLljEm5L4uqsigkC3lydqNcz5bFbPXxuZ7nZH/Zsu88P1sWmeQ52VduN7ZXvOIV0Y1FbJlHvsYwZ2Iri9ia5Zix9S0LbuqdSttcZlx6ZiFU3oss8slCoDTM7XQuTXOZ8Vk4lcfzXubxMj73Zcvzss+MLdsGG2wQG264YfHK2KG8+rU8rxOWOVNg2mcR24tf/OIhDykLKdMjvfKkNEmbtM713JemGZPPeLZcz3uV9yZjMj5brqd1eTzX8/y8XxmfLddzX2PLV/PmTGzdVsSWeaR7zsQ21CK2PCfb/D7z6Z/WeX+yv3zWc7u8l7kvW26nff33oNyvESBAgECHChgWAQIECBAgQKCHBBSy9dDNlioBAgQI9BewRYAAAQIECBAgQIDAyApkIdvJJ588shetyNXWW2+96LaZ2Er6pZdeOsoitnJfNy2322676LYittL3bW97W7RSxFae1wnLfD3scBWxjXQ+WUTYahHbSI/R9QgQIECAAAECBAgQIECAQCcKzE8hWyfmY0wECHSwQP6r22uvvTYuv/zyubYOTsPQCBAgQIAAAQIECPSagHwJECBAgAABAgR6RCBn9hvK729zxr8eIZEmAQIEeklArgQIECBAYNQFFLKN+i0wAAK9I5CvKzjuuOPiu9/97qDtkksu6R0UmRIg0CMC0iRAgAABAgQIECBAgAABAgTmV+CQQw6JfO3s/PbTvvO7v+cHHnggDj300EF/f5u/373jjju6P1kZECBAgAABAgQIECDQcQIK2TrulhjQgAJ2VkYg/0XfE088EYO1MWN8a6rMDZcIAQIECBAgQIAAAQIEWhEQS4AAAQIEBhGYNGnSIEcdGi6BWq026O9v83e7w3Ut/RAgQIAAAQI9KiBtAgQINBFQLdIExm4CBAgQIECAAAEC3ShgzAQIECBAgAABAgQIECBAgED1BWRIgAABAgQIECBAoIoCCtmqeFflRIDA/Ag4lwABAgQIECBAgAABAgQIEKi+wDxnuNRSS83zuU4k0I0C48aN68ZhGzMBAgQIECBAgAABAgRSQOsyAYVsXXbDDJcAAQIECBAgQIAAAQKdIWAUBAgQqIbA8ccfH93Yul1/2rRpXel+ww03dDt9V7rnZ7Tb4e+6666utL/lllu6nd74CRAgQGC+BXRAgAABRj1RYAAAEABJREFUAgQIEBg5AYVsI2ftSgQIECBAoL+ALQIECBAgQIAAAQI9JrDTTjvFNtts0xFZz5o1qxjLCiusEN3Ytthii1hsscU6wrLVQYwfP74rzcvnZMUVV2w15Y6Iz2d+q6226lr7t73tbbH44ot3hGWrg5gwYULXuudzv/zyy7eactvi83vflClT2ta/jgkQIECAAAECBAgQIEBgdAW6upBtdOlcnQABAgQIECBAgAABAgQIEBgJAdcg0A6BJZdcMt75znd2dVt22WXbQdP2Pt/97nd3tXs+N21HasMFJkyY0PXuWQTZBpq2d+mZbzuxCxAgQIAAAQIVEZAGAQIECBBQyOYZIECAAAECBAhUX0CGBAgQIECAAAECBAgQIECAQPUFZEiAAAECBAgQIECAAIGuFlDI1tW3z+BHTsCVCBAgQIAAAQIECBAgQIAAgeoLyJAAAQIECBAgQIAAAQIECBCovoAMCRDoVAGFbJ16Z4yLQEUFxo4dG4suuuigraKpS4sAAQIECPSGgCwJECBAgMAgAlOmTBnkqEMECBAgQIBApwjM7Xe4s2fP7pShGsdoCbguAQIECBAgQIAAgTYIKGRrA6ouCRAYWGDhhReO3XbbLb797W8P2jbddNOBO+iRvdIkQIAAAQIECBAgQIBAVQWykO3kk0+uanryItCSgGACBAh0osDKK6886O9uy9/tvuQlL+nE4RsTAQIECBAgQIAAgY4TMKDWBBSyteYlmgCB+RCo1WqxwgorxCqrrDJoW2+99ebjKk4lQIAAAQIECBDoEQFpEiBAgAABAgQIECAwzAK1Wm3Q392Wv9tdZJFFhvnKuiNAgEBTAQcIECBAgACBHhJQyNZDN1uqBAgQIECgv4AtAgQIECBAgAABAgQIECBAoPoC1cnwT3/6U0yePLk6CcmEAAECBAgQIECAAAECBPoJKGTrx9HihnACBAgQIECAAAECBAgQIECg+gIyJECAAAECBAgQIECAAAECBKovIEMCBAgQGHUBhWyjfgsMgAABAgQIECBQfQEZEiBAgAABAgQIECBAgAABAtUXkCEBAgQIECBAgAABAgTmR0Ah2/zoOZfAyAm4EgECBAgQIECAAAECBAgQIFB9ARkSIECAAAECBAgQIECAAAEC1ReQIQECTQQUsjWBsZsAAQIECBAgQIAAgW4UMGYCBAgQ6GSByZMnd/LwjI0AAQIEOlzgyiuv7PARGh4BAiMn4EoECBAgQIAAAQJVFFDIVsW7KicCBAjMj4BzCRAgQIAAAQIECBAg0CaBLGTbZptt2tS7bgkQaElAMIEuFNh9991jypQpXThyQyZAgAABAgQIECBAgMAoCXTZZRWyddkNM1wCBAgQIECAAAECBAgQ6AwBoyBAgAABAgQIECBAgAABAgSqLyBDAgQIECBAYOQEFLKNnLUrESBAgAABAv0FbBEgQIAAAQIECBAgQIAAAQLVF5AhAQIECBAgQIAAAQIECBAYkoBCtiExdWqQcREgQIAAAQIECBAgQIAAAQLVF5AhAQIECBAgQIAAAQIECBAgUH0BGRIgQICAQjbPAAECBAgQIECAQPUFZEiAAAECBAh0hMCUKVNi6tSpHTEWgyBAgAABAgQqKCAlAgQIECBAgAABAgS6WkAhW1ffPoMnMHICrkSAAAECBAgQIECAAAECBOZXIAvZrrnmmvntxvltFNA1AQIECBAgQIAAAQIECBAgUH0BGRLoVAGFbJ16Z4yLAAECBAgQIECAAIFuFDBmAgQIECBAgAABAgTaJDBp0qQ29axbAgQItCzgBAIECBAgQIAAgTYIKGRrA6ouCRAgQGB+BJxLgAABAgQIECBAgAABAgQIVF9AhgRaFzjkkENi8uTJrZ/oDAIECBAgQIAAAQIECBAYJYHWLquQrTUv0QQIECBAgAABAgQIECBAoDMEjIIAAQIECBAgQIAAAQIECBCovoAMCRAgQIBADwkoZOuhmy1VAgQIEOgugQsuuCDe//73x6677hoHHHBA/OxnP4tzzz037r777u5KpINHa2gECBAgQIAAAQIECBAgQIBA9QVkSIAAAQIECBAgQIAAAQLdIaCQrTvuU6eO0rgIECBAoI0C999/f9xzzz2x8sorx8yZM+Piiy+Oww8/PF7zmtfE+uuvH1/84hfjpptuauMIdE2AAAECBAgQIECgEPCFAAECBAgQIECAAAECBAgQqL6ADAkQIDDqAgrZRv0WGAABAgQIEGgusN5668VXvvKV+NrXvhZHHHFEnHbaaXHrrbfGKaecEiuttFJsu+22sd1228Xll1/evBNHCBDoAAFDIECAAAECBFJg8uTJxT/KyHWNAAECBAi0KpCz1U+ZMqXV08QTGEEBlyJAgAABAgQIECBAYH4EFLLNj55zCRAYOQFXIkCgT6BWq0UWuO22225x0UUXxWc+85n41re+Fe94xzvi3HPP7YuzQoAAAQIECBAgQKDTBLKQbeLEiZ02LOPpJAFjIUCAwCACWcg2yGGHCBAgQIAAAQIECBDoFgHjJNBEQCFbExi7CRAgQIBAtwi8+tWvjlNPPTW+8IUvxK677hrvete7Il9L2i3jN04CBAgQGF4BvREgQIAAAQIECBAgQIAAAQLVF5AhAQIECBAgQKCKAgrZqnhX5USAAAEC8yPQteduvvnmcfHFF8dLXvKS2HTTTeOyyy7r2lwMnAABAgQIECBAgAABAgQItFlA9wQIECBAgAABAgQIECBAgECHCbShkK3DMjQcAgQIECDQxQKzZ89uafTjxo2LQw89NI444ojYZptt4te//nX4Q4AAAQIECBBoj4BeCRAgQIAAAQIECBAgQIAAgeoLyJAAAQIECIycgEK2kbN2JQIECBAg0LJArVZr+Zw8YYsttogzzjgj9thjjzjmmGNyl9aJAsZEgAABAgQIEOgxgaOPPjqmTp3aY1lLlwABAgR6XgAAAQIECBAgQIAAAQIECAxJQCHbkJgEdaqAcREgQKDKAjkb26xZs+Y5xXXXXTfOOuus2H///eO3v/3tPPfjRAIECBAgQIAAAQLDKXDNNde03J0TCBAgQIAAAQIECBAgQIAAgeoLyJAAAQIK2TwDBAgQIECgQwVqtVqMGTN/P6rXWmutOOmkk+Lzn/98XH/99eEPAQI9KyBxAgQIECBQGYGbbrqpMrlIhAABAgRaE5g0aVJrJ4gm0HsCMiZAgAABAgQIECDQ1QLz97fjXZ26wRMgQKAVAbEERl5gfmdkK0f8yle+Mvbdd9/Ycccd45lnnil3WxIgQIAAAQIECBDoOoH8xxmHH354XHjhhV03dgPuFgHjJECgkwUOOeSQmDx5cicP0dgIECBAgAABAgQIEOgKAYPsVAGFbJ16Z4yLAAECBHpeoFarRa1WGxaHHXbYIdZee+047LDDhqU/nRAgQIAAgaYCDhAgQKBNAlnEdtRRR8Uqq6wSG220UZuuolsCBAgQIECAAAECBIYkIIgAAQIECBAg0AYBhWxtQNUlAQIECBCYH4Hy3JyRLVu5Pb/Lgw8+OPIv/u6888757cr5BAgQIECAAAECBEZU4P777y/+WzaL2D75yU/GuHHjRvT6LkaAAIF2COiTAAECBAgQIECAAAECBAgQ6C9QxUK2/hnaIkCAAAECXSpQq9WGbUa2JFhmmWXiM5/5TBx44IG5qREgQIAAAQIEul3A+CskMHXq1PjHP/4xYLv77rvj0ksvjRVWWCG22WabuPrqq/vF5bllG4ikPDbQstPjBxpz/b7G8dcfa1xvjM3txpj67Tze2OqPN643xuZ2Y0z9dh5vbPXHG9fnJzbPbeyvfjuPN7b6443rjbG53RhTv53HG1v98cb1+YnNcxv7q9/O442t/njjemNsbjfG1G/n8cZWf7xxvZXYPLeV+MbY3M4+mrU83tiaxeb+xtjczv3NWh6vb83iyv31sble7h9omccb20Bx5b7G2Nwujw20zOONbaC4cl9jbG6XxwZa5vH6NlBMua8+zjoBAgQIECDQMwISJUCAAIEeElDI1kM3W6oECBAg0F0CORtbtuEcdc5e8Yc//CGmT58+nN3qq2sFDJwAAQIECBAgMLICn/jEJ+I1r3lNTJgwoa/dfvvtse+++8bxxx8/RzvppJPiqquuijFjxsSMGTPipz/9afzmN7/pF7fPPvvE3nvvXbTTTz+9r9/yGr/61a+KY2VM/bLV+Bxr2W+5rO+vcb2MKZd5fmNMuZ3jLOPK5c0339x07K3Gd1KumXOZY7kcTpt255pjLcddLjOnZq2MKZd5frPYdt/XdtuUOZbL4cx1IJvc18yyk3LNMZYm5bKbPt95H8tx5zK3M6dmLWPq22DxeQ/rY3N9MJv8WTGyP7mqcjV5ECBAgAABAgQIECBAoDsEFLJ1x30yyk4VMC4CBAi0UaBWqxV/YRfD+GfxxRePHXfcMX70ox8NY6+6IkCAAAECBAgQIDA0gVqtFptuumnkf5eWLbcvvvji+N3vftevffOb34wFFlgg1l577fjJT34SxxxzTBx99NFxwgkn9Iu75JJL4rLLLivaLrvs0q/vvEaeVx5vXA45/oX+c6zZZ31r7LN+uz4u1/P8+uP16znOjKlvOb76mPr1VuOzr/q+cz37qO+zfj3HmjH1rf5443p9XK7n+Y0x9dsZU98Gi89x1sfmeuZT31/9eh7LmPqWfdTH1K/ntetjc73+eON6q/HZX33L8xv7LLdznPWxuZ75lMcbl3ksY+pb9tEYV263Gp9jre8718u+Blrm8fqW5w8Ul/tynPWxuZ7jy2MDtYHic99Asbkv+8o+69tg8TnW+thcz36atTxe3/L8ZrG5vz4213N8uX+gluPMmPo2WHweq4/N9exjoL5zX441Y+pb7m/WGuNzu1ls7q/vN9cHi89xZkx9y3yyn4HaZz/72aH9wBFFgAABAgQIECBAYF4EnEOAwKgLKGQb9VtgAAQIECBAYGCBnI1t1qxZAx+cj73bbbddnHjiiZH9z0c3TiVAgEBLAoIJECBAgEArAldccUV861vfijXWWCP22muvWHLJJVs5XSwBAgQIECBAgMAoCbgsAQIECBAgQIAAgfkRUMg2P3rOJUCAwMgJuBKBYRNYeeWVY8UVV4wrr7xy2PrUEQECBAgQIECAAIHhEsgitv32208R23CB6qfbBIyXAAECBAgQIECAAAECBAgQqL6ADJsIKGRrAmM3AQIECBCossDmm28e559/fpVTlBsBAgQI9KyAxAkQ6HaBBRdcMNZcc00zsXX7jTR+AgQIECBAgAABAm0V0DkBAgQIECBQRQGFbFW8q3IiQIAAgUoI1Gq1GDOmPT+qN95447jgggtiwD92EiBAgAABAgQIEBhFgYkTJ8ZBBx3kdaKjeA9cmgCBHhGQJgECBAgQIECAAAECBAgQ6DCB9vzteIclOdLDcT0CBAgQIDAcArNnz45Zs2YNR1dz9JF/OfHViT4AABAASURBVHjVVVfNsd8OAgQIECBAgACBoQuIJECAAAECBAgQIECAAAECBKovIEMCBAgQGDkBhWwjZ+1KBAgMg8Cll146DL3oggCB5ZdfPh5//PF47LHHYBAYTQHXJkCAAAECBAgQIECAAAECBKovIEMCBAgQIECAAAECBAgMSUAh25CYBBHoVIHuGtczzzwT++23X+y6667z1Lbddtv49re/HTvttNM8nT+v13XevN0vbvPvdtxxx8Xdd98dxx9/fFvaUkstFZ/5zGe69vN04okndtc3QaMlQIAAAQIECBAgMM8CTiRAgAABAgQIECBAgAABAgSqLyBDAgQUsnkGCBAYMYF8ReJ9990X99xzT8vtzjvvjCeffDLGjBkTDz30UMvnz8s1ndP6fWI2vGYPP/xwvOhFL4oPf/jDbWlLL7103HvvvV37earVaiP2/cuFCBCogIAUCBAgQIAAAQIECBAgQIAAgeoLyJAAAQIECBAgQKCrBRSydfXtM3gCvSEwc+bMmD17dlHEloVsvZF152VpRCMvsPjii8db3vKWtl34fe97Xyy88MJt61/HBAgQIECAAAECBAgQINB9AkZMgAABAgQIECBAgAABAgQIVF+gUzNUyNapd8a4CFRQoFYbePakLFJr1uqL2Gq1WlHQVh9bQSYpEegTGDduXLz5zW/u2x7ulbe//e0xduzY4e52xPq74447RuxaLkSAAAECBFoQEEqAAAECBAgQIECAAAECBAhUX0CGBAgQIECAQBsEFLK1AVWXBAg0F8iimUUXXTTq24ILLhgLLbRQZNFOfavV/lO4lrOwZavValGr/aeV8RMnToyyLbPMMv36rb/G6quv3hdXxtcfb1xvNb7ss1zm+Y19lts5zjKuXLYan32U/TUu81jZb7nMfY1x5XZeu4wrl+WxgZZlTLnM8weKy3153TKuXLYan31kXwO1PFb2Wy5z30CxuS+vXcaVy9zfrJUx5TLPbxab+8u4cjlYfI6zjCuXA8UfccQR8bWvfS2+9a1vxQ9/+MN+LfflsYHaoYce2i82z22MO/HEE/s+M3ntchy5zO3MqVnLmPo2WPxQcy2vtcwyy8zxec0+8jvLAgssEGV75JFHcpdGgAABAgQIECBAgAABAgQIdKWAQRMgQIAAAQIECBAgQIAAgf4CY/pv2qqEgCQIdKhAvsLwC1/4QlGQkwU4ZTv44IPjoIMOim9+85t9ba211ornnnuuKG7ba6+9Ioty6lsZ/7GPfSzKtueee87Rd3mNXXfdtS+ujC+PDbRsNb7ss1zm+QP1m/tynGVcuWw1PvvIvgZqeazst1zmvoFic19eu4wrl7m/WStjymWe3yw2r1vGlctW47OPVvofLD6vXY6jXDbrO/eXMeUyz8/9zVoZVy4Hi89xlnHlcqD4nXfeObJtv/32kTOo1bfcl8cGau9///vniG+My+uWueS1c7tsuV0eG2hZxpXLweKHmmt5nYHiv/KVrxTf2XKWxrJlIV2x0xcCBAgQIECAQK8KyJsAAQIECBAgQIAAAQIECBCovoAMCRAg0EMCCtl66GZLlUC3CBx77LHxz3/+M7bZZpuufu1ht3gbJwECBHpZQO4ECBAgQIAAAQIECBAgQIBA9QVkSIAAAQIECBAgQIBAdwgoZOuO+2SUBDpVYNjHVV/Etummmw57/zokQIAAAQIECBAgQIAAAQIEWhZwAgECBAgQIECAAAECBAgQIFB9ARkSGHUBhWyjfgsMgACBeoH11luvmIlNEVu9inUCBAgQIECg+wVkQIAAAQIECBAgQIAAAQIECFRfQIYECBAgQIAAAQLzI6CQbX70nEuAQEsCTz75ZNxwww2DnrPJJpuEIrZBiXr3oMwJECBAgAABAgQIECBAgACB6gvIkAABAgQIECBAgAABAgQIEKi+QJMMFbI1gbGbAIHhF5g1a1Y89thjw9+xHgkQqLzAzJkzI1vlE5UgAQIECBAYBgFdECBAgAABAgQIECBAgAABAtUXkCEBAgQIEKiigEK2Kt5VOREgQIAAgQoKzJ49e6Sych0CBAgQIECAAAECBAgQIECg+gIyJECAAAECBAgQIECAAIEOE1DI1mE3pBrDkQWB/y+g8OT/W1gjQKA1gVtuuSWeffbZ1k4STYAAAQIECBAgMIICLkWAAAECBAgQIECAAAECBAhUX0CGBAgQGDkBhWwjZ+1KBHpOIF8DmK8TVczWc7dewgTmW+C+++6LH/7wh0VTzDbfnDroZAFjI0CAAAECBAgQIECAAAECBKovIEMCBAgQIECAAAECBIYkoJBtSEyCCBCYF4ExY8ZEFrG1s5htXsblHAIEOl9gueWWi2233TZuuOEGxWydf7uMkAABAgQIECBAgEDbBVyAAAECBAgQIECAAAECBAgQqL6ADAkoZPMMECDQNoFarRYLLLBAXzFb+EOAAIEWBDbccMPYcccdi2K2H//4xy2cKZQAAQIEBhCwiwABAgQIECBAgAABAgQIEKi+gAwJECBAgAABAl0toJCtq2+fwRPofIFardZXzBbP/3n00UfjyiuvHHJ75pln4rrrrhtyfCt9ix36fWCVVtpoPAc5q+MWW2wRN9544/PfQfyPAAECBAgQIECAAAECBAi0W0D/BAgQIECAAAECBAgQIECAwGgJjFwh22hl6LoECIy6QK1WK4rZ4vk/F110Ufztb3+Lyy67bEhtxowZMXXq1CHFDrVPcUOz58SpU56B6dOnx2qrrfb8d5CImTNnFktfCBAgQIAAgQ4WMDQCBAgQIECAAAECBAgQIECg+gIyJECAAAECbRBQyNYGVF0SIDCnQK1WizFjxsRCCy0U999/f7zjHe+Ij3/843NtSy65ZLz//e+fa9xQ+hIzd29GjDr1GfjsZz8b+SdnaOuFYrbMVSNAgAABAgQIECBAgAABAgSqLSA7AgQIECBAgAABAgQIEOgvoJCtv4etagjIooMF3v72t8fTTz8dRx11VEybNq2DR2poBAh0osACCywQZTGbgrZOvEPGRIAAAQIECBAYUQEXI0CAAAECBAgQIECAAAECBKovIEMCBHpIQCFbD91sqRIYbYEsPlluueVi5513Vsw22jfD9Ql0qUCtViteVZzfTy644IKYNWtW+EOAwPwIOJcAAQIECBAgQIAAAQIECBCovoAMCRAgQIAAAQIECHSHgEK27rhPRkmgEgJZeHLrrbfGqquuWhSzTZw4MZZffvnuzs3ohyzwj3/8oy/2kUceiWuvvbZvO1fuuuuu+POf/1y0Bx98MBq3cya/P/zhD5HHMl7rXYFarVYUs6200koxZoz/lAl/CBAgQIAAAQIECBBov4ArECBAgAABAgQIECBAgAABAtUXkOGoC/jb31G/BQZAoDcFsphtq6226s3kezDriy66qChezNSfeuqp2HvvvePSSy/Nzb525plnxj//+c+47bbbYsaMGdG4na+jveWWW+Izn/lMPPzww33nWelNgVqtFi972ct6M3lZEyBAoEsFDJsAAQIECBAgQIAAAQIECBCovoAMCRAgQIAAAQLzI6CQbX70nEuAAAECcxWYOXNmnHzyybH++usXsaeffnqsvPLKxXr9lyxSe/vb3x7vf//7I2faatzOmdg+9alPxYc+9KG47LLL6k/tlXV5EiBAgAABAgQIECBAgAABAtUXkCEBAgQIECBAgAABAgQIEOhZgR4qZOvZeyxxAh0jUKvVYtFFF+2Y8RjIyAgssMACcdhhh8WLXvSi4oLbbLNNvPWtby3W67/ceOONcdppp8VHP/rRmDZtWjRuZyFbxi+99NLxwAMP5KrWQwL5HC244II9lLFUCRAgQIAAgXkXcCYBAgQIECBAgAABAgQIECBQfQEZEiBAgEAVBRSyVfGuyolAhwrUarVQiNKhN6cDhnX88cfHnnvuGR//+MfjwgsvjMbtZ599thjlc88911cUV+zwpWcExowZ0zO5jnqiBkCAAAECBAgQIECAAAECBAhUX0CGBAgQIECAAAECBAgQ6DABfyPcYTfEcKohIAsCBFoX2H///WPWrFnx2GOPxTLLLBON21nAli1naltrrbVav4Azul5g9uzZXZ+DBAgQIECAAAECBKolIBsCBAgQIECAAAECBAgQIECg+gIyJEBg5AQUso2ctSsR6HmBfDVgzyMAKAQGmllrgw02iE984hNxySWXxKte9apo3N5hhx2K2drOO++8WH311cOf3hNQyNZ791zGPSEgSQIECBAgMKwCO+20UzRrRx55ZPzgBz+IZ555pq/lvmbxF198cV/c008/HT/60Y9iqPHlNcq+3/Wud80xrvr+Mz63y/j6ZXluxtS3ZvF5bo4zY08++eS+HHJfHhuoZV8ZX7YZM2bE5z//+TnGXJ7bGJ/nlcfy/9dtueWW/c4dLL48L5c5Q/d73vOevjFnv9ny/Dw+UMu8Muaee+6J/P+LuZ77BorNfXksY+rboYceGltttVW/MWdstrx2fWyuZx95LFv+f9X3ve99fecOFJ9xA7UPf/jDce211/bLN88fKDb35XXz+tnyvGy5L48N1PJYxta33LfttttGjrvxnLx2fWyuZ3x93Ac/+MH46Ec/WuQ7UHx9bON63p+8T9lvtjy/MaZ+O2PKdsYZZxT3t/54/XqOs4wtl7kvY97//vcXv2/I9bLltcu4clnGlzG5LM8dKD6PN2sZ/6tf/arfvW0Wm/vLMZTLb3/724VxHmtsOc4yrlzmvjKu/J5RbudYyrhyWR9fxuXyne98Z7QSn+eU8fXfX3N/s1aOoVzm+XndgeJznGVcucx99bH15+axMq5c5r76+Pr1r3/96/3uUZ4zWHyONWPyZ8LRRx9dnFvfX+N6xta3PD9jGu9R7stWH5vrA43l3e9+d/Fs5LGMqW/Z/7D+UNUZgeEV0BsBAgQIECBAgACBIQkoZBsSkyACBIZDYJFFFom11157OLrSR59A96wcccQRfYPdcMMNi1+a9+14fiV/8Z+/9Dz44INj0UUXjcbt1772tZG/JDzuuONCUeTzYP5HgAABAgQIECBAgMAcAv/85z+LwoKXvvSl0diWW265uPLKK+O73/1uTJs2rWj5j2Qa48rtBx98sIjJ2Isuuij+/ve/x6WXXjpHv2X8Siut1Bef52TLY0svvXQ8+uijxVhzu2yN8Xm98li5rD83+6tvA8WX52VeZ599dhxzzDHxi1/8ohhX7iuPNy6zr/q+zzrrrKKYJf9/fGNsbjfG57m5P9uECROK69Wf25hrfXyeU7bx48fHnXfeGb/73e+KPjIuW16vjGlcZl4Z86c//Sn22GOPOOeccyL3NcaV23ks4+vb7bffHnfddVcstdRSc9zfvHZ9bK4/8cQTfXFLLLFE3H333ZF55zWGmmvGLr744rHbbrsV/6Ar+82W18tjc7aXFnllTLZ8HvPc/P/PA8XmvoFyzX2LLbZY3HHHHZFjzbgKDE2gAAAQAElEQVSy5bWz7/pWn2vGjR07trhHq666anF+fWyuZ0yzNmXKlNh7773j+uuvL+5vXq9ZbO7P/rLde++9cc0118Thhx8ea6yxRp99xpQt88rY+pb78ng6Zx/5O6nczpbXro/N9cZcM648d4UVVijGnHFly+PNWs40n2Pec889+85rFpv7yz5zeeuttxbn5BjzWGPLvDKuvuW+Mi6fxfpzc70+NtcHyjXPz2ej/J6RcWVrFp/n5HN03XXXFUWZhxxySDH23N+slX2Wy5tuuinyuRroGplXGVcuc1/Z92qrrRb5vSYLy3JfHivjymXuy2ONLcf9r3/9qyhQLmNzOdA4ynPznIzJz98//vGP4tzy2EDLjK1veS+WXXbZAX8m5Pn1sbneOPZ8rh544IFYcMEFI49lTNnOPffc2GWXXYqfNb4QIECAAAECBAgQINDNAsaukM0zQIAAAQIdI5C/fKwfzNy262OtEyBAgAABAgQGFXCQAIGeEdhmm21ioLbJJpsUs4zdeOONcdJJJxUeEydOHDA2z89jRdDzX9Zcc83YddddI2cJzgKCPN7Yng+b438Z8+lPfzoOOOCAothp3LhxfddrDM7rZXx9qz/3zDPP7HfKQPHluXls0qRJsddee8UJJ5wQWeSV+8rjjcs8Vt/5K1/5yth3332Lwr8s3JhbfJ5bxnzmM5+Z49w83tjK+PplzgKXhU4HHnhgUdxVnpPjq4+rX89jGfeGN7yhKArbb7/9YtasWX3O9bG5/v/Yuw84Kcr7j+O/ARRERQQVxYZErISAUdFEBEvsYkOTYANRLAQ0NlSwJEIM+SuKomIiCkYEC1jAkogVS8SGigVBPUSkCwLSwf99H5hjbm/L7M6V3dmPL+d2yvM88zzvmTu45bvP+OVVx1+uuOIKu/LKK+2NN96wvffeu1zdZOXVjr/07t3bLr74YlPYsXXr1n6T5V79somvffr0cR/iUp+nT5/u6uh8ieX8bR1zhUq/HH300a6u7uWDDjqoXJ+TlS+t4v5XGzfccIOddtpp9vXXX1v79u3L6uqYKxT44rflv/71r3+1Y445xtTfhQsXBkquX/XLJXs944wznO+dd95pqqvzJSvn71vfopnneda5c2fTfakAnmbg8sv4r2rLEv7TPh2/+eab7eCDD3YBPM2wpn06llC8zEHH/cWvq1n7dF8F6/hlkr1uuummbua6Bg0auPCs6iUr5+/TcX9ROFH34z777GNLly6t0K9kfdc+vy31OVhXx/y2/Ve/bOLrrbfe6kJS+hChX1avieWC2zqu8Nyf//xnFwh9+OGHK/Q5sbzq+Eu7du3cz8itt97aVq9eXa5usr5rn9/eOeecY7onFYTTz2cd89v1X7XPLx981QyQV111lU2aNMnGjBnjFy93/mB5rfuFdt99d/dngupusskmKev45f1X9eWiiy6yW265pcKfCcH2g+W131/0s0Y/L7788ksXGPTL8YoAAggggAACCCCAAAIVBdhTuAK1Crfr9BwBBBBAAAEEEEAAAQQQQKCaBTgdAgggkNcCmm1NQYFUnVSQTGGpYJgtVdnE/ZoJR2E2zeqmRwYmHk+3veOOO7pQmR6PmBhIS1dPx6LUVQAvGGZTe2EXBWEUtBoyZIhNmDAhbDVXLkrdNm3aOKvEMJtrOMOXgw46qCzM9vHHH2coXf5wlLoK0SkUo4CJZngq33L6LT+QproKh6UvXf5olLp6tGHbtm3trrvuMs1WVr7l9FuJgbT0pcsfjVJXYTbNwKXv82XLlpVvOMOWHuPapEkTSxZIy1DVotTVY1iDYbZM5woe12N6FZ4bOnRocHeo9Sh1FUhbvny5JYbZMp1Y4T3V1eyGCrNlKh88HqWuZkW89NJLLcrPdQXSgmG2YN9Srft/JuRSd6eddjL9fM3lz4Rf/OIX7mekjDULW6r+sR8BBBCoBAGaQAABBBBAAAEEakSAIFuNsHNSBBBAAIHiFWDkCCCAAAIIIIAAAgggUFUCqWbECp6PMFtQI/16lEBalLqE2dJfl+BRwmxBjfTrUQJpudVd359CDLNp1jDCbOuvX7qvNR1mGzFihBFmS3eFOIYAAggggAACCCCAAAKFKFB4QbZCVKbPCCDgBPR4gKlTp7p1viCAAAIIIIAAAggggAACaQU4iEAVChBmC48bJZAWpS5htvDXiDBbeKsogbQodQmzhbtGzMwWzkmlNDObZnVjZjZpsCCAAAIIFLwAA0AAAQQQQCAgQJAtgMEqAghUrYCCbFV7BlpHAIE4C3ieF+fhVcnYaBQBBBBAAAEEECg2AT32M+zvnoTZwt8dUQJpUeoSZgt/jQizhbeKEkiLUpcwW7hr5IfZFi1aZApphau1vlQxP2b0gw8+sHr16q2H4CsCCCCAAAIIIIAAAgggUMACBNkK+OLR9SoX4AQIIIAAAnkk4HkE2fLoctAVBBBAAAEEEEAgLwUefPBBW7JkSei+bQiz2bRp02zUqFGh66mg/0g5hedGjx6tXaGXHXfc0fr27Wvjxo2zZ599NnQ9FYxSt3nz5u68jzzyiI0fP17NhV6iBNKi1CXMFvoSGWG28FZRAmlR6hZjmG1RDoE0hdm6d+9uudQt1jCbfqY3btw4/DcBJRFAAAEEEEAAgeIUYNQIIFAAAgTZCuAi0UUEEEAAAQQQQAABBPJbgN4hgAACCCCQHwKzZ8+2YcOGZdWZygizffzxx0aYLT07Ybb0PsGjUQJpUep27NjR2rZta3fddZfpeynYp0zrZ5xxhu29995255132sKFCzMVL3c8St3OnTvbrrvuaoMGDbJly5aVazfTRpRAWpS6xRZmUyBt5syZWc+uRpgt0x288bgeM3rNNdcwI9tGEtaqVIDGEUAAAQQQQAABBBCoWgGCbFXrS+sIIIBAOAFKIYAAAggggAACCCCAAAIIZC3w4osv2n/+859y9UpKSrKeXS1qmK1nz55GmK3cZUi6QZjNzJLKVNwZJZAWpS5htorXItUewmypZMrvVyDtz3/+c06zq6mugnDMzFbe1N/SrJ5ffPGF29xtt92sTp06bp0vCCCAAAIIIIAAAgggkAcCdCFnAYJsOdNREQEEEEAAAQQQQAABBBBAoLoFOB8CCCAQFFB4bMiQIeXCbKeeempOjwolzBaUTb8eJZAWpS6PGU1/XYJHCbMFNdKvRwmkRanLzGzpr4t/lDCbL1H+denSpTZlyhTTn4F+mK18CbYQQACBwhdgBAgggAACCCBQnAIE2YrzujNqBBBAAIHiFSjYkf/8888F23c6jgACCCCAAAIIIFA1AldccYUdcsgh7h/y/ZnZ6tWrZ5dddhlhthDkzZs3t759+9ojjzxi48ePD1FjY5EogbQodQmzbbwGmdYIs2US2ng8SiAtSt0qDrNtHGDC2gUXXGDr1q2zoUOHJhzJvHnRRRfZ8uXLbfjw4ZkLB0ookMbMbAGQNKs77bST9enTxzTj2rPPPpu0pMLXF154oe28887uz8Avv/wyaTl2IoAAAggggAACCCCAAAKFJkCQLesrRgUEEMhVYJNNNrEWLVrkWp16CCBQ5AIE2Yr8BmD4CCCAAAIIVLsAJywUgWCYrVat9W916R/4CbOFu4KE2cI5qdRBBx1kl19+ufXr1880G6D2hV06dOhg3bp1c3U1i1LYeioXJZAWpS6PGZV+uIUwWzgnhdn0qNCZM2faww8/HK7ShlJ+XR4zugGk9EV/1vlhtgcffNBWrlxZupf/EUAAAQQQQCB7AWoggAACCOSTwPp39/KpR/QFAQRiK6AgW2wHx8AQQAABBCoKsAcBBBBAAAEEEKgmAT/MpiDbc889Z/fdd5+NGDHCGjVqZO+//77deOONbp/2h1mi1B09erRts8029tZbb9lf/vKXrM6r2Xf22msve+GFF+zmm2+utrovvvii/fKXv7QxY8ZY//79szrvhAkTbL/99nPet9xyS7XVnThxoilYdv/999uAAQOyOu9HH31kv/71r+3uu++2W2+9tdrqKsC299572x133GEDBw7M6rwlJSW266672j/+8Q9XP8x97JeJUnfWrFlWt25dd94777wzqz4vXLjQ9IEk3VODBw+utrpLliyxFStWuO/7e+65J6vzLlu2zBYvXmzXXnttVvVkHaXuqlWrbP78+XbNNddkfV7NrPb111+72RXVj2yWKHU9z3OPtrz++uuz6rMCV1tttZV9+umndsMNN2Rdt06dOjnV1cyTW2+9dU5/Jujn+rbbbmtvvvlm1j/Xo9TVbGx7ZfgzQX9ebbbZZiaXtWvX2qRJk6rpT96E07CJAAIIIIAAAggggAACCFSSAEG2SoKkGQSqQoA2EUAAAQQQQAABBBBAAAEEEEAgnIDCbArNaLYeBdj0yNH27dvb73//e/cIPQU2tC/sEqXu4Ycfbp06dXKz43ie5x5/mu68wWNHHnmknX766eYHiILHMq1HqXvUUUfZaaedZtOnTzfN8pPpXMHjxxxzjJ100kmmR9spKBI8lmk9St3jjjvOTjjhBDc72nbbbZeVs+ppzAq17bjjjtVWV066tyZPnmzNmjXL6rynnHKKC+998cUXtscee1RbXd0XLVu2NM2ite+++2Z1Xt3Lu+++uylo1bp165zq6nsh27pnnHGG8507d64dcMABWZ1XPzP0aEfV/c1vflNtdf/whz/Y9ttvbz/88ENW59T3WOfOnV1wV2E6bWezRKl75plnmkJpmgksm3O2a9fO/WyuXbu2rV69Oqvx+nU333zzrOt26NDBnVd/HmjJps/+z3WFJBWarq66+rmuP0/0faBQabLz6mfKwQcf7P6w1IyRhNkcBV8QQAABBBBAAIG8FKBTCCCQWYAgW2YjSiCAAAIIIIAAAggggEB+C9A7BBBAAAEEnIBmzFHgRrOEKdCm0M3+++9vvXv3tgULFtgnn3xi2hd2iVJXoQI9hlLhHwWPwp5T5Q499FDr06ePvfPOO1ZSUpJVn6PUPeKII0wzQr300ksuSKe+hF2OPfZYu+qqq+zpp592QZyw9VQuSl09/vLKK690jyn86aefsrJSQKtHjx720EMPmWYyUl/CLlHqKrB0zjnnuD5rFqWw51Q5PcJSgTbNLqXAofaFXaLUPe+88+y3v/2tPf/889a4ceOsnC+66CIXwNNMg02bNs267q9+9SvLpa6urQJ///nPf2y33XbL6rw9e/Z0QTjV1Sx6YY1VLkrdyy67zIXZxo8fn1V/dV79vNE98b///a9a6+r7T4/9fO+997I6r8KJmvlOP7w//PDDrOv++c9/VlXLtq5+rl999dU5/Zmgn+sKTc+YMcPNRif3sEuUugqqXXfddWn/TNA9rnDeL37xC/cIY8Jsxn/xFWBkCCCAAAIIIIAAAjEXIMgW8wvM8BBAAIFwApRCAAEEEEAAAQQQQAABBOIhoJlr9KjLRx991D0GTqNSuEMBkTlz5tioUaO024judgAAEABJREFUK/Ti1502bVrWdfWIUYVaFEbT4+VCn7S0oGYJ69u3r+lxo3q8XOmu0P9Hqdu8eXP3iEIFpRSmCX3S0oL77LOPC+ANGTLEFCYs3RX6/yh127Rp4/qsR4zqkaOhT1paUI8nVQBIsxh9/PHHpXvC/x+lbocOHaxbt24ucKJHjoY/q9nRRx/tZvxTn3VvZVc397oKDbZt29buuusumz17djanNc2QpkCY+rxw4cKc6t55552WbV3NNrbrrrvaoEGDTLOVZXNiBf+aNGliAwcOdLM6Vlfdrl27WoMGDVyfszmnyl5wwQWur0OHDtVmVkuUuhdddJELsA4fPjyrcyoA1717dzfb38MPP1xtdbfccku79NJLLdef67169TIFxcaMGZNVn/VnQq51NUugAs6Z/kxQGcJsWV0WCiOAAAIIIIAAAgggEFOBwh0WQbbCvXb0HIGCE9BjBqZOnVpw/abDCCCAAAIIIIAAAgiUCbCCAAIFIdClSxdTmO3xxx+3r776yvVZgTQFh2oizHbuueeaAkeE2dylSPmFMFtKmgoH/DBb//793b1VoUCaHbnU/fnnn+3tt982P8z2l7/8xZIFHd944w33iFn/9MFthdkU5Ln55puzDqSproJwhNl82dSvUQJpUepqhjQ9FjWXMJvqLlq0yM1SmHpkFY8oCKe6mvky2yBcTYbZFHDOJQgXJsymEKQfZvvnP/+ZdYCzojJ7EEAAgSIWYOgIIIAAAgggUCMCBNlqhJ2TIlCcAnpMR3GOnFEjgEBQINd1z/NyrUo9BBBAAAEEEEAAgSIUUJjtwgsvNM1M4w+/0MNsmonHH0uY1+DMbNnWZWa2MMLry9T0zGxVHWZTiO1f//pXWciodu3atnz5crv99tvdjIHrFcwUWtPsgffdd5/p8ZbJthcvXuxm39IseNnOrkaYzZfO/BolkBalrkJlwTBb5p6uL6FAWpSZ2XTeQgqzbbvtthY1zDZ27FjT99t6wfJf/TCbZvWsX79++YNsIYAAAggggAACCCCAAAJ5LkCQLc8vUJLusQsBBBBAAIGiFPA8gmxFeeEZNAIIIIAAAsUrwMhzEFi1alW5WprBqdyO0o1CDrMptJBtIM0Ps+VSlzBb6Q0T8v84h9k++eQTW716tXtkpThef/11u+222+z00083Bdz8x4xOnjzZrrjiClOo6NVXX7VU26qrMFwus6sRZtMVCLdECaRFqavrn2uYTXWLZWa2qGE2hdQSw2z6vvLvDoXZmjZt6m/yigACCCCAAAL5LUDvEEAAAQQCAgTZAhisIoAAAggggAACCMRJgLEggAACCCCAQLEJKDzx5ZdfZhw2YbaMRGUFCLOVUWRciWuYrVWrVtajRw+rVWv9W8m77rqrffbZZ7bDDjtYvXr17K677jKF2aZMmWJbb721NWrUyBYsWGDptlVOQdN+/fpV+2NG9XjGQYMGZf3IxbPPPtuaNGliAwcOLAv1ZbwpNhSIUrdr166mUJL6vKG50C9RAmlR6iqQpp/HuTxmlJnZwl1e3cd+mO25554zfT/pey9c7TiWYkwIIIAAAggggAACCCAQF4H17z7EZTSMAwEEKleA1hBAAAEEEEAAAQQQQAABBBAoIIFZs2aZQmphuqxy3bp1szlz5tioUaPCVCkro7qXXXaZTZs2Leu622yzjZ177rlWUlJio0ePLmszzEqU2dXS1s1wcsJsGYACh+MaZgsM0U477TR75pln7N1337Xdd9/d2rZt68JsK1eutLVr19qaNWuscePGrkq6bc2uprrVPTObQmUKASkYtmzZMtfPsF9UlzBbOK0oYTbVXbRokT388MPhTrahlB5RqrrF9JhRhdn0/fjKK6/YHXfcsUGCFwQQQAABBBBAAAEEUgiwG4ECECDIVgAXiS4igAACCCCAAAIIIIBAfgvQOwQQQACBwhRQII0wW7hrR5gtnJNKxT3MpkeN9u7d24499lhr1qyZdezY0YXZFCR9//33XUhTATeFxUpKSlJuy0phNs0kVd0zsymQpv4RZtNVSL8wM1t6H/+oQsq9evWySZMm2ZgxY/zdoV4r4zGjCrNle95QnaMQAghUEGAHAggggAACCCCAQNUKEGSrWl9aRwABBBAIJ0ApBDIK/PzzzxnLUAABBBBAAAEEEEAAgfHjx2eFQJgtPBdhtvBWcQ6zbbfddqYg2+DBg+300093KAqznXTSSXb99dfbtddea7/5zW/cMT2GUzNGBbbN33YVS78ozMbMbKUQIf7v2rWrNWjQwBTAC1G8XJEogbQodTVD2g8//GDDhw8v159MG/7saszMlknKTKFMfV/tvPPOmQtTAgEEEEAAAQQQQAABBBCoHoGcz0KQLWc6KiKAQLYCm2yyibVo0SLbapRHAAEEnABBNsfAFwQQQACBohcAAAEEMgl89913WT+OrqbDbB9//LGNHj0609DKHd9xxx1dIOjZZ5+1cePGlTuWaSNKXcJsmXQ3Ho9bmO3uu+92g2vVqpXde++99sADD1jDhg3dPn3p0qWL/elPf7Jf/epXVqtWLdtll11MdTRLVNOmTStsq46/KMzGzGy+RvrXYguzde/e3XJ5VKgfhMul7pZbbmmXXnqpTZs2zUaNGpX+giQc1cxsPXv2rJGZ2T799NOE3rCJAAIIIFDYAvQeAQQQQACB4hQgyFac151RI1AjAgqy1ciJOSkCCCAQFGAdAQQQQAABBBBAINYCemTg999/X1BhNoUeCLNlvi332Wcf69Onjw0ZMsQmTJiQuUKgRJs2bVzwb8CAATZx4sTAkcyrUQJpUep26NDB9OhbPXZzypQpmTsaKHH00Udbp06drH///u7RnoFDGVfD1FVIyPO8Cm2dfPLJpjHfddddNnv2bKtdu7bVqVOnrFzidtmB0hWF2QpxZjaF+TTz3Lp160pHEf5//axq0qSJ5VK32MJsmtVt0aJFWf9c33TTTU11qzvMtu2225p+rk+aNMkU5Ax/V5jlWnfy5Mk2bNiwbE5FWQQQQAABBBBAAAEEEEAgLwUIsuXlZcnvTtE7BBBAAAEEEEAAAQQQQAABBBCIv0AhjrB169YuOKPgQpQwWy6z8GhWt8suuyzSDD6E2TLfdYTZMhv5JfxAmoJwJSUl/u5Qr37dXIJwHTt2NAXS/DBbqBNuKKQwW6HNzHb++edbroG0Yg2zjRgxYsMVD/ei4GRlzMw2cuTIcCfcUCrKzGy5BtJ06ih1VZ8FAQQQQAABBBDIVoDyCCCAQD4JEGTLp6tBXxBAAAEEEEAAAQTiJMBYEEAAAQQQQKCaBQYNGmQtW7Y0zQgeJcyWayCNMFv4Cx4lkBalbjHOzHb66adboYXZFIS78847beHCheFvqtKSfhAul7oKle20006mnyPLli0rbS38/6pbUzOzacY79Tl8b9eXvOCCC0yzyA0dOnT9jiy+Rqmrn81z58614cOHZ3FGM4XZVDfKzGzffvtt1rO6EWbL6jIVc2HGjgACCCCAAAIIIIAAApUkQJCtkiBpBgEEqkKANhFAAAEEEEAAAQQQQAABBBDITYAwW3i3HXfc0T1289lnn7Vx48aFr1hasnnz5q7uI488YuPHjy/dE/7/jYG0ITZhwoTwFUtLRqlLmK0UMOT/zMwWEqq0WE3NzNajRw9r0KCBC+CVdiOr//1A2r///e+s6qmwXzeXIJwCaT/88IMxM5skUy/MzJbahiMIIIAAAggggAAChSpAvxHILECQLbMRJRBAoJIEVq5caVOnTq2k1mgGAQQQQAABBBBAoEyAFQQQQACBpAJ+mC2XGXyizK4Wpe4222xjPXv2NB4zmvSSlttZqGG2a665xgUGs32PpEOHDtatWzc3u9qUKVPKWWTaUCBNM7PpcZ+a5ax27dqZqpQdV91OnTpZZT5m1PM8q1u3rptly/O8snMFVzS7Wi4zs2mGsrPOOsv23Xdfizoz2/Lly10f1Wawb6nWC3VmthUrVlgugbSoYTZmZkt1J23cT5htowVrCCCwQYAXBBBAAAEEEEAg5gK1Yj4+hocAAnkksHbt2jzqDV1BoLwAW/kvUKsWf23J/6tEDxFAAAEEEEAAgfwTUJjtwgsvNMJsma8NM7NlNvJLHHTQQXb55Ze7UJlCh/7+dK/169e3HXbYwU466SS799577fDDD7fNN9/cPQpXYZWdd97ZtCjM6Hme6VGV2g4uCkq9+uqrduSRR7qywWP+uh6Pud1227lZuvz+6PGIXbt2tccee8xatWplTZs2NZ1T3x8q69dt3LixeZ5njRo1Kmtf7Wm2sRdeeMHq1atn06dPt2DfdN/49f1X1VFbehxkx44dTYE0hehmz55tctD5dd4mTZqY6qustv36/usVV1xh999/v+uzyqqef0x99MenV41RbclYZfWI4L59+9rYsWNNpn499c1f10xmnuc5C3+f+tKlSxfrUrpoxkG1pTbVts7peZ5Ol3KRleoMHDjQ1q1bl7JcsgO6vrnWZWa2ZKIV9+me1IxwM2fOtJEjR1YskGaP7rFLL73Upk2bZqNGjUpTsuIhfb8ppDxp0iQbM2ZMxQJp9kSpm6ZZDiGAAAIIIIAAAggggAACeSlQWf8inJeDo1MIIIAAAggggAACCCCAAAIIIFCpAjSGQF4LDBs2zCZPnlyhjwrrEGarwJJ0h8I6Cv88++yzbtawpIVS7FToR3UfeeQRGz9+fIpSyXdHmV0tSt3qesyogl8KSPkze61Zs8ZBKBilkIoCYm5H6ZfNNtvMFJjRUrqZ9f+e57nZzrbaaisX4NI5dH5/Fjb/3DqnQlOaGc0/iUJmOq8Cdv4+z/P8VTvggANs/vz5rn/+zmQfOvI8zwXWFE5TcMgPs3300UcmB7+OPvToeevLBvvhtx18VTv+GLRffdQ+z1sfRNMYE9tt1qyZ9e7d22SqOlo8b+N4ZKR6stAxLTKQy4EHHmj+9VI/1bbOqWNaV9lUiwJpare6w2wKK6rPgwYNStW1lPs1u1qUmdkWLVqU06xuCpUxM1vKy1J2QD8nMgXhFL4sq8AKAggggAAC0QVoAQEEEEAAgRoRqFUjZ+WkCCCAAAIIIIBA0QowcAQQQAABBBBAAIGqEnjwwQdTNk2YLSVNhQOE2SqQpNwRZmY2BaMUDlMjml1sv/32MwW8OnfubG+88Yb54SzNPvbwww+rWFmA6oEHHnBBLAWMVC/Z8vTTT5tm4/KPKWx28cUX2w8//OACXApfqdFk5/a89aGudOdW3T/96U+mGc60fvLJJ+vFRowYYX369HHrCtgEz6+x6dGpnue54JrneW4munPPPdeVV1BSjytVOOeII46wiRMnuv2aqc5vJ/iqMirw888/21FHHWU33nijNl1YTrOqKYg2b948u/LKK61ly5ZuhjU9mnTGjBllljIZPXq0q6e21X9t6FHAetX4/JmydE1StaefJTqn6qRbim1mNt1DmoEul0eUKvj7qC8AABAASURBVMym+9W/Julcg8cUZOzevbtpdjX/eyd4PN266uq8qlt1M7NV7IHueX2/VPbMbLrvu3TpUvGE7EEAAQQQQAABBBBAAAEECkyAIFuBXTC6a2YgIIAAAggggAACCCCAAAIIIIBA/AWqYIQKoDAzWzhYwmzhnFQqU5jNDz1plqyrr77aFHB67LHHTDOlaaayL7/8Us3YrFmzTLNauY0NX7Q9e/ZsF8ZS6EaLZgrTYa1r0Yx0qtu6dWvT9jnnnGMKySh8pnJaopxb9dWHhx56yN577z1tumXx4sU2Z84ct67XX/3qV+78Z511lpu1rW3btvb999+7vmtGNM24pu9BzeimGcsUJhs+fLjtuuuudswxx9iCBQvsoIMOcm1oHCUlJXbssce6bX3fWul/n3zyieuDQqurVq1yQTaFBLWuEM+HH35omhVQj31U+E/1/RnoZKQ+lzZjavvaa6+1JUuWmP+fZgXztzO1p3CiXy/dq8bJzGzphDYe0zXXNdA9sXFv5jU/kKbvlVzDbN9++61lW1f3HY8ZzXx9KIEAAggggAACCIQSoBACCCAQECDIFsBgFQEEEEAAAQQQQACBOAkwFgQQQAABBBCoKKAgjUIxuYQeNHOTZm2aNm2aKShTsfXUe6LU3WabbUwz+Hz88cfmzyiV+kzlj0QJpEWpy2NG118HPeZR99yiRYvstttus3/96192ySWXWPv27W3w4MGmWck0i9j60qm/qh2ForQccsghpsdbal1LixYtXMXf/OY3pm3dK3qk5QsvvGCaISt4bs1K1qFDh6zO7Rrf8OX66683zYq2YbPcy8EHH+zOr3DPk08+afvuu6/dfffdroyCbJ63fva3sWPH2v7772/XXXednXjiiXbPPfeYvj/+97//mR71qjFo0b6jjz7atanZ1dSQxqSgnMKBEyZMcLPZeZ5n//73v83/vvzDH/7gZm179NFHTcE1lVPdxGXp0qVl/Us8lqk9zdimJbFesm0FF3W9dE10PZKVSbVPDrnW1Sx9clKIMVX7qfbrMaPqqxxSlUm1v5BnZtM9k2pcyfYTZkumwr6aEuC8CCCAAAIIIIAAAgjERaBWXAbCOBBAAIEqEKBJBBDIIwG9iZ5H3aErCCCAAAIIIIAAAgUsoGARYbZwF7BIwmxlGApSaUavAQMG2MSJE8v2h1nRbGKXX3659evXzxQ6VB3da3r1ZzI76aSTbNmyZaaZp7S/S5cu9sYbb5g/a5j2pVpWrlxZ4dDq1asr7NOOr7/+2n7xi19YrVq13Axm2qdz//TTTzmdW/U1tnfeeceef/55baZcfvzxR9t8883tlFNOsbfeesuVk4M/xsaNG7s+vf766y5oV69ePZs8ebIptLZ27VpLNib/90EF5BQCPP744+3pp592beuLfM8880zTYxu1rUXhuRdffNEU8NN24nLNNdfYP/7xDzcTXuKxMO35fUqsm2xbgTRmZksmU3FfTc7MVlJSwsxsFS8JexBAAAEEEEAAAQQQiJMAYykAgVoF0Ee6iAACMRHQG5P+p4RjMiSGgQACCCCAAAIIIOAE+IIAAggUnoCCNQqz6dGH2T5STjNFMTNbuGte7DOzed76Wci+++4703simllNgS6FoPS65557OkgFaNzKhi8//PDDhrXwL3fccYd7FGe7du3cDH5///vfXeXguRUSU1hM5091blcpyZdmzZqZ7vsbb7wxadjMr6L2NWvbXnvtZV999ZXbrUCdf249RvTwww+3k08+2fbee2/r06ePLVq0yD2CVHVdhYQvqq9w3pQpU+ywww4ztfHUU0+ZH+5T8Ezn86spKKjHnW611VYp+6qgnYKLt9xyi1+t7DVMezIsqxBihZnZQiBtKKIwm74HRowYsWFPuBc9ZrR79+42c+bMrANpqqvzqm4hzsx27733uu/PcFKUQgABBKIIUBcBBBBAAAEEEKhagVpV2zytI4AAAhsF9Kbjxi3WEECgnAAbCCCAAAIIIIAAAgggUO0CCrMpuKAQDWG29PzMzJbeJ3j0oIMOMs1eppnZpk+f7g4tX77cFJTRhud5ejHP89zMZdrQTGl6VQBMr/6Mbv629mVaWrZs6R6p+bvf/c491vOmm25yQa9sz61Hbupcyc7dq1cvU0AsXcDI8zw3tuD7QGpLM6TpcZxyeOyxx0yzq51wwgnusaB6XKpCbzrmeZ5OX2H5z3/+48alx4U2bdrU1E//saEaY/369cvqKNSmkNw+++zjHuladiCw4nmemz1P3/ufffZZ4IhZmPbGjBnjZtcrVzHDhpuZrWFDGzhwoJuNLkPxcodVt0mTJjnV7dq1qwsKDho0qFybYTYuuOACW7FihQ0dOjRM8XJlVFc/X3Opq5/NCiQOHz68XJuZNnQPqa7Oq2ubqXzwuF+3pABnZvvmm29s0qRJweGwjgACCCCAAAIIIIAAAggUpEBsgmwFqU+nEUAAAQQQQAABBBBAAAEEEEAgKwEKI5BOQKEVzaSUrkziMYXZmJktUSX5NmG25C7J9vphtjvvvNMd3nnnnU0zivmBLj16U6EuzZamAgpmafYwzUKl7bZt2+rFlixZYo0aNXLrqutWUnw58sgjTQGeG264wRT6+vTTT+3dd9+14LkV9tKMgp7nWapzz5s3z50heG63o/RLw4YN7brrrjOdQ4Gy0l0V/tf3lHZOnTrV9t9/f62aZlpTkE0bejzpjBkzTI8Ive222+zzzz93s9UpGKbjnpc8yPbMM8+YxrTffvvZwQcfrKJljxc94IADTOEjt7P0i86hx5rqcaqlmyn/VzvHHXecKfQXLBSmPT3GVMEwPSo2WDfTOjOzZRLaeFz3s74n0gUnN5beuKZAWrHNzJbpXt+owxoCCCCAAAKFI0BPEUAAAQSKU4AgW3Fed0aNAAIIIIAAAsUrwMgRQAABBBBAAIHYCujRapo5aNiwYVmNUcEbBSZymcFHoSA9bnHatGk2atSorM4bpe4222zjHh+pmbtGjx6d1XmjBNKi1C3Gx4yeeOKJpsCXgmkKiL300ktuZiw/nKaAzr777msKRW2//fam8Jcupq6vXjVT2E477aRVFwZzKyG+1KtXz3R/JZ5bAZ+tt97atZDq3JrZTQWC59a2v2h2rwYNGtiAAQP8XeVedV49NvW5555zM6jpoB4BqjCb1u+++2775z//qVW3KNSn2dMUWNIOv5zW/UUzcymc9uqrr5pCcFruueceF2RT23pE6JAhQ9wMdKqjx7hqVrYtt9xSm2kXhfLGjx9vL7zwQlm5MO1p5jtdm1zCbJpdTaFAZmYrI0+5op/Nuv65zsz25Zdf5vyYUYUjs53VTffcpZdearn8maCfAz179nQzq/nBzpQwCQcUhE3YpU0WBBBAAAEEEEAAAQQQQKDgBAiyFdwlo8M1L0APEEAAAQQQQAABBBBAAAEEEEAgXwUuuugi9xi8XMJs5WdmCz9CBXf8MNujjz4avmJpyWDdbINwCjsp9ECYrRQyw/+ara9Pnz6msNOECRMylC5/WKGmvn37uuDWxIkTyx/MsHXggQe64JUCKgrknHfeeS58pZDLHXfcYQpBqV9q5qijjjKFv+666y7TbGLXXnutKWB1+OGH67CtXr3avab68sUXX9grr7xizz//vPXq1cuWLl3qZkSrjHMHz1m3bl27+eabg7vcumZW0/kfeeQR0zg1e9oll1zijmnWMoVMtXH88cebQqeare7999+3+++/31Tn0EMPNf2nwJ9eg8uLL75ozZo1s1atWrkgoGZ3O+aYY9wYX3vtNXc+BfROPvlk07ZCb7pmCiFp/MG2Etf32GMPVz+4X/3P1J5myFMgLdcwGzOzBcXTr+t7R0FHhS/Tlyx/VMFN3QczZ87MOcymutn+XK+pMFv50bOFAAIIIIAAAgggEF6AkgggkE8CBNny6WrQFwRiLqA3Lf1PFsd8qAwPAQQQQAABBCTAggACCCCAQA0JRAmzKTCxaNGirEMPfiBNv/dmG0jz6yrclG1dwmzhb7KaCrNppqSFCxeaAmsXXHCBaUYzBdwU5lKIS4EszSqmx1z27t3bbrzxRjvhhBNMMzLdeuutpiCdgllfffVV2WBr1Vr/tq7CVNqp7QceeMBOO+00O/PMM93jOh9//HHbbrvtLNO5V61a5R7Vmercal+L53l6Mc22pscY/upXvzKd1+0s/aIZs3T+a665pnTL7IknnrAddtjBPR5VITyNUcsZZ5xhV111lXucp2Y1u/rqq93jSo899lj76aefTOEj10DpF89bf85nn33WFIAr3eVmuFu+fLlpRjOF/MaNG+dmnxs5cqQ1btzYTjnlFFNbTz31lGnWNj9Mp7qet749rfuLxqP+aNvz1h/X92S69tRPualOlDCb6moczMwmyfSLfjYzM1t6I44iUKMCnBwBBBBAAAEEEEAAgUoSWP+ORyU1RjMIIIAAApUrQGsIILBRIPgPJBv3soYAAggggAACCCCAQHKBKGE2ZmZLbpq4l8eMJook31bYTMGrBQsW2PXXX28K4+ixnVOmTLFTTz3VfvzxR9M+haMUJpszZ45NnjzZNMOaZgZT+Gv27Nn2l7/8xdauXWtnnXWWKdils6ldvSo0phmr/OWll16yI444woXINEuaApaJ51bgSyE3nVvtJDu3jqn/al8BOa3Pnz/fPM9zs7/985//1OntscceM//c3377rT300ENuNjiFySZNmuTK6IvqKjim2eY0pk8++cR5XHnllaYPQKo/9erVU1FTO+3atXPrmrFNs8Bp/PJQWR1QvzSzm9abNm3qAqizZs0y2crwD3/4g2tXx9WXLl26aNX1dffddzeF0XTOJk2auH3nnHOOqf3vv//edH9rRrdgewrh6TpqrK6hDV8USGNmtg0YGV6uuOIKW7dunQ0dOjRDyYqHFWaTfbYzpCkcycxsFT3ZgwACCCCAAAIIIIAAAtUvwBkzCxBky2xECQQQQAABBBBAAAEEEEAAgfwWoHcIIICAE7j00ktdAMhtlH6JEmZTYIKZ2UoRM/yvsI8CIgpWaWasDMXLHW7evLmprkJKeoRmuYMZNqLMrhalrmZHU58HDBhg2TxmVAEsPVpTjzV95pln3ExmixcvNoWk9KrhKqCjEJtCWo0aNXIBLIWmFCbbb7/9TGEpBbMUSlMdldWrHsWp1+CicJza1j18wAEH2Lvvvms33HCDC41phjj/uB4/6ofTdB4F2vxzK3SmUNfYsWNdQEzBMoXPNLuazq02dE4FwfTqL9qvujq/Xvv3728lJSUaogswqQ2dSx6aQU3n1LbGqr6oz7JQnxUk++abb9wsbGpXbaqM6qoP/jlVX+Ez9UXWS5YsMQXX9LhTtesbqQ2VUT2dR/vVll61T4vOKSuFDVVe7W2++eam8jqHro8bTMIXXZ9cw2yqy8xsCaApNvWzWddBMwCmKJJ0t8Jsqvvll1+6+zlpoRQ7/bomAhgsAAAQAElEQVS6j3V/pCiWdHd1PWa0ZcuWdscddyTtAzsRQACBmAkwHAQQQAABBBCIuQBBtphfYIaHAAIIIIBAOAFKIYAAAggggAACCCBQ+ALBmZ/80UQJszEzm6+Y/pUwW3qf4NFmzZq5WdX0aE6F2jQ7WfC4ZghTmErBKoW5gqGpgw46yDQjmGYNU12VVV0FsRS4Ci5qI9h2+/btrUWLFta5c2d78803XTBMAS3V9xeF1tSGf24FzHRM4T2dQ49F1eNvtU9hNp1D5RWG06u/aL/qatato48+2jp16mTBMJvqB8+1aNEiNwua9vuLZqfbfvvt3Wx1etSqZlhTuwqx+WU0fv+cak/H1BcF1zbZZBPTo1hVV8E19V9l1YbKaF1hN/VR7fnHtf+oo46yvffe226//XabPn26qT0tKq9zqHyqRYG0XMNs559/vmlmuKp/zGj53vfo0cMaNGhggwYNKn8gxJbuCRn++9//DlG6fBFmZivvkWpr2223tZ49e5r+fBszZkyqYm5/69at3StfEEAAAQQQQAABBBBAAIFCFiDIVllXj3YQQAABBBBAAAEEEEAAAQQQQCD+AoywIAWihNk0g4+CNtnOwrPFFlvYZZddZpo9a9SoUVm5+XUVGsq27jbbbONCDx9//LGNHj06q/NGCaRFqVtMM7PpgiiQdvnll1u/fv1M10n7wi5R6nbo0MG6devmzqtgWNhzqpwCaaeffrqrW1JSol2hF9VNFmYL00DHjh2tbdu2dtddd5lmcgtTxy+j0J/q6tGjCrP5+8O8qq7CbLnUjRJmU11mZgtzhcz0s5mZ2cJZUQoBBBBAAAEEchSgGgIIIIBAjQgQZKsRdk6KAAIIIIAAAggUrwAjRwABBBBAAAEEakJAYTYF0oYNG5bV6TWzEzOzhSMjzBbOSaWiBNKi1E0WZqtVq5bpcaPJFoWqtttuO9OsUAqVBcNsetym9uu46nqeZ3Xq1DE9mjS4T+PNFGarW7eu6TGjak/tep6nam7ReRVIyzXMpkCaQoOFEmZjZjZ32UN9UZhNMxc++uijocr7hfSoUD0ieObMmTk/ZlR1sz1vdT1m1B9nPrzSBwQQQAABBBBAAAEEEEAgWwGCbNmKUR6BmhegByEFnn76acvX5YMPPgg5inDFnnvuubwd61tvvRVuEJRCIIOAHleSoQiHEUAAAQQQQAABBBBIK6AZ0nINsykwobrVODObMTNb2stZ7uA+++xjffr0sSFDhtiECRPKHcu0EaVumzZtTIGYAQMG2MSJEzOdqtzxKIG0KHUTw2wKnenRkskWBW8UMqtXr56pnGYqU5jtu+++c4E17ddx1d1+++1Ni4Jo/j7V8bz1obRUYTaVV7n69etbvdLzKAinmQWDWFHDbArC5TK7msarIFwudTW72k477eQe2bls2bLgcDKuq65ChAMHDrRsfxdW3SZNmlgudbt27erCiLk+ZnTFihU2dOjQjONLLKBHlOrnay519bOZmdkSRdlGAAEEEEAAAQQQKDABuosAAgEBgmwBDFYRQKBqBfSGZIsWLar2JIHWly9fbvPmzcu7ZdKkSYFeVs7qqlWr8m6cstejSn7++efKGSStIIAAAgggkLUAFRBAAAEEEKgoECXMxsxsFT2T7WFmtmQqyfdFCaRFqeuH2W699VbTrINz5841zVoYXBYvXmwffvihXXrppXbllVfaF198YQqs6TGhf/zjH23WrFn2l7/8xTSD2EsvveQCUEuWLHFlzznnHNMH2zTzlQKZtWvXdnUVDLv//vtdOGvNmjUuHLf11lubznXJJZdY9+7dTX1RoE11g2pRw2wKpDEzW1A0+XqPHj3ctco1zKbg3b///e/kjafZe8UVV7j7ItcwW7HPzDZ58mTT93UaYg4hEHMBhocAAggggAACCCAQFwGCbHG5kowDAQSSCig8d9ZZZ1k+LUk7Wgk79SiQSh9nRLtKGBZNIIAAAggggAACCCCAAAKVLhAlzKbZfzRzEDOzpb8shNnS+wSPRgmkRamr0IsCZ2vXrrWtttrKFGDScsghh5hmENNMaXfddZcLqp166qmmWcnUb+3X66hRo0wfWLzxxhtN4bSlS5eaAkzNmjWzXr162d133+2CSSqvGde2Kj2HgnCapax9+/a22267mWZu8zzPVq9ebVdffbXtvvvuptm11L7e59BrcIkaZmNmtqBm6nVmZkttEzyisKX+TCgpKbFs/0zQbIcKiU6bNs30vRRsN9P6tttuaz179jR9WHbMmDGZinMcAQQQQAABBBBAAAEEENgoUABrBNkK4CLRRQQQqHyBzTbbzPxFn/L1vPWPuch0pjp16rh6eqPKUvyn9vRGbIrD1b5b/fHHqlfPCzdWfVpa5VONVZ/Y1nGZVPugOCECCCCAAAIIIJBnAnQHAQTyQ0Dhi5YtW4bqTJQwGzOzhSI2wmzhnFQqSiAtSt127dqZZnLS+xi//OUvTd8/mklN30sKlx1//PGm/QcccICbKU2zrvsBMwXWFCzbeeedTY+y1ONGNYObZmvbf//9TY8ZVcBH7x/ovQOt33777fanP/3JrrnmGnvllVfcDGwjRoywxo0b2zvvvGOacf5Xv/qVSEwztrmVhC86pwJpCtnNnj074Wj6Tc0Ix8xs6Y38owo1KnhYiDOz6Z7yxxHmVe996RHBM2fOzDqQproKs6nuyJEjw5yurAxhtjIKVhBAAIGCEqCzCCCAAAIIIFC1AgTZqtaX1hFAIA8F9Oao53n21VdfuUWPr9h1111dQC1dd/VG7S677GLz58+3pk2bmt6oSiyvT0TqE8h6A1dv9iUer+5tPZ5D/fbH+uOPP5reaNZMden64nme+WPVPzzUq1evXHF9klqfoNYbxnrdZpttyh1nA4EcBKiCAAIIIIAAAggggEBkgS5dumTVRpQwm4ILU6dOzTr0oMcs6ryqm+0sPH7dXGbw0e9tmsHn448/ttGjR2flpN8LFfJ49tlnbdy4cdVWt3nz5qbzPvLIIzZ+/PiszrvPPvtYnz59bMiQITZhwoRqq9umTRvX5wEDBtjEiROzOm+UQFqUuo0aNbI333zT9VUzPClM1qFDB9N7Aaeddprb//zzz9uee+5pnufZypUr3b5TTjnFdE9+/fXXbhY1zc6m91jUngrodeHChVp1i2Z5e/31161bt25uBjaFfq666ip3T7333ntuVirNDqdgnSooAKfXZEvUMJuCcJphLti/ZOdJ3OcH4XKpe/bZZ5veQ1EwTBaJbafbVt2GDRvawIED3Sx36comHlNdvU+VS92uXbu6R8aqz4ntZtq+4IILbMWKFZbkUaGZqprqLlq0KKe6+tk8d+5cGz58eMbzBAvofT7V/fLLL7P+ue7X/fbbb7OuW1lhtmx/zgXHzjoCCCCAAAIIIIAAAgggkE8CBNny6WpE6guVEch/gXXr1uVFJ/VG7Isvvmg33XST6ROa+ocOPfJCbybqjScd10xjmpFMHfa3/X1//etf7aeffjIF1bRPQTGV0xuKS5YssaOPPtoWlb7Zpk8za39NLup74lj1Dxf6RwgdUx81Bn0yWv3UPm0r6KZ9GquCeXpTTftlokeBaF2f2h42bJgdeuihpv3apzZYEEAAAQQQQAABBBBAoCoFaLuyBRQq0+9w+v0wm7YVslHISo9BzPaRcgr/6LwKpD366KPZnNYFh/y62QbhCLOFp44ShCvEMFvr1q0dzquvvmoKiXmeVxaYUrhN97geg6hCCqvpg3JaX7BggV1//fV2+eWXu/cGgu/96L2CxFnVdthhB5NPq1at3PsJCr/pw3L6IN4///lPu+SSS9zjStV2sC1tJy7qpwJpzMyWKFNxO0qYjZnZKnom26P3FBWEq6mZ2b755ptk3WIfAggggAACCBS0AJ1HAAEEilOAIFtxXndGjUCNCOhTmPrEeY2cPMlJzzzzTNObpG+88Ybp05b69K8CXgp3ffHFF25GMm3rHyf0KWr/E8d+U3rjVv/YoUdobL755m73sccem3FmN1ewmr8kG6vePFZwLThWfVpab1DrH2KCXdQb1BqrZmlTqO3dd991b2wPHjzYTj75ZHvttddcsC9Yh3UEEEAgbwXoGAIIIIAAAgjEVkCBFn3gJtsBKhg2b948y7aufl9UcEG/6yrok815/TCb6mYbSPPrKgiXbV3CbOGvUjGF2fReiGTefvtt07g1M5o+uKeZ2P/2t7+5sJoCZyqjR4bqQ2569KhCbCeddJJpRjgd0wfj9OE/ret9BJXTur9oJnut68Nzen9B6zqPzq9jWvRehdpIfB9GZROXqGE2BeFymV2NmdkSr0Tqbc2upvcEmZkttZGO6PtBYdFcfq7r+0bfh2qHJUGATQQQQAABBBBAAAEEECg4AYJsBXfJ6DACNS8Qpx7o0736hPAxxxxjeryKlj/+8Y/2yiuv2Hnnnec+TXz66afbd999ZyeeeKL5j36YP3++/eEPfzB92lL/cOEvetSGPlmcj0Y///yz6c3hZGPVoyL0ZrM++axgmx7t8c4777hhBMeqN5q1/Pa3v7Vrr73WHf/000+tadOm7vEibgdfEKgiAd2/VdQ0zSKAAAIIIIAAAgjEREAzUCswkW0gTcNXmE3BG2Zmk8b6JdlXfeBLM9E9++yzNm7cuGRFUu6LUrd58+am8z7yyCM2fvz4lOdIdkDBrD59+tiQIUMs28fvRamr9wfU5wEDBpg+IJesb6n2KRimWc769evn3q9IVS7Z/mzrep5n+l1fH9hTOG233XYzzaSm9xHU//PPP9/NkqbvLZ1PHwbUsfvuu8+aNWvmPuimY9q35557uvdUFAydPn26qS2996J6wUVlg9taV3BN71noGv3www/aFWqJGmbbe++9Tc4LFy4MdT6/UE2F2XQ9mjRpYgMHDiybNc/vU6ZXZmbLJLT+uN7v072v2dWyDSmrrgLOqjty5Mj1DYb8GiXMlhgaDXlKiiGAAAIIIIAAAggg4AT4gkA+CRBky6erQV8QQKDaBfRmqt5s1RuAesP2v//9rwuo/f73vzd96lgBNr2Ruddee9mYMWPcG7vqpIJfCnLtscceptnL9Gar3jDS7Gw6no+L3iRevny5pRqrZl3Tm9H6hPW//vUv05vPGkdwrLNmzTItfqBP/zikN7f15rwcVZ4FAQQQQAABBMoEWEEAAQQQqGYBzWZzyCGHmH4/0e8r2Z5eYTYFcLKtqw83Kbig2dWyDT34s6upbrazq/l1c5nBh5nZwt8dcQ+z6QN+0tD7IAobalszpOlRhXp06L333mv60J8WfW/17t3bBd30GFLN4Kb9WjR7u2aE//e//20XX3yxnXLKKaZ2VEfta/E8Ty/uw3Cet35dOzzPM30fderUyfr3728lJSXaHXqJGmZjZrZw1F27dnXvjQ0aNChchUCpQp2ZbdGiRZbtz3U/zPbtt99mXTfXMFvLli3tjjvuCIizigACFb6HCAAAEABJREFU1SzA6RBAAAEEEEAAAQQqSYAgWyVB0gwCCBSugGZ5+vrrr2333Xe3yZMn21tvvWUPPfSQtWrVyr2xqk9O33777W5GNoXaNNKtt97a9Aat3oxVqEsBsenTp+tQXi/pxqo3p/WYBz1q9fDDD7ePPvrIjcUf66pVq2zp0qWmVx3QJ6T16Wt9ol0hOQUBtb9yF1pDAAEEEEAAAQQQQAABBMILTJo0yRW+6KKLIoXZFFxgZjZHmfKLAk+asYiZ2VISlR3Qh79kpfcX8nFmNn3IT53Vh/UGDx6sVbdoFrwnn3zSgose+6lthc6eeOKJcscOPPBAN0ObZqEaPny4acYyzfCmD87pfQMFAm+66SbXtgJvCp9pQ++57LjjjrZ27Vo7+uijrabCbMzMpquReenRo4c1aNDAcg2z6X5T2DHzmcqXuOKKK9wMdHrvqvyRzFsKGmuWv2x/riuQ1r17d9PsarmG2VRX3xOZe7mxRK5httatW29shDUEEEAAAQQQQAABBBBAIC8FMneKIFtmI0oggECMBfQp45KSEtObr7/+9a9Nj8w88sgj7dZbbzW9yarglh43qkeGHnXUUabHborj/vvvtxdeeMHN2qZPwGuf3pzVa74unueZPgmaaqx6E/Luu++2e+65x/7v//7P/EeL+mPVzHMq06hRI1No7eqrr7bRo0e7Ny9ltdlmm+Xr0OkXAggggAACCCAQfwFGiAACFQQuihhmY2a2CqQVdhBmq0CSckc+h9kULFLIRzOuawBLliwxfZBPwTJtBxeV1bbeB9BrcFF5fdBPZTbffHNTILRnz56mGQP99lVPHwpUGZXXutrQeyoqo/WaDLMxM5uuQOaFmdkyG6mEgnAK0en9uGyDcLmG2XReFgQQQACBmAswPAQQQAABBGIuUCvm42N4CCCAQEoBBbEaN25sF154of3jH/+wHXbYwU466SQXzjr44INNwSzNyvbpp59au3btbMaMGab9alBvROnRovo0tR7H4nkbH4ehWc88b+O2ytf0EmasGoceoaqxapY1PQJE/Q6OVV4Ks40bN86mTJliemyBgm36ZKkeraryLAgUqgD9RgABBBBAAAEEEIifgMJsCtMMGzYs68FddtllLoiT7Qw+mqlKs2/pw0DZBhf0QSmdV8GfRx99NKs+B+tm+4hS/T6owJE+yKUPLGVzYsJs4bXyOcz2008/2axZs9x7H/qe0Qf7dA/rvRDdxx06dLDx48e7mam077vvvnNlte4vKj9//nz3oT/tUyBu//33t379+tlnn33m2lc9hUQ1S5XKa11l9VhTfwZ4idZkmI2Z2XQFMi+FPDNbtj/X9d5YIc3MlvnqUQIBBBBAAAEEEEAAAQQQyF8Bgmz5e20KrWf0F4GMApr9LGOhEAX0qd3EYnqshQJnifuTbevTv126dDF90lfLhAkT7LjjjjN9arhp06Y2ZswYe/nll90braqvN2w1+9pTTz1leuNKxxs2bGinnnqq3XvvvaZ/pKhTp46KulncHnnkEdtuu+3c4w7czhr8kmqs+sRzsrHqHy5eeuklN/4WLVo4i+BYNU5dx/PPP7/MT4Znn322G3sNDrXST62wnmani/vy1ltvVbpdVTWY7Hu/qs5FuwgggAACCCCAAAIpBQrugIJh+h0o1zCbgjbZ1tXviZqFZ+rUqabfKbNB8wNpqpttIM2vqyBctnUVZuvVq5cRZst8tfbZZx/r06eP6UNgek8hc42NJfI5zLaxl+XX2rdvb3ofQIE0fait/NH0WwqknX766e49Fs2In750+aOqW1OPGWVmtvLXItUWM7Olkim/X+8n6s+Eqp6ZbdKkSeVPzBYCCCCAAAIIIBBNgNoIIIBAjQgQZKsRdk6KQHEK1K1b1xSOijL6lStX2llnnWV6E1SPv3z//fddgEqf4tUnfYNtK8QV3PbXFyxYYMuWLXPBNYXXtCiMpU8D69PHOqbZ2PRpZH1SWNt6JIYesaFPJKu8zqVF62pPj8BQ+3PmzHHtqtyPP/6oXTW6aFwah/rpL3o8iMYqMx3TWHVM+9Tv+vXrmx7v4Y9Pr3qUqMqovblz57oxattf1I4canSwlXxyBfY8z7M99tgjtouupa5/tnT6PtQ/BibWe/XVV+3cc8+1Bx54wB16++23rVu3bm4ZO3asu2+uuuoq06LvNVeILwgUpQCDRgABBBBAAIHqFijkmdmyDaRFCbNpFm7CbOHuTsJs4ZxUSoE0vY+jIFwhhdmYmU1XL/PCzGyZjVTCD7Pp/Tc92UD7wi5hHjM6efJkS/ZeTdhzUK6qBGgXAQQQQAABBBBAAAEEshUgyJatGOURQKBGBRSGe+SRR+yhhx6y3/3ud+6xFppdTY+oCNsxhXD0ppFCav6iEJaCbwpy6Zg++a6gl4Ja/vY333xT9hgMPfJCi+or3OWfW6Ev7VNIR8E3f39NveqxHBqH+uQvesyHZrZS+EzHNFYdU2BP/da2xuqPT68K6KmMnBRq03pwUTs6V02NsyrPe8ghh1hcl1zcdN/ojdGPPvqoXHV9/2g2As1gpxkc9H2jVwVP+/fvb4cddpg988wz1qpVK+vcubPdeeed5eqzgQACCCCAAAIIIIBAVQvo77GFODNbLrOrxSbMFvKmaN68ufXt29c0Q/r48eND1lpfLEogLUpdZmZb7x/mq4JwzMwWRspMM+Y3bNjQBg4cmPWTAlS3SZMmOdWtyZnZ9B7X0KFDwwEFSmmGNH3Ab/jw4YG9mVf9QNqiRYuynnHTr1vVM7NlHgUlEEAAAQQQQAABBBDIMwG6g0BAgCBbAINVBBAoHAHNItW6dWvr3bu33XLLLdasWTNr1KhR4QyAniJQoAIKbiqItssuu5Qbged5bia/r7/+2jQboYJt+ge36dOnm0Jv+p5VsO3II480/YONgpDlGmADAQQQQKBKBGgUAQQQKDaBQYMGWcuWLVMOuzJmZnv00UdTtp/sgB4zqpCVPgCU62NG9XdrZmZLprtxH2G2jRaZ1g466CC7/PLL3eM+9XtapvLB48X4mNGamplNv3frZ5o+eBi8BpnW9RjYXANpUcJslTEzWy6BtAsuuMCF9nKpqzCb3ucYMWJEJtZyxxVI6969u+lDfNn+XFddnVd1q2JmtnIdZQMBBIpKgMEigAACCCCAAAJxESDIFpcryTgQKGKBpk2bukcV6hGQRczA0KtGgFYTBHbeeWdr165dwt71my1atLAbbrjBNJOhgqWrV682fRL81Vdftaeeeso0Y+Hmm2/uCq9du9a98gUBBBBAAAEEEEAAgcoU0AeeMrUXdWY2zWQ9bNiwTKcpd1xhNgUXcpnBJ8rsalHq8pjRcpcw7QYzs6XlKXdQs6vV9GNG9T1crlPrN1J+PeOMM6xt27ZuZvGFCxemLJfsgOoqCKdZybOte+aZZ1quYTYF0vT7eKHNzJbr7GpRw2zMzJbs7mUfAggggAACCCCAAAIIIFAzAlUcZKuZQXFWBBDITwGFWvTYyvzsHb1CoPgE9JjdbN/AT6WkdjQT25NPPmn6h4lXXnnF7rjjDjv55JNNn8qeMGGCKcSmc6qN2rVr6yX0okdA6Q3t0BUoiAACCCCAAALVLMDpECgsgZqame3CCy80ZmbLfK/suOOO7lGhzz77rI0bNy5zhUAJZmYLYGRYLdaZ2fr372/6HTYDT7nDfiCtX79+lm0gza9b3WE2ZmYrdwnTbihoXJMzs2U7q9uWW25pl156qeUyW2daCA4igAACCCAQSoBCCCCAAAIIVK0AQbaq9aV1BBAICCjIFtjMeTVZmEXhmU8//TTnNqmIQDEKrFmzxirr+1KPxvA8zzFqtom6deua/nFQs7PpMaKara1Zs2b22Wef2bx586xBgwaubNgvnre+7bDlC7IcnUYAAQQQQAABBBCoVoHLLrvM9IGJbGdXUydVV0GYbOvq78oKTDAzmxTTL5UVZnvxxRfTnyjhaJTZ1aLUbdOmjQvvDRgwwCZOnJjQq/SbUQJpUeoW6mNGjzrqKMs1zMbMbOnvRf9o165d3e/9ejSqvy/sa5TZ1aLU1c/mapuZbQOG3kvReWfOnGmE2Tag8IIAAggggAACCCCAAAJFL0CQrehvgfgAMJLiENBsTmeddZbpMRT/93//Z++//779/PPP7hPtemxhosKyZcvcG0F6MyhflsQ+Vta2An75Mka/H5U1NtqpGgHNkKbHlFRG63rskMJqnTt3trffftsOOeQQNxtbt27dTP+417FjRzv11FNt1KhRpsejnHPOOVmdVsG4OnXqZFWHwggggAACCCCAAALxFKjMUenDFwqV6e+s2barMJvqPvroo1lVVZiNmdnCkVVGmG3kyJFGmC29N2G29D7Bo/7saszMFlRJvl6oYTbNzDZ8+PDkg0qxV4G07t27Wy6BNNWtjDDbyy+/nKJ37EYAAQQQQAABBApXgJ4jgEBxChBkK87rzqgRKFgBhVkeeeQRe+ihh+x3v/udjR8/3rp06eJmeUocVL169WzbbbfNu6V169ZW2YEcvemVj2Pdc889K32sideZ7coRmD59uumT0pqRIkyLyd7U1WMtHnzwQbv77rtN33/HHHOMaXvIkCG28847u+/Fe+65x8aOHWv6FHuY86Qqo+DmpEmTUh1mPwIIpBfgKAIIIIAAArEV0AxRkydPzmp8CqTlMruaTpJrXYXZFFxQEE4fBFJbYZctttjCdN5cHikXpa4+vNKrVy/7+OOPbfTo0WG768pFCaRFqes/ZpQwm7sMab8QZkvLU+6gwmz6nTaXR4Wq7t5772251NWHwvRhNP3urg9ulutUho2zzz7bmjRpYgMHDjT9Pp2heLnDUeoWW5gt15/rel9PdXMJwvmPGV28eLGde+655a4dGwiYGQgIIIAAAggggAACCBScQK2C6zEdRgABBEoFNttsM1MgrHfv3nbLLbdYs2bNrFGjRqVHNv5/yimn2EknnVQFS/Q2W7VqtbGjlbB23HHH5eU45a83dythiDRRhQIKsSlsplkNtUQ5lcKmwfqJ257nWeK+YPkw63rTXYtmaAxTnjIIIIAAAggggAACxSXwn//8J+sBX3vttaZQWZSZ2UaMGJHVeRVmY2a2cGQ1F2bbx/r06WP6fWnChAnhOruh1D775F63TZs21rdvXxswYIBNnDhxQ4vhXqIE0qLUVYj0/PPPN81UNmXKlHCd3VDq6KOPdjPvq25JScmGveFeVLdTp07Wv39/y7auZg4/6qijXF2FWcOdcX0pP5CmPi9cuHD9zpBf/bqE2TKDXXDBBS54N3To0MyFE0pEqatQWSHOzMZ7cAk3AZsIIIAAAggggAACCIQWoGA+CdTKp87QFwQQQCCMwKeffmo33XSTXXzxxabHwOiTqAq17bHHHmGqUwYBBAIC8+bNc/8oo8eM6h/RNLNf4HDerSrApsXzvMizuuXd4OgQAgggEEcBxoQAAgjUgKSj8IIAABAASURBVIA+8HD//fdnfWbNcqYwS65hNv3dOtu6CrMpMKEQHTOzpb9khNnS+wSPRgmkRalbjGE2BYdyCaQRZgvesenXowTSotTVz+Zcw2yqm8vP9agzsylAm16TowgggEAVCtA0AggggAACCCBQSQIE2SoJkmYQQKB6BDRNvkJsCtzce++9LoCjTyn/97//tXfeead6OsFZEKhGgao81Zo1a2z8+PFWKCG2tWvXuk9ie55ntWvXNv5DAAEEEEAAAQQQQCCZgGZZ0v5cwmzMzCa5zAuPGc1s5JdQsCTXWd2Ymc1XzPwah5nZMo9yY4kzzzzTdtllF9OHO5ctW7bxQIi1s88+25o0aWIDBw50v2OHqFJWJErdrl27WoMGDVyfyxoMuRIlkBalrgJpuYbZunfvbjNnzrRsQ8pRwmwhOSmGAAIIIIAAAggggAACCOS1QNyDbHmNT+cQKDaBygie6JGE+nS93giaO3euzZ8/370ppDeVFMYpNlPGi0CuAt9++63pMaIKs9WvX99GjRpld911V94uf/vb30xBNs/zCLEZ/yGAAAIIIIBAEgF2IVBOQI841I5cwmzMzCa5zAthtsxGfgnCbL5E5lcF0k4//XT3iNJsHxWqujX1mFFmZst8bVWi2MJsCsJV58xskyZNEjMLAggggAACcRdgfAgggAACMRcgyBbzC8zwEMgnAYXQWrRoEalLauO+++4zPV50yJAhNnjwYHvppZfs8ssvt5YtW0Zqm8oIFIvAjBkz7MEHH7RatWrZYYcdZn/84x9Nb/bn67LbbruZHtPkeR4hNqvK/2gbAQQQQAABBBCIl0CUMBszs4W7FwizhXNSKcJsUgi3KJBWiGG2vffe2wXwFi5cGG6gG0rxmNENECFeosyuFqWuAmn6EO3w4cND9HJjEc2uVl0zs02ePNkUxN549nRrHEMAAQQQQAABBBBAAAEE8leAIFv+Xht6VmgC9LfaBDTz2jbbbGM77LCDbb/99u5xCI0aNaq283MiBApZQCG2Bx54wDQL2xZbbGE77bST+17S91M+LlOnTrX//ve/tv/++xNiK+Qbj74jgAACCCCAAAI1JBAlzKZAwKxZs2zYsGHlex9iS3X1YYxs626yySamwEQuM/jo7/c677Rp09yMyyG6WVYkSl3CbGWMGVcIs2UkKitQqGG2mpqZbdddd3WP7OQxo2W3UNKVmgqz5fpzXUE41dWTKbJ9RGlSAHYigAACCCCAAAIIZCdAaQQQqBGBWjVyVk6KAAII5Cigx4rqk4yaSeo3v/mNtW/f3oXZrr76avvqq69ybJVqUQTq1KljChI2bdrUdt55ZxcsVEjK8zzbeuutbbvttquwNGnSxF23VMd0XMcUWFT7WvSPI9qnRes6h/6RR2W0L9nSsGFD8zwvyvBiVTcYYjvvvPPyPhj2+uuv2xNPPGEHHHCAnXnmmbG6FgwGgWIXYPwIIIAAAghUlcBrr71WYbbuKGE2ZmYLd6X0O1qvXr3s448/ttGjR4ertKHUjjvuaH379rVnn33Wxo0bt2FvuJcodZs3b+7OO3LkSHvxxRfDnXBDqSiBtCh127Rp4/o8YMAAmzhx4obehHs56KCD3Gz2/fr1c9cpXK31paLU1fs2+h7UeadMmbK+wZBfCzXMVhMzs3Xu3NkIs4W7sWoqzKb3M3MJpBFmC3ddKZW/AvQMAQQQQAABBBBAAIFsBQiyZStGeQQQqFEBBdnWrl1rHTp0sH333df05qACbXpkqd4MqtHOVd/J8+ZMCpNpVjzNkle7dm3TtdEbbPpHDAXL9Kn+unXrWuKiMgqhJe7Xto5p0fpmm21makvn0Lm0T6E2rWu/zqEy2p9s2XLLLd3MY8Z/TuB///uf81CITX5uZ55+WbJkib355psuxHb22WfnaS/pFgIIIIAAAggggEChCChIo77ef//9eslq0SxnzMyWmUy/YxBmy+ykElmE2VS83EKYrRxH2g0F4Tp16mQK0ZWUlKQtm3iwY8eOdtRRR9ngwYNN3/+Jx9Ntn3HGGVYTM7MRZkt3Vcofq6kwm2ZXW7RokWU7u5reJ1NdvfeZbd3yI2cLAQQQQAABBBBAAAEE8lSAbgUECLIFMFhFAIGqFVi9erXpMYFRztKgQQPTG+P6VPxFF11kWnr06GG/+MUvrF27dlGapm6WAgqQ6R8qFC7s3bu37bLLLrbbbrtZz549bfr06aY32dTk8ccfb/vtt1+55eabb3ZvBCfu1/bzzz/vAnFa1yx7asfzPPfmsa6xzqE373RMM/PpsTkqm7hcccUVOr0pMOdW+GKnn366FUKITZdKIcQLL7zQCLFJgwUBBBBAIHcBaiKAAAIbBfww27///e+NO0Ou6XdQhQ+GDRsWssbGYgrC5VJXv8vo78Tff/991qEHfahI59XvS6NGjdrYmRBrUerqd0T9zh5lZrbnnnsu55nZcqnLzGwhbooNRQp1Zjb9LpxrmE2BtFzDbPrwpc67cOHCDYLhXhSEU90777zTsq1LmC2csUrVVJiNmdmkz4IAAghUhQBtIoAAAggggEBcBAiyxeVKMg4ECkBAQbbK6KbCTHfccYcNGTLELffee6977KDneZXRPG2EEPC89Y8NVdGzzjrLPQLm9ttvt7vuusv0DyXat2zZMh12obbf/e53pvCZvxxxxBGm+6GkpMT0Bp6/X6977LGH/fzzz6Zjq1atcm3cc8899o9//MOFmu6++2778ssv7eKLL3blVEZlL7300nLnOOGEE1xdteVW+OIE9A9LbiXslxos16hRo3Jn9zy+x8uBsIEAAggggAACCCCQtYDCbPowTq4zs61YscKqO8ym35MUhMt2Fp4ogbQodfU7R5QwW58+fSyXQJoeM5prXcJs4b+VCLOFt1IgTUG4XAJpqlvtYbbSoenDZE2aNLGBAwfaunXrSveE/z9K3a5du5o+vDpo0KDwJ9xQMkogLUpd/Wz+4YcfbPjw4Rt6Eu5FH9hU3Vx+rvt1mZktnDWlEEAAAQQQQAABBBBAoDAFCLJV8XWjeQQQQCCOAvXq1TM9SnTChAn28ssvuyDbaaedZieddJI99thj9tNPP5kCZ/7YFWTTG5r+8pvf/MY/ZPq0sL9fr5pdr+xg6cq8efOsb9++dt9997nQ24knnmj6h6P33nvPNHtbaRH3v8Jzqu8vhx12mHvT1Q/UuUJ8KWgBzyPIVtAXkM4jgAACCCAQcwGGlx8CkyZNytgRhdlUKJeZ2TQruMIH+p1EbWSzaIa0XOoW48xsuQbSCLOFvyOjBNKi1G3fvr3pe1AzlU2ZMiV8h0tL6lGhuc6uFqWuHjOqQBozs5VehAz/6z2ZXINwxRZm0wc7cwmkpQuztW7dOsMV4jACCCCAAAIIVIYAbSCAAAIIVK0AQbaq9aV1BBBAIJYCdevWdeN65ZVXTDOf7brrru5xF/pHGT0SUuG0999/35WJ+uXzzz83zQZw7LHHmmZO+PHHH23bbbc1/QPVUUcdlbZ5z/NcmC1tIQ4igEC+CNAPBBBAAAEEEEAgsoBmap48eXLGdhSk0e8XzMyWnkq/iymAp5m3s31EKTOzpbcNHt1nn31M4T3NPK8PjAWPZVpv06aN+/DXgAEDbOLEiZmKlzseJZAWpW4xhtkUhGNmtnK3X9KNYguzVebMbC1btjQ9wSIpbP7tpEcIIIAAAggggAACCCCAQEoBgmwpaTiAQKEJ0F8Eqk9As7HpbCUlJbb77rtr1VatWuWCZtrQm/BvvfWWVt1yyy23mGZM8xf9g5E7UPpF/4Dk77/xxhtL95T//7PPPrN9993X7VS9JUuW2OrVq22XXXaxOnXquP36ok9ld+rUyfxl/Pjx5nmeafYCHWdBAAEEEEAAAQQQQAABBIIC+l1E27mE2aLOzJbLI0r1u82FF15o33//vT388MPqeujFD6TNmTPHsg2k+XUJs2Xm1u/CuQbSotQlzJb52vglanpmNsJs/pVI/VpsYbaqmJkttS5HEEAAAQQQQAABBApLgN4iUJwCBNmK87ozagQQQCCSgOetf8Sj/vHFn51NDf788896sc0339yWLl1q/vYOO+xgu+22W9nieevrq3Bwvx4Do32Jy2abbVa2SyG6YIDNP7D//vtbcNGn/3XM74PWWRBAAAEEEHACfEEAAQQQQGCDQJQw22WXXWb6nSiXx4wqCJdLXYXZNIPP99/nFmbr1q2bEWbbcPHTvDRv3tzNcjZy5Eh78cUX05SseChKIC1KXcJsFa9Fqj2E2VLJVNwf5VGhUeoWW5hNP9cr+zGjFa8mexAoUgGGjQACCCCAAAIIIFBwAgTZCu6S0WEEEECg5gXWrl3rOqEQmmZl08amm25qfqhtxowZtueee7oZ0XSsS5cudvPNN5ctKqv9WvRpdf+YPoWqfcFl7733tuA5FGrzPM/Gjh1rkyZNKivau3dvu+aaa8oWvYm/Zs0aN1NcWaEcVjTWuC45cNRoFUKJNcrPyRFAAAEEEEAAgYIR0N/fs+msH2YbOnRoNtVcWQXSFi1aZMOGDXPb2XxR3ZoKs+Uyuxozs4W/ulECaVHq6vfgvn37WmU+ZjTMqA866CC7/PLLrV+/fvbxxx+HqVJWpn379qbvQdWdMmVK2f4wK1ECaVHqduzY0dq2bWuDBw+2WbNmhelqWZkzzjjD9D4HM7OVkaRcIcyWkqbcAb3H5gfh/vWvf5U7xgYCCCCAAAIIIIAAAgggEFYgn8oRZMunq0FfEIi5gD453qJFi5iPsjiGp0d8aqR6w/nRRx+1efPm2dZbb+0WhY30D0BHHnmkipRbNEvb4sWLLdk/LGn/jz/+aOvWrStXR4E4Bdk+/PBDq1evnjVs2ND0D0Xnnnuuvffee5buP83e5ofr0pVLdeyll14ynSeuy+TJk1MNPS/3697Ky47RKQQQQAABBFILcAQBBGpA4Jlnnsn6rArS6O+b+l0m28pRZ2bT7zfZBuH0+7WCC7nOzKY+E2bLfKWZmS2zkV+CMJsvkfmVMFtmI78EYTZfIv2rH2Zbvnx5+oIcRQABBBCoSgHaRgABBBBAAIFKEiDIVkmQNIMAApkF9EZ75lKUKAQBvTGmMJrCanqc56mnnmr/+9//7NNPP7WLL77YvvrqK9PsAoljUZBNYTX9A1HiMe1XmC1x//bbb+/a1CMpXnvtNXeeSy65xDQbwEknnVRW/JVXXrHg8uabb7oZ4bbccsuyMtmsdOjQwZ544onYL61atcqGpQbKckoEEEAAAQQQQAABBLIT0IdZ7rjjjuwqlZaOEmbT7z+5BNJKT2sKleVSV79jE2aTYOZlxx13NM0G/txzz9m4ceMyVwiUIMwWwMiwSpgtA1DgMGG2AEbZavIVwmzJXRL3fvnllzZmzJjE3WwjgAACCCCAAAIIIIAAAgUnQJCt4C5Zlh2mOAIIIFAFAgqi6R9aatWq5YJeu+66qx133HHWrl07++hIlZG5AAAQAElEQVSjj+z55583/UNBmFN7npeymOetP3bDDTe4tk855RR3Hj2q5PHHH7dtt93WhdXUgN4EPu2008xfzjvvPO0uO+42sviiR5hmUbxgi2rWuoLtPB1HAAEEEEAAAQQQ2CjAmhNo3bq1+51hq622suoOs1122WVu9uhsZ1dTx3OtS5hNeuEW/Y5KmC2cVZRAWpS6mvVdgVIeM5r5Ouk9kFwfUdq5c2fT+ziDBg2yZcuWZT5ZoIQ+ZNikSRMbOHBghRn1A8WSrkap27VrV2vQoIGpz0kbT7PzggsucH3NZcbNKHUVNP7hhx9s+PDhaXpX8ZA/u9rMmTPt4YcfrliAPQgggAACCCCAAAIIIIBAzAUIssX8AjM8BBBAoKoE9Ganwmx6I1FvrOkNtqlTp9rbb79t++67r61evdqdWo+v1MxtCr9pFjftXLNmje2yyy6mN/Q0Y5pf1j9Wp04dd2yvvfZy7WhGhXvvvddmz55tn332mX3yySfWtm1bU5t641btJC5TpkxRc6ZzuRW+IIAAAhkEOIwAAggggAAChS+gkEPLli1NoQeF2bSd7agUpNHvGrmEHi4jzBaKu3HjxtarVy/Th5RGjx4dqo5fKEogLUpdZmbzr0DmV8JsmY38ElECaVHqEmbzr0DmV8JsmY0KsQR9RgABBBBAAAEEEEAAgfwVIMiWv9eGniFQaAL0twgFlixZYnPmzHGf4NUnRrfeemu3rn1ali5daitXrnTL/Pnz3SdgxaTQ2fLly93+FStWmI5pv5YFCxaYf0yv8+bNc+fQus6x/fbbuwDbjz/+6Parvn+OxFc/bKd2WRBAAAEEEEAAAQQQQKC4BBRm0wdvmJkt/XXfYost3ONNp02bZqNGjUpfeP3Rsq9R6hJmK2PMuLLPPvuYZpMbMmSITZgwIWP5YIE2bdpY3759bcCAATZx4sTgoYzrUQJpUeoyM1vGS1NWgDBbGUXGlSiBtCh1mZkt46WhAAIIIIAAAggggED+CtAzBGpEgCBbjbBzUgSKU0AhI83YVZyjj++oV61aZQqfff/996ZZ2bSufZrBYOHChTZ37ly3KHDmK2hmNoXXdExBteCsaVr3j+lVZdWe1mfMmGFadJ7Fixe72dpUX+0kW9SXdevW+aflFQEEEEAAgTwRoBsIIIAAAtUloDCbZmYjzJZePEogLUpdwmzpr0vwKGG2oEb69aOPPtpOP/100yNKS0pK0hdOOBqlbseOHd3s8YMHD7ZZs2YltJx+M0ogLUpdZmZLf12CRwmzBTVYRwCB8AKURAABBBBAAAEEEMhWgCBbtmKURwCBnAUUSMq5MhURCAqwXpQCnucV5bgZNAIIIIAAAggggEA0AcJs4fyiBNKi1CXMFu76qFRRhtnOP98F0qZMmSKC0EuUQFqUuoTZQl8iO/vss61JkyY2cODAshn8w9bWz3XNuDlo0KCwVcrKRQmkRanLzGxll4AVBBBAAAEEEEAAAQQQQKCiQGAPQbYABqsIIIAAArkL1K5d2/QmohbPWx84qlOnjmn2gy233NI8b/0+/wye55n2q7weGerv12vdunVNi9rUdqbF8zzTP5yoLZ0zU3mOF6aA55W/hwpzFPQaAQQQQACB6hXgbAgUm8CDDz5op5xySoXlmWeescmTJ9unn37qfg/R7yJannzyyQpl/fo6pjIKH+j3jK+++spuuummlOW//vrrcm2r7muvvWZPP/100jqJ5bXtn1uviXXVXnBJLK86WjQ7008//eRmxtYs2X4djUfHky06pnI77LCDewylZrfWoyyTldU+v7zq+ItCKe+//749+uijFcarvvrl/Fe14y/nn3++ffzxx/bwww+7un4Z/1X1/bKJr//617/sb3/7mynoVKtWLXcN1L/Ecv62rqHf7l577eXqJuuzX15t+eX9V7VxxRVXmHzvuece12e/vPrql/Nf/WP+q2yXLVvmAjz16tVzffbLqr5fLvFV523btq3179/fVE511b/Ecv62yvvt6vXQQw+1ww8/3G655ZZyffbLqy2VCy5qQ8f1aNLVq1fbjTfeWFZXfQiW1brKJi5+3c8//zz0WNWG2jvhhBPsT3/6k/v+1fm0P9mifqp8cJGx7mV9DyfWSTdWldVjXIN1de5g21pXuWSLfg7tvvvuNmnSpHLjTVbW36f2tHTr1s1at25tzz//fJmzX8Z/TTZWjWfkyJHunOedd165ujqmtoOL2vDb0+vjjz/uHj175plnWpjyquMvv/3tb23nnXe2Dz/8sGy8/rFkr8F+XHLJJab7+LTTTivXZ7+e+hksr3X1T8f1c/3VV18tV++mm24q64PKavHLq46/PPfcczZu3DjT96/KBBe14ZdLfNV9cPnll5v+TNC66iWWCW7reHA56aST7KmnnirX53Tl/b7//ve/t//97382evTosrrqZ7Dt+vXr2znnnFNsf+wzXgQQQACBgACrCCCAAAIIxEWAIFtcriTjQAABBGpQQAEy/YOHQmtamjZtattss41tv/32LtzWsGFD077NNtvM9XKTTTZxx7Rf5fUJXL35poOqt91225kW1dc/RGh/qkUhOLW99dZbu9Cc+qF2U5VnPwJZClAcAQQQQAABBBBAoIAEFHi57777LNmixwwec8wxpt8X/KVXr15Jy6q+whl+ub59+1qHDh1MoQsdS7a0b9++XNuqm6ycvy+xvLb9Y8le1V5wSVe+R48edvvtt1urVq3K+hR2rAqk/P3vf7dLL700lI3fp2R99vepr345/9U/luzVL+O/qn6yctqna/LLX/7S7rjjDttxxx3deNONVeX9dvWqurfddltWY1UbOneyRX1Vu8ElWTl/37bbbuv67JdXff9Y4qvOq3Lt2rVzgUPVzWasqqtre++99yYdb/CeV1ktOmewHwr++Nvqq8oEF/9YslcFyoJlVT9ZOX+fX7ZTp0522WWXWbry6qdf3n9NZxNmrH4/9Kpz++36r9qfarnhhhuse/fu5a5tqrLa77epV/0c6927d9JrpLJVPdZcbHRtTz755LLxqp+pFo0xuCiImqpsprEqcBism6l8sKzWdW8F+uL6rzZ0LNni3wf6M8FfT1bO35fYtur4x5K9JpZPdw+rn8HyalvlC+iPbLqKAAIIIIAAAggggAACCCQVIMiWlIWdlSdASwggEHcBfeJTYTR9stp/s/W7774zhdYS9ymkphCb3mzXJ5tvvvlm98auPrWrN98aNWrk6g0fPtzGjh1rCrFpZjYZKrCmdX9RO1pXgE3l/vKXv7i23nrrLffpWx1XPRYEEEAAAQQQQAABBBCoDoH8Ocevf/1rS7YccMABSTuZrKy/L7GCvz/Za2JZbScr5+/T8cTFP5bsNbGstpOV8/fpeOLiH0v2mk1Z1c+mfGJZbauNVIuOJy6pymp/Yllta3+qRceDS6py/v5gWa37+5O96njikqycvy+xrLb9Y8ledTxxSVbO35dYVtv6XvCPJ77qeHBJPH7ggQeWfX8Fy/nrieWD28lmXQ8eT1z32wy+JpYJbgfL+evB44nrfhn/NfF4cNsvE3wNHk9cD5bz1xPLBLf9MsHX4PHE9WA5fz2xTHDbL+O/Bo8lW/fL+a/Jyvj7VCbx2vrHkr2qfHBR3WTl/H3Bsv66f2z//fcvux/9fX6Z4Kt/LNlrsJzWk5Xx9+l44uIfS/aaWFbbycr5+3Q8cfGPJXtNLMs2AggggAACCCBQPQKcBQEEEKhaAYJsVetL6wgggEDsBRRk0yD1OJezzjrL9MndRx55RLss2T6F3vQmpcpo9rQrr7zSbr31VluxYoVtvvnmNmvWLNNjFpYvX+7a8DzPGjdubJq1TbO0+Ytma9O6Am56vMnJJ59sp59+un355Zeunh7z4Fb4ggACCBSKAP1EAAEEEEAAAQQQQAABBBBAAIH4CzBCBBBAAAEEEEAAAQQQSClAkC0lDQcQQKDQBOhvzQgolKYzz54925o1a2a77767zZgxQ7ss2T4/YPbee++ZHuGwxx57mEJpmsVNlfSIk7322kurbvE8zxSWKykpcY/G0axv11xzjb3yyituBrYRI0aYZl/zPM+efPJJO/XUU109hdvcCl9iI7Bu3brYjIWBIIAAAggggAACCCCAQO4C1EQAAQQQQAABBBBAAAEEEEAAgfgLMMLiFCDIVpzXnVEjUCMC9erVsxYtWtTIuTlp1QmsWbPGNa5QWq9eveyGG26w3//+9yn3/fzzz+6YZlNT0E3hJL3OmTPH9IhRHdTjEvQaXJYtW2avv/66devWzRRSGzlypF111VU2btw4++GHH+yvf/2reyypyqiewm16ZUEAAQQQQACBCgLsQAABBBBAAAEEEEAAAQQQQACB+AswQgQQQAABBBBAoOAECLIV3CWjwwgUrkCtWvzIKdyrl7rnmmFN4bQnnnjCzjjjDDv66KPdzGjJ9gVbOeaYY1zo7aKLLnLBNLVz3333mbaD5Ro0aFC2qUeRtmnTxlq1amWHHnqoC0YqELdkyRLTTG6aqa1Dhw5l5atuhZYRQAABBBBAAAEEEEAAAQQQQCD+AowQAQQQQAABBBBAAAEEEEAAAQSqU6BmUiXVOULOhQACCCBQZQKe59mmm25qM2fOdLOh6bGemjFNjxadNm2a23fKKafY+eef7x43qlnV/JnSFHi7/fbb7c9//rMLpK1YscI0K5vCaKNGjbLHHnvM3n//fVPAzR/Atttu61a1b8stt3TrCkjq8aY6pmWLLbYwzRK3cuVKd5wvCCCAAAIIIIAAAjUowKkRQAABBBBAAAEEEEAAAQQQQCD+AowQAQQQQACBShKoVUnt0AwCCCCAQBELbL/99rZ8+XJbtGiR6TGhCpPttttuFfbVr1/fpk6dapqt7cYbb7SFCxeaZlQrKSmx/fbbz+655x4bMGCAabY2Bd323XffpKqqn3hA++bOnWtaFIjTI0sTy7CNQCEK0GcEEEAAAQQQQAABBBBAAAEEEIi/ACNEAAEEEEAAAQQQQAABBBAwI8jGXRB3AcaHAAJVKKDwmGY/0wxpnTt3tp49e5pmVOvataubSU37evXqZb179zbtU1e0vnbtWtNMbbfccov96U9/cjO2aYa1HXbYwbQ0bNjQttpqK6tXr56tWrVK1dzieV7Zq+etX9cOz1u/rlnYtBBikwoLAggggAACCCCAAAJFJVB0g33uueeskJfXXnut6K5ZTQ943rx5BX3P6H7XDPA17Vhs53/nnXcK/r4ptmvGeBFAAAEEEEAAgZgLMDwEEIi5AEG2mF9ghodAPgnosZKajSuf+kRfogssWbLENXLiiSfasGHD7MEHH7T27dun3Pfkk0+6kFvr1q1dedU57LDDXPnFixe7106dOtkZZ5zh1v19++yzj910001u35lnnmkdO3Z063o86Y477miE1xwHXxBAAIEIAlRFAAEEEEAAgUIS+Oyzz+yHH34oyGXWrFn8dTK3ewAAEABJREFUDlcDN1vdunXt5ZdfLsh7Rvf6W2+9ZZtuumkNyHFKzaSva1CIy+uvv84FRACBCgLsQAABBBBAAAEEEEAgfwUIsuXvtaFnCCBQaAJF2t+lS5e6N8E1O9smm2xitWvXNs24poBbcJ+CZtr2mbSt8nojXeUXLFhgP/74o61YscIvYqtXr3bbOkfZzhQrYcqkqMruAhGoVYu/thTIpaKbCCCAAAIIIIAAAtUksO+++5o+GFRoSzXxVN1pCrzlQrtf/P4WOHvBd9+/DoX0ut9++xW8OwNAAAEEEEAAAQQQQACBGhTg1DUiwL8I1wg7J0UAAQTiJfDTTz/Z999/b3PnznWLPl2/aNGicvt0XIvK6PjMmTNdWX9bM/ZJRY86mT17ts2ZM8f0qvDbwoULTXVUVo8R8Y999913rg2168/cpjZYEEAAAQQQQCC/BegdAggggAACCCCAAAIIIIAAAgjEX4ARIoAAAggggAAC2QoQZMtWjPIIIIAAAkkFNMPaypUrTYvCZyqUuM/fXrNmjQ67ssHybmfpF83EtmrVqtK1jf+rjspqj46pjM6jfZrRTfuLaGGoCCCAAAIIIIAAAggggAACCCAQfwFGiAACCCCAAAIIIIAAAggggEBRCRRpkK2orjGDRQABBBBAAAEEEEAAAQQQQKBIBRg2AggggAACCCCAAAIIIIAAAgjEX4ARIoAAAgjERYAgW1yuJONAAAEEEEAAAQSqQoA2EUAAAQQQQAABBBBAAAEEEEAg/gKMEAEEEEAAAQQQQAABBBDIAwGCbHlwEehCvAUYHQIIIIBA5QisW7euchqiFQQQQAABBBBAAAEEqkCguptcunRpdZ+S8yGAAAIIIIAAAggggAACCCBQ9AIAIIBA1QoQZKtaX1pHAIGAQP369a1FixaBPawigAACCCCAAAJlAqwggAACCCCAAAIIIIAAAggggED8BRghAggggAACCCCAAAIpBQiypaThAAIIIFBoAvQXAQQQQAABBBBAAAEEEEAAAQTiL8AIEUAAAQQQQAABBBBAAAEEEEAg/gLFOUKCbMV53Rk1AggggAACCCCAAAIIIFC8AowcAQQQQAABBBBAAAEEEEAAAQTiL8AIEUAAAQQQQKDgBAiyFdwlo8MIIIAAAgjUvAA9QAABBBBAAAEEEEAAAQQQQACB+AswQgQQQAABBBBAAAEEEEAAAQSqU4AgW3VqbzwXawgUpcC6deuKctwMGgEEEEAAAQQQQAABBIpWgIEjgAACCCCAAAIIIIAAAggggED8BRghAggggEAlCRBkqyRImkEAgcwCK1assKlTp2YuSAkEEEAAAQTKBFhBAAEEEEAAAQQQQAABBBBAAIH4CzBCBBBAAAEEEEAAAQQQQMCMIBt3AQJxF2B8CCCAQEwEatXiry0xuZQMAwEEEEAAAQQQQKAqBGgTAQQQQAABBBBAAAEEEEAAAQTiL8AIEYi5AP8iHPMLzPAQQAABBBBAAAEEEEAgnAClEEAAAQQQQAABBBBAAAEEEEAg/gKMEAEEEEAAAQQQQCB/BQiy5e+1oWcIIIBAoQnQXwQQQAABBBBAAAEEEEAAAQQQiL8AI0QAAQQQQAABBBBAAAEEEEAAgfgL1MgICbLVCDsnRQABBBBAAAEEEEAAAQQQKF4BRo4AAggggAACCCCAAAIIIIAAAvEXYIQIIIAAAgggkK0AQbZsxSiPAAIIIIAAAjUvQA8QQAABBBBAAAEEEEAAAQQQQCD+AowQAQQQQAABBBBAAAEEEECgqAQIshXV5d44WNYQQAABBBAoNIF169YVWpfpLwIIIIAAAgggUOMCdAABBBBAAAEEEEAAAQQQQAABBOIvwAgRQACBuAgQZIvLlWQcCBSAQP369a1FixYF0FO6iAACCCCAQJkAKwgggAACCCCAAAIIIIAAAgggEH8BRogAAggggAACCCCAAAJ5IECQLQ8uAl1AIN4CjA4BBBBAAAEEEEAAAQQQQAABBOIvwAgRQAABBBBAAAEEEEAAAQQQQCD+AowQgaoVIMhWtb60jgACCCCAAAIIIIAAAgiEE6AUAggggAACCCCAAAIIIIAAAgjEX4ARIoAAAggggAACCKQUIMiWkoYDCCCAAAKFJkB/EUAAAQQQQAABBBBAAIFiF6hVq5bVrVvXPM+LRFGnTh3bdNNNbZNNNnFLNo3Vrl27Uvpg/FdtAv71jnpC3TNqS/eg7oOw7ams6qhumDqUyQ8B/3pH6Y3nee7nha697gHPC/+zSz+fsq0Tpa/URQABBBBAAAEEEEAAAQQQqHqBWoFTsIoAAghUqcC6deuqtH0aRwABBBBAAAEEEEAAgVACFEIAgZgKKNSx/fbb27Rp06xJkyamUFsuQ61fv74Lry1ZssSWLl3q1rfccstQTSmQtPXWW9vcuXOtcePGoepQqGYFNt98c9M1nzdvXqRrpuuue0bhpm+//da22247F1DKNDrdW9tss42VlJRYo0aN3JKpDsdrXkDXasWKFab3+7bYYoucOuR5nvtZpftF7c2YMcNth/nZpfL6eaOfNfq5p/sup05QCQEEEEAAgXgLMDoEEEAAAQQKToAgW8FdMjqMQOEK6M2tqVOnFu4A6DkCCNSogOeF/1R21XeUMyCAAAIIIIAAAgggkH8CCnJ4nmfnn3++KeChGY78XuqYZi5SQET7ta1jWtd+z/Nc6Ej7tf3JJ5/Y448/bo8++qhpXfv8Y2pDi/ZpURt+WwqvDRgwwIYPH+7a036W/BbQdf3666/tzjvvLHfNPM9zs/LpGnve+nX/Wis0qcW/D9SGyvn3yzXXXGOrV68uq6/jUlB9ldOie1Sv9erVs3bt2tmwYcPs0EMPdfUUrFN5lvwV0LV79tln7aWXXip33wTvCc/z3DHt00hUR9fdvw90X2hb98tPP/1k1113nfvZpf0qq3tM9fxt7fM8zxScU/DxmGOOsb/97W926623uhCm51XF+wbqAQsCCCCAAAIIIIAAAggggEB1CdSqrhNxHgTKCbCBAAIIIIBAlgKexxvSWZJRHAEEEEAAAQQQqHkBelDjAp7nuRmufv75Z5s0aZKbJUsBI4VGNGub53m2aNEi22GHHWzOnDn23Xff2WabbVah3wqUBNvQbFvTp0+3t99+2xRK0axeCrHdfvvtNnbs2Ar12VFYAgoX6RprtivNkqX7Y9asWabQme6bhQsXusCRZsL69NNPXfjMDysFR6rAkX9fqazuI91jum80g5uOv/vuu9axY0cbPHiwnXzyyfbaa6+5GeKC7bBeGAL+/eHfE7pvPv/8c9O116LZIrfddlvbaqutTNc9VWBRs62pjTVr1ri6ixcvNs3a9tlnn5nq6+fNhx9+aIMGDbKhQ4faqFGj3AyUCrwVhhS9RAABBBBAAAEEYijAkBBAAIFKEiDIVkmQNIMAAggggAACCCCAQFUI0CYCCCCAAAIIIBBFQI9tVJDkj3/8o73yyivWtWtX99hPzZqmANqwYcNMxxUGueWWW+yOO+6we++9t8IpFYILtrF27Vr73e9+ZyNGjLCZM2e6gJPaO/74423IkCEV6rOjsAQUJNK9EbwnJkyYYOPGjXPBxcsvv9wUMjrvvPPsv//9r5199tkumJQ4ygceeMD8Nu677z5TEOnwww+3MWPGuKK6Z37729/atdde67YVXmratKl5Hh9kciAF9EVBRt033bp1K3dP3H333aYZ//SkhquuuspWrVplhx12mE2cONGOOOIIU6g2cZjB++r999+30aNH2znnnGOvv/66e9SxgpadO3e2li1b2j/+8Q87+OCDXRMK27oVviBQoAJ0GwEEEEAAAQQQQAABBMwIsnEXIIBA3AUYHwIIIIAAAggggAACCCCAAAJFK6CZixQ0+sMf/mC///3vbfbs2bbbbrvZe++954JI//nPf6xDhw4uKHLJJZdYr169ks6oltiGZkjSzEiaCalVq1a2cuVKNyvXvvvu62ZGqgFwTllJApo1TTNbKTwUvCeOPvpo0/3yww8/2Lp160z31hdffOHuKwWPXnjhhQo9SGxDBXQfPvjgg1a3bl1bsmSJu3e0X8E5hePatGnjwk7ax1I4AppdTaG0xHvihBNOcCHaN954wxR0VYBtv/32s1NOOcUOPfRQN6tjcJRLly61xDZ0XGHHvn37untPMwUqEDd//nw3k6TCtLp3CLJJigUBBBBAAAEEEEAAgdgLMMCYCxBki/kFZngIIIAAAggggAACCCCAQDgBSiGAAAIIxE3A8zwXKps8ebK99dZb9tBDD5lCZ3ospGbFevrpp91j+vR4R82EpVmyRo4c6WY5UlDJAv8ltrFgwQLbaaedTMERhVe0KFSyfPnyQC1WC1FAs13puibeE82bNzc9ZvT55583hZM0y5aCaLqv9JhHBRuD403WhvZpxjXdX7oPly1bZprdT7O9acY2zebneZ4pzBRsi/X8F9DsesnuiSOPPNIUclQY9qijjrIpU6a4Gdp03+jaJ44sWRsqo0eTKqymIKVClAqy7bLLLu6RtHpc8tSpU93MkCrLggACCCCQSYDjCCCAAAIIIIBA/goQZMvfa0PPEEAAAQQKTYD+VqmA/sGjSk9A4wgggAACCCCAAAIIxExgq622ciPSoxsVJrn11ltd8Ez7jznmGLvuuutcIMnzPDvkkEPs4osvNs14pNnV9JhAV3nDl2Rt6JDnee7RgPr7usJJyYIpKsdSGAKe51mDBg3coz2T3RN6nOxf//pX0+xse++9t+nRtXp06BlnnGEKwAVH6XkV7yvP81zbKqcQW7169Uyz+1199dVuVkCdW/eSZoRTmbxd6Fg5AV0vXctk94QCaAq4KkzbunVrO/DAA61Zs2amn0cqv9lmm5VrS/uS3Vf6maTwmhaFb2+//XZTqNIPtynUpjLlGmMDAQQQQAABBBBAAAEEEECg4ATyKshWcHp0GAEEshJIfEMzq8oURgCBohfQP2YUPQIACCCAAAIIxESAYSCAQNUKfP/999aoUSNr0qSJHXvssXbSSSe5kNDBBx9sCo00btzYfvOb39i8efNMATf1pkePHnb++ee78ocddph2lVsS21D75QokbHiel7CHzXwXeOyxx8ruG4XTkt0TCrApbLb77rubHkGqe0aPh7z00kutffv2FYaYrI1gIc2sNW7cODdLV8uWLd35R4wY4QJywXKs569Ar169bJtttnGzO77++uvu50jiPaGfQ9qnoNkvf/lLd+8ccMABplkh999//3KDy3Rf6b0BLeecc44NHDjQ2rVrZ1rXvaRQW7nG2EAAAQQQQACBGhegAwgggAACCGQrQJAtWzHKI4BAzgJ169a1Fi1a5FyfiggggAACZQKsIIAAAggggAACCCBQQUDhDu3Uo/f8RTMW6VGOemzoyy+/bP369XOzsul3dJXRbEl6LJ9mXBs/fry9+uqrdsopp7hQUu/eve3aa681BSP5B/wAABAASURBVFAS29AMTC+99JJO59pzK6Vf1Ic2bdrY3//+93L7Sw/xfx4L/OpXvzLdD/6i6554T2i2vV//+tf27rvvupFou1u3bvbKK6+4R9fuueeeZfeLHiOpeyyxDc3ypln/dJ+oET2OUmE4/7x6Pfvss3WIJc8FdA0vuuiicvfNEUccYYn3hMJlf/rTn2zAgAGmWRv1Qdc777zTFHp75plnTPeJ7peGDRu6GdY07MQ2NGOfArY6p47rkba77rqr6WeaFs0mqbY185uOx2xhOAgggAACCCCAAAIIIIBAUQkQZCuqy81gNwqwhgACCCCAAAIIIIAAAggggAAC8RcorhEqxKFl5cqVFlxWrFjhQmWajU3rmolt8eLFrozKz58/35YtW2YKmCigpn2qr4CbQiha/+mnn8q1oXa0f+nSpaYyvrTK+cd+/PFHfzeveSyga6hrmbjoOvr3hK6r7hv/3lCQSNt6zKMeKakQke4htaH7QfeO6qu834Z/XGX8e8O/D7UvuGh/HpPRtVIBXaPgNfPXde11Tyh0pjIKJ/rHFi1aZAsWLDCFIPXzSGV1j+i49ul+0rb2q43gfaUyuldLT226/7RoXe2onn6Oqbz2sSCAAAIIIIAAAggUowBjRgCBuAgQZIvLlWQcCCCAAAIIIIAAAghUhQBtIoAAAggggEDBCCg4otCIAh3BRcERPW505syZLkSikIhCICqj8gp/LFy40HRc5bRPx+bOnWtz5swxrSuAomMqo/a0aL8fSPKRFEbxjyn85O/nNX8FdD/oWiYuuo663rruuv66tv69oYCSthVmU5nZs2eb7iG1oXtG947qq7yOqw3/uMoorCQRvWo7cVEITsdZ8ldAwcTE66ZtXXtd81mzZrnAWfD+0vXWtdX9ojIqq3tE9bRP95O2tV/HtS943ygk6YvoHtR9pXKqp/P4x3hFAIEcBaiGAAIIIIAAAggggEAeCBBky4OLQBcQQCDeAowOAQQQQAABBBBAAAEEEEAAAQTiL8AIEUAAAQQQQAABBBBAAAEEEEAg/gKMsGoFCLJVrS+tI4BAQECfjJw6dWpgD6sIIIAAAggggAACCJQJsIIAAggggAACCCCAAAIIIIAAAvEXYIQIIIAAAggggEBKAYJsKWk4gAAClS2gIFtlt0l7CCAQFIj3uud58R4go0MAAQQQQAABBBBAAAEEEEAglACFEEAAAQQQQAABBBBAAAEEEIinAEG24HVlHQEEEEAAAQTyVsDzCLLl7cWhYwgggAACCBSaAP1FAAEEEEAAAQQQQAABBBBAAIH4CzBCBBBAAIGCEyDIVnCXjA4jgAAC0QXGjx9vI0aMsBdffNE++ugjmz17tq1bty56w7SAAAJFI8BAEUAAAQQQQAABBBBAAAEEEEAg/gKMEAEEEEAAAQQQQAABBBCoTgGCbNWpzbkQ2CjAGgI1KvDyyy/bE088YaNGjbJ//OMf1rlzZzvggAPsj3/8ow0YMMDeeOMNgm01eoU4OQIIIIAAAggggAACCMREgGEggAACCCCAAAIIIIAAAggggED8BRghAghUkgBBtkqCpBkEEECg0AS6d+9uQ4cOdTOzKdj25ptv2p///Gfbcsst7dZbb7VDDz3Uvc6fP7/QhkZ/EUAAAQRiJcBgEEAAAQQQQCCZwBZbbJFsN/sQQAABBBBAAIECFaDbCCCAAAIIIIAAAgiYEWTjLkAAAQTiLhByfPXq1bMDDzzQLrnkEnvqqadcyG3hwoV2zDHH2N///ndbtmxZyJYohkDVCPz8889V0zCtIoAAAggggAACCCCAAAJxEGAMCCCAAAIIIIAAAggggAACCCAQf4GYj5AgW8wvMMNDIJ8ENtlkE2vRokU+dYm+pBHYc889rX///jZmzBj75ptv7MQTT7QJEyakqcEhBKpWgCBb1frSOgIIIICAGQYIIIAAAggggAACCCCAAAIIIBB/AUaIAAIIIIAAAvkrQJAtf68NPUMgdgIKssVuUAU8oLChoF122cXuu+8+69Gjh/Xu3dsGDx5sYesWMA9dz02AWggggAACCCCAAAIIIIAAAgggEH8BRogAAggggAACCCCAAAIIIIBAlQgQZKsS1lwbpR4CCCBQfQKe52V1slNPPdWefPJJ+/DDD61nz562fPnyrOpTGAEEEEAAAQQQQAABBHwBXhFAAAEEEEAAAQQQQAABBBBAIP4CjBABBBBAIFsBgmzZilEeAQQQiIlALrOqNWnSxP71r39Zw4YNrUuXLrZkyZKYaDAMBBAoOAE6jAACCCCAAAIIIIAAAggggAAC8RdghAgggAACCCCAAAIIIFBUAgTZiupyM1gENgqwhoDnZTcjmy9Wq1Yt69evn/3yl7+0Hj162MqVK/1DvCKAAAIIIIAAAggggAACCOSZAN1BAAEEEEAAAQQQQAABBBBAAIH4CzBCBOIiQJAtLleScSBQAAIKPE2dOrUAekoXwwhcd911ttVWW1mfPn3CFKcMAggggAAChSpAvxFAAAEEEEAAAQQQQAABBBBAIP4CjBABBBBAAAEEEEAgDwQIsuXBRaALCBSLwNq1a4tlqHk/Tj1WdN26dZH6qZnZBgwYYFOmTLGnn346TVscQqByBDwvt1kEK+fs+dkKP1fz87rQKwQQQAABBApJQL8bFFJ/6SsCCOSzAH1DAAEEEEAAAQQQQAABBBBAAIH4C1TtCAmyVa0vrSOAQEBAwaexY8fa9ddfn3Z58sknA7VYrQoBz/NM18Mi/le/fn0bPHiw3X777TZ//vyIrVV/9eeeey7tvejfqzfccEP1d44zVhDwPIJsiSjvvPOOdenSxc4777y0S9euXW3BggWJ1dlGoMYFvv32W9P9meke1vGPPvqoxvtLBxBIFNAHA3R/hlmeeeaZxOoVt9mDQA0IXHXVVWn/HuHf30OHDq2B3nFKBDIL3HbbbaHuYf1+l7k1SiBQ/QKPPPJIqHu4W7du1d85zliUAt99912o39M+++yzovRh0AgggEClCNAIAggggAACCKQUIMiWkoYDCCBQFQJ6vOhPP/1k6RZmGKoK+fJtatYF/cNr+b25be26667WuXNnu/XWW3NroAZr1a5dO+296N+nK1asqMFecupsBIqxrL6XlyxZYumW1atXFyMNYy4QgTD3sMoUyHDoZhEKLF26NO3PYP181t8l9PeOIuRhyAUgsHjx4oz3sO5jfk8rgItZpF3U33V1j2Za+PtEkd4gBTBsfdAw0/2r43pPrQCGU21d5ERVK6A/93XfpVuqtge0jgACCCCAAAIIIIAAAsUqQJCtWK988nGzFwEEikTA87xKmZHNNvx37rnn2gcffGBTpkzZsIcXBBBAAAEEEEAAAQQQyGMBuoYAAgggkCcCnsfs43lyKegGAggggAACCCAQRwHGhAACCBScAEG2grtkdBgBBBCILlCZM7KpN3Xr1rXu3bsbjxuSBgsCCBSHAKNEAAEEEEAAAQQQQAABBBBAAIH4CzBCBBBAAAEEEEAAAQQQqE4BgmzVqc25EEBgowBrNSrgeV6lzshmpf+ddNJJ9tFHH9n3339fusX/CFS+gAKYld8qLSKAAAIIIIAAAggggECVCtA4AggggAACCCCAAAIIIIAAAgjEX4ARIlBJAgTZKgmSZhBAILOA50V7VMKaNWvsnXfeyXwiSmQUUCBo3bp1GctlU2CTTTaxE044wcaOHZtNNcoiEFpA923owhREAAEEYiTAUBBAAAEEEEAAAQQQQAABBBBAIP4CjBABBBBAAAEEEEDAjCAbdwECCBSEgEJsQ4YMsREjRtgXX3xREH0uxk4ed9xxNm7cuHwbOv1BAAEEEEAAAQQQQAABBBBAAIH4CzBCBBBAAAEEEEAAAQQQQAABBBAocIEQQbYCHyHdRwCBghfwQ2xffvmlnXfeebbXXnsV/JjiOoBf/OIXplmzvv3227gOkXEhgAACCCCAAAIxFmBoCCCAQHwFVqxYEd/BMTIEEEAAAQQQQAABBLISoDACCCCAAAL5K0CQLX+vDT1DAIFSAYWiRo4caX6IrXXr1qV7+T+fBQ488ED74IMP8rmL9A2BqhOgZQQQQAABBBBAAAEEEEAAAQQQiL8AI0QAAQQQQAABBBBAAAEEEKgSAYJsVcJKo7kKUK+wBTzPM8/zUg5CobRkB9etW2fB5YsvvrAHH3zQ7rjjDvvhhx/sm2++sQYNGtjYsWPt5ptvdsugQYNcmTfeeMP85fHHH7c777wz6aJjfjn/NVVZ7c+2vN9m8FXtpFqC5bSu86Uqq2MqE1y0L0r5KVOm2H//+19npbaCbWs9Vdvar+OJi/b7y5w5c2zUqFGube1LLKvzaX+qJZvyaitK+bAzx+n+9M+Tqt/a75fxX9U/7U+1+OX813Tldcwv579qX6q2dcwv57+mKqv92Zb32wy+qp1US7Cc1nW+VGV1TGWCyxNPPFHhx8e0adPs+eefL+pl0qRJplkrK+Ak7Fi7dq298sorRW1V7PdKvo5f3+dh7uHVq1fbu+++yz1c5D/z8vE+fuGFFxJ+4ibf1N8lPv/8c+5h7uG8vAdWrlyZ/MZN2DtjxoxK7X8+fk8XWp/0u5d+r3v44Yet0Jbp06fbJ598Uin31Ny5cxPu1uSb+jtxoV3jMP3VPRCmnMq89NJLtmTJkoK7X/z7e+HChfbaa69Vyn0jj3xZ9Ltt8ru2/N6auoc//PBD++677wryvtF7iT/++GPs7pmqvncnTJgQ6r0G/R23/F26ccvzPNtqq6027mANAQQQQAABBIpWgIEjgAAC2QoQZMtWjPIIIJBSIBhUq127tiUunue5oJvnVXxVo563fv+CBQvcG9oKsKlNz/Ns6dKlpv3+UlJS4sqMGzfO/GXixImmN8OTLfrHb7+c/5qsnL8v2/J+m/7rM888k7Iv+gcgv5z/qvP550581bj8cv6r9iWW87d1zC/nv2qff1yveqPplFNOsRtuuMG6d+9uJ554YrlF+1MtiWW1HSzbs2dP93hRnSfbsSYrn9h3tesvOuaP0X/VPv944quc/XJ61Ux/nrf+vvO8iq/+Pex5nrvP0l1XnUttBhedT/uTLcnGmq68xhVsW+val6xt7VNbKhNctD/Vklg+27GmK18ZY33vvffczw//muh18uTJBflGuv+PMJXxqjeX9f0sj3SLfpaOGTOm6L0qwzyP2ojF9dTPKP2DXLr7V8dURv/win/hBRXifs1GjBhhtWrVqvD3Xt23wUV/19WfZXH3YHyF+T2qIFvwfk21PnXq1Fj82ZPP96kCSe3atbOwy4033mg9evQoyOXqq6+28847L/RYd95555T33/fff5/x57Du69mzZ6dsI5/vi0x90+9bYe+Z3/3ud3bbbbcV5D2je33AgAF23HHHhb5vFi1aVBDXXKFO3aOZFv1el+l+CHu8cePGoR3POussu+666wr2vvm///u/0GPV95I+bBPWMa5TD0CSAAAQAElEQVTlFAAM816D53lJ/y7seevfY9Pfk43/KkOANhBAAAEEEEAAAQQQKCqBWkU1WgaLAAJVLqA31XQS/YNz4qJjyRbP89ybHp63/k0Oz/NMdVXWfxNPb3wEF8/zTP+tWrXK/MWvo3qJi2Z78cutf11liWWC29mW99v0X1U/2F5wXf30y/mv2ZZXG8E2g+s65rfrv2pfsIzW69WrZ1tuuaVtscUWFRbtT7VkKt+8eXPTm8U6h87r98F/rYmxqi9adG6/H3pV/7Q/1aLj/qLyqp+qrParTHBJV17tBstqPdvyakPnTbaoLbUZXJKV8/cllte2fyzZa7Bdracrr36qTHDJtrzaUD/0GlyCbRbjuhyDHunWNaNVMRox5o1/Tuajhe7LdPdt8Jju93wcA33K73usOq5P8D7NtF4d/eEc3JPZ3gOZ7tvg8Wzbpnx296P+XEz2+xb7tnCzuKe6n4L3aPL1te49Bh1L1UYh79e4uEcqvq8hE9kUwrVVP8MulTUehZRkxFLx3tHP4spyLtR2ZBDmntR9pCWxrN6/0X7Noqj3b1kQQAABBBBAAAEEEKgeAc4SFwGCbHG5koyjRgRmzpxpepRHjZw8xifVmx96w0MhNs9bH1iL8XBjNzQ9Bnb58uWxGxcDQgABBBBAoGgFGDgCCCCAAAIIIIAAAggggAACCMRfgBEigAACCCCAAAJ5IECQLQ8uAl0oTAF9Mq1fv3521113EWarxEtIiK0SMdM0tcsuu9i+++6bpkTuh7baaitr37597g3EsCZDQgABBBBAAAEEEEAAAQQyCcydO9c6duxYbnnzzTfLqumxitkeL6tcupJt3UznLm2y7P/EttVX/6DWE49n2/awYcP85nhNEBg/fny5e0bW2fqqjr/oevmnUDv+fv9V+/zjKuvv91/9Y3r19/mvKq/9WtSOv99/1T4d06Ky/n7/Vfv9xd/nv6q8f0ztaP+0adP8XdX2WignGjFiRIX7Jth3+QWXZL7B4zL366ts8JjW/WN61XZwUXnt16J2gse0rn06pkVltS+4aL+/BPdrXeX9Y2pH+4KL9vnHVVbHZs2a5e/iFQEEEEAAAQQQQAABBBBAoAYECiHIVgMsnBKBzAKbbLKJXXbZZfbtt9+aAm3MzJbZLEyJWrVqGTOxhZGKVkZBtn322SdaIylqb7rppnbUUUelOMpuBBBAAAEEEEAAAQRSCnAAgaIW2G677eyZZ54pt/z2t78tM+ndu3e5Yyqb6XhZ5dIVlQ8umepmOl7aZNn/wXa1rr76B7WufcEl27a7dOniN8drgsCRRx5ZqfeFrpd/Cl2n4HXTuvb5x1VW+4KLf0yvwf1aV3nt16J2tC+4aJ+OaVHZ4DGta7+/aDu4qLx/TO3o2O677+7v4jVB4Mwzz6xw3wSLyC+4JPMNHpe5X19lg8e07h/Tq7aDi8prvxa1Ezymde3TMS0qq33BRfv9Jbhf6yrvH1M72hdctM8/rrI6tsMOO/i7eEUAAQQQQACBqhOgZQQQQAABBFIK1Ep5hAMIIJBRYM8997Q+ffrYjz/+6MJs69aty1iHAukFPM8zz/PSF+IoAggggEAKAXYjgAACCCCAAAIIIIAAAggggED8BRghAggggAACCCCAAAIIIBBPAYJs8byujCpXgRD1Xn/9ddO08/4yf/58O/HEE02vS5YssZdeeqnccb9c3F7lEIKLIggggAACCCCAAAIIIIAAAgjknwA9QgABBBBAAAEEEEAAAQQQQACB+AswQgQQKDgBgmwFd8nocE0L6BGiH3zwgQWX2bNnW8uWLU2PxXzyySddkC14PI7rU6ZMqXAp6tWr5wJ98+bNM5b8Nvj444/tnHPOqbLllVde4R7g+4B7gHuAeyDm9wB/1uf3n/VcH64P9wD3APdA4d0DkydPrrLf0ary97/qaHvQoEH83TLF3y1ffPFF7psU72+8+uqr3Dcp7pt77rmH+ybFffPee+9x36S4b7L5u8XChQvde8d6v9it8KWgBeg8AggggAACCCCAAALVKUCQrTq1OVcsBE4//XTr2bNnhUWPGO3Xr58Ls82YMcNSlUtWtxD3XXDBBRWu51/+8hc3O90JJ5xgLBkNatyoVatWVlXLnnvuWePj4x7M/3uQa8Q14h7gHuAe4B7gHuAe4B7gHuAeKH8PVNXvaIXe7t57713Iv2NWad/btm1bZb/bF/p9s9dee1WpfSH//Cr0a1uV/T/uuOO4byrhvd3jjz/e9F6x3iOs8CYyOxBAAAEEEEAAAQQQiKcAo6okAYJslQRJMwhIQL+Y9+3b1xYtWmT9+/c3zdSm/cWy7LrrrnbllVeyYMA9wD3APcA9wD3APcA9wD1QifcAf7/k79jcA9wD3APcA9wD3APcA9wD3AOFdg906tSpWN4WZ5wIIFBpAjSEAAIIIIAAAgiYEWTjLkCgkgWCYbbBgwfb119/XclnoDkEEEAgSwGKI4AAAggggAACCCCAAAIIIIBA/AUYIQIIIIAAAggggAACCCCAAAIFLkCQLcQFpAgC2Qr4YbaWLVta8+bNs61OeQQQQAABBBBAAAEEEEAAgRoQ4JQIIIAAAggggAACCCCAAAIIIBB/AUaIAAIIIJC/AgTZ8vfa0LMCF1CY7Q9/+EOBj4LuI4AAAgggkJUAhRFAAAEEEEAAAQQQQAABBBBAIP4CjBABBBBAAAEEEEAAAQQQqBIBgmxVwkqjCOQqQD0EEEAAAQQQQAABBBBAAAEEEIi/ACNEAAEEEEAAAQQQQAABBBBAAIH4CzBCBBDIVoAgW7ZilEcAAQQQQAABBBBAAIGaF6AHCCCAAAIIIIAAAggggAACCCAQfwFGiAACCCCAAAIIIFBUAgTZiupyM1gEEEBgowBrCCCAAAIIIIAAAggggAACCCAQfwFGiAACCCCAAAIIIIAAAggggAAC8ReIywgJssXlSjIOBBBAAAEEEEAAAQQQQACBqhCgTQQQQAABBBBAAAEEEEAAAQQQiL8AI0QAAQQQQACBPBAgyJYHF4EuIIAAAgggEG8BRocAAggggAACCCCAAAIIIIAAAvEXYIQIIIAAAggggAACCCCAAAIIRBMgyBbNr3pqcxYEEEAAAQQQQAABBBBAAAEEEIi/ACNEAAEEEEAAAQQQQAABBBBAAIH4CzBCBBBAAIGUAgTZUtJwAAEEEEAAAQQQQKDQBOgvAggggAACCCCAAAIIIIAAAgjEX4ARIoAAAggggAACCCCAQDwFCLLF87oyKgRyFaAeAggggAACCCCAAAIIIIAAAgjEX4ARIoAAAggggAACCCCAAAIIIIBA/AUYIQIFJ0CQreAuGR1GAAEEEEAAAQQQQACBmhegBwgggAACCCCAAAIIIIAAAgggEH8BRogAAggggAACCCBQnQIE2apTm3MhgAACCGwUYA0BBBBAAAEEEEAAAQQQQAABBOIvwAgRQAABBBBAAAEEEEAAAQQQQCD+ApU0QoJslQRJMwgggAACCCCAAAIIIIAAAghUhQBtIoAAAggggAACCCCAAAIIIIBA/AUYIQIIIIAAAgiYEWTjLkAAAQQQQACBuAswPgQQQAABBBBAAAEEEEAAAQQQiL8AI0QAAQQQQAABBBBAAAEEEChwAYJsBX4Bq6f7nAUBBBBAAAEEEEAAAQQQQAABBOIvwAgRQAABBBBAAAEEEEAAAQQQQCD+AowQAQQQyF8Bgmz5e23oGQIIIIAAAggggEChCdBfBBBAAAEEEECgEgSWLFli119/va1cubISWotXEzNmzLDbbrstXoNiNAgggAAChSdAjxFAAAEEEEAAAQQQQKBKBAiyVQkrjSKAQK4C1EMAAQQQQAABBBBAAAEEEECgmAUUYuvXr5999tlnbomrRS7jUohNNp9//rmVlJTk0gR1EEAAAQQQQAABBBBAAAEEEECgGgU4FQLZChBky1aM8ggggAACCCCAAAIIIIBAzQvQAwQQQACBGAr4IbZp06ZZ3759rU2bNjEcZW5D8kNsa9eudTbNmjXLrSFqIYAAAggggAAChSVAbxFAAAEEEEAAgaISIMhWVJebwSKAAAIIbBRgDQEEEEAAAQQQQAABBBDIHwFCbKmvRTDE1qdPHyPEltqKI8kE2IcAAggggAACCCCAAAIIIIAAAoUikHuQrVBGSD8RQAABBBBAAAEEEEAAAQQQQCB3AWoigECVCyjEduONN9rUqVNtt912s7Fjx9pf//pXllKD6667zq688krTTGwKscmnyi8IJ0AAAQQQQAABBBBAoBgFGDMCCCCAAAJ5IECQLQ8uAl1AAAEEEEAAgXgLMDoEEEAAAQQQQAABBFIJKMTWv39/mz59unXu3NnOPPNMO/HEE1lKDQ466CCbNWuW1atXzwixpbqD2I8AAvkkQF8QQAABBBBAAAEEEEAAAQSiCRBki+ZH7eoR4CwIIIAAAggggAACCCCAAAIIIBB/gaIboR9i00xsffv2tU6dOlmbNm1YSg222WYbGz16tNWuXdtuuukmN1Nd0d0gDBgBBBBAAAEEEEAAAQQQiKcAo0IAAQRSChBkS0nDAQQQQAABBBBAAAEECk2A/iKAAAIIIIBAoQgkhtgUYCuUvld1P2fMmGH9+vXjcaJVDU37CCCAAAIFLEDXEUAAAQQQQAABBBCIpwBBtnheV0aFAAK5ClAPAQQQQAABBBBAAAEEEEAAgWoQePDBB82fiY0QW3nwBx54oOpDbOVPyRYCCCCAAAIIIIAAAggggAACCMRRgDEVnABBtoK7ZHQYAQQQQAABBBBAAAEEEKh5AXqAAAIIIBBNoFevXqbHiRJiq+golz59+vA40Yo07EEAAQQQQAABBKpdgBMigAACCCCAAALVKUCQrTq1ORcCCCCAAAIbBVhDAAEEEEAAAQQQQACBIheoqRDbmDFj7KijjrKhQ4eWuwLLli2zrl27uuW7775zxwYMGGDHH3+8vfPOO25bs8gde+yx9te//tWWL1/u9lX2l9q1axNiq2xU2qtJAc6NAAIIIIAAAggggAACCCCAAAIhBQo4yBZyhBRDAAEEEEAAAQQQQAABBBBAAIECFqDrCCBQmQI//fSTDRkyxJ566il7/vnnbd68eWXNjxw50g444AC78MILXVDt008/tc8++8yVv+6662zNmjX2t7/9zfr3729bbLGFPfHEE2V1WUEAAQQQQAABBBBAAAEEoglQGwEEEEAAATOCbNwFCCCAAAIIIIBA3AUYHwIIIIAAAggggAACGwQ233xze/rpp23x4sU2Z84cq1Vr49uD7733nnXs2NEOOuggKykpsUmTJrntnXfe2fbaay+bPXu2zZw50/bbbz87+eST7YMPPtjQKi8IIIAAAnkhQCcQQAABBBBAAAEEEEAAgQIX2PhOVYEPhO4jUJUCtI0AAggggAACCCCAAAIIIIAAAvEXKJYRbrbZZnbDDTe4Gdbq1Klj/n8//vijm2lN50rU7wAAEABJREFU22vXrnVhN828pu0GDRrYokWLTPu1veWWW9qCBQu0yoIAAggggAACCCCAAAIIIIBAQQnQWQQQyF8Bgmz5e23oGQIIIIAAAggggAAChSZAfxFAAAEEEECgQAT++c9/WqdOnWzs2LFlPVZobcWKFW67du3aptnb/O3ly5db/fr1bdNNN3XHtV9hNrfBFwQQQAABBBAoNgHGiwACCCCAAAIIIIBAlQgQZKsSVhpFAAEEchWgHgIIIIAAAggggAACCCCAAAJVJzBv3jw766yz3AnWrFlj22+/vVvXl9133909TlSPEG3YsKHttttupseNqtxnn31mO+64o9WtW9fmz5/vyu2xxx7Gf7kKUA8BBBBAAAEEEEAAAQQQQAABBOIvwAizFSDIlq0Y5RFAAAEEEEAAAQQQQAABBGpegB4ggAACCOQksO2227qA2hFHHGGffPKJtW/fvqydc845x+6//3478sgjrUePHnbwwQfb0qVL7cADD7Sjjz7ahdiuvfZa69y5s9144432+9//vqwuKwgggAACCCCAAAIIVIkAjSKAAAIIIIBAUQkQZCuqy81gEUAAAQQQ2CjAGgIIIIAAAggggAACCBSnwM0332zjxo2zhx9+2DbZZJMyBM3O9vjjj7tZ2BRwq1Onjt1+++325ptv2hVXXOHKtW3b1tV99913y83m5g7yBQEE8lKATiGAAAIIIIAAAggggAACCCBQKAIE2XK/UtREAAEEEEAAAQQQQAABBBBAAIH4CzBCBGIpsNlmmyUdl+d5Vq9evXLHEstuuummVrt27XJl2EAAAQQQQAABBBBAAAEEClyA7iOAAAII5IEAQbY8uAh0AQEEEEAAAQQQiLcAo0MAAQQQQAABBBBAAAEEEEAAgfgLMEIEEEAAAQQQQAABBBBAIJoAQbZoftRGoHoEOAsCCCCAAAIIIIAAAggggAACCMRfgBEigAACCCCAAAIIIIAAAggggED8BRghAgikFCDIlpKGAwgggAACCCCAAAIIIFBoAvQXAQQQQAABBBBAAAEEEEAAAQTiL8AIEUAAAQQQQAABBOIpQJAtnteVUSGAAAK5ClAPAQQQQAABBBBAAAEEEEAAAQTiL8AIEUAAAQQQQAABBBBAAAEEEEAg/gIFN0KCbAV3yegwAggggAACCCCAAAIIIIBAzQvQAwQQQAABBBBAAAEEEEAAAQQQiL8AI0QAAQQQQACB6hQgyFad2pwLAQQQQAABBDYKsIYAAggggAACCCCAAAIIIIAAAvEXYIQIIIAAAggggAACCCCAAAIIhBQgyBYSKh+L0ScEEEAAAQQQQAABBBBAAAEEEIi/ACNEAAEEEEAAAQQQQAABBBBAAIH4CzBCBBBAAAEzgmzcBQgggAACCCCAAAJxF2B8CCCAAAIIIIAAAggggAACCCAQfwFGiAACCCCAAAIIIIAAAgUuQJCtwC8g3UegegQ4CwIIIIAAAggggAACCCCAAAIIxF+AESKAAAIIIIAAAggggAACCCCAQPwFGCEC+StAkC1/rw09QwABBBBAAAEEEEAAgUIToL8IIIAAAggggAACCCCAAAIIIBB/AUaIAAIIIIAAAgggUCUCBNmqhJVGEUAAAQRyFaAeAggggAACCCCAAAIIIIAAAgjEX4ARIoAAAggggAACCCCAAAIIIIBA/AWyHSFBtmzFKI8AAggggAACCCCAAAIIIIBAzQvQAwQQQAABBBBAAAEEEEAAAQQQiL8AI0QAAQQQQKCoBAiyFdXlZrAIIIAAAgggsFGANQQQQAABBBBAAAEEEEAAAQQQiL8AI0QAAQQQQAABBBBAAAEEECgUAYJshXKl8rGf9AkBBBBAAAEEEEAAAQQQQAABBOIvwAgRQAABBBBAAAEEEEAAAQQQQCD+AowQAQQQyAMBgmx5cBHoAgIIIIAAAggggEC8BRgdAggggAACCCCAAAIIIIAAAgjEX4ARIoAAAggggAACCCCAQDQBgmzR/KiNAALVI8BZEEAAAQQQQAABBBBAAAEEEEAg/gKMEAEEEEAAAQQQQAABBBBAAAEE4i/ACBFIKUCQLSUNBxBAAAEEEEAAAQQQQACBQhOgvwgggAACCCCAAAIIIIAAAgggEH8BRogAAggggAACCMRTgCBbPK8ro0IAAQQQyFWAeggggAACCCCAAAIIIIAAAgggEH8BRogAAggggAACCCCAAAIIIIAAAnknUOlBtrwbIR1CAAEEEEAAAQQQQAABBBBAAIFKF6BBBBBAAAEEEEAAAQQQQAABBBCIvwAjRAABBBBAoDoFCLJVpzbnQgABBBBAAAEENgqwhgACCCCAAAIIIIAAAggggAAC8RdghAgggAACCCCAAAIIIIAAAiEFCLKFhKJYPgrQJwQQQAABBBBAAAEEEEAAAQQQiL8AI0QAAQQQQAABBBBAAAEEEEAAgfgLMEIEEEDAjCAbdwECCCCAAAIIIIAAAnEXYHwIIIAAAggggAACCCCAAAIIIBB/AUaIAAIIIIAAAggggECBCxBkK/ALSPcRQKB6BDgLAggggAACCCCAAAIIIIAAAgjEX4ARIoAAAggggAACCCCAAAIIIIBA/AUYYf4KEGTL32tDzxBAAAEEEEAAAQQQQACBQhOgvwgggAACCCCAAAIIIIAAAgggEH8BRogAAggggAACCFSJAEG2KmGlUQQQQAABBHIVoB4CCCCAAAIIIIAAAggggAACCMRfgBEigAACCCCAAAIIIIAAAggggECiQPyCbIkjZBsBBBBAAAEEEEAAAQQQQAABBOInwIgQQAABBBBAAAEEEEAAAQQQQCD+AowQAQQQQKCoBAiyFdXlZrAIIIAAAggggMBGAdYQQAABBBBAAAEEEEAAAQQQQCD+AowQAQQQQAABBBBAAAEEECgUAYJshXKl6Gc+CtAnBBBAAAEEEEAAAQQQQAABBBCIvwAjRAABBBBAAAEEEEAAAQQQQACB+AswQgQQyAMBgmx5cBHoAgIIIIAAAggggAAC8RZgdAgggAACCCCAAAIIIIAAAgggEH8BRogAAggggAACCCCAQDQBgmzR/KiNAAIIVI8AZ0EAAQQQQAABBBBAAAEEEEAAgfgLMEIEEEAAAQQQQAABBBBAAAEEEIi/ACNMKUCQLSUNBxBAAAEEEEAAAQQQQAABBApNgP4igAACCCCAAAIIIIAAAggggED8BRghAggggAACCMRTgCBbPK8ro0IAAQQQQCBXAeohgAACCCCAAAIIIIAAAggggED8BRghAggggAACCCCAAAIIIIAAAnknQJCt0i8JDSKAAAIIIIAAAggggAACCCCAQPwFGCECCCCAAAIIIIAAAggggAACCMRfgBEigAACCFSnAEG26tTmXAgggAACCCCAAAIbBVhDAAEEEEAAAQQQQAABBBBAAIH4CzBCBBBAAAEEEEAAAQQQQCCkAEG2kFAUQyAfBegTAggggAACCCCAAAIIIIAAAgjEX4ARIoAAAggggAACCCCAAAIIIIBA/AUYIQIImBFk4y5AAAEEEEAAAQQQQACBuAswPgQQQAABBBBAAAEEEEAAAQQQiL8AI0QAAQQQQAABBBAocAGCbAV+Aek+AgggUD0CnAUBBBBAAAEEEEAAAQQQQAABBOIvwAgRQAABBBBAAAEEEEAAAQQQQCD+Avk7QoJs+Xtt6BkCCCCAAAIIIIAAAggggEChCdBfBBBAAAEEEEAAAQQQQAABBBCIvwAjRAABBBBAAIEqESDIViWsNIoAAggggAACuQpQDwEEEEAAAQQQQAABBBD4f/buBd62sd4b+DMroZtQOtLL1tUpSioHpVC6kQrpni4quspRqdOFVJxujopuKEUXddAplQ4hnahESSIR3VxS6CIU3v0bez+zseaea+611l577bXG+vp45hjjGc94xvN8x5hz7TnmfzyDAAECBAgQIECAAAECBAgQINB9AT0kMCggkG1QxDIBAgQIECBAgAABAgTmvoAeECBAgAABAgQIECBAgAABAt0X0EMCBAgQIECAQKcEBLJ16nDqDAECBAhMn4CaCBAgQIAAAQIECBAgQIAAge4L6CEBAgQIECBAgAABAgQIECAwWwSWXyDbbOmhdhAgQIAAAQIECBAgQIAAAQLLT0DNBAgQIECAAAECBAgQIECAQPcF9JAAAQIECMyAgEC2GUC2CwIECBAgQIDAKAHrCBAgQIAAAQIECBAgQIAAge4L6CEBAgQIECBAgAABAgQIjBYQyDbax9q5IaCVBAgQIECAAAECBAgQIECAQPcF9JAAAQIECBAgQIAAAQIECBDovoAeEiAwjwUEss3jg6/rBAgQIECAAAEC801AfwkQIECAAAECBAgQIECAAIHuC+ghAQIECBAgQIAAgbkpIJBtbh43rSZAYEUJ2C8BAgQIECBAgAABAgQIECDQfQE9JECAAAECBAgQIECAAAECBLovoIezTkAg26w7JBpEgAABAgQIECBAgACBuS+gBwQIECBAgAABAgQIECBAgED3BfSQAAECBAgQIDCdAgLZplNTXQQIECBAYPoE1ESAAAECBAgQIECAAAECBAh0X0APCRAgQIAAAQIECBAgQIAAgcUCHQ5kW9xDEwIECBAgQIAAAQIECBAgQKDDArpGgAABAgQIECBAgAABAgQIdF9ADwkQIEBgPggIZJsPR1kfCRAgQIAAAQKjBKwjQIAAAQIECBAgQIAAAQIEui+ghwQIECBAgAABAgQIEJjlAgLZZvkB0ry5IaCVBAgQIECAAAECBAgQIECAQPcF9JAAAQIECBAgQIAAAQIECBDovoAeEiCw4gQEsq04e3smQIAAAQIECBAgMN8E9JcAAQIECBAgQIAAAQIECBDovoAeEiBAgAABAgQIEJiSgEC2KbHZiAABAitKwH4JECBAgAABAgQIECBAgACB7gvoIQECBAgQIECAAAECBAgQINB9AT0cFBDINihimQABAgQIECBAgAABAgTmvoAeECBAgAABAgQIECBAgAABAt0X0EMCBAgQIECgUwIC2Tp1OHWGAAECBAhMn4CaCBAgQIAAAQIECBAgQIAAge4L6CEBAgQIECBAgAABAgQIEJgtAgLZlt+RUDMBAgQIECBAgAABAgQIECDQfQE9JECAAAECBAgQIECAAAECBLovoIcECBAgMAMCAtlmANkuCBAgQIAAAQIERglYR4AAAQIECBAgQIAAAQIECHRfQA8JECBAgAABAgQIECAwWkAg22gfawnMDQGtJECAAAECBAgQIECAAAECBLovoIcECBAgQIAAAQIECBAgQIBA9wX0kMA8FhDINo8Pvq4TIECAAAECBAgQmG8C+kuAAAECBAgQIECAAAECBAh0X0APCRAgQIAAAQIE5qaAQLa5edy0mgABAitKwH4JECBAgAABAgQIECBAgACB7gvoIQECBAgQIECAAAECBAgQINB9gVnXQ4Fss+6QaBABAs2m7qwAABAASURBVAQIECBAgAABAgQIzH0BPSBAgAABAgQIECBAgAABAgS6L6CHBAgQIECAwHQKCGSbTk11ESBAgAABAtMnoCYCBAgQIECAAAECBAgQIECg+wJ6SIAAAQIECBAgQIAAAQIEFgsIZFsM0cWJPhEgQIAAAQIECBAgQIAAAQLdF9BDAgQIECBAgAABAgQIECBAoPsCekiAAIH5ICCQbT4cZX0kQIAAAQIECBAYJWAdAQIECBAgQIAAAQIECBAg0H0BPSRAgAABAgQIECBAYJYLCGSb5QdI8wjMDQGtJECAAAECBAgQIECAAAECBLovoIcECBAgQIAAAQIECBAgQIBA9wX0kMCKExDItuLs7ZkAAQIECBAgQIAAgfkmoL8ECBAgQIAAAQIECBAgQIBA9wX0kAABAgQIECBAYEoCAtmmxGYjAgQIEFhRAvZLgAABAgQIECBAgAABAgQIdF9ADwkQIECAAAECBAgQIECAAIHuCwz2UCDboIhlAgQIECBAgAABAgQIECAw9wX0gAABAgQIECBAgAABAgQIEOi+gB4SIECAAIFOCQhk69Th1BkCBAgQIEBg+gTURIAAAQIECBAgQIAAAQIECHRfQA8JECBAgAABAgQIECBAYLYICGSbLUeii+3QJwIECBAgQIAAAQIECBAgQKD7AnpIgAABAgQIECBAgAABAgQIdF9ADwkQIDADAgLZZgDZLggQIECAAAECBAiMErCOAAECBAgQIECAAAECBAgQ6L6AHhIgQIAAAQIECBAgMFpAINtoH2sJEJgbAlpJgAABAgQIECBAgAABAgQIdF9ADwkQIECAAAECBAgQIECAAIHuC+jhPBYQyDaPD76uEyBAgAABAgQIECAw3wT0lwABAgQIECBAgAABAgQIEOi+gB4SIECAAAECBOamgEC2uXnctJoAAQIEVpSA/RIgQIAAAQIECBAgQIAAAQLdF9BDAgQIECBAgAABAgQIECBAYMYFZjyQbcZ7aIcECBAgQIAAAQIECBAgQIDAjAvYIQECBAgQIECAAAECBAgQINB9AT0kQIAAAQLTKSCQbTo11UWAAAECBAgQmD4BNREgQIAAAQIECBAgQIAAAQLdF9BDAgQIECBAgAABAgQIEFgsIJBtMYRJFwX0iQABAgQIECBAgAABAgQIEOi+gB4SIECAAAECBAgQIECAAAEC3RfQQwIE5oOAQLb5cJT1kQABAgQIECBAgMAoAesIECBAgAABAgQIECBAgACB7gvoIQECBAgQIECAAIFZLiCQbZYfIM0jQGBuCGglAQIECBAgQIAAAQIECBAg0H0BPSRAgAABAgQIECBAgAABAgS6L6CHK05AINuKs7dnAgQIECBAgAABAgQIzDcB/SVAgAABAgQIECBAgAABAgS6L6CHBAgQIECAAIEpCQhkmxKbjQgQIECAwIoSsF8CBAgQIECAAAECBAgQIECg+wJ6SIAAAQIECBAgQIAAAQIE5p/A/Atkm3/HWI8JECBAgAABAgQIECBAgMD8E9BjAgQIECBAgAABAgQIECBAoPsCekiAAAECnRIQyNapw6kzBAgQIECAAIHpE1ATAQIECBAgQIAAAQIECBAg0H0BPSRAgAABAgQIECBAgMBsERDINluOhHZ0UUCfCBAgQIAAAQIECBAgQIAAge4L6CEBAgQIECBAgAABAgQIECDQfQE9JEBgBgQEss0Asl0QIECAAAECBAgQIDBKwDoCBAgQIECAAAECBAgQIECg+wJ6SIAAAQIECBAgQGC0gEC20T7WEiBAYG4IaCUBAgQIECBAgAABAgQIECDQfQE9JECAAAECBAgQIECAAAECBLovMI97KJBtHh98XSdAgAABAgQIECBAgMB8E9BfAgQIECBAgAABAgQIECBAoPsCekiAAAECBAjMTQGBbHPzuGk1AQIECBBYUQL2S4AAAQIECBAgQIAAAQIECHRfQA8JECBAgAABAgQIECBAgMCMCwhkm3FyOyRAgAABAgQIECBAgAABAgS6L6CHBAgQIECAAAECBAgQIECAQPcF9JAAAQIEplNAINt0aqqLAAECBAgQIEBg+gTURIAAAQIECBAgQIAAAQIECHRfQA8JECBAgAABAgQIECCwWEAg22IIEwJdFNAnAgQIECBAgAABAgQIECBAoPsCekiAAAECBAgQIECAAAECBAh0X0APCcwHAYFs8+Eo6yMBAgQIECBAgAABAqMErCNAgAABAgQIECBAgAABAgS6L6CHBAgQIECAAAECs1xAINssP0CaR4AAgbkhoJUECBAgQIAAAQIECBAgQIBA9wX0kAABAgQIECBAgAABAgQIEOi+wIrroUC2FWdvzwQIECBAgAABAgQIECAw3wT0lwABAgQIECBAgAABAgQIEOi+gB4SIECAAAECUxIQyDYlNhsRIECAAAECK0rAfgkQIECAAAECBAgQIECAAIHuC+ghAQIECBAgQIAAAQIECMw/AYFs8++Y6zEBAgQIECBAgAABAgQIECDQfQE9JECAAAECBAgQIECAAAECBLovoIcECBDolIBAtk4dTp0hQIAAAQIECBCYPgE1ESBAgAABAgQIECBAgAABAt0X0EMCBAgQIECAAAECBGaLgEC22XIktINAFwX0iQABAgQIECBAgAABAgQIEOi+gB4SIECAAAECBAgQIECAAAEC3RfQQwIzICCQbQaQ7YIAAQIECBAgQIAAAQKjBKwjQIAAAQIECBAgQIAAAQIEui+ghwQIECBAgAABAqMFBLKN9rGWAAECBOaGgFYSIECAAAECBAgQIECAAAEC3RfQQwIECBAgQIAAAQIECBAgQKDDAosD2TrcQ10jQIAAAQIECBAgQIAAAQIEFguYECBAgAABAgQIECBAgAABAt0X0EMCBAgQIDA3BQSyzc3jptUECBAgQIDAihKwXwIECBAgQIAAAQIECBAgQKD7AnpIgAABAgQIECBAgAABAjMuIJBtxsntkAABAgQIECBAgAABAgQIECDQfQE9JECAAAECBAgQIECAAAECBLovoIcECBCYTgGBbNOpqS4CBAgQIECAAAEC0yegJgIECBAgQIAAAQIECBAgQKD7AnpIgAABAgQIECBAgMBiAYFsiyFMCBDoooA+ESBAgAABAgQIECBAgAABAt0X0EMCBAgQIECAAAECBAgQIECg+wJ6OB8EBLLNh6OsjwQIECBAgAABAgQIEBglYB0BAgQIECBAgAABAgQIECDQfQE9JECAAAECBAjMcgGBbLP8AGkeAQIECMwNAa0kQIAAAQIECBAgQIAAAQIEui+ghwQIECBAgAABAgQIECBAgMDyE5gtgWzLr4dqJkCAAAECBAgQIECAAAECBGaLgHYQIECAAAECBAgQIECAAAEC3RfQQwIECBAgMCUBgWxTYrMRAQIECBAgQGBFCdgvAQIECBAgQIAAAQIECBAg0H0BPSRAgAABAgQIECBAgMD8ExDINv+OuR4TIECAAAECBAgQIECAAAECBLovoIcECBAgQIAAAQIECBAgQIBA9wX0kACBTgkIZOvU4dQZAgQIECBAgAABAtMnoCYCBAgQIECAAAECBAgQIECg+wJ6SIAAAQIECBAgQGC2CAhkmy1HQjsIEOiigD4RIECAAAECBAgQIECAAAEC3RfQQwIECBAgQIAAAQIECBAgQKD7Ano4AwIC2WYA2S4IECBAgAABAgQIECBAYJSAdQQIECBAgAABAgQIECBAgED3BfSQAAECBAgQIDBaQCDbaB9rCRAgQIDA3BDQSgIECBAgQIAAAQIECBAgQKD7AnpIgAABAgQIECBAgAABAgQ6LCCQbfHBNSFAgAABAgQIECBAgAABAgS6L6CHBAgQIECAAAECBAgQIECAQPcF9JAAAQIE5qaAQLa5edy0mgABAgQIECCwogTslwABAgQIECBAgAABAgQIEOi+gB4SIECAAAECBAgQIEBgxgUEss04uR0SIECAAAECBAgQIECAAAECBAh0X0APCRAgQIAAAQIECBAgQIAAge4L6CEBAtMpIJBtOjXVRYAAAQIECBAgQIDA9AmoiQABAgQIECBAgAABAgQIEOi+gB4SIECAAAECBAgQWCwgkG0xhAkBAgS6KKBPBAgQIECAAAECBAgQIECAQPcF9JAAAQIECBAgQIAAAQIECBDovsB86KFAtvlwlPWRAAECBAgQIECAAAECBEYJWEeAAAECBAgQIECAAAECBAh0X0APCRAgQIAAgVkuIJBtlh8gzSNAgAABAnNDQCsJECBAgAABAgQIECBAgACB7gvoIQECBAgQIECAAAECBAgQWH4CAtmWn+3kalaaAAECBAgQIECAAAECBAgQ6L6AHhIgQIAAAQIECBAgQIAAAQLdF9BDAgQIEJiSgEC2KbHZiAABAgQIECBAYEUJ2C8BAgQIECBAgAABAgQIECDQfQE9JECAAAECBAgQIEBg/gkIZJt/x1yPCRAgQIAAAQIECBAgQIAAAQIEui+ghwQIECBAgAABAgQIECBAgED3BfSQQKcEBLJ16nDqDAECBAgQIECAAAEC0yegJgIECBAgQIAAAQIECBAgQKD7AnpIgAABAgQIECAwWwQEss2WI6EdBAgQ6KKAPhEgQIAAAQIECBAgQIAAAQLdF9BDAgQIECBAgAABAgQIECBAoPsCM9BDgWwzgGwXBAgQIECAAAECBAgQIEBglIB1BAgQIECAAAECBAgQIECAQPcF9JAAAQIECBAYLSCQbbSPtQQIECBAgMDcENBKAgQIECBAgAABAgQIECBAoPsCekiAAAECBAgQIECAAAECHRYQyNbhgzu5rilNgAABAgQIECBAgAABAgQIdF9ADwkQIECAAAECBAgQIECAAIHuC+ghAQIE5qaAQLa5edy0mgABAgQIECBAYEUJ2C8BAgQIECBAgAABAgQIECDQfQE9JECAAAECBAgQIEBgxgUEss04uR0SIECAAAECBAgQIECAAAECBAgQ6L6AHhIgQIAAAQIECBAgQIAAAQLdF9BDAtMpIJBtOjXVRYAAAQIECBAgQIAAgekTUBMBAgQIECBAgAABAgQIECDQfQE9JECAAAECBAgQWCwgkG0xhAkBAgQIdFFAnwgQIECAAAECBAgQIECAAIHuC+ghAQIECBAgQIAAAQIECBAg0AWB0YFsXeihPhAgQIAAAQIECBAgQIAAAQKjBawlQIAAAQIECBAgQIAAAQIEui+ghwQIECBAYJYLCGSb5QdI8wgQIECAAIG5IaCVBAgQIECAAAECBAgQIECAQPcF9JAAAQIECBAgQIAAAQIElp+AQLblZ6vmyQkoTYAAAQIECBAgQIAAAQIECHRfQA8JECBAgAABAgQIECBAgACB7gvoIQECBKYkIJBtSmw2IkCAAAECBAgQILCiBOyXAAECBAgQIECAAAECBAgQ6L6AHhIgQIAAAQIECBCYfwIC2ebfMddjAgTKrpEhAAAQAElEQVQIECBAgAABAgQIECBAgAABAt0X0EMCBAgQIECAAAECBAgQIECg+wJ62CkBgWydOpw6Q4AAAQIECBAgQIAAgekTUBMBAgQIECBAgAABAgQIECDQfQE9JECAAAECBAjMFgGBbLPlSGgHAQIECHRRQJ8IECBAgAABAgQIECBAgACB7gvoIQECBAgQIECAAAECBAgQIDANArM8kG0aeqgKAgQIECBAgAABAgQIECBAYJYLaB4BAgQIECBAgAABAgQIECDQfQE9JECAAAECowUEso32sZYAAQIECBAgMDcEtJIAAQIECBAgQIAAAQIECBDovoAeEiBAgAABAgQIECBAoMMCAtk6fHB1bXICShMgQIAAAQIECBAgQIAAAQLdF9BDAgQIECBAgAABAgQIECBAoPsCekiAwNwUEMg2N4+bVhMgQIAAAQIECBBYUQL2S4AAAQIECBAgQIAAAQIECHRfQA8JECBAgAABAgQIzLiAQLYZJ7dDAgQIECBAgAABAgQIECBAgAABAgS6L6CHBAgQIECAAAECBAgQIECAQPcF9HA6BQSyTaemuggQIECAAAECBAgQIEBg+gTURIAAAQIECBAgQIAAAQIECHRfQA8JECBAgAABAosFBLIthjAhQIAAAQJdFNAnAgQIECBAgAABAgQIECBAoPsCekiAAAECBAgQIECAAAECBLogIJBt9FG0lgABAgQIECBAgAABAgQIEOi+gB4SIECAAAECBAgQIECAAAEC3RfQQwIECBCY5QIC2Wb5AdI8AgQIECBAgMDcENBKAgQIECBAgAABAgQIECBAoPsCekiAAAECBAgQIECAAIHlJyCQbfnZqpnA5ASUJkCAAAECBAgQIECAAAECBLovoIcECBAgQIAAAQIECBAgQIBA9wX0kACBKQkIZJsSm40IECBAgAABAgQIEFhRAvZLgAABAgQIECBAgAABAgQIdF9ADwkQIECAAAECBOafgEC2+XfM9ZgAAQIECBAgQIAAAQIECBAgQIAAge4L6CEBAgQIECBAgAABAgQIECDQfYFO9VAgW6cOp84QIECAAAECBAgQIECAwPQJqIkAAQIECBAgQIAAAQIECBDovoAeEiBAgAABArNFQCDbbDkS2kGAAAECBLoooE8ECBAgQIAAAQIECBAgQIBA9wX0kAABAgQIECBAgAABAgQITIOAQLZpQFyeVaibAAECBAgQIECAAAECBAgQ6L6AHhIgQIAAAQIECBAgQIAAAQLdF9BDAgQIEBgtIJBttI+1BAgQIECAAAECc0NAKwkQIECAAAECBAgQIECAAIHuC+ghAQIECBAgQIAAAQIdFhDI1uGDq2sEJiegNAECBAgQIECAAAECBAgQINB9AT0kQIAAAQIECBAgQIAAAQIEui+ghwTmpoBAtrl53LSaAAECBAgQIECAAIEVJWC/BAgQIECAAAECBAgQIECAQPcF9JAAAQIECBAgQGDGBQSyzTi5HRIgQIAAAQIECBAgQIAAAQIECBAgQKD7AnpIgAABAgQIECBAgAABAgQIdF9gOnsokG06NdVFgAABAgQIECBAgAABAgSmT0BNBAgQIECAAAECBAgQIECAQPcF9JAAAQIECBBYLCCQbTGECQECBAgQINBFAX0iQIAAAQIECBAgQIAAAQIEui+ghwQIECBAgAABAgQIECDQBQGBbF04isuzD+omQIAAAQIECBAgQIAAAQIEui+ghwQIECBAgAABAgQIECBAgED3BfSQAAECs1xAINssP0CaR4AAAQIECBAgMDcEtJIAAQIECBAgQIAAAQIECBDovoAeEiBAgAABAgQIECCw/AQEsi0/WzUTIDA5AaUJECBAgAABAgQIECBAgACB7gvoIQECBAgQIECAAAECBAgQINB9AT0kMCUBgWxTYrMRAQIECBAgQIAAAQIEVpSA/RIgQIAAAQIECBAgQIAAAQLdF9BDAgQIECBAgMD8ExDINv+OuR4TIECAAAECBAgQIECAAAECBAgQIECg+wJ6SIAAAQIECBAgQIAAAQIECMwpgSkFss2pHmosAQIECBAgQIAAAQIECBAgMCUBGxEgQIAAAQIECBAgQIAAAQLdF9BDAgQIECAwWwQEss2WI6EdBAgQIECAQBcF9IkAAQIECBAgQIAAAQIECBDovoAeEiBAgAABAgQIECBAgMA0CAhkmwZEVSxPAXUTIECAAAECBAgQIECAAAEC3RfQQwIECBAgQIAAAQIECBAgQKD7AnpIgACB0QIC2Ub7WEuAAAECBAgQIEBgbghoJQECBAgQIECAAAECBAgQINB9AT0kQIAAAQIECBAg0GEBgWwdPri6RoDA5ASUJkCAAAECBAgQIECAAAECBLovoIcECBAgQIAAAQIECBAgQIBA9wX0cG4KCGSbm8dNqwkQIECAAAECBAgQILCiBOyXAAECBAgQIECAAAECBAgQ6L6AHhIgQIAAAQIEZlxAINuMk9shAQIECBAgQIAAAQIECBAgQIAAAQIECHRfQA8JECBAgAABAgQIECBAgACByQjMzUC2yfRQWQIECBAgQIAAAQIECBAgQGBuCmg1AQIECBAgQIAAAQIECBAg0H0BPSRAgAABAosFBLIthjAhQIAAAQIECHRRQJ8IECBAgAABAgQIECBAgACB7gvoIQECBAgQIECAAAECBLogIJCtC0dRH5angLoJECBAgAABAgQIECBAgACB7gvoIQECBAgQIECAAAECBAgQINB9AT0kQGCWCwhkm+UHSPMIECBAgAABAgQIzA0BrSRAgAABAgQIECBAgAABAgS6L6CHBAgQIECAAAECBJafgEC25WerZgIECExOQGkCBAgQIECAAAECBAgQIECg+wJ6SIAAAQIECBAgQIAAAQIECHRfQA+nJCCQbUpsNiJAgAABAgQIECBAgACBFSVgvwQIECBAgAABAgQIECBAgED3BfSQAAECBAgQmH8CAtnm3zHXYwIECBAgQIAAAQIECBAgQIAAAQIECBDovoAeEiBAgAABAgQIECBAgACBOSUgkG1Kh8tGBAgQIECAAAECBAgQIECAQPcF9JAAAQIECBAgQIAAAQIECBDovoAeEiBAgMBsERDINluOhHYQIECAAAECBLoooE8ECBAgQIAAAQIECBAgQIBA9wX0kAABAgQIECBAgAABAtMgIJBtGhBVQWB5CqibAAECBAgQIECAAAECBAgQ6L6AHhIgQIAAAQIECBAgQIAAAQLdF9BDAgRGCwhkG+1jLQECBAgQIECAAAECc0NAKwkQIECAAAECBAgQIECAAIHuC+ghAQIECBAgQIBAhwUEsnX44OoaAQIEJiegNAECBAgQIECAAAECBAgQINB9AT0kQIAAAQIECBAgQIAAAQIEui8wN3sokG1uHjetJkCAAAECBAgQIECAAIEVJWC/BAgQIECAAAECBAgQIECAQPcF9JAAAQIECBCYcQGBbDNObocECBAgQIAAAQIECBAgQIAAAQIECBAgQKD7AnpIgAABAgQIECBAgAABAgQmIyCQbTJas6eslhAgQIAAAQIECBAgQIAAAQLdF9BDAgQIECBAgAABAgQIECBAoPsCekiAAAECiwUEsi2GMCFAgAABAgQIEOiigD4RIECAAAECBAgQIECAAAEC3RfQQwIECBAgQIAAAQIEuiAgkK0LR1EfCCxPAXUTIECAAAECBAgQIECAAAEC3RfQQwIECBAgQIAAAQIECBAgQKD7AnpIYJYLCGSb5QdI8wgQIECAAAECBAgQmBsCWkmAAAECBAgQIECAAAECBAh0X0APCRAgQIAAAQIElp+AQLblZ6tmAgQIEJicgNIECBAgQIAAAQIECBAgQIBA9wX0kAABAgQIECBAgAABAgQIEOi+wJR6KJBtSmw2IkCAAAECBAgQIECAAAECK0rAfgkQIECAAAECBAgQIECAAIHuC+ghAQIECBCYfwIC2ebfMddjAgQIECBAgAABAgQIECBAgAABAgQIECDQfQE9JECAAAECBAgQIECAAIE5JSCQbU4drtnTWC0hQIAAAQIECBAgQIAAAQIEui+ghwQIECBAgAABAgQIECBAgED3BfSQAAECs0VAINtsORLaQYAAAQIECBAg0EUBfSJAgAABAgQIECBAgAABAgS6L6CHBAgQIECAAAECBAhMg4BAtmlAVAUBAstTQN0ECBAgQIAAAQIECBAgQIBA9wX0kAABAgQIECBAgAABAgQIEOi+gB4SGC0gkG20j7UECBAgQIAAAQIECBCYGwJaSYAAAQIECBAgQIAAAQIECHRfQA8JECBAgAABAh0WEMjW4YOrawQIECAwOQGlCRAgQIAAAQIECBAgQIAAge4L6CEBAgQIECBAgAABAgQIECAwOwWmM5BtdvZQqwgQIECAAAECBAgQIECAAIHpFFAXAQIECBAgQIAAAQIECBAg0H0BPSRAgAABAjMuIJBtxsntkAABAgQIECBAgAABAgQIECBAgAABAgQIEOi+gB4SIECAAAECBAgQIECAwGQEBLJNRkvZ2SOgJQQIECBAgAABAgQIECBAgED3BfSQAAECBAgQIECAAAECBAgQ6L6AHhIgQGCxgEC2xRAmBAgQIECAAAECBLoooE8ECBAgQIAAAQIECBAgQIBA9wX0kAABAgQIECBAgEAXBASydeEo6gMBAstTQN0ECBAgQIAAAQIECBAgQIBA9wX0kAABAgQIECBAgAABAgQIEOi+gB7OcgGBbLP8AGkeAQIECBAgQIAAAQIE5oaAVhIgQIAAAQIECBAgQIAAAQLdF9BDAgQIECBAgMDyExDItvxs1UyAAAECBCYnoDQBAgQIECBAgAABAgQIECDQfQE9JECAAAECBAgQIECAAAECBIYKdCqQbWgPZRIgQIAAAQIECBAgQIAAAQKdEtAZAgQIECBAgAABAgQIECBAoPsCekiAAAEC809AINv8O+Z6TIAAAQIECBAgQIAAAQIECBAgQIAAAQIECHRfQA8JECBAgAABAgQIECAwpwQEss2pw6Wxs0dASwgQIECAAAECBAgQIECAAIHuC+ghAQIECBAgQIAAAQIECBAg0H0BPSRAYLYICGSbLUdCOwgQIECAAAECBAh0UUCfCBAgQIAAAQIECBAgQIAAge4L6CEBAgQIECBAgACBaRAQyDYNiKogQIDA8hRQNwECBAgQIECAAAECBAgQINB9AT0kQIAAAQIECBAgQIAAAQIEui+gh6MFBLKN9rGWAAECBAgQIECAAAECBOaGgFYSIECAAAECBAgQIECAAAEC3RfQQwIECBAgQKDDAgLZOnxwdY0AAQIECExOQGkCBAgQIECAAAECBAgQIECg+wJ6SIAAAQIECBAgQIAAAQIEZqeAQLbpPC7qIkCAAAECBAgQIECAAAECBLovoIcECBAgQIAAAQIECBAgQIBA9wX0kAABAgRmXEAg24yT2yEBAgQIECBATxHO5wAAEABJREFUgAABAgQIECBAgAABAgQIECBAoPsCekiAAAECBAgQIECAAIHJCAhkm4yWsgRmj4CWECBAgAABAgQIECBAgAABAt0X0EMCBAgQIECAAAECBAgQIECg+wJ6SIDAYgGBbIshTAgQIECAAAECBAgQ6KKAPhEgQIAAAQIECBAgQIAAAQLdF9BDAgQIECBAgACBLggIZOvCUdQHAgQILE8BdRMgQIAAAQIECBAgQIAAAQLdF9BDAgQIECBAgAABAgQIECBAoPsCs7yHAtlm+QHSPAIECBAgQIAAAQIECBCYGwJaSYAAAQIECBAgQIAAAQIECHRfQA8JECBAgACB5ScgkG352aqZAAECBAgQmJyA0gQIECBAgAABAgQIECBAgED3BfSQAAECBAgQIECAAAECBAgMFRDINpRlrmZqNwECBAgQIECAAAECBAgQINB9AT0kQIAAAQIECBAgQIAAAQIEui+ghwQIEJh/AgLZ5t8x12MCBAgQIECAAAECBAgQIECAAAECBAgQIECAQPcF9JAAAQIECBAgQIAAgTklIJBtTh0ujSUwewS0hAABAgQIECBAgAABAgQIEOi+gB4SIECAAAECBAgQIECAAAEC3RfQQwKzRUAg22w5EtpBgAABAgQIECBAgEAXBfSJAAECBAgQIECAAAECBAgQ6L6AHhIgQIAAAQIECEyDwLwJZLvlllvKbW972/Kyl72s7LLLLhID54BzwDkwZ86BiX1m77jjjiXJZ/zEvDhxcg44B5wDzgHngHPAOeAccA44B5wDzoHZdQ44Ho6Hc8A54BxwDszuc+DSSy8tZ511lt8WpuG3hZ122onjNDj6zJjdnxmOj+PjHHAOLOs58Mtf/rLc5ja3Kf/4xz+mITxsNlUxui3zJpDt1ltvLRtuuGG5wx3uUFZaaSWJgXPAOeAc6Ng5cNlll5Ukn/H+xjkHnAPOAeeAc8A5MG/PgY79+85x9F52DjgHnAPOAeeAc8A54BxwDjgHZtM5sPnmm5eHPvShfluYhu+ep512Wrn++utZTtXSds4d54BzwDkwL86BzTbbrCTW6Xa3u93oyK+OrZ03gWz1uB199NFFYuAccA44B7p3Dmy//fZlu+228xnv79wynQM+G7r32eCYOqbOAeeAc8A54BxwDjgHnAPOAeeAc8A5MHgOWHZOOAecA86BFXsO5Af5/fff37Vc1/OdA84B54BzwDkw4hx4yEMeUkOd5tV03gWyzaujO/OdtUcCBAgQIECAAAECBAgQIECg+wJ6SIAAAQIECBAgQIAAAQIECHRfQA8JECAw4wIC2Wac3A4JECBAgAABAgQIECBAgAABAgQIECBAgAABAgS6L6CHBAgQIECAAAECBAhMRkAg22S0lCVAYPYIaAkBAgQIECBAgAABAgQIECDQfQE9JECAAAECBAgQIECAAAECBLovoIcEFgsIZFsMYUKAAAECBAgQIECAAIEuCugTAQIECBAgQIAAAQIECBAg0H0BPSRAgAABAgQIdEFAIFsXjqI+ECBAgMDyFFA3AQIECBAgQIAAAQIECBAg0H0BPSRAgAABAgQIECBAgAABAgRWsMAMBLKt4B7aPQECBAgQIECAAAECBAgQIDADAnZBgAABAgQIECBAgAABAgQIdF9ADwkQIECAwPITEMi2/GzVTIAAAQIECBCYnIDSBAgQIECAAAECBAgQIECAQPcF9JAAAQIECBAgQIAAAQIEhgoIZBvKInOuCmg3AQIECBAgQIAAAQIECBAg0H0BPSRAgAABAgQIECBAgAABAgS6L6CHBAjMPwGBbPPvmOsxAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBA9wX0kAABAgQIECBAgMCcEhDINqcOl8YSIDB7BLSEAAECBAgQIECAAAECBAgQ6L6AHhIgQIAAAQIECBAgQIAAAQLdF9DD2SIgkG22HAntIECAAAECBAgQIECAQBcF9IkAAQIECBAgQIAAAQIECBDovoAeEiBAgAABAgSmQUAg2zQgqoIAAQIECCxPAXUTIECAAAECBAgQIECAAAEC3RfQQwIECBAgQIAAAQIECBAgMN8F5kMg23w/xvpPgAABAgQIECBAgAABAgTmg4A+EiBAgAABAgQIECBAgAABAt0X0EMCBAgQ6LCAQLYOH1xdI0CAAAECBAhMTkBpAgQIECBAgAABAgQIECBAoPsCekiAAAECBAgQIECAAIHZKSCQbXYeF62aqwLaTYAAAQIECBAgQIAAAQIECHRfQA8JECBAgAABAgQIECBAgACB7gvoIQECMy4gkG3Gye2QAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQPcF9JAAAQIECBAgQIDAZAQEsk1GS1kCBAjMHgEtIUCAAAECBAgQIECAAAECBLovoIcECBAgQIAAAQIECBAgQIBA9wX0cLGAQLbFECYECBAgQIAAAQIECBAg0EUBfSJAgAABAgQIECBAgAABAgS6L6CHBAgQIECAQBcEBLJ14SjqAwECBAisEIF//OMf5fzzzy/HHHNMOfbYY8vPfvazkrylNeZvf/tb+c53vlM++9nPNtsubbtLLrmk/OIXv1giXXbZZeVPf/pTufXWW4fucirbpW11X5dffvmiehe+Xnnllf39/+Uvf1mYM/b/9nZ/+MMfxq4csXTjjTeWb3/72+XTn/50+epXv1quuOKKEaXHrrr++uv7bbr44ovHrmwtXXPNNf1yg/WnrbW/v/nNb1pbjZ295ZZbStqaNJFjnP3UekdNR+0zLbjuuuv6bb/66quTNSb9/e9/76/P+TBmZWvhqquuKieddFLf+de//nVr7djZa6+9tl9n2j7MNudA1rVTdbnpppvGbN8uMzif8+Z3v/tdv/xf//rXMY3585//3F+XbVO+XeDaVlsHfVI229Q03vtkVHt/+9vfltTT3medH7Vd3WedDqsj59KPf/zjcvTRRzefHz/60Y9K6qz1mxIgQIAAAQIECBAgQGDGBeyQAAECBAgQIECAAAECBAisYAGBbDNwAOyCAAECBLon8JWvfKWstdZa5VGPelTZfffdy2677VYe+chHlq233rr89Kc/HdrhBNIceuih5QEPeEDZYYcdyqte9apm22yXuj7zmc+UYf89/OEPL5tuuukS6aEPfWhZsGBBWXPNNcvb3/72kmCr0vpvKtt997vf7e/n1a9+db+2ffbZp5//lre8pZ9fZ84888z++g996EM1e+T0wgsvbPye9rSnlT333LO84AUvKA984AObwJ6RGy5eee655/b3+YhHPKIk2G7xqjGT2FS//fbbb8y6173udf06tthii5LAsDEFFi986UtfKmuvvXaT0tbF2eNO9t577369dd/Dps9+9rPHrSMrPve5z/XrOeigg5I1JiVQqta73XbbjVmXhQSGpY8bbLBB2WWXXfrOD3nIQ8qGG25YzjrrrBQbk4444oj+PlN3bBPw1y6UczXr2ikBaSmTwMx2/qj5U089tbzmNa/p7y/OqaOmT37yk/11qSfvu7ou04MPPri//uMf/3iy+ikBYtmmpp/85Cf9de2ZUe3daKONyjrrrNO8Z7/4xS+2N2sCV2vdS5umn+2NP/KRjzTnUj4v8j7L58c222zTfIacfvrp7aLmCRAgQGCOCWguAQIECBAgQIAAAQIECBAg0H0BPSRAgACB5ScgkG352aqZAAECBDoq8N73vrfsuuuuQ3uXILYtt9yy/OhHP1pi/Rve8IaSILCMZrXEyoUZr33ta0uCjurIVguzJvx/gsf22muvkmC5CW+0sOBUtsvoaZdeeunCraf+/80331xe+MIXlmGjfSWwJ45Lq/1hD3tYudOd7tQvlpHd+guLZ+Jx4oknLl4qZdttt+3PJ8gro8DVjByXBPLV5fY09dTl9nzNm43TjGaWgMkjjzxyaPMSePb4xz++HHXUUUPXtzMHz+cf/OAH7dXLNL/JJpv0tz///PP785kZDLQ755xzkt1PGdGsLiTorM5netxxx2XST1/72tf685Od+f3vf19e/vKXNyMoTnbbwfJ5z/3Hf/zHYHaznPfDU5/61HLBBRc0y14IECBAgAABAgQIECBAgEBHBXSLAAECy13gtNNOKyeffHKT8oSUyy67rL/PPI0kef2MhTO59vj9739/4dw//z/jjDNKrqPWnBtuuKHkRtRcc821y8Gby2u5X/3qV025ulynaVOeMlGXpzrNEzfyxJe0udbxy1/+sgy7vp2nQMQh14tr2UzPO++85mkYma8pbTvllFOW+J0h+YM2dZv2NE9HyTX3z3/+8+Wiiy5qr+rP5wb1drv7K8aZyY3Ig082ybX8WOapNMM2yzEa9pSMYWXlESBAgMDsExDINvuOiRYRWAYBmxKYvwIrrbTSjHQ+X5oOOOCAMfu6z33uM2Y5Cy996UvHjJCWIJrDDz88q/rpnve8ZxncNl+AjznmmH6ZycwkwCxfViezTcpOZbsPfOAD2XTKKe3MiGyp4O53v3v58pe/XBLol+WkE044IZORKcc8gVi10Le+9a0625/+/Oc/LwlCqhlbbbVVnS2Do2RlxeCIX8lbnqkdiDfd+znwwAPL4AWBjAYY7/a+MiJaRnZr5w3On3322WOy/u///m/M8lQXcgzbAWi5iFHrSsDg4DEavFiSi0W1/IMe9KA62xzzXGTqZyycmer7auGm/f/f+ta39ucnM5N+pnyCVDNCYOZrevSjH10Gj8mb3/zmutqUAAECBAgQIDCOgGwCBAgQIECAAAECBEYJPP3pTy/PeMYzmpQbfvOEk3e/+91NkFauhybvxhtv7FfxrGc9q+y8884lN2EnM9fy8hSMGpCVa5O5pp8bUVNPrk2/5CUvKe06sl3SN77xjZJyg9co06Zcs06ZqaY999yz5IkbeYrKYx/72JInaiTQLO3cfvvtS+bbdacNcej1eu3skmv8gzc5p2077bRT36Bu8K53vavkRvy6PGyap1Dk9448eSXX+v/t3/6tfPjDHx5TNNd805bYJMBuzMohCwmMe9rTnjYmQC9BiLnJ/fnPf37JU2m+8IUvjNnye9/7XmPf/l1gTAELBOacgAYTmH8CAtnm3zHXYwIECBBYBoGMxlY3X7BgQfNoxoxOlS++L3vZy+qqZqSxGmSTu7Lyxa2uTPBSArVyx1O2TcoXvLo+X4LH+xKXL5J//OMfS9LVV19d/ud//mfMqGR1n7WuOp3qdnX7wWm+4CYYbTB/osvtL5EJrsoodi984Qv7m+eOtf7CiJlcLKirY1ovMtS83HlV5/PFeY011qiLJXeG9RcWzyTYKRcoFi9OyySP4czxGpa+/vWvT8s+BivJscmFg5qfCxs533LRIgGEuSOursv0/e9/fybjppyjdWUuFLSPX80fNs2xHdbvmve4xz2utAPQcpEh75fUlTskc2dd5mtKYF69MHTFFVeUuj7vqbwfa7lvfgyM+04AABAASURBVPObdbY/zSiCSxvpb7C9eVzte97znn4d6fewc3Nwu9q/Ok0/U0n78aa56JU7CY8//vjmMaW5GJQySQngm+7zMPVKAwIWCRAgQIAAAQIECBAgQIAAge4L6OG8Fsi12VyDyxMn3vSmN5X3ve99JdcOc700MLlWmmnK5NpfrjfmWnry6nTjjTcuuRaZwKnnPve5zbX/bJdgtYx0lmv0KT8s5QktCd4atm4qeYcddljJjem5MTzXT/N7QK6J5ykQuWE2dQ4+uST9ffKTnzzmd4SUm2jKNdXBm/QHt83oaHkKRXxz/ThtS6Dc2972ttK+npobmetIaUu7WTqjzu24447NTcvt/SU4LkGJuQae+eyjXkvNKHsJlGuXN0+AAAECc09AINvcO2ZaTIAAgVkhMB8bkWGqE3RS+54vb/e+972bxQRI5QtTAmqajIUv9bGHCV5pDz+eL8+bb775whKL/k8Q25e+9KVFCwtfU7a9n4VZQ/+/zW1uUx71qEeVpzzlKf31dZ/9jCEzU91usKqDDjpoMGvCywn8qYXz5TJf/D/2sY/VrJKLA/2FETNbb711f20uMuSLcD9j4Ux7lLZ8WV+Y1fyfYKgEvjULrZfUceaZZ7Zy5ubsiSeeOKbhxx57bEngVM1MAOAnPvGJulhy11oCvfoZAzMxyQWRZOeiT6bTlRYsWDCmqnphY7xzuT52M+dM3TB33uW8rsvjjaw37JjXbYZNM5LabrvtNmbEtMFzbNh24+Xlrsi6Lp8dd7jDHZrFtP3FL35xM19fqkNdNiVAgAABAgQIECCwogTslwABAgQIECAwVwVy/S1p3XXXLa9//etLRvc65JBDyl3ucpeSa9Tnn39+07Uf/vCHJdfsc709wWHJzI3BKbPaaquVXL/PNrnRffXVV8/qsummm5aMyDbe9dI8hSE35o4X6JZr1LkZOU/MyI3j9fprU/k4L4ceemjZb7/9Sm4M7/V6JdcYEyyXR4re9ra3LQn8SuBa3TxBdAl6y+hzNW+y0wQA5vrrqO1i+pznPKfkGufKK69cer1eyY3r2S4Gddtct07AXdp53HHH1eyh02y/yiqrlAULFoxZn/5kXfqbEfQSgJgnilx33XUl/Uwas4EFAgQIEJiwwGwpKJBtthwJ7SBAgACBWS+Qx4rWRuaOrdz1U5czzRfi3BH1yU9+srkrK48XTf4pp5ySSZMy+lS+qDULrZf11luv+RJds3KXU51f2rTewZRy7UC6LI9KU92u1pkv1wnuq8uTmSbwLyOk1W223XbbcvDBB9fFstVWW/XnR83kYkD7OGQkq1o+FwJyV1xd3mabbepsMxR5gtaSkS/Te+yxR2abNGyktmbFHHppX6xI3+rFlXYXEgAZv5rXDgyreXV9rC6++OImu33hoa5vVkzxJUFcuUBUN6/taI8C115fA8nqRaZs1z4HcsGi3f/clZcySV/84hczmVTKCHHt98qd73znSW3fLrzBBhv0FxPAmbsU63soF3gSvHbVVVc1Iy7mIlS/sBkCBOa6gPYTIECAAAECBAgQIECAAAECs0DgkY98ZKmBZ1tssUXJTehpVh4bmnXJy1Mjkpcbbet1yWyTx3gmsCrrasrN7a0nLdTsZprfAl7+8peXXAPMteoms/WSEd6yLtczE8z25je/ubV2ydlco83NyGlne22CwvLkj9yUm2u+CZyrQXG5hpob53P9vb3NROdzw3BGWHvlK185cpPcCP2EJzxhiTIJXHvqU5/az0/wWtqSlJv5h7nUwnnKTfZ/j3vco2aVjLyW/mRwgGTe/va3b574kSdrZP6///u/S4INs04iQIAAgbkrIJBt7h47LSdAgACBGRbIUNZ1lw972MPq7JhpRrrKF7N24FB7uwRo9Xq9MdvUhXaAW4bFrvnt6d///veSlMCaPLYwX/yOP/74fpH73ve+/fn2TLZJmux27TqGzWd48GH5E8nLnWO1XL6E1/k8ynFsP+qa4dPtttuuv6IdwJS76OqKBFw98IEPrIulPTLX9ttvX3Lc6sqY1i/6NW9ZpkcffXRzl1z6O5hqcNhE6s/FgAzN3k4ZFXDYtrmgUfNzd16db0/zxb590aN9ntZyuXBT53OxJvO5qJNpUjuALMuD6be//e24fW+3fZNNNulvmosrWTjjjDMyaVIu+DQzC19yd93CSWkHeyawNHlJ7VH4EryYizfJT4p3DZTL8mDKhZC8T2666aaS90oeGfCf//mfpX1+Dgswm2g///Vf/3XMEP654zKBlBlZMMP///nPfy63u93tBptlmQABAgQIECBAgAABAvNEQDcJECBAgMDyFbjf/e7XXOvLtb9c46/XPPM4zlynS6o3S+c65CMe8YimQZnPtb1mYeFLrpEmeCw3UrdvZF+4asz/e+21V0ng1ZFHHjkmP0FyJ510Usm2WZfHheYJGgnIGlOwtVCf9rD++uu3csfO5jpjrmXWfuV6ea6Rtn+vGLvF+Es33HBDyWhsBxxwwMhrlulf9nn/+9+/qSyjwMWl+qSvWVGvzT7ucY8rj3nMY5rjcPrpp2fV0JTAuMFrpX/605+asne84x2baV7St6uvvrqsuuqqJf1PnkSAAAECc1tAINvcPn4Ta71SBAgQIDAtAu1An7XWWmvCdWZo61q4/XjHmlen7TuLxgtky11cKbfOOuuUBHtl6PK6fYK12kE7NT/TqW6XbQfT29/+9n7WZz/72VJHlOpnTmAmwUIZAnyw6Bvf+MaSRzkO5o9azp1wdX3ulrv22mubxfaX4AwZ3+v1mvwEKx1zzDHNfF7yxXmzzTbLbJNyvNqjgTWZy/CSL+0ZbW5YyghcE606I6G9+93vLu10xBFHDN28HciW82VooYWZ7fPxsssuW5gz9v92gFkCA2OXizoplaDMjKaW+fFSLmAM63fycu7U7R784AfX2SZALRdJ0t9kZvj+dpBnHdq/XgBJmQ033DCTJuUuvWZm4UseJ5sR1HKMFy42/7eDGJuM1ksupsTrX/7lX0reYwl+bN/BlyDV//f//l9ri0WzE+1n7orM8P+Ltvrna/qS91Xepzm+udjzz7XmCBAgQIDAJAQUJUCAAAECBAgQIECAAIFxBXIjaVbm6Qi5STc30+Z6cm6azXJSArMSUJZrzfX6aAKncm002yblGt5zn/vckrT77rsna2jKNfuM2vbOd76zZD+10C9+8YvmhteNNtqoyao3I+f6ZJMx5CWPNk12ux1ZbqeUyU3bJ598cpOdp4/UR23mSTIJlkvK9eNc2x2sq31dMjfh5vpo+9pqKk3QWOqoKY/4TH6tK0+4yGNGY5P00Y9+NKtLguryRJk8svX//u//SkZVy+hxWZl1tb4ck+QNS2lz8tvtzE3ptQ1ZN2+SjhIgQKDDAgLZOnxwdY0AAQIEplcgX2BrjQmOqfNLm15//fX9Inn8aH9hYKZdZx4vOLB65OKCBQtKRhIbHNp85EYLV05lu9wJlS/0Czdv/p/KqGwZYStfhJsKWi/5wpovnrmjLV/mW6vGnc2X/VwQqAXyyMbMp65Mk9rBbgnISuBR8hPIlTvpcuHiaU97WrKa1A6GajLm0Ev82s0ddc7lwkYtmxH+6nydrrvuuqXafve73y3t0cxyd2Itt6zTBHDVOhLUlYsZdTmjwuW9UcvkotI111zTBLylTC5+5DzOfO6kPP744zPbpNxtmJkEtGWatLTHi6bMsJQLNlM51wfrygiA//Vf/9VcqBpcl+WMuJfR2TIvESBAgAABAgQIECBAgAABAstHQK0ECMxPgYxqluuaCYjK6GxRyOMoc30x10HXXHPNfoBVrjsm2CplMnrbz3/+88w2KdvkGn6extFkjHjJtfCMFvbBD36wX+qvf/1rcyNt2pHMXP/MtP1bQpbbab311msWB2+Ozg34eUTpH/7wh2Z9bnbP9e08EjQ3CyewLSsOPPDAkhvJk3LtPX1NH7KupgTbpd8ZCe2ggw4queH+Wc96Vsm2uTb8ghe8oCTIL3XUlGvruc6eOlNPgspSb1L7kaQJWst1+Ze+9KUlKfXkWm4eL/qlL32p37aMUpd6hqV6PbsGJKZMrmtnVLbMSwQIECDQDYHbdKMbekGAwCwR0Iw5LnDuueeW3KmTYJDalQSN5IvDYHBMXT+fphmpqfY3gTR1fmnTfAGuZUZtV79opuy97nWvTCaUcndTRsnK3VET2mBxoaluly/Xb3nLWxbXUkpG1sqX2H7GUmYyElu+oNZiNdgoy/linaHUcxfbpptuWjLSVh7zmHXjpbSnHaiU8zVfXlNX3eZRj3pUnS1f+9rX+vMZYavXWzRSW/sRpfninDvH+gWXYSZt23vvvcuwVC8+TKT6XDTJF/x2agff1TpyoaB9zl133XV11RLTjD5XM9dee+06O2Zah8/PZ0HOs7qy/TjPmjc4zUWPYf1OXi561PLpW53PXYft0fRykSjr2qPmJWgzeUm5KzLnQObb7ctIbrkAlfwEoWWalHO1XlTJ8kRSRpD73Oc+V8a7IDLRftZ9pe8/+clPSurNyHY1v0733XffMnhBqq4zJUCAAAECBAjMEgHNIECAAAECBAgQIDCnBPIUiASg1Zu0E6yVa3NHHXVUaV8/znwe9ZmnRPR6i64dJ/gtI4ZdccUVTZ9zDTbbp84mY8RLgtjyNIbc3FqL5YkQuU6ZwLHk1SC58a7Rpkz2l3bkenyWazrssMNKbhrPqHHJS+BaruWm3L/927+V7Cv52V+umyfleml+78g1yvZvP/mNqAb4JQgtN+XmRvA8pSLXQDfYYIOSG45TR013vetdG78E6tVR2dLWpOoTt4xwl9+fct0zKU9FSWBbrgV//OMfL7W+N7/5zWnu0JTrwLnme/755zfrExCYfo163GpT0AsBAssiYFsCMy4gkG3Gye2QAAECs1fgPe95T3nGM55R2o8rTKDFTjvtVJYWTDR7ezV9LWsHHeVuomE1X3DBBeXMM88s7aGt88Wqlv3tb39bZ5eYtkd8awf2tAvmC232kS+QNT9fSM8+++y6OHQ61e2GVrYwc+utty750rxwtvl/1JfLpkDr5dhjj+0v7bHHHiVBY8985jP7eQlyuvTSS5vlfJm+/e1v38yPeskX77o+w6VnaPK6nC/udVSyHJdcrKjr8gV/jTXWKEkJEKv5CfBammktu7Tps5/97BKfYene97730jbvr08//vM//7O00+tf//r++vZMu97cedde155vn4/t87tdJoFidbl9saX9ONC6fnCax3MO63fydt11137xXNTIRZWaUYebz/LGG2+cyZjzLcPgN5kLX9rty7FfmNX8nwsYOa5Jg21tBzM2hRe/JPgtxz6j+rXfgzHPHYKLiy0xmWg/64a5wJK7LJ///OeXvB/y/oxJXZ9pLhplKnVZQN8IECBAgAABAgQIECBAgACB7gvo4YoUyHW+jAR2yCGHlPzOcdlll5XXve51/SZjbfSeAAAQAElEQVTlmmSeENG+iTY39iYQLOtqwVy/zg3Zj3nMY8rnP//5kuCr/J7ykpe8pIx3XbVum+kuu+xScu0x80nZXwLD9ttvv5LrgO9+97vLggULmjJp41vf+taSkcpStp1SLtdGMz3rrLOaa8V5usNee+1VVllllaZobnLefPPNy7ve9a6SG7mbzCEvubE711D//d//vRngIDevH3DAAWXnnXduSmfEtQTgJT33uc9tRpAbvIbZFFz4khtzf/Ob35Qdd9yxuZH8pJNOKq95zWvK4YcfXhIEl+X0t31zdK79x/j4449fWMPE/49l+pyR6BI8l9HgElw38RqUJECAAIHZLiCQbbYfIe0jQIDAChBI0EYCLVbArie+yxVQct111+3vNV+8ho3Ydeihh5aMwJVRpGpQTfuLbL40D/sCmooT0JVpUjsQKcvttNZaa5UE+uQLWs1PENa1115bF4dOp7rd0MoWZma48oWTSf+fQL+60Yte9KJmNl+88wW7WWi9POlJT2otjT+75ZZb9lcmEKkdcPWEJzyhvy53mLUDBvsrhszU4zdk1azPagdhtQP32g3PHW7f+MY3+lnt87ufuXCm3qG4cLbENtNcdMgFiMxPV2oHpNX9pO773//+mZR2O3Ihqclc+FIvfvz9738vGe1vYdZS/2+P6DZYOHdTZnTDXBCq63LO5MJLXZ7qNKMgxjl2uUBV67nb3e7WjNjXDu5r97GWMyVAgAABAgQIECAwLwV0mgABAgQIECAwRYE8HvOFL3xhE/CV0c5yU2kdoSxV1muOuZ6f5aR6A3c7b6WVVmqCsnJD9Rve8IYmQOzDH/5wefWrX11yzT/btVOv1ysZPaws/i838u6///7NUvLziMxcf8y126222qpktLKM+JZyuaE2gXfDBhdI2xLEld8S6o3P+W0gbWoqX/xSn+TxxCc+cXHOkpME1r3vfe8rGX0uAxxk+uIXv7jkUaiDpXu93mDWmOWYxjY3lD/vec8rCTb71re+VdLWBL/lxuIEEqbv7Q132GGHxi/Xdtv5g/O93j/3/4pXvKIJ2st14dyonoEZer1/ru/1Fs33eoumg3VZJkCAAIFZLLC4aQLZFkOYECBAgMA/BTKcc75E/TPHXATymMtMkxLYkkdYZr6mjNJW7x7KiGI1GLA9GlQCdD7zmc/UTfrT0047rbQfhdkO6ukXas3kC2Hu+KpZqTej59Xl8aZT3W5Yfbn7LHdMDVs3Xl6GFk9b6/qVV165mc0jG9vBZ03mwpcE/iycLPX/fPHPF/5asG259dZb1+zy9a9/vT+/tJlcDMgIbksrNxvXty+yJCCvHTRV25vh2ut8pgneynQwtc/7ui7D69f56ZputNFGS1SV4ftz8SYrEpyXALrMt1Nt3xlnnFHy2dVeN9587rLMe3S89clPvRkxMPNJufCSANbMTzWlL7WNwy5w5W7LqdZtOwIECIwSsI4AAQIECBAgQIAAAQIECMw3gdzIW1MeZZlHcCYQrO2QYLCUSVBXzc+NtcnbYostalYzXW211UoCzH75y1+W3ISaa3n77bdfE1TVFGi9JLgs15dbWSVBcKm3tuGxj31sueSSS8p5551Xfvazn5V6TXfTTTdtHrOZJzq0t6/zGR0tTxPJ4zXzxI0MTFCfalLLZP/ZV0Z5q3nDpglcy/X6tCFtSWDbYLBZtsvN+7n+mvnxUkZFy2h1aVOeQJE609aUz1NlElSY+XbK9dccmwQKtvPb87mmn0C7mpffApIXs7Q5XnVdphmZLn3PzcRZlggQIEBg7gkIZJt7x0yLCRAgMCMCCZKqARczssM5sJOMrFa/eKW5GU3s5JNPLrlbKMNYZ7ltVkcCS4BQewjv3B2VL7wZQe1vf/tbM4rU05/+9FTZpNxJtO222zbzo17y5TFDhNcyCWTLl8S6PN50qtsNqy93Uw3LHy8vgTztiwJHH310qSPbXX/99Uts9t73vrfcfPPNS+QPyxh2d1mCn9pf1tsXDzK0eoZfb6f2CGUJVvzRj36UXY1Jf/7zn8vll18+NP3pT38aUzYLV1999dCyqeOKK65IkWlPz372s0t7hLvtt9++nHjiieWGG24oaU8ubuQ9Xnec0cba5Wt+pslvj/6XvHpRJfOjUkYfTD/HS7Gs2ydwrM7XaYbYr/MZKa29XPPXX3/9ZjZ39TUzC19yx2H7uNb59rmQix0Li478P8Pqt4PnMqT/sPNxov1sB34mcDMjyCVY8g9/+EPJnYOnnnpqvz0bbLBBf94MAQIECBAgQIAAAQIECMyIgJ0QIECAAIGlCuQ6ZUZ36/WWfcSvXC/PtddhwWNLa0hGQVt11VWXVmyp69OftCFtWWrhCRRIm/IEigkUXaYieTTpdLV5mRpiYwIECBCYdgGBbNNOqsIlBeQQIDDXBHIXTAKyElgx19q+vNubwJa6jxjlTqB8YUrwWfuOpNzxdNe73rUWLYMBXwmIyeND11lnnfKiFy16vGYt/La3va30ehP7EvzOd76zbtZMExzTzCzlZarbDVabR3pOdnSuBBnVehJMlTvQEpAXs5pfp0ceeWRJ8GCCfWreeNNtttlmiVVPecpT+nkXXXRRufjii/vLGco8x6CdcvdWHU4+BU844YRMxqSMcJa7y4al3IE3pvDChde97nVlWNnkJcgxQUwLi03r/7nrLOdRrTTnaoLbckEidxQmkK2uy/RVr3pVJuOmuLRXbrzxxu3Fcecz6ln6OV468MAD+9umXf2FxTPtY5GsRzziEZn0U0Zsy0WeBJe1HxeawND2ca3z7XOvHdTYr3BgZo011ihvetOb+rkXXnhhyfHvZyyemWg/c84t3qSZ5L2/5pprlvvd737No0WbzIUvCZ6b7Ptq4Wb+J0CAAAECs0BAEwgQIECAAAECBAgQIECAAIHuC+ghAQIElp+AQLblZ6tmAgQIzFmBGtSSYaSvvfbaOduP5dHwBQsWlA9/+MMjq07QzmBAUwJVPvShD43cLisT8LZ161GYyRuVEuiz884794scfvjhJUOa9zPGmZnqdsOq22effYZlj5v3ile8YsxoYQkCSoBQ3SAjgCXV5TwOtdfr1cVxp/e9731Ljk+7QIZrr8vt0dbS/7XWWquuGjPdYYcd+svHHntsmUgQXX+DWTTzzGc+s7zkJS8Z2aIETGW496XdITc4Alv7cbkjdzCJlRn+PselvclgwFyCHtvra/k8SjZD4Nd1CXCr8+1pe9S+bJORFNvrh81neP0EANZ1CQLNI3Lr8mSmuUty2BD6Y+pYuJAAvwS4LZz1PwECBAgQIECAAAECBAgQINBFAX0iQIAAAQIECBAgQGCogEC2oSwyCRCYqwLaPT0CGWEsjxrMKE4nnXTS9FQ6A7X89a9/nYG9lPKc5zynJCgqAWuDO0yQVkZsyohYg+syslgeHdh+vGAtk7r++7//e8yoTHVde5rRp9rLmf+P//iPTPrpox/9aH++zkx0u3a59nyGFx+vri222KK0A4d6vdFBZ3e+853L6aefXtpBZrXuxz/+8eU73/lOOe2000qClBJolaCeun5p0yc/+cn9Itm2PYJXjlldmUdt1vnBaTvYKUF2Gcmt1xvdp1pHNavTmj9qOqpse2j0YeXaxyWBYO39ZNv3vve95bDDDiv3uc992qua+a222qpxjnmTsfilvZ86nxEHF68uCeqqgYZ1fdbV+Xabkj8q1W1qmU022aTONvvJZ1E/Y+HMYABdDXT71re+tXDtov/Tr9VWW23RwsBrAvJq27PqlFNOKe32xiz57bTyyiuXd7zjHf2sjOqXx5K2t+uvHGem3c9dd921HHPMMU3/BosnEPP4449vPmMG11kmQIAAAQIECBAYK2CJAAECBAgQIECAAAECBAgQ6L6AHs4/AYFs8++Y6zEBAgQmJPDKV75yQuXma6E8ajHBWBnR6eSTTy7f/e53y+WXX14yWtN4QTSxSiBOgmCuuOKKJpjr29/+dvntb3/bzI83Etsf//jHUlMedZh62mm99dbrr0+5Aw44oFmd+Zomul3aULdJsE1T0cKXBEPV/Ix8tjBrzP8Jvqnr3/72t49ZN2who6Gl/l/96lclfklxyOhgCTTKyFUJCMyIaCk7rI5hefGv7UjdK620Ur9YHhNa1+Vxn/0VAzMPeMADxnjmkZe77LLLmLxaz+A0gWOp7tOf/vSEymf71VdfPZsMTbvttlu/nv3333+JMmlb6kg6++yzl1ifjB133LH84Ac/KPFI4FYegXvVVVeV2K6//vopMibtueee/X3WR7PmMZfZR9J5553XL3/UUUf1y97rXvdq8jfccMN+XsqPSoN9il8t395PU/HCl4xSVtdn+tSnPnVhbilveMMb+vtMv5rMIS8JPsvof9k26QUveEFptzfv6SGblRimfE1xaW9X88ebDvYzQZzpX9qSAMuc/5dccknJMWwHhQ5rizwC0yigKgIECBAgQIAAAQIECBAgQKD7AnpIgAABAgQIEJhTAgLZlsPhuv7660t+fE9ww6jq8yNyflBuPwrrlltuKb/4xS/GpNRX67nggguaYIkbbrihZpkSIEBguQgkmGjPPfdcLnV3o9JFvbjjHe/YjBy2wQYblIzctCh36a8ZPSujsCUYZtVVV136Bh0tkVHTMvJa0qBDlh/+8Id3tOcz361YZ2S1BOoNG3ls5ltkj/mcTVBszv+73vWuQAgQIECAAAECBAgQmJUCGkWAAAECBAgQIECAAAECBAjMlMCKC2SbqR6ugP1kNJGM8DHeqB4333xz2X333UuCHnbaaaeSH5TPOeecpqWXXnppyQ+a7ZRHrGXle97znpLHt+VxaNtuu2259tprky0RIEBg2gTaj79LpXlMZqYSAQIECBAgQIAAgSkL2JAAAQIECBAgQIAAAQIECBDovoAeEiBAgACBaRAQyDYNiLWKW2+9teQRWwcffHDNGjr95je/WfI4tYzE86IXvagpc+SRRzbTX/7yl810wYIFzQg/GaHjLne5S8mobQceeGDJaCp5vNdPf/rT8rnPfa4p64UAAQLTJVAfh1gD2u52t7v1H9eX0bGmaz/qIUBgcgJKEyBAgAABAgQIECBAgAABAt0X0EMCBAgQIECAAAECBAjMdwGBbNN4Bhx33HHlNa95zdAav/KVr5QPfOAD5aabbiqXXXZZE5D27ne/u7z//e8veazU17/+9Wa7iy++uJl+8pOfLCeffHKTNttss5JHkGbFO9/5zn4AWx5fmjxpqQIKECBAgAABAgQIECBAgAABAt0X0EMCBAgQIECAAAECBAgQIECg+wJ6SIBAhwUEsk3jwb3hhhvKS1/60vLRj360qbWOaJSFY489tiQI7cYbb2weK/qrX/2qbLnlls3jQTPa2lprrZVi5aKLLmqmu+22W3nSk55UTjrppGb5qquuaqbrrbdeueMd79gEv11++eVNnhcCBAgQIECAAAEC0yOguqp5JgAAEABJREFUFgIECBAgQIAAAQIECBAgQKD7AnpIgAABAgQIECBAYHYKCGSbxuOy0047lf/8z/8sd7jDHZaoddttty177LFHuf3tbz9m3Vvf+tZmeZdddmmmF154YTO98sory/e+972S/HPPPbd5tF9WrLLKKpk0wWxXX311M++FAIFZJKApBAgQIECAAAECBAgQIECAQPcF9JAAAQIECBAgQIAAAQIECBDovoAezriAQLZpJF955ZXH1HbLLbf0l5/znOeUd73rXaVd5tBDDy1HH310edCDHlQyAlsKv+51rysHHXRQueCCC8oHP/jBZJWvfvWr5Xa3u10zX+u86aabmmUvBAgQmC6B//u//ys1JSi3nWr+dO1LPQQIECBAgAABAgQIECBAgAABAgQIECBAgED3BfSQAAECBAgQIDAZAYFsk9GaxrKnnHJKectb3lLudKc7lSOPPLKsuuqqTe1bb7112XXXXZtR3R7+8Ic3eb/73e/K6quv3sxff/31zfRPf/pTucc97tHMeyFAgMBUBGpw2g477FDWWGON8pSnPKVJCWCr6+q0rku5lK9lprJf20ybgIoIECBAgAABAgQIECBAgACB7gvoIQECBAgQIECAAAECBAgQmDcC8ziQbWaP8XXXXVeuuuqqcuutt5Zrr7227L777k0DPve5z5V73/vezXxGW3v84x9fttxyy6bcL37xiyZ/8803L/e6172a+Z/97GflyiuvLH/5y1/K+uuv3+R5IUCAwGQEEpyWYLQEpyUgLdt+5StfKX/84x+b9D//8z9lMNV1mT7ykY/MJk3QWwLbah1NphcCBAgQIECAAAECs05AgwgQIECAAAECBAgQIECAAIHuC+ghAQIECHRBQCDbDB3FPffcs2ywwQZNANoJJ5xQfv/73zd7TiBJAkHWXXfdcpvb3KYkaO2nP/1pefrTn15e8YpXNGW22WabkpHasvC2t72tPPrRj85seepTn9pMvRAgQGAiAu0Atje+8Y0lwWs1YK0Gp02knmyblKC2TLNNPscEtEVCItBRAd0iQIAAAQIECBAgQIAAAQIEui+ghwQIECBAgAABAgQIEFjBAgLZlsMB6PV6Ta0JTGtmFr70eovyer1eyWNFF2aN+T8jrCXj5S9/edl+++3Lt7/97Sbo7V3veldZe+21m0eQHnbYYSnSBMElAG7nnXdulr3MfgEtJLAiBdoBbAlYSwBapknL2q4EstWUugS0RUEiQIAAAQIECBAgQGC+Cug3AQIECBAgQIAAAQKzQyC/tZ588smlpjPPPLN5alZtXQYWqeva00suuaScc845JU/JqmXrNE/fOu200+riEtNf//rX5bOf/Wyz/RIrJ5GRAVHye/If/vCHMVvl9+TsP20cs2Lhwnjb3HjjjSV9/9WvfrWw1Pj//+Mf/yhnnXVW0/Y8Raxd8uKLLy6nn356uemmm9rZQ+dTT9o+bGWeWvb9739/2KqReXFvH6M6/7vf/W7kdsNWpn3Z/u9//3u58MILS56Q1s7LNrX/g/lZJxGoAqYECCw/AYFsy8F2u+22ax7P96xnPatf+xFHHNHk3elOdyoJSEsgyWBK4Xve857l05/+dMk/CPLHd4899kh2k3bccceSvJ///OflyCOPLCuvvHKT74UAAQLjCWSUtAS+JmgtnzkJOhuv7GB+th3MG2859daU7ZLGKyufAAECBAiMELCKAAECBAgQIECAAAECBAgQ6L6AHhJY7gLPe97zyjOe8Yx+evKTn1we/OAHN8FL2fmhhx7aX9cud9xxx5U8zeZVr3pVio1Jn/zkJ8uBBx44Jq8u5OlcD3nIQ8o+++xTHvvYx5ZHPOIRYwLnarmlTfNbywMe8ICy0047lYc+9KHl/PPPbza5/PLLy8Me9rDy/Oc/vzz84Q8vX/jCF5r8vIy3TX4XetzjHlfS94033rjst99+Kb5ESlBXftd+/OMf37Q9famFPvWpTzV9yZPC7nvf+5alBcQdcsgh5dWvfnXdfMw0A7i89rWvHZM3kYXvfe97Q4/VeAFzo+r885//3NR13XXXlfx+f/TRR5d23g033FDym/y11147Jn9UndYRIECAwPQKCGSbXs9pq2311Vcvq6yyyhL1Je9ud7vbEvkyCBAgsEjgn68JJkv6yle+UvIl5p9rJjaXkdySJlZ6UansJ1+Mst0OO+xQMl20Zvm/rrTSSst/J/ZAgAABAgQIECBAgAABAgRmhYBGECBAgAABAgQILE3g85//fDPQSH63yAht97jHPcqHPvSh/mYvetGLym9+85sx6TWveU150pOe1IxMduWVV/bLZub4448vT3/60zM7JmUQkwxU8uUvf7lcdtllzchmN99885h9jdlgnIWM6PaJT3yiGUUu81tssUVJoFWKf/jDH24C2375y1+WzL/tbW8rGTEs5cbbJsF6GWQlA6WkbQcffHAZHOWtLPzvxBNPLD/5yU/KRRddVM4444xy1FFHlQyssnBVed/73tf8xhSnBNe1g9yyvp0+/vGPjxsslxHwDj/88HbxSc3f/e53H3Oc0p5nPvOZk6ojhe985zuXHMfVVlsti01q5/3pT39qnpyWFe38LEsECBBYMQLzb68C2ebfMddjAgTmgUANIksQW0Zjm0qXv/Od75SkqWybu5Wy34wGl2C6qdRhGwIECBAgQIDAchVQOQECBAgQIECAAAECBAgQINB9gcU93HDDDZuRuBJQtTir3P72ty93uMMdxqTcNJ+RzxI41R7x69JLL21Gc3vCE55QN+9PEzCW0c623HLL0uv1yr3vfe/ylre8pXz3u98tGe2sX3ApM+ecc0552tOe1gSs3fGOdyz5reeb3/xms1UC0V74wheW2972tmXnnXcuv//978vZZ5/dBNyNt81nPvOZ8rrXva4ZPCVtS8Bdgt+aClsv2ccuu+xS1lxzzZLR4DIy29e//vXys5/9rHla2Mte9rLGKPs/9dRThwbDnXTSSc1odBnNrAz5701velMzktyQVRPOGjxWt7vd7ZptE9yXILqMBJcgvFtuuaXJv+mmm0ry995775I+pu9JZ511VhME2BRa+NLOO+aYYxbmlJJjmqC2dtlzzz23/Md//EfZd999yy9+8YumXF5ybnzgAx8o6eOZZ56ZLIkAAQIElkFAINsy4NmUAAECs1GgBo7VYLKptLHWsSwjqmV0tqTUtSz1TKX9tpkZAXshQIAAAQIECBAgQIAAAQIEui+ghwQIECBAoAsCf/vb30oC0zLKWbs/t956a2mnrEuwWILIMlJZlpMSqJVHh6633npZ7Ke//OUvJYFMubm/n7lwJgFdCQZLYNzCxQn9n33mcZe1cALVElSXQKuMqnaf+9ynWZUAvAc96EElI8aNt82NN97YBLutvPLK5d///d+blMedZlS6ppLWSx4Xev/737+fk2C2PMq0jt6WUd2yMsF1mf72t7/NZExasGBBySNA8+jTMSsWLmTQhdT3yle+cuHS9P6f4/rEJz6x5PhkPiPqVcPdd9+9Ca7761//Wnbbbbdy7LHHlpR55zvfWZJXW9LOq31Oe1Omlj3vvPPKVlttVX70ox81I+Zts802JWUSqJjgxuQnuDCPcW0HudV9mBIgQIDAxAUEsk3carpLqo8AAQLTLpCgsaQEsU1H5VMdka3uO4FsSRmZreaZEiBAgAABAgQIEJhnArpLgAABAgQIECBAgAABAitAYK+99ioZiWzzzTcv66yzTslobM997nP7LfnYxz7WjEKWkchqSpkU2H777UtGQUtAWJa/9rWvlYx8lvl2yuM4s7z++utnMqH0vOc9rxnZa1ThjP6VgKynPvWpJSODpWwNJMv86quvXq6++urM9lN7m2uuuabJT2BZAq6++tWvlgTXNZkDLwneatedwLWrrrqqJPAtRWtAXzyynMCvTNvpvve9b7nf/e7Xzmrmb7jhhmaksgMOOKDUEdSaFUNe1lhjjXLCCScMWVOaoLysr2m77bZrymUghQTe5TGyGXHupS99aRNsllHa8gjR9PsjH/lIyShqCWRrNhrxssceezRr999//xKHZmHhyyGHHFIe97jHNe3LqHQJJPzUpz7VjIiXALacS4cddlhJsN4f//jHhVv4nwABAgSmKiCQbapytiNAgMAsE0gAW1LubFnWpqWeWke+BNT5qUwTyPaoRz2qGQJ7KtvbhgABAqUwIECAAAECBAgQIECAAAECBLovoIcECBCYXoHHPOYxJYFgq6yySlPxySefXB74wAc283lJYNKnP/3p0k7/7//9v6wqm222WRPI9P3vf79ce+215dRTTy1PetKTmnXtl7vc5S7NYkZNa2Ym8JIRvFL/eEUvvfTS5jGoz3nOc5p93uY2i37Sz8hxdZubb765ecxoXR7cJo/VzLoEdn32s58t+a3n4osvbh6JmcdsfuITnyhJZ5xxRoqNSdlPgs4ymtuuu+5aXvCCF5RNNtmkfPKTn2zKZUS4zGf7pOy7WTHkJUFkMY/1kNVjsjKaWkZ2G5O5eCFBZR/96EdLTXlkalal3hy//DaWx37+7//+bxP4V9uUEe1S7sUvfnFJsFvmp5Iy4lpGaDvwwAPLe9/73hLfPHo1AXxp28Ybb1zy21oev7rppptOZRe2IUCAAIHFAov+6i1eMCFAoKMCutV5gXwByT+QEzQ2OHz1snY+9S5rHXWEuOmoa1nbYnsCBAgQIECAAAECBAh0VkDHCBAgQIAAAQIECBDoCySIbe+99y4ZTS2P5dxvv/366zKTvIy81k41MC1BXBn1K4+sPO2000rKth+/me2T6qNG83jOLNf061//uhl1LaOd1bw6zShp4z3J5rrrrmtGTttoo43KBz7wgWaT2qY///nPzXJeMupXRmXL/LBtMsJc1j360Y/OpNztbncreTRqnsTzpS99qeT3pKQ8bjWPG62jvqVw6svIZ5lP0Nahhx5aEhD3hS98IVlltdVWKwnoyvZJox6ledBBB5WMjvasZz2r2ebCCy9sAuOaigZe9t1335KRzgaym8VVV1217LLLLv2UALasSDDZgx/84PKGN7yhGbUtgWXJzyNfFyxYUHIcs7ysKd633HJLySNek9LOBPfFKY+Q3XbbbZtAtoxiF9Nl3Z/tCSxVQAECHRYQyNbhg6trBAjMH4EEiOXLQtKy9jp1LWsdw7ZP21J3gu6GrZdHgAABAgRmg4A2ECBAgAABAgQIECBAgAABAt0X0MP5JZAgqPe85z1NQNuJJ5444c4nkC1BcBnla+eddx66XUYue/jDH14y6lm7wGGHHVYyGtkd73jHdvbI+QRK7bHHHk3Q2ZFHHlky8lk2yIhsCco6//zzs1gyMlgCwtZff/0y3jbZb0YKu+iii5ptMmJcRmT7l3/5l/Lxj3+8JDAr6c1vfnNJMN5PfvKTplxezj777JKAsGuuuabsv//+5elPf3pJu6666qqsbspn/9k+qV57FQkAABAASURBVAaVNSsHXvKozQQK/uu//mvJaHdp0wYbbDBQauqLcU9AWWzSr+wjJmuvvXbJqGw33nhjU/lZZ51VEkyX0eaajEm+3Pve925GpfvgBz9YkhIkueGGGzYj3J1zzjnlwx/+cLO/BA4ed9xxk6xdcQIECBBoCwhka2ssw3yizhORPh/S0572tOb53vOhr/lHSO4wmC99feELX9gMhzsf+vuZz3xmGd7xs2vTBIflDpoEii2PlqXuSQSfjduEjBSXNqa94xaa5SvyZeTwww8f2sqcU2eeeWaz7je/+U3Jl9RhdyGddtpp5ctf/nJTLi/5EnzCCSdktqTubDdeyl1QTcFxXn784x+X//7v/x5nbSm//e1vm3bV+jP097HHHtvcQTS4UbtddV2GUD/ggANK7mA76qijxmyXYbVrvcOmuQPpiiuuGLP/lEsbMuR3vuzW/eSLZNbFO3m5cy3L7ZRt8iU662v66le/2lyIqMt1mrqzbb60TqSdg/uv9WSa98L73ve+5m61DL/+t7/9Ldn9NJlj39+oNZN9//SnP22+CL/+9a8vOa/qF+0U+/3vf7+EYfpWU9anXEZBHDZMeu6qS9mYTsQiX/hTvp1ynh5zzDHlkksuya766Ygjjhi3beeee26/3FRncv5/4xvfaO5izL+74p/21fomen7V8pnmIk4ubvz7v/97M6x89cu6pNSfvtdzMXk15ThlXY5PLgJlPu/vur5Of/7znzcuf//735usnLspW1Pes9/73veaC05NgXFe8h6q2wxOczxzV2Py85iDcaposjPkfdrw9re/vbzzne8suYCTxxA0KwdeJlI2NtlvO+W8zZ2qsRmoconFnPO5yJRHAuSzJRfoBu9ezfnTrr89n8+QVDqZ995EztV8nrT3k/lcFMvnYPY3LOXzNO0fXDfRY9PeLnbZZ87zdn7mJ2o+lfdE/o5lv8PuFJ7I50raV1POn9SXv/t5rEPO9fZdwymX93T2NyzVi8r12A6zTR15/2T7nCdZnkydS/s7nc+71D1eyudS9jmY8pmQz5Ucg/a6eKSuYb4pl4vQ2WfeC3HL+z7vkawbltLn1Dcs1fdG/o2R9TfccMOYKlLv0UcfXXJcs6KeV8nPclLei7lrOo/qyIX37C/5SblwnXrHS6k75dr/nohLyk/kszLbJsU4xzTn0LDP/qzL40NSViJAgACBGRewQwIECBAgQIDAnBLYeuuty6Me9aiSUb/q9bBcH8x343ZqX//JNgn+ynWhJz7xieP2993vfnfz2M1Mc70t3+s/9KEPlb322qvUx5qOu3FrRa7b5btugubyGNS0K8spktHIUmeuBSaQ6p73vGczetmobV7ykpeUj33sYyXXTxJolVHKEvSV+tpphx12KF/84hdLAtiyv5TPCGN3vetdm2vuuXaX6yhve9vbyj777DPmkabteobN53ehXItMeu5zn1vWWWedkuC5YWWnkpfR4XL9IL8DnH766c1xyHWpjGh397vfvdlXRm3Ldf0E5/V6vZG7SaBdCuSaRr2mm+UE4+W6Z65Z5Ri/6EUvah5h2uv1Sh6JmvxcX05bhhmnDokAAQJzVGDGmy2QbZrI84+EXFifD+mCCy4o97rXvUp+iOh6yo81+dFtPhzX/Ij8gAc8YF4c1wTztH+km6aPgRVWTb4Q5YvAdDUg9U1XXYP1pJ3TFRg3WPdMLOeLY4KLhp0/+YE1gQ9pR778Zhjr1772tVkck/JlMF8ya2Z+0P3EJz7RLKbubDdeypegpuCQlwQ95ItTPq+GrG6y8kWzXXd+ZN9tt91K7hqqQ4I3BRe+tNu1cLFk6PB8UU+ga4JA8sVss802K/nsyPpvf/vbzdDd7frb8zXwqZ2X+bRh1113LblLKcEKqSu+Wfetb30riyV3dmW5nbJN9t8OpkpAUtrdbNR6SSBBts2X1Ym0c3D/qSpfWPMFPcO952JEjlnu3srnZo53yiRlPvuayLFP+XbKfnNhYcsttyy5mJJghtSTiyv5Ep6yuUiR+sdL1TAXJV7xileUfHHPdjVdffXVzXGK6UQsEsg1uK+cp7vvvnvJXYYJsqh1J/BisGxdTgBgLTeVaS6c5O7C5zznOc1djLl7Mv45f2twRs6Fur86HXZ+1f0n0O/f/u3fmgsvCfiIV45n/u7XMrX/w4Iu0qbsJ4EnuTCS+TwSYDDAMhc1sq62M++lLNeUgPknPelJzZD4CQyp+x6c5j1UtxmcJlgu78Xkj6ojnyG5ezLvn1z0yqMJHv/4x5etttqqDAZlTrRsPhez33bKeZsLa7kwlc+mwb7U5VwwTJmc47l4lc+WBMxkOednLZfzuF1/ez7HOOUm896byLmaz5P2fjL/qle9quRzMOdf9tlOuUCV8zHtz7For8tyth91bNrlM//d7363ea+mzvx7O3k1TdR8su+J1J+/ZWlrO+A6+UkT+VxJuaR81uSC3ZOf/OTmkQoJgsq5nvMtn2Mpk/SpT32q6Wf2OZhq4Fo9trFNUGC2a6d3vetdTR05T5I/mTpzrmabdmr/nc7n3WC72st5n7S3rfN5nEQu/OYO55qX6ZK+yV2UEtyWz6TsM++F/Htsp512aj6j8lm0qNTY1/S53Z72fH1v5D2Y/Hz2tLfOncGvfvWrS/1sOvXUUxvHvC9TLkF3G2+8cXPXdY5F2p7PivoZmSC31Dteesc73pFqmkDe/M3MwmQ+K1M+n7NL++zPI13e8pa3lLwHs41EgAABAgQIECBAgAABAgRGCeQ7ZK6N5lp+r9cruQadQR7a6ZBDDulXkVHNEsCUoLE8vrK/YmAm10pzvS2P7Mz1j3yvz7WQfG8uZaDwiMV8P8/qXIuubXrZy16WrJLrlwmKe8hDHtJcI831g16vV0Ztk+spGaEs1x/zXT3XnNdaa62mvvZLrs/nOl1GVss12PzOkFHaer1eyXb5br/ppps2I6oNu57SrmvUfK83Oohs1Lbjrct1yFw/y7XdXEvLyHG56X/llVduRp7LtZ4MtJAyua7d6y1qQ6/XK73eP1Pq7/V65Q53uEPZfPPNS64F5vpazX/xi19c4vPsZz+75Bhn4Jek+9znPs01lRzvRzziEY3RjjvumM0kAgQIEJiigEC2KcINbpbRBfID9HxI6fs222xT3vSmN3U+pa9J8+W4brDBBp0/pjlvc0y7kvJlKH1JgFimy5rGCzap+1nW+rN92jqd9aXO2ZrOOOOMkrtwJtq+/Gic4IWkfM4uWLCgZL6mfHEcr658Ac2IY+Otb+cn2Ct1Zjj03EmVO4zy5S6BXu1ydT4/1OcLfn5gz+hA+fKW/eXurT333LMp9rznPa/f1tyVlMwEfGU/SblTK3lJuXstgTdJOedyTvzud78rw4JDUr6mBBulrrT74IMPLr///e+bEaXq+olMJ9POdn25eJHAlmc+85klI3ElECPBEimTL/YZ6SzzNU322Ge7jHpz/PHHl5jmi3YCx3PBInf8ZZoyNaX/sRhMD3zgA2uRZhr38QIgJmORCx45Xklp23/913+VnDcJgmh2tPglwZSDbcpygs4WF5n0JOfGM57xjJKLRbnokGC9tCPnbLw+97nPjalzIudX7qrMhZ9c9EkgyJVXXllyU8JDH/rQkgsO55133pg6J7qQ90RsllY+76W4JLA3fcpFolw0GzzOg/XEINsNplxYGSw7bPnlL395ybmZwJ8EBOU9v99++zXn9OAFqMmUzb5yATDHJSl3K+YiTvo0LCAq5ZPyns8dngmMzTFJoFdGj8qjHnIcEkCacjWlvsG+J9Clrs80/ZvI5+5EztUcp/QnKe/HjPqUcyYX8i677LLsrp/qBcNk5EJopsuSYpj3WM6p9GlYXRM1n8h7IvVffvnlJaNyZb81WCn5g2nU50rK5rjlwl7euwl+Szvzvq3zufs25Wp60IMe1P/70T6+CZyuZeo079c6n2k+e/M+ynw7TbTO2I46X6b6dzmfA/mMabdpab7ZJma5OzjnW4I58z7KheJhwbTtuke9NxK8mnM5IzDmZo5sd+211zZ/axI0ms/X5A2mBNTlXEgQbT4vEvgW17w38903QfDt45Xtc+G45uW9nLxhKed1+jtsXc2LRdqWz718TuYcyntx8LM/j/XIxfb6b4+6vSkBAgQIECDQMQHdIUCAAAECUxDITVgJOGpvmmCs3DScJzLlWkXmB1Nu6Gpvk2tCuV7Y6/Xa2UvM5xpfbmzLTY35Dp7fQeqjQZcoPE5GrhEPtif9SPG73OUuJTfP5ZpertGnL8lf2jZ5ikCuz+TaRK4TZJvB1Ov1Sp7GknrzHbwGz6VcguDydI9cp851pgSIJX+89JjHPKbEa9j63PSY6zHD1o3Kyw3m6cOwMuuuu25zQ3fcc00l1z5r2bQlfcpyggwzUMtd73rX5rGqa665Zsl1vlzraudlH7muket/m222Wb9srlkmeDD15feBDFiQR76m/D777FNyM2auoeR8ybFKvkSAAAECUxMQyDY1t05spRMECExcICNZ5Qf2/NiZf6BmBJ4E9OSHwInXMv0l80UoQUDTVfOwH4Onq+5aT9qb/SSAqeZ1eZoAsNzpM5E+ZlSRBJQm5YtTvhBmvqaVVlppaDU10GzoyiGZ66+/fkmdD3vYw5pRoGqgybCggWyeL8aZZnSX3Fl214Vf9PKFN6OHZbSpBBKsscYaTZ2pN8Nzp3y+QGY5ae21105Wk1L2bne7W0n613/91+YxnQkOyXnRFBjnpd3ujHyVCwN5fOE4xYdmZ99pT9LS2lkrSP8yclV+KM+INulL7sTLcOsJrssX+ASW1fJ1Opljn8+XBBnki/xb3/rW5q6t3BmXO/YSpJQv2RnhqNbdtk1faso5U8tkmqCzBHtlfjBNxuLOd75zc7xyzHIH3wte8IJSA1VyAaTWnTbXtrSnq6++ei0y6em+++5bEvSQiySPfexjmzvi0o5ckMj5mIsH7UrTr6xPGu/8ygWKBGjEJoEZeW/lrrwEQiR/MKirXf/S5nPn5aWXXjqyWIa7j08CD9OnnD95XEDakwsu422ciyXZbjDlLsHxtqn5CchJsFVGVUogSNpwj3vcoyQYMY84yDmWkb5SfjJlUz4p3jXlAk/9PEmAWtYPpgSkpEwCdRLYlPfj7W53u+ZuxwSN5nOttqduO9jvLN/vfverq/vTibz3JnKuxrv2KeVz920NiP/hD3/Y319mEgiZYKEEtiboJnlTTRkRK4+NSCBUHn+Q+WF11bZlOsp8Iu+J1J9/12Sai3e5oNh+bye/plGfKymT0Q7zef7+97+/xCN9yDma+QRH5TzP8U3ZpLznciwHUx4zkfU1pdzgOTHevyVSdrC+LA/WmbpHnS9T+bucQK4EBOZ8Sf01Lc03f0/ztzCfrTnfEiiWvwvZPp6ZjpfSt8FU3xu9Xq8ZFS/bJnA10/3337/5XM17sNdb8iJ8RmhM0Hb+zudO43xe5MJfpOr+AAAQAElEQVRvRjPM9nlf5w7w9j5jngvANS/v6ZQdLy3ts3Iyn/25Ezr1ZfS58fYnvxQGBAgQIECAAAECBAgQIDAzAv/yL/9Scl1pee0t1/RyHW0y9ef6zOC142Hb33Xhtf9cxxlcl/0tyzXewfqWx3Lce70lr3Ok7en/ZPeZa+LDtolRfh8YXBffXEMZzJ/pZfsjQIBAFwQEsnXhKOoDAQLLXSBBD3ncX36UTbBDgngSeJAfrccb7Wh5N6r+eJvAsOnaV61zsL78gDreusGyE1nOCCAJwptI2blcJqMMJcgpATjLsx8J6EkwToJTprKfjEKVEeDGCwpLkETqzY/smdaUH7RzB1i+oNW8qU7zBS9pMtvnB+thQQmTqWMiZTMqTgKpEvDT6439IpwgpAQeDAa1TPbY12DBbNfrjd1HPncyIs54X5zH60PuKsyofglKidV45aaaX+8qm47jP6oNCQpJkMKwofsTAFUDi0bVkXMrKWUSQHPqqac2I6/VvOQnZeSfBG4kCGXALKuXmup7MKMRLrVwq0Du3Muw98kaHGEsedOREmiVehIkk2k75bzLcu6szHQyZVN+WEpQS/LrNPPtlGCoLCeIqNcbe87nb0Q+1zbaaKMUmVRKX5bn524979v9yqMZc2drAn3ymZD9JwhoUg1vFc7nSc7TBLHmbtMvfOELZSIB0bVNddqqconZnPtJ7RU57vl3TQJqk587TzNtp4l8rqT9uTiYUe/a22Y+I0Hm30/DLohm/aiU4OG0MSO+1XIZiSxGdXmy0+VxvuRv/lZbbbXEBeu0fZRvLrbm3MkjRms/8pmUUQvjVvOmMs3nZ45HAlYTgJ2UkTbzyI1h9eVzPedRPgvb3k984hNLAivzd2/YdhPNm8hn5WQ++/NeyXvmlFNOmWgTlCNAgAABAgQIECAwnoB8AgQIECBAgAABAgRWsIBAthV8AOyewPwQ6EYvM5JIRtO4z33uU7bddtuSH3gzDHFGlVkRPUxwWX7sn859p87prG+8uqYz+G68fcyG/DxOMT8SJyAjgVDLo00JBslQ1QmcSTDMVPeRkV/Sxuuuu26JKjIiTQLl8hjADCN+2GGHlYxMmDu/8qN8fvBeYqMRGRnppabUk8emJVgsARIjNisJ8MmP1AmeS3BpfpDPD/OjtpmOdWlj6hnvh/vkZ8j4W2+9NcWaNNljX0fhyiPSmgpaLxndJiPitJ1TPiPitNO5557b2qqUlM/oO3k82+CoZWMKTmDhpptuKvWYJVggn4V5LFyCNTLaU60iw9y321TnxwvCSZ0Jeslw+bWO9vSaa64paX/Ov3Z+nU9gcQ26qXmps6Ycu8HzK8P6p+wmm2ySyRIpo6QlMyNxZjqZlBHgMux+zs0EgExm27zPUj6GmQ5L6VeOcztdccUVw4oukZdh7fN5NOzOyQRnJWAm9WbDyZRN+aS0LSkjlmYY/Yy8lfzB45O8pLqv9dZbL4tj0m1ve9uSQJfBQNV8BtRzqk4HR7+b6HsvzrWO9rR9rmY+fUrKZ2OOaQ2cTHB7bXT925l/G+Q9kfxlebxoApdSR0ZZy+Mv8tk8LJg87UpamnnK1DTsPZF9ZYTZBIVtt912zWN887k27PGiE/lcyXs6AdKpdzBlRMeMqNm+azX7bh+DOp/3f3v7BFxnOcch06QEVcUo8+000Toner60617afIIYt9hiizHF0p6l+e64447NKGmxy/snjxNNQG0eE5IRScdUOLAwkfdGzt0Ep2V01bzfMx2opr+Yf09k1NP8bc7f+dx8kPdsHoeSf3vWAPf+BpOcWdpnZY79ZD7783co/z5fUf8mn2T3FScwDwR0kQABAgQIECBAgAABAgQIEOi+gB4SWH4CAtmWn62aCRDomMDGG2/c9Cg/wuZxdlnIiCP5gTnzM53yo3aCOKZrv6lvVF35EXPU+smsS7vzw//S9jmZOmdj2QxZnceCJfAnj6Sc7jYmcGqfffYpeXxZO6hiKvupjwAb9ii59CMjAuXRmvmxPI+7TJBDHoXYHjlmovvNiIYJUElKPQlszDQBBaPqSLmddtqp5Mf1BNXlB/nUNWqb6VhXA5/yQ/mw+hL4lM+B/Ohe18dsMsc+I7KlPxMNDsjjITMyTjtlJLG6/zrNuZHPqwMOOKAkMKDmT3aawMEcr6QEQ9VjlXOhXdfnPve50m5TnR9v3xl9KME/440GGJfUX4O8Mp9zNIF5SYcffnhJyuNfsy4p50TamZTzKudNprXN2T7l8vmd6WBK/5J34YUXZjLpVINDMlrcZDbOkPQ5By677LJxN8s5lkCpdvrYxz42bvn2igQwxaSd157P37if/OQnTdZkyjYbLHxJYHfqz9/IBL4cddRRzaOL8wjjhauX+D9BuDkuCVqrKxP81T6uCeSp6zLNsa3nVJ0O9n+i772JnKv5O5U+JSWQKKOtpd15HGP78RAJrs35FMMECuazMp+ZafNU0vHHH18S1JSgsfrZnoCtwbomah639CEp5oPvidSbIKtM837MNKOc5fM+51yW22nU50oCrxLIlUClus3NN99cclyT8n5Nagcc5b1Wj2d7Gv9aR6YJuI5zRlTMcrbL39eMhJfldsq6dl11frDOiZ4v7bpHzWeU3pwj97vf/cYUm4hvzN/3vvc128Uoxy31ZETOJnPES8rWPtbp4Hsjf18yumWqyQhvSxsVL4HQCRZPsGj+DZjPnbyfE9CWOpY1jfqsnMpnf86PBNEua7tsT4AAAQIECBAgQIAAgRkTsCMCBAgQIECAAIGhAgLZhrLIJECAwJICCTJIbq/XK/nhM/MrMuXH2PwYPV1tSH2j6lra+lHbDluXET2mu87sZyZSAsgG95NApsG8LCfwIT/+JhDoyiuvTNa0pQQ2JNBg3333XeY6a0BafugeVllGbzn++OPLWWedVd7xjneUjJCVH+bzg3keqzdsm/Hydtlll/La1762xCVlci6ceOKJJY9Vy/J4af/99y9HH310ySPREsiVctk2gROZzwgymQ6mYcdrsMyo5fp+T4DCsHJ1/xmppr1+Msc+fc85NNG27rnnniUj47VTgtXa+898r9crcUvdeZxf8qaSEpi01157NYFJ2T7BJHns22abbZbFfsroW+021fmM+NUv1JrJow1zPgwblSvF6nbtcyzBb3vvvXdJyqhFSVdddVWKNyn1jTq/auDUeMczo8+lovbxHHZcxts+Nm9961tLPt8ycl3qmkjK6F85Tmuvvfa4xRPolpHw2ikjaI27QWtFzuPso5U1Zjb9TuBUMidTNuWT8pjCjKJWAwHz9+mjH/1oqd4p0075m9o+rln3kY98ZMxxTbBZ8mv68Ic/vMR5/8xnPrOu7k8n8t6byLmaz72c9wnmiX12kFHK2kGjMf3iF7/YfCYmwCejhWVkqAT/nHfeedlkUimjLWbbddddt6SuCy64oCT4LPtoP+IxlU7UfGnvidSVx16mj9dff32z3/q34Gtf+1pWj0m93vifKyuttFJJPTmf6kYJZMv7NSnv16SMulbXL1iwYInjms+OwVET8xmf0ddq4GsCHXO+JaCv1lWnE60z5SdyvqTcRFIdITHnd7v8RH3z6N8EY+XcT9B2PhN23333kseVtusbnJ/IeyOfk6k32ya4frwA46xPymfg+9///pL2pP7Y59zM3+6cpymzLGnUZ+VUPvvXXHPNkgDGZWmTbQkQIEBg7gloMQECBAgQIECAAAECBAgQINA9gcFAtu71UI8IECDQQYHlMZLZROqcSJmJcmdUtumsb6L7XZZy9YfpGrhU66rBBfkRtea1pzXQLKOItfOXdT6jpSTQIgFmH/jAB5pHbyZYLvP5wXoy9Wd0nPyoXIMX2tvmh/n6o3UeffmqV72qnH766eVtb3tbSVBRHiPXLr+0+fxQn9Gqjj322ObxgQn4+fKXv7y0zUpGJsqjTfMI0ozkcsghh5SMxvODH/yg2TZBUfnRv1loveSRgFkcb0S1rBuVapBVHclrsOxvfvObJmuY3USPfR4fmkqGBRbkmCZosd23jECUEZvaKY8fTR2DKUFoGUHpgx/8YBk12tfgdu3lJzzhCeUtb3lLSWBSRtqKex05qF1uo402akaSarcr8zVAql028xm9K3WmjVkeTHUktowQVtdlRKB8diRllKCaX6dLO7+yz5Rt15nlmuoIfAmOSUBX8gcDrpKXRwVmWgMuMl/Ty1/+8pL3UwIuE8RT80dN86jLrM8If5kOS3mc7wte8ILSThlxb1jZwbyMKDbqcal5nGjKZLtMJ1o25ZNyfuQxyglwzfHMsRlVRx6fmKCTtk+Ca3JckxIMlnrbKefSYMooaO0ydX5p772JnKs5/9KvBPPkEYsJ0MoohO2/Afn8y3szo4QlICopwbZpR0aYy3QyKUG9KZ9gxdSVlBG+so8Ej2ZdTWnbRMyX9p7IY0fzGZx9ZH9JCZbNfhK4l+lgyjEe9rmSYLOckzmf6jYJiErbc1wzel3Nr9Oc14PHNcsZQa6WqdN8ziWgOp+VCRTN34S6rj2dTJ3ZbmnnS8pMJOXzOuXaj06diG/+HZFAyHyu5PMyn7kf+tCHSka3y9/5z3/+86l23BSvwTT43sjf3RzjnDOZ5j1aShlaZ0a5PPvss0sCdvNvm+c85zklbTjhhBOa8nXaLCzDy3iflXnvpdr25/TSPvtjPtW/cdmXRIAAAQIECBAgQIAAAQIEOiygawQIECBAYE4JCGSbpsN15zvfeZpqmjvVZMSGrqfxRhGZO0dp8i3t+jFN/yavUkp+mG1v1+v12oszPp/An4xENZ07Tp1Lq28iZZZWR10/3e2v9S7PaX4YT/2DAU31h+sEvmT9YHrwgx9cMmpQghsS9DC4fqrLV199dclj3/IIy6T8uJ8fpzOf4LOJ1psRhTI6TgI7hm2TH7sz8lrKtdfXRzUmCK6dP5n5jFyVH+kTmJb+TGbb+jjUBNNlu4xkNexH7Hq8sp+Um2yqwQDHHXfcwKalJEAhI9zkfO71lvxcmOixr4Fs3/jGN5bYR4J7XvjCF5YEsyyxcoIZcU7RBB9muiwpI1klYOLTn/50yYhIy1LX0rZNAEwCnrKvGvC06qqrljy2MKkGGY5XT/qd494+vxKklYCkL3zhC0M3q/k1kCrTGqzY3iABb6m7Bru11+WRfbHOufnxj3+8vWrc+Xp8M8LUuIWWYUWCi/J5kc+JwWp+9KMfNUGpsc66yZRN+XbK8UkwbfIyMt6w0eyyLu+NTNvBXjmeOa5JOUZZP9WU+qfzc3fBggXN6IY5pgkyq+2qgVkJ+EpQcU05jhN5JGStp04TtJoR2Go9mSaAKOuzLtPBNFHzbDfsPZHA5KzLZ332V1P8MurnsPM/5VNXpjnXM60p51E+y/IeqXn5jMtxjUvNm8o0QfDZ7n//939Lgia32WabLC5zmq7zpQbKtv8GT8Q3/47YaqutSkbea3cmf9cSrJf3uy3TZwAAEABJREFUaDt/svMJIsxn26tf/eomgDyjq+WzKYFyw+qKb4IGB0cV3HzzzUveC/XRn8O2nUzeeJ+VU/nsz/m2rOfXZNquLAECBAgQIDDfBPSXAAECBAgQIECAAAECBGZKQCDbNEn3er2SC+7zIeUHyfyAnTvllynd//5ltm+fUXzyA/V8Oa6vfOUrZ/0xmY5z5ktf+tKk3/n5sS8jIGXDI488siRoJfP5cTk/+Gd+Lqf8eD2R9ueH0ImU62qZGjiVwKJ2H3MeZDlBGJkOS29605ua7IxA1MxMw0t+SE7gVk0vfelLS4JusrzhhhtOeA8ZbSjBGfkRfdhG+YE/AXI599vr64gsCbpo509mfpVVVmlGdkv9GX1mMtvWAJi0L9vlB+yMFNYOOEvwUx5HmvV5fGemk00Jysh7PiOQ5TF/dfuMVFNHtskodTV/cDqRY59zKyN4ZR/pQ60jwX1xybqMgFTzJzu93/3uV/I4xPGCFiZb35vf/OZmk4xiFIdmYTm9JJgm75vYtPeVwOTxAntqU4adX8lLMEeCYDIqYC2bac7pBOC85jWvKfUmhQR4Jlgx75GUScqoSQlcSnBOloeltDvn5ETME2y5zz77NI9kTLDPsPqWNS+PKUxwWI5d2l/r+/Of/1wyclyWEzCZ6WTKpvxgSh+e97znlTPOOKNk1KzB9VnO384EAmbfl1xySbL6Kdu1vfsrJjkzkffeZKrMqFQJ4snfzAQe5d/E+TdFAn623nrr8uhHP7qfdt5555LHMGaUrYnuI6PyJaBxp5126teTOhN0lGmCnDJy17D6JmKe7XL+J/Cs/ZlbHx+akf6yn5qynG3q+sy303ifKxmpLeUSQJr9ZD6pemV+qikjX+YzuQbRPeIRj5hqVUtsNx3nS9qX91l7JLHqF89qm2mW04isz+hz2S7/3mz/Dcjof/mc22KLLVJ0SimPec0Ie/k7kmOSShLwnmn6nOOS+XaqI0PmkaLtIPZ8nuW8zuho7fLLMj/eZ2XyJ/PZn1EA8z5YlrbYdjkLqJ4AAQIECBAgQIAAAQIECBDovoAeEiBAYBoEbjMNdahioUBGKcqd9/Mh5QeF3PGe0Rm6nvJDUn5cng/HNY//yg9AXT+mtX/5gXnhW3dO/19HJZnJTuSzbjr3N931TWfbhtWVH0jz4/MRRxxRdtlll5JHheaRbe9+97tLfrjfdNNNh23W5K277roloxM1C9P0ksdoJdimpgTdpuosD44imPyaEoSRQJ0EmqRdWU4AXAKdapn2NH1NwMnrX//6klHYUj4BzVlOoE4NJGtvM5n51JV6ErCVvy/jbXvggQeWtDtBYxmh5oADDigPetCDmpRt8r5OIED6scceezTHJ8fl1FNPLWnzSiutlGJTStlXNkwwQR7P9pGPfKRkfwlqzKNOE8iS9cNSjJd27HPsso8ECCQgJufWG9/4xia4OHVmOYHVmU+KVSwG02mnnZbVQ1OO19AVU8jMI2YTOJmgmwR/1SoyktNgm7J82GGH1SKTnr7sZS8rOVdzDDMyYN5vCcZIMMtnP/vZkgDMOlrisMqHnV+pM9vvtttuzehEn/jEJ0qC257//Oc3waAJ7K51pZ+Zz0h0CfrYf//9m2DmBOjk0Y5ZNyzleO23337DVpVzzjmnfy7neOc8zr85cpzzvh620UTz3vGOdzR1x72mBK6tttpqJcGAGZEto1hlPkGsmU/gWPadQJfsZzJlU35YqufbvvvuWxJQOlgm+0hgVkaJS1Bb/HOM877abrvtSnxj3t4ux732qT0d73Nj1HtvKudqPkPy/k+bDjrooHL++ec3o2Lm8yh57ZRzNcs14Dbz4x2brEuqQX+Pfexjszgm5bMsJqP+bi7NvFbYfk8keC4BnU972tPKyiuvXIs00wSJ5TM1wXpNxpCXus/2qry38hmZ/my22WZNoGTeC/n7+YY3vKHk70mOed0mwVHt41nn8xlYy7SnT3jCE0reLzEZbHMtN9k6s92o8yXrJ5rStwSUp3yCwCbi2+v1SowSwJnA6QS2JuXva/r67Gc/O9WNm0a9NxIcl3pz/t3lLndp6kjwdJxzPiVQrslsveTfOzkncuy33XbbksC3fG5uueWWTcBtPb9bm0x5drzPyuxvMp/9F110Ucm/JabcEBsSIECAAAECBAgQmCUCmkGAAAECBAgQIEBgvgsIZJvvZ4D+L1VgPj1edLwfA5eKNPsLLNHCPMpoicx5nJHggYl2f7pGZVsRgXgT7eOoch/72MdKRsc56aSTSgKrMk1QQH2UXrYdL4gswUwJCkiZpaXUkR93l1auvX6i2yS44KijjioZBWaTTTYpCc7J4/HyeLp2fXU+gTX5oTtBCNk250uCwxIAkyCNwXb2eosesdnrLZrWenq9scs1P9vX0XU++MEP1uzS6y0qXz+HM1JW2p3gpYxUltGREoySILBslAC+LCcoL49Qy/HJqDhxT3BbyrRTr7eo/l5v0bS9LvO93j/zE2h08sknl4yKliCyjCKVgKDUnSCt2GebOs18O6Xc0o59zqOPfvSjJY+mS9sTXJVtMiJOguVSX6+3qE0ZTSwWgyk/5KdcUq+3qGzmk9Zaa62S0bgy3+uNXdfrLVru9RZNU6ader0l81/3utc1RRIc0cwsfEmw+2Cbsvztb3974dqp/5+gqwTMZPSwzH/yk58sOS8zIl4CLXLse70l25g9Dju/EkSVcyXmOVcSMJOR+xIYk3O8BnRl+zxKL0E5eYxs3v8JYMr65G288cYp0j9Xe72xbchnRYJSUqjX++e6BKbEJedy5hOskVHfEiiaslNJvd6i+vO+Tt3tlNHrUmeCUvOY1rynEhAYvwSZpV8J6kuZmiZattdbtN+6XZ3mPE5Aac6JdrBjXZ9pgmXS3qc85Skl/vlsybkdt7y/dthhhxTr+8ao3a86f80115TJvvfSrrp9e1rP1dSX1DSg9ZK25vMgwUEZlS+r8lmYaTulTAK2cn72eouM0tf2vjJfj022zfpsE5cst1OCt7Icy15vUX1ZbqdB815veLn2e6KOzjYsMCnl8h7JsciNHdlXrze2zvE+VzKaVj67EvSa98rBBx9cLrvssmZkyAROtkczTIBeLAZTPgOzz8HjkODV5Oc8ybSmXu+fbZtsnbWOUZ/VaUdMatnxpjl+P/nJT5rVZ599dhOUORHfXXfdtQm6zmdCzq+kVJK/OfVvQJbbqddb1Ofx3hu5USXHOMF1z3jGM9qblnyG529Mggszaluvt6iuXm/RNMcswfoJWM6/cXIuJ1Dsy1/+chPwO6ayxQu93qJtFy8uMen1Fq3v9RZNa4Ecy2Gflfm8X9pnf+rITUc55hklMMsSAQLzXgAAAQIECBAgQIAAAQIECBAg0H0BPeywgEC2Dh9cXSNAoLsC0xVMNhWhBBpMZbvBbVZkHwbbMpnljPyUR4lmdL/vf//7JY/ESyBTHidW68ljaP/4xz+WjHhS8zK9613vWjL6TQKispyUkVoSUJP5dsoP2Keffno7a6nzGc0lAQLjFaztSttqyr7zI3G7/dl+sF0JRkjZjBj2ve99rySoIT9qr7nmmik+JuURwKl/cJSiBAQlf9jIdRl5KetyfiVYIPN77bVXU29GrMpyO/3gBz8oCZIY3H8C87IuP97/8Ic/LOedd17JCEqps6ms9TJeO1M2+6r7r5vkB/IE/CU4LoEdCcpI3QkKqmWq8USOfd2mPU3wUPaR0XMyale8E7BXy2Sko7RtvFSDkRKMleCRul2d7r333iXbDo74NJ5FgjZSPsEdtY46zaNasy7eycv8eCnBUykz1ZRgxQRc5vzOKFgJQkqASAKlcrxS70TPr5RNSvBb3rt5RGTeywmESDtXX331rB6TEpST453glDxe9pRTTinJq4USBJq+55GcNa9OEwSadQkYSV6Ob5ZryjmaAM4aqJQyw1KOZ7Uetr6+h2q97WmCo+o2CdZLPelHLOM4GOAymbIZCSr76vXGBqakjgTKZV0NSEveYMqIXXlscfxzHK666qqSz9h85tSyr3jFK5rzNnUNS3mU8mTee8PqqHk5B7LffN7lMy7z7ZTzLZ/NKZ8AoUzHe6x0jm18J3ps8rmbbdr7q/MJUsu+EtgzUfOJvCc+9alPNbb57Kn7KuWfc//1X//VrF977bXLZD9X8tmV8//SSy9tRiHM37/3vve9Je+9uocc6/RrvJRyg8c2f0NSPgGgWZ+U5ZwnmZ9Kndkuadjf6eQnTfTvct7L+axKv2tbJ+KbcysjQCaQ7Uc/+lHJqHL5rBv2uZL2JKXP6ft4qdrl2KX+bFNTAnpzTLKPfMbuueeezbGuf9NynHK+5e993pv59076lb9DtY72NHVl5LZ2XuZzXuf9lPnJfFamfNq1tM/+lDvuuONKAowzimCWJQIECBAgQIAAAQIECBCYiIAyBAgQIECAAIHZKSCQbXYeF60iQIDASIGMZjZdgWAJHBq5MyuHCmRUvwQrJdBnTIGOL+SxZAnomu0jOK6xxhpl/fXXXy5HIyOBJcim11sycGe6dphgqgTHDAYeTFf9c7meBNAlYGG6+pDHRea9nICJUXX2er2yzjrrlIxANarcXFmXfsRyIu2dTNmJ1DesTPxzHObbZ+owi67l5e9GPs+61q/x+pPRSxPsdcwxx4xXZGR+AsnymNMED44sOEMr8/c+780E+c3QLofuJp9X4332H3HEEc0jlVdZZZWh28okQIAAAQLLTUDFBAgQIECAAAECBAgQIECAwLQL3Gbaa1zGCm1OgAABArNb4Dvf+U6ZjiC61FMfIzW7e6x1BAgQIECAAIGJC2REz8MPP7zk0b0T32p+llzWXmeE1Iys+fznP39Zq7I9AQIECBAgQIAAAQIECBAgsJwEVEuAAAECBCYjIJBtMlrKEiBAYJYITGcAmBHZZslB1QwCkxewBQECBAjMQoEnPvGJJY9WzWNCZ2HzOtWka6+9tuQRuBn5r1Md0xkCBAgQIECAwFgBSwQIECBAgAABAgQIEJg3AgLZ5s2h1tElBeQQmNsCGdFsWXsw1ZHVpiv47ZGPfOSydsH2BAgQIECAAIFZJZDHg7797W8veRzmrGpYBxvzuMc9ruy4444d7JkuTb+AGgkQIECAAAECBAgQIECAAIHuC+ghAQJdEBDINg1H8bzzziv7779/+Z//+Z9pqE0Vs0Xg6KOPLh//+Meb9I1vfGO2NEs7lkHgsMMOK1dffXW/hrn83q0BYFMNRKsI0xEMV+ua7HRZ2z7Z/SlPgAABAssgYFMCBAgQIECAAAECBAgQIECg+wJ6SKBjAn//+9/LSSedVI455pjyy1/+cone3XrrreXcc88tRx11VLnsssuWWJ+MrD/nnHMy208ZIfyUU07pL7dnfvrTn5aTTz55iXTJJZe0i42Z/8c//lHGq68W/Nvf/lZOO+20JfqRfv3iF78oNf3pT3+qm5Qrrriiqf15AbkAABAASURBVLf921h/5ZCZ7CPt+PSnP11+/vOfDymxZNYwn1rq0ksvLfGoy6YECBAgQGAiAgLZJqI0osxVV11VnvzkJ5f8o+BVr3pV+drXvjaitFVzRSD/sH31q19dfvzjHzcp/9CaK23XzuECX/3qV8sb3vCG5r2aEjP93s0+pzs96lGPKss6MtpUg8kSADfVbatD6njjG99YF00JECBAgAABAgQIECBAgMCcF9ABAgQIECBAgACB2SHwwx/+sNznPvcpu+yyS9l9993Lwx72sHLsscf2G/eXv/ylPPrRjy5bbbVVefOb31we+tCHlpe97GX99ZlJoNsznvGM8tSnPrXcdNNNyWpSgrx22mmncvPNNzfL7ZdDDz20ZJvBdNxxx7WLjZk/5JBDSn6XHJPZWvjCF75QHvCAB5SnP/3pTT8SmJfV2X/6temmm5aavvKVr2RVE/T2wAc+sOy6665lk002GRlQlsC8lFtnnXUaqwT2bbbZZmXDDTdcInCuqXzxy3g+Wb333ns3+91yyy2b0dQTrJd8iQABAl0R0I/lJ3Cb5Vf1/Kg5I3U997nPLe9973vLEUccUT772c/Oj453vJe/+tWvykMe8pCSfzgm5R+4He9yp7uXLyaveMUryp3udKd+P7vw3p2OILAEk/VRWjMJksuXnenYR6va/mwC8LKPfoYZAgQIECBAgMAiAa8ECBAgQIAAAQIECBAgQIBA9wWWew8/9rGPlSc+8YlNIFZGW3vpS19a9txzz1IDql75yleWv/71ryWjrWV9As2+9KUvNSOp1cZltLGMUpblydzc/6IXvaj85je/GZNe85rXpJolUp4Otd9++y2RXzMSLJbfVN761reWK6+8suyzzz7loIMOalb/7ne/a6annnpqOeOMM5q0/fbbN3kpt++++zYjze2www7l4IMPbvIHXzK4RwLkMgBE6rngggvKN7/5zcbtKU95SknA3u9///vBzZrl8Xwuvvji5nfz/AaVkeLOOuusMhm/pnIvBAgQIDBvBQSyLeOhv/DCC5uAp1STqPTzzz8/s9IcF8gwvLe5zW3K61//+vKpT32q3HjjjXO8R/O7+WuuuWb57ne/W9Zbb70+RBfeu3m8aL4ETPUf/+Ntl+C1PCo59Wc+qQ/XmskXp9bipGaz79Q/qY2WUjhftpZSZJ6s1k0CBAgQIECAAAECBAgQIECg+wJ6SIAAAQIECIwSyIAGT3jCE8pqq61W7nznO5fXvva1ZaONNmqCwS6//PKSm/kTRJbfjnq9XnnMYx7TjMj27W9/u1/tiSee2IzatuOOO5YEuvVXLGXm9re/fbnDHe4wJq200kpLbJXHnibgLPW3VyZ4LcFqeRxpfrO84x3vWJ797GeX1LHzzjuX/MaVoLasv+c971ke/OAHNyO2ZdS29Peyyy5ryjzvec8rvV6vvPjFLy4J0hv2O8phhx1WEhCXx4muvPLK5R3veEf5/Oc/X1J3TLbYYovy/ve/v928/vx4Ptddd115+9vfXjIi3BprrNGMzHbmmWf2tzNDgAABAgRGCQhkG9SZ5HL+EOcfD9ks06uvvjqz0hwXuOiii8o111zTDJn7mc98Zpkf3zjHOeZ88/MP7Xvd615j+tGV925GNUsw25jOTXBh2Hb54jYYuJblP/7xjyXTdtXDtm+vHzWfbdP2UWWsI0CAAAECBAgQILBcBVROgAABAgQIECBAgAABAp0VSABWgqnyWM48OjMBXyeccELJ4zPrwCR5nGgb4MADDyzt0dESvLbtttuWpOOPP35SA18kGK2d2vup8wsWLCjf+973yvOf//ya1Uyz3f77798Ek9373vcup59+ev+pQz/+8Y/L3e9+97LWWmuVjHaWoLk99tijbL311uXoo49utk9gWp5SlCCyZKSOTPPbZ6btlMeUHnnkkSWPWt18881LfiON27Oe9ayS33JS92mnndbepD8/nk8eZZrAwYxm9+Uvf7kkOHCzzTbrbzfjM3ZIgAABAnNKQCDbMh6uRKbfcsstTS2JYl911VWbeS9zW2C33XZr/lG46667lg9+8IMl/zid2z3S+kGBrrx3E1yWkdEywtlgH5e23N4mQWUJYhs1Slr2ldSut11HO3/UfNqbekbta9T21hEgMHsEtITA/2fvPuDsqOr+j/+GQKQb/tJrkN5BEVCBJAg8SJESQRCBIKB0QSAPKiUIAtKeSDMiJUDoIkUEpCM+dB6Q3gnSS0I3dP/5nOQsszf3bs9md/bji7N37syZM+e859wbcL85o4ACCiiggAIKKKCAAgoooIACClRfwBEq0BsFWNGMwBdBLIJcW221VYwdOzYNhRXNlltuuejXr196X+/HM888k1Y1W3fdddNqbQS9CJTVq1u77w9/+EPwtKByeeSRR2qrxeKLLx5LLLHEFPt5atTYsWNj8ODBzY69++67QcBtyy23TCutEWSj3mKLLRYLLbRQ7LXXXsF1CO7NOeecTeeyGAtvxo0bx0tT+fDDD4NxrrrqqrHvvvumVd/GjBkTF1xwQbzxxhtpRTVWeXvppZeCNptOnLjBeTi25MPvWHfcccegf6yGN/E0/1FAAQUUUKBVAYNsrRK1XIF/CWDpVmrxBzrpd7YtvVuAv83wwgsvpEHwL5mstJcDi2mnP3q9QA/57HbakTAYITTCYe1tjL9JwzmEyq688sqgLd63VKhLyXVyG/l9a6/0k1Juo7VzPK6AAgoooIACCiiggAIKKKBALxew+woooIACCiiggALdLDDffPPFzTffnMrw4cOD3/2tvfbaQZiLx28S4mqpS9ddd11aBe3hhx8O/lI/YSx+l9LSOfkY4S4e1VkuBM3y8ba8zj777DH99NM3VaW/PCqUhRp+8YtfpP08MpRw3f777x9cixXVrrnmmiAIlypM/pF/x1kb3GNlOgJmLNbCqmm77757OmOZZZZJr0svvXRqixAfddLOyT/a4rPLLrsEj3hlHDxCdfKpviiggAJVFnBsXSBgkK2TiCxLy5K0hNhGjx4d/ItJJ5v09B4g8Oyzz8YhhxySlghmGd6hQ4emf1HrAV2zC10kUKXPLqEwAmX8h1RbeQiTUZdV2Dif7bYW6udHjbbnmrl9zs/bviqggAIKKKCAAm0TsJYCCiiggAIKKKCAAgoooIACClRfoGtG+Morr8Qpp5wS//nPf2KllVYKQlR33HFHapzfaxDUYkWxjz/+OO3LP2688cY47rjj0ltCawS4CGNRWNjk8ssvT787TBVa+EHobeONN45yIZjWwiktHmIce+65Z1oh7tJLL428whqrubGyXEz+H0G922+/PeaYY45gkY7Ju4NxsD1gwABemkoOsrGKGzuXXHJJXuJf//pXeuU9vzOdddZZg9Xt0s7JP9ri8//+3/+L1VZbLQjIEWibfKovCiiggAIKtCgwXYtHPdiqACsYLbLIIsGyqn/7299i1113bfUcK/R8gU022ST69+8f/G2N0047zfva829Zm3tYFEWqW6XPLmNp76ps1CfExrkJpAM/CKS153zCcxTO68DlPKWzAp6vgAIKKKCAAgoooIACCiiggALVF3CECiiggAIKKBAffPBBHHzwwfHQQw81acw222wx00wzBSuLEdDiwFVXXcVLUzniiCPizjvvjFdffTXuuuuuINhGqItyzz33pEAYK6A1ndBNG6eeemqwAhr9nX/++ZuuSriNR6jmHaw6x6psCy64YOorjwTlGEE1wmgEy3ifC78HJag2zzzzpF058EZgj+twzjHHHBPbbrttOp5/tOZz5plnxhZbbJGrx4QJE5J90w43FFBAAQUUaEHAIFsLOOVDjbZZCpU/jJ9++um47777Iv9B36i++3uHAP8iO2bMmOBf3h577LEUVOwdPbeXLQnwHxeLLrpoqlK1zy5/84WBERTjtbVCAI3SWr3Wjrc1lMbfcKJvba3f2nU9roACCiiggAIKKKDA1BKwXQUUUEABBRRQQAEFFFBAgd4twO+CVlllldhyyy3j4osvjhtuuCH23nvv4Alb/G6EgNbhhx8eO++8c5x//vnBam2EwgiC7bHHHqk+dVjNLSb/j98Br7766kHIa/KuIFjG72dy+eijj9Khp556KvK+/Hr33XenY235wQpshx56aDz55JPB6nKE8giG8TvL3B6hM1ZgGzVqVPodNeNk1bP11lsvCKHRV1aXe/nll+PEE0+MzTbbrNmjSukH4yO4R/CNRVuOPvro9IhSfp/Dgh/8Toc29913X6o3FTxb8qEPt9xyS1xxxRXBuOnjd7/73abze8qG/VBAAQUU6JkCBtm66L6QYC+KSSs9dVGTNtMDBFhid7rp/Jj0gFsx1bpQpc8u/0HBf1xQphpYBxtmlUP6R+lgE56mgAK9R8CeKqCAAgoooIACCiiggAIKKKBA9QUcoQIKKNBjBfr16xdnnHFGfPWrX01PXdpqq63ipptuissuuyzmnXfe1O/ddtstKDx2dKONNkqBtpEjR8aQIUPi6quvjqFDh0bt7wi/973vpYDa559/ntrYcccdY9iwYU3lnXfeiaIo0rWGlfazzaNO00lt+EGQ7aSTTkqP+ORRoZxyzjnnNF2H9gi48bsXAmIEx3hq2F577ZUepUr9E044IY1j+eWXD1ZmIwzH/nKZc845g/L3v/89jj322NTvs846K1gBbuzYsXHvvfcGQTYW/mAVtnxuaz4YH3nkkTF8+PDYYIMNYuGFF45DDjkkn+6rAgoooIACLQqY0GmRx4MKTAsBr6lAxwT4W0R/+ctfgiAbK6B1rJWuP4v/sCPARun61m1RAQUUUEABBRRQQAEFFOitAvZbAQUUUEABBRRQQAEFppbAwIED45prrklPX3r00UfjiSeeiEGDBjVdjpDab37zm3juuefi4Ycfjtdffz223377dJxV2sqP7Ew7J/4g+MZjRtdYY40YP378FGXuueeOk08+eYr91D377LMntlD/H/pFH/JR+sY56667bgrUsV1bllhiifS4zpEjR8bzzz+fQm+HHXZYCtLRzjLLLBOMm8KKc3PNNRe7pyiEzTbffPOYZZZZ0uppN998c2y99dYxbty4tDLdn/70p9hhhx2CFdryya35zDDDDClA+OCDD6Y+sIodC0vk831VoO8JOGIFFGiPgEG29mhZVwEFFOjhAoTZCIzxt3AItE3r7hJiow/0iVeLAgoooIACXSpgYwoooIACCiiggAIKKKCAAgooUH0BR6hAJwQGDBjQtApbvWZYvW3++eeP6aefvt7hXrFvttlmi1lnnXWKvjI2Vkeb4kBpB6E1An2bbrpp7L777sHKb7feemsK5BFwO/3002P06NHRkSDal770pRbtS91wUwEFFFBAgSYBg2xNFG4ooIAC1RAgNEYhyEZpaVRT6xgrwuUQ25VXXjm1LtPt7Z533nlx4oknpsLy2i+//HJTH0aNGhWfffZZ0/uptdHV1/nrX/9whKIeAAAQAElEQVSa/qZWZ/v7z3/+M1ji/LXXXotLL700Ncfy4yyB3tk+v/jii6m9rv7xyCOPBH+r7vjjjw+2aT+Pg+3WCnObJdnr1eusK3+jLc81/gYf18KSazHP+Ftwf/zjH9PfEmRfLnfeeWc89NBD+W3d15bazidccskl8dZbb+W3MXbs2OD/sLj77rsj96Pp4MSN1o5PrBIst3/aaad16nNS7/68+eabQX+5Rr3S2XtRr81687xePfZ11fzlb4/iTJu5dGZsH330UfouY54xx/hOe+ONN1LTPEqA/RSO8d337rvvpmP5R1vm2gUXXNB0De59/pzxKALazoW5VTu2luYLpsz/66+/Pj755JPcpabXJ598Mj3+4MYbb2za15GNer5Tc76V51VH+ls+p7V+luvW+1yVj9f7Duf+8PiKcj22mSfcd+Yrc4x95fLvf/87mE8XXXRR8KiN8jG3FVBAAQUUUGDqCti6AgoooIACCiiggAKNBFhpjhXjCPSNGTMmtttuu+AJQMstt1zcf//98c1vfrPRqe5XQAEFFOhhAlXojkG2KtxFx6CAAgrUCBBk4z8yCLJRag5P1bdcjxXhWB2O8M1UvVg3N05ogl/Ss6w3gYw99tgjBXzoBkt31wv4cKwrS1dfh+XSJ0yY0Oku4kLwiUIIhgbxwqQzfeb8ffbZh+a6tBCkOfTQQ9Ny6VyDbZaQf+qpp5pCba1dkMBmDv7U1u2s60033ZQCOvlvufF/Hpx77rnpMgR4rr766rQk/oEHHpj28YMl7Y877ri0jDzvG5WW2uYclo4n7Pb+++/zNgjX7L///oETgSP+Rl46MPlHa8cnV4urrroqLeVPACbva+9rvftDWKYcKq1tMwcsa/d35n29eV6vvccffzx+97vf1TvU7n133XVX1I6zM/OMABj3mkcClL/TPvzww2DJf+YT82/GGWcMAmF8RnKnOdaWucZ5hJW4Bp+Vgw46KDBhHPfee2/6W5wDBgxI+5hjec5xnUbzhe+an//85+kRCQQYL7vsMqo3FR558Mtf/jI++OCD+P3vfx/87dHo4P/qzZ2pOd/K86qDXW467e233w7ub9OOFjYw5dqNqtxwww3x6aefNjtMEK1e+7/4xS9SOJp7/4c//KHZObz51a9+lb67mAdHHXUUu3pTsa8KKKCAAgoooIACCiiggAIKKFB9gT47wiFDhsTBBx8c1113Xfr/d3hlpbavfOUrfdbEgSuggAIKTBsBg2zTxt2rKqCAAlNdgCDZ+PHjg7ANYQQCZlPzolyHVdi4DkE6ytS8Xm3bhDJq902N91tttVXsueeeQYhjjTXWCP6WEtfZdtttg2W6x44dGwQpbrvttmC1Glaf+cc//hEEBahHIQRCAIBgB+8JjnDe008/HYTAeM9+Vt6655574oEHHkghIvbl67DNftrOQTRW4CHYct999wXnETyiHuEQ2iW8xfty4T9O+VtWjc7NdRkTgSXaffTRR9PqWqzO9cILL6QqyyyzTHz9619P27U/JvW5XzBG2mmPDe3jwApLnI8d1yUMRVCDkEp5XNSlj9jk8df2h/cEM9Zff/34yU9+EgRoVlxxxWTGMc6jDa7J+1xY6azsnfcTaszzD2vuY2uu9JM+UhgT5+X28ut3v/vd+NGPfpTm20477RQEmegbQbRjjz02CIEQQCIQ8vzzzwfhnhlmmCGf3uJrvbY5gf9z4pRTTklzmfcUrAYPHhy77LJLugbm7M+ltePUe++994JV5NiuLcx37i0hNVb5woZtwlS1dXmPQfn+8H+kbLTRRhxKq71hSim78jlk3uXPXKpc5wdzm5AV95kgVK7C/WEfK1dx/by/9pVrlj/bzCHGXrty32OPPRaM8YknnkifbeYM5/H5yG1yHeZ6vT4z5/h+z/MMP86lj7SV2+C7ge9m+sU1aTMfy6+77rpremQAc4rQGvOJY1/72tfS/Nt5553jyCOPTJ9f7lV759oWW2wRXIMAE38ucY9pf5555kntb7/99sG1ecxAvjZmjeYLTiuttFLQLwJr3Bvay4XvOv6G6AEHHBD77rtvEPrMx3jFqaXvMuqUS+3cKc+3Rr6155Tbq93mO5tQH/O+9li97xzGy33Oc5F7wv1nrtBWbRvMB47xnZmP1bZb/v7GB0OMODefwzzkM8SY+b5jHvBZIaiY6xCGY9/w4cOTPf3Mx3iln6+++moQaGQ+8MgL2uIYJY+FzwbzBBO2G30XcI5FAQUUUEABBRRQoCcK2CcFFFBAAQUUUEABBRRQQAEFOi5gkK3jdt17pldTQAEFOijAqmiEygiYTY1AGyEJAmyswkYXWQmO67Fd9bLeeusFQRXGOWLEiPj444/jzDPPDJbh5tFpe+21Vwr+8Jg1QheESAjY/OxnP4vLL7881SMswGPyCFPxt504n1/y0yb1Lr744jjhhBPijDPOYFeMmHwdHtN3xBFHpMc9sjIcbd9yyy0p9EQQiWBIXlXrxz/+cfpbVIQLCEykhib/YHUvwiP1zp1cJb0QXuI6rHBEAGG//fZL1957773T6jqcz71PlWt+jJjcZ8bWXhtCeTRHwIq+EtY65phj0iphhNBYkYm+5MBEPTPOry1zzz13WqmJVYMIUhxyyCFBSJF6PBKPcRKSwZB9rIZ2+OGHx+jRo4NrsC8X+kWwivfXXnttWnKdfS258rhGPpMU2iPQxPmNCoG+BRdcsOlRfIRpqLvUUksFx9hm/hDgYbs9hfNpm3NYHYu+zT777LxN5Yc//GEKIvGGMMuXv/xlNptKa8epSOCT7wm2awvBF+Y/94C5zjZzhqBe7WpbnFt7f/j8cB7H6DumlLLryJEjg88hc4YQGHXrFfrACoDcdz6/rL7FmIcNGxY8ZpI5wLF659b7bPN5I3DGsfI53Cs+Rzx+l8drHn300emRvHw+CCoRfN1xxx1TUJZ95T5fccUVKfjFKmd5nvFKvQsvvDAIcD388MNpRT8MeGQonxvmc+2qWuU+EXQiSFS+9/k4xoTcKOyj/x2Za4RP67WPEdYLLLAAzadxN5ovhKuY/4yLfuGUTpr8Y+zYsbH00kund0suuWRQJ72Z/KO177LJ1ZpeaucO7THf+N5o5Ft7TlNjNRuE9QhG891YXl2RavW+c+rNRfpDYI/vReYG5+ZCmJp7xeci/7lcr91bbrklfW9R/6c//Wkwj/i+59HLtEWgjDnEn2s8VoKwG99vzLNySJPvBgLdfF//7W9/C75nOT+XZ555JhZeeOH485//HPSVz3o5fNve74Lcrq8KVFLAQSmggAIKKKCAAgoooIACCiigQPUFHKECCiigQF0Bg2x1WdypgAIKVEuAX2ATFOCVgAcBAV4JoXV0pJxLO+UAG6E5VtzpaJu97TzCP6y8Q4is3Pe11147Ro0aFYSCVl111SBYxjaPrmT1KlYn4nGDG2ywQbDqDOcSFCCcRgCCX/YTZCEgQKiN1ZAIblAvF1YlImxFmINASw7UcR1CEYQjWMWGAA1hAh4LSMCltq+5PV5rz2VfueTj3/nOd1JIhv6uu+66acW4cr2Wtttrs9lmm6XmGA8bG264YRBeY+UsVoAjoIERrq2ZcX4uzFtWnOL8bbbZJnjlHnAcawy5T/fffz+7gsekEjgiMDTTTDOl1anSgYk/1lprrbjjjjsmbkVaAXHNNddM2/lHdmMM3BNW+iI4whzh/uV6ta+Eplit6vvf/34KIg4dOjRYqSqHiag/88wzp3DbIossEqxSxb62lHptc95qq60W8847L5tNpSiKmH766YOVmAhUsppb08GJG0XR8nFWbiLQle/lxFOm+Ad7HkNIMHLs2LEpuEmQLAcZyyfUuz8cL7vWug4ZMiQIjfH9xD2gfqNCH6g744wzplXwWMmM8A7BOo6xmlW9c5mDzJnyZ5t7xr3JK8aVzyO4dPzxxwffzZzDHJx11lmDzz3j/upXv5q+OwgU5T7zeSZMRF+oW25v0KBBaR4PHjw46CNtEE5jzhLQK9ctb3Ndrs+Ke4yZ63KcsBHzj88HjxBgm/2Mpz1zjbAW1yAgSCCPe0A7BNJokxUbCfoy9+abb75obb6w6hchKUJdfAcSuqK9XAgC8rngPZ9VAnJsl8uAAQNS6Lgt32WN5k5Lvo3OKfeB7auuuiqt7okPqyvy+WY/pd53TktzkbAojpxbLnzPMM/wZn+9dtlPIWDN/GH+8x3JPgrhND6PtIUt94AxsqrlsssuS5VUGAMrlVKPYPOmm26a9ucfrN7Gn1UEf1ndje/ufCy/tue7IJ/jqwIKKKCAAgoooIACCvRdAUeugAIKKKCAAgoooIAC1RMwyFa9e+qIFOisgOdXWIAgG6GJHCTgF9V5lbYcbCOgVibgfS7UIbyWz6Eev6zuawE2xk1hdSGCH0VR8Lap5NWA5pxzzlh++eXTflYhImhD+OGiiy4Kwik8vo1f6FNhjjnmCB6zRsCC97PMMksstthiMWzYsCCUUw6O8JhAVrGZa665oiiKIJDFo+M4b7nlluMlOMbqSlyf1XMIo3AtVihKFer8qD23tkoeF48EzHUHDBgQBEdq6zZ6n9toj025LfpfFEV6DCihHhwJ6rAyEH6NzMptsE0wg5XcWJ2IAA9BNAJCHMtjW2ihhVJ4i0fhETAh/EUYjVWLuI/UpfB5IqiFA6ubrbzyyuxuKrm9fE+4f9xvVi9i/gwcOLCpbnlj6623DlZH4pGLhNkYO/edoEeuxwpbBBnz+/Ir8+a4445LQZn8yqpi1KnXNvsbFVafYkUv5iHhldp6LR0/6aSTYvPNN0+BO85jPvJaLtw7PiPMLZxwwYfPTLke29kz3x/2UVpypd/UYTWoem1yLJdcl88OoapvfetbwWeJICgrVNULRnEuc6LeZ5tj9criiy+eAoKsaEcgi886ASHa/7//+7/I84jAEJ9f2iCEhA+BL96XyworrJDeElylvwRn2VcURZTDRqlSzQ+CigQUCdLmQwSSWHEMM+Yewdt8rPyKZ55f5dccvst1CZ6yahj3mH28ssoXQVDuNyFA9rc2X/js0jdWmOTPNAJRnJcLnwc+F7znlXAV2+WSv4foQ55PAxp8l+X5gANjze205NvonHwur3wOCELTLn3kz1c+Bxxr9J3TaC4S7uTPjKJo/mcRnyEKc4Z2CUm29F3GY5p5zDJ1+XOF11yYS2zPP//8Qb/Zri2E1PiziJAzAWwCcczFXK8oiiAIxwqEjBdDvjfzcV4xaOt3AfUtCiiggAKdFrABBRRQQAEFFFBAAQUUUEABBRSovoAjVKBXCUzXq3prZxVQQAEFukSAX/5TCLXxSqOE1Qi2UQiq5cJ7Cr90pg71c3itrwbY8KLwS3tWJ2K7XPhFPO+LYtJKVWznQiiJ4AqrE2HJYz85RpCD13IZMWJEsJIaYQweQ5iPsRJTORxAMIGVlzhOSIDXopgUaCDEQEiGxw4SLGHlH47XK7XnctAd9wAAEABJREFU1tbhunkfgaq83Z7XjtiU28eP97yy8hmOPFYvrzjVyIxzyoWVgAi/Mab/+q//Cu4Dq0VRh328FsUkQ65FeIbVuLgej+pjZTnqUFjBjBAJK0MR9qi1qXUlaFQOb3D/aKe2LLHEEkFIjnvPYzFZqYz7SdAp32/CMITias/l/TLLLBOrrLJKs5JDc/Xa5pxGhRW7skG9Oi0dp988kjWvFkUYsLaNbMT+Wj/2lUvt/cnHWnItt5/rN3rlEcEc474QdDrnnHOCsBTfg3yOGq1qyDyp99mmrXqF+swD7i/BNIKCXI/2+Zzk0BSrWPHZpQ0ef0uANj9Kl325sPpY3uaVeUldthsFjzjG/SAQuuWWWwbf++yjEFgifMZni8DR1Vdfze4pCiG42nnGe8JVVCaEyTVY1Y55xz4KYySsR4CN1S1Z8ZD9rc0XAmc5mMUYX3/9dU5rKnxG+LONHbzm+cL7XMr7WptvjeYO157kG1MEuxqdk6/PK9/5fI4pvGcVPeYD28yN/Hkrf+c0mouE9zivttT2g3r12s3ncc/zmJh3eT+vtfOLfbWFecL3DveHV+4x4d5cj/mVv68YI4WV9fJxXst9bu3eUN+igAIKKKCAAgoooIACCiigQPcIeBUFFFBAAQUUUECB7hIwyNZd0l5HAQUU6KEChKkohNL4pX8uhNUo+T3HKQRrKF0ynF7YCL90f/HFF+PWW28Nwjkbbrhhu0bB4/Mef/zxWHTRRYNgyLXXXlv3fK5DuIrH/O20007BKlwEXKhMGIAVa+6888548803g9Wb8gpDHC+Xm266KVhJbPDgwbHxxhundsrHe9J2PZuimBQmy+GK3N/VV189eMweASBWzSKgh0U9M1YIqg3ycC0ef8e9ZJUi7gMrZOX2y68ELzB/7bXXglXAWJXrqaeeKlcJQnWsdsZrswN13hDwIYzD6lr0jTBanWpNu1hNi2AQK88RJiGwdc011wSBn0cffTTyCkpNJ0zeYNUqHp1YLnn1qclV0kpdue28r/b15ptvDvpJ2Il5WRscanT8iSeeCFaW4tGSl112WVBom1Aer11d2ut61113pZXWavtx4403BvfkgQceCIJczA9WRSO8yD6CpbXn8J45VfvZJuRFIIgV66hTW1iBjX1bb711cG+ZY3zWuS6fb+btJZdcErfffjvVguAsc/z0009v9bO86qqrBuFMPieXXnppOr8jPwhpEkLj0ZXlAG1uizBSeY7l7QUWWCBXafWVoBsr2vG5am2+fOMb3wiCfLhyr/gu5QLMUbxYSYz93EPmHO853tWlvb618w1XgovcW77f+J7OfWz0ndPWuZjbqX1t1G6ux/fqddddl75beOxp3l/vlbnNvx/kIB51sGa+Yc/qbswX/gzL3wV8VzEGjlGP+8WKdJzb1pLbamt96ymggAIKKKBADxKwKwoooIACCiiggAIKKKCAAgooUH2BLhihQbYuQLQJBRRQoIoChNUoVRxbZ8bEo/P22muvINTB6kiEW8rtFcWk4FXeVxTN3xMmY2U7Vj965plnYtttt01Vi6J5PVa0WWedddJKYfvvv3/ssMMO6TGiqfLEH5zHKnk8FpOVbwjRFEXzNiZWi0GDBgVBA1ZFIiBCn9mfS1FMOqcoJr3m/bWvRVEEj7+LBv8ripbP57SiaF6nKJq/b2RDIOYnP/lJs/ETmCBIkQM23JNGZjzOsDZ8hS2PIWW1I0I0hJN4fGNRfNGnovhi+0c/+lEQYKMO5/GIP8aUSw6wEQRhX1FMOrcoJr2yr1xY3Y2QDSuZsTITqySVj7NdFF+cS5iR0BpBKR43ymNDWYmOR/2yAhX1cymKL87L+2pfi+KLOuW2y/WKYlIdQpsEsXgMJCuS7b777uVqKdRZ7ziBNcJYzSrXeVMURYtzK0r/K4pJfWJXUUy5Xc+1KJrXy/P42GOPjdp5QYjsiiuuCFaPY44RjiOsyiND+exMmDBhinPoC6Xe/GXuEvbhUYrUqS0EI1ml7Ac/+EGwMhv1CfoQ+KEun3MCWltssUWa//SducvcJ8xYFJPGVhSTXjmHOryyGtaOO+4Yv/71r4PVB9lXb56xv14pii/axIB5ik25blF8Uae8v73bBPT47BDQa+3cb37zm0H4adiwYSkcScCSc/LnnBAgYU/uISFfQoIcz6Uoig7Pt2xbFEV6FHQ936L4wqQovrhWvflG344//vg033j8bnmluHrfOdyHenOxKL64ZpT+VxTN9xdFEfXaLYpJ9QgJMvf4M4cVCZlnpebSZlEUaS7yuFkCg8zDdGDiD76DN9poo+B7gvnMPWDO5e8CgnSsWshjnVmBkO8Sjk88Nf1TFEWr9ya3FX30fw5bAQUUUEABBRRQQAEFFFBAAQWqL+AIFVBAAQUU6OsCBtn6+gxw/AoooIACbRYYPXp0Ck4QQDrzzDODYEs+mZAYKxMddthhQSCD/UcddVRa0YltAnA8dpIAxvnnnx+0xYpghJBYCeyUU06hWiq0zy/3eeQej5LjF/eEAziYrzNkyJC4+OKLU6COx2QWRRFDhw4Ngm3UY4U2QlIEEQhgEbyjLfZzPJcjjjgiCC/UOzfX4ZWQBWEytgnhEVBgm6DN9ttv33Rt2ue6HGMcBD9ynztiQzustkbfc1/ZR6hm5MiRyXHMmDGBLfsbmQ0cOJDDTYXACEGw8847LzgfI/aVHQgYcW1OIrDIyljnnntuChyxjyDhyiuvzGZwDxkvbbAj97XcXrYhLEU4iXtOexixwh7n5UKgh4Bifk/AifZpY6WVVgrmBOdin+vwSpArzxXe1ysttZ3rM78XXHDB9HbEiBFN854+cD/Tgck/Gh1n/2abbTa51qQXzq99XCArap166qmpAua48IbV47gvbOdS9qQu9wd7zmnkmu8FbTB3WdGMbVasY6U9tnPhc3fGGWekz9UBBxyQdhOMYp7wmT300EPT5477UDvP6322WXmP4NGBBx6Y2so/MOT7gvd8T+DNZ5TxbLLJJoER7XPN0047LQhmcW36XBRFcA8JzuWx5VfaIxRHwIqVCplbzBXGwth4Tx0Kc5X7wXZtIdxJaDPv51w+g7Sd97V1rnEf8zn5leAnwa78nleM+EyxnQv9wyK/55W+MLewufDCC2PgwIHsDkzZ5jgehD35bM8555zpeP7R2ndZrscr7fD9yHaeO3m+NfKtdw7nc+9q59taa62V5hP9xLs8r+p959Sbi7k/XKNcavdjiU29dvPn6p577glCuliWQ7K8L89XQp644E+4rnxdQtfMFca0/vrrp0Pcr8022yxt48ifgczL9dZbL+3LP9ryXVBuK5/nqwIKKKCAAgoooIACNQK+VUABBRRQQAEFFFBAAQUU6MUCBtl68c3r3q57NQUUUECBrhIoiiIIsLWlvZlnnjkIH9SrS8CjNgBVrx772lqPutOyFEV9G4Jr9fqFY1EUzQ61ZNas4sQ3hDN4xN/EzVb/IRRI+KfViq1U4H4++OCDQQBx+PDhwSpFBHBaOa3ZYe59V/SlWaO9/E17XZdaaqmoZ1gURdR+XvBmXrVGVBTFFJ9t+sX5LZ3L9Yqi+TymPvOb144UHlvJ42gJjLH6VQ4VdaStnngONuVgXm0fCREWxZSmtfU6+r69vo3mG3Oj0fdbve8c6rdlLrY0rnrtUp92WcGP4DWBTsKS7G9U+P4siimNGQ/zvtF5PEaXOo2Ou18BBXqCgH1QQAEFFFBAAQUUUEABBRRQQIHqCzhCBRRQoGcKGGTrmffFXimggAIKKKBAhQV41CTBIlZPYxWqlgI5FWbo8qG1x5WVz2o7wKNm+/fvX7u7/e97wBkEhQiyLbvssrH77rtHXkWxB3StEl1or2+9+dbTIFhhkuAjqx3+5je/idVWW62nddH+KKCAAgoooIACCiiggAI9S8DeKKCAAgoooIACCiigQJcLGGTrclIbVECBzgp4vgIKKFB1AUIwgwYNiiFDhkRbV4SruklXjK+zrjzysiimXGGqK/o2LdpgtT/CkquuumoYluz6O1BF30UWWSQ23XTTIMzW9WK2qIACCiigwJQC7lFAAQUUUEABBRRQQAEFFFBAgeoLOEIF2iNgkK09WtZVQAEFFFBAAQUUUEABBXqOgD1RQAEFFFBAAQUUUEABBRRQQIHqCzhCBRRQQAEFFFCgzwgYZOszt9qBKqCAAgpMKeAeBRRQQAEFFFBAAQUUUEABBRSovoAjVEABBRRQQAEFFFBAAQUUUECB3iDQuSBbbxihfVRAAQUUUEABBRRQQAEFFFBAgc4JeLYCCiiggAIKKKCAAgoooIACClRfwBEqoIACCigwjQUMsk3jG+DlFVBAAQUUUKBvCDhKBRRQQAEFFFBAAQUUUEABBRSovoAjVEABBRRQQAEFFFBAAQUU6LiAQbaO23lm9wp4NQUUUKBVgVlmmaXVOlZQQAEFFFBAAQUUUECBHi1g5xRQQAEFFFBAAQUUUEABBRRQoPoCjlABBRSoK2CQrS6LOxVQQAEFFFBAAQUU6K0C9lsBBRRQQAEFFFBAAQUUUEABBaov4AgVUEABBRRQQAEFFKiegEG26t1TR6SAAp0V8HwFGgj8+c9/jhNPPLFZ+eSTT2LUqFHx2Wef1T3rvffei3fffTfefPPNuOSSS+rWae/OU089Nf7zn/+097ReW//ll1+Oyy+/vNX+//Of/4zbb7891XvxxRfTa1f+yPeyPW22dk5bx9baNf/617/Gv/71r9aqeVwBBRRQQAEFFFBAAQXKAm4roIACCiiggAIKKKCAAgoooED1BRxhrxIwyNarbpedVUABBRSYlgJ///vfUyCtf//+kUtRFPH88883DJYdccQRQajqo48+CkJLXdH/66+/vuH1uqL9ntbGuHHj4rbbbmu1WwQG33rrrXj88cfjd7/7Xav121sh38v2nNfaOW0dW2vXfP3112PChAmtVfO4Agoo0OUCNqiAAgoooIACCiiggAIKKKCAAtUXcIQKKKCAAgoooEB3CRhk6y5pr6OAAgooUAmBjTfeOHbdddemMv3008e2224b/fr1S+MjTMSqYP/+97+DUBVBpSeffDIGDBgQG220Uarz4Ycfxv/+7//Gfffd1xRIGzt2bFD3H//4Rzz99NOpHj/ef//9YB+rjbW2ChsBrqeeeorTUql3ncceeyzeeOONIJTHamEEoOgvK8tx0qOPPpoCd1zzgw8+YFcqtf2gbfpMX2mL97TxyCOPpPr84DqvvPIKm03l008/jQceeCCtnMY5HKCdemNnH22/8847VJuivPbaa3HrrbemcCEHl1lmmfj6178eeDO2l156id1ppbKbb745jTvtmPiDfubrT3yb/sGX8VCXa6edk3+U7yWr7zFW3O67776me0jVJ554It1b2q49h+O50H55bNTH4e677w7uSW1feP/ggw+m0z///PPI2+x/+OGHY8iQITH//PMnC86nX9/mUvAAABAASURBVPfcc09T3+gz7hRWbuN+psb8oYACCiiggAIKKKCAAgoo0B0CXkMBBRRQQAEFFFBAAQUUUEABBdog0MuDbG0YoVUUUEABBRSYygIjRoyIjz/+OB566KHYYYcd0iNEhw0blgJVb7/9dhCMeu655+KEE05IPfn5z38ef/zjH+O3v/1tjBw5Mu3j/W677RYXXnhhHHDAAUE4iSAY7fDYyMMPPzzOP//8VLfej0MPPTSOPPLIKNerd52DDz449t577xg9enTst99+se+++8aZZ54ZrBxGu4ccckjss88+6Vp77bVXsJJcvX6wytz+++8ftMf5Bx10UBRFEfSD+rR12mmnNQWueE/oihDgmDFj0uNYOYf99cb+6quvxk9/+tPkcfzxx1OtWSGoRT+vvfbaFCrE+ZZbbom//OUvce+998b48eNTYI7g1s9+9rP0aFJ8Cb/REP3kGmznwmNjjz766Lj00kuDuuWw1/PPPx9cg3uJyYEHHhinn356uoc86pU2eH/sscfGBRdcENjUnkMdCtetHRue3ItjjjkmrrjiivT42nJfCBVyjzj32WefTc4E9ZhXJ598cppPBBkx2HPPPeOUU04J+pLnDHWYbxQ8CNzRF4sCCiiggAK9R8CeKqCAAgoooIACCiiggAIKKKBA9QUcoQIKKKBAXxcwyNbXZ4DjV0ABBRRol8BRRx0Vm2++eSoEl8on33DDDbHddtvF//zP/8Q666wTrNa24IILpkDWjDPOmKoSPiIgdcYZZ6QgFCuzsVoWBwcNGhQEjgYPHpxCcayeRntck/AZQTnq1RZCW6xCdtZZZwXhJwJNLV1njz32iJEjR6YVygi7sc0KZbldrkU4iz7fdddd0agf9JuwGuc/88wzabwrrbRScA7HWEVujTXWyM3GCy+8EKyadtxxx8VJJ50UnJMP1o79yiuvjLXWWivoR17JLtfl9Y477kirkGHDingEvdhPGTp0aCyyyCJpBTzuCeE5HjW6wQYbxJ133kmVOOecc1Kd9GbiD/qLI/W4B7POOmtgOPFQ+mfllVeOfC9ZbY9AGfcQc1ZmI6RH27vsskt6rCkOyy+/fNM5M888c2qHHy2N7eyzz44dd9wxBfFq+7LiiisG94lV82iH+8zKbPSN97mw+h/hQgJtHMeGgNuoUaOC/uZ6viqggAIKKKCAAgoooIACCiigQAUFHJICCiiggAIKKKCAAgoo0IsFDLL14ptn17tXwKspoIACCBAyImBE+f73v8+upnL//fcHASZ2EJ7iMZdslwsriRFI6tevX8w+++wx99xzRw4mrbDCCqkq+3jU5Le+9a3glRXaCMexEliqUPOD6y699NJBmzxe8te//nW0dJ2llloqXZtmCJYR2iLIxXtKHgNBLFYVa9SPOeaYI2abbbYgOMV5tLHmmmumR2sypvnmmy++/OUvcyiVhRdeOFZdddUYMWJEEPhKOyf/qB071+X6HMaL13LhOtdcc01sv/32aTU8rlU+nrdxuOiii4LwHo/y5HGbHCNYVhQFm6lg98Mf/jB+//vfx7Bhw4LHgjbypk2OERQbPnx4EGwjlDdkyJAUJGSlO1wJMqbGa340GttXvvKVmGWWWVIgsF5fVllllRRkI8zG3CJgSFjwa1/7WrMrLLfccun9XHPNleYPjxLlXnEvCCcOHDgwHfeHAgoooIACCiigQH0B9yqggAIKKKCAAgoooIACCiigQPUFHKECCvRMAYNsPfO+2CsFFFBAgR4qMO+88waBLEoOcOWuEggj1MR7wkoEiNguF4JKuQ77WZ2N1bzYnmmmmXhpKqwadtttt8Umm2ySHnWZ6zVVmLxBmKzcJiuEEdQq7ytfh/qTT40ZZpghbza98phU3rz33nsxzzzzpNXL6vWDUBT1ymW11VaLp556KgiNffvb3y4fSuE6HnlJHVaO42AeU+3Y55xzzmAlMep8+umnvDQrhLVGjRoV3/ve99KjQHnEaLMKk9986UtfCkJh++yzT/z3f/93/PjHP558pPkLPr/61a+CQNwvf/nLNO7ct+Y1Ixj3AgssELRJIZhHgHCzzTZLq/ERKuRxqDwutPZc3jcaW//+/TkcjfrCyms8cpbHgm6xxRZppTxWZcshwHTyxB/c+4kv6VGvvBKMpE22KdxXXi0KTEUBm1ZAAQUUUEABBRRQQAEFFFBAgeoLOEIFFFBAAQUUUEABBbpcwCBbl5PaoAIKKNBZAc/vrQKsjHXTTTcFq3WxgtrLL7+cVtd68803m4bEimSEkV555ZXglVBRoxWyXnrppWCVr7XXXjseeOCBqBfoomFWLHvuuefi1VdfjXvvvTcFz77xjW+k9ttyHdoolxtvvDHGjRuXrsnKX23tB20Q1Ft00UXjhhtuCFZyY18u9GXJJZeMDTfcMJ5++um0+/PPP0+vtT/oP2E4AliY1h4/8cQTg/Da0KFDg5XbWA0u12EltHfeeSc++eSTIDRH2Is+XX311ekc6t19991pJTW2KazAxuvWW28dhOpee+21KLfJMdrlXnKfMWGs1D388MPTPd9tt93i7bffjp122imF3RhbPofzc2ltbI36QniO9qebbrpgxTfmF6u40Yfcdr1X6gwYMCCuv/76YNzcW+oxXwjFsW1RQAEFFFBAAQUUUECBaSHgNRVQQAEFFFBAAQUUUEABBRRQoPoCjrA9AgbZ2qNlXQUUUEABBVoQ2GCDDYKVywhD8RjH1VdfPZZddtm0Stfrr7+eVshiP8G03XffPQ4++OAYNmxYesxnUXzxmEuCSlyGwBePxdxqq61iwoQJQRvsry2sELbOOuukVdtYCWznnXdOj/Ssd53ac2vfE9664oorgjYIbBGCatSPoviiz+V21lprrXT9BRdcsLw7eBwoq9QxHh4LympwBMKK4ot28tgJ/DHm7bbbLp599tlkV25syy23DAJ3rEyGC+MvikntEPgaP358esznxhtvnB51Sn0e/7ntttumZo455phmngsttFAsscQS8YMf/CBYmY026FuqPPlHvpeE5L7zne+kx5WyIhsrvvHoTh47e+SRR8Y222yTHqHKqn35nPLqbI3GVhST+t9SXwgt0mZRFLHYYosF94juFcWkc4ti0iv7ymXvvfeOyy67LHgkLvOFR6neddddcf7555erua2AAgr0PgF7rIACCiiggAIKKKCAAgoooIAC1RdwhAoooIACCijQZwQMsvWZW+1AFVBAAQU6KzBy5Mi0wldtO3/605+CR1gS3CIYxCNBDzvssBS+4lGWF1xwQVqdjMdqcu6ee+4Z5557brB/0003ZVccccQRwUpdvCFMRSiK1dDOO++8GD16dBx66KFx8cUXczgFknLgK+2Y+GPXXXdNbY4ZMyaFqCbuinrXoa8EmThOsIkwWd7mlYDTGWecEWeffXYccMAB7Ip6/Vh88cUjj4dKtMW5bH/44YcptMZ2ubAqGDann356CvcxHsJe9cZOH2n/rLPOijPPPDOOO+64clPBebRFP08++eRgdTRWZ9tll12C6xAAPPDAA1M97gmGo0aNSgE7GsJh4MCBbDaVo446Kl0rt7nJJps0HWMj30vuM6uvYc09JEzHcVbP4z392m+//dgV5XPSjok/6o2t1rNRXw466KDYf//9J7YSyYT2eZMNswH7ll566RRcI5zISmx4Mu+YO7PPPnsw95in1LUooIACCiiggAIKKKCAAgpUW8DRKaCAAgoooIACCiiggAIKKNAbBAyyde4uebYCCiiggALNBIqiiNlmm63ZPoJLzXZMfDPrrLOmx09O3GzxH4JmM888c4t18kHazGGy8r5618/H670WRZFWiSsfa2s/Tj311BS4W3/99cunN9smRNVsRwtvCKW1cHiKfua6ONBn3hdF0RRg431Lhb4VRf1VzTivbEl4Ll+DYxSuW3u/yudQJ5e2jK0oGvclt9PaK3168MEHgxDc8OHDg9XjakN8rbXhcQUUUEABBRQICRRQQAEFFFBAAQUUUEABBRRQoPoCjlABBRRQYBoLGGSbxjfAyyuggAIKKNCTBHhUZv/+/TvcpZVWWikFplgxrcONeGKXCxx99NFBuHCjjTaK3/72t8GqbF1+kVYbtIICCiiggAIKKKCAAgoooIACClRfwBEqoIACCiiggAIKKKCAAh0XMMjWcTvPVKB7BbyaAgoo0A0Ca665ZhRFx1cB+/a3vx0rr7xyN/TUS7RHgFXhBg0aFDz+lJXk2nOudRVQQAEFFFBAAQW6WcDLKaCAAgoooIACCiiggAIKKKBA9QUcoQIK1BUwyFaXxZ0KKKCAAgoooIACCijQWwXstwIKKKCAAgoooIACCiiggAIKVF/AESqggAIKKKCAAgpUT8AgW/XuqSNSQAEFOivg+QoooIACCiiggAIKKKCAAgooUH0BR6iAAgoooIACCiiggAIKKKCAAtUX6FUjNMjWq26XnVVAAQUUUEABBRRQQAEFFOg5AvZEAQUUUEABBRRQQAEFFFBAAQWqL+AIFVBAAQUUUKC7BAyydZe011FAAQUUUECBKQXco4ACCiiggAIKKKCAAgoooIAC1RdwhAoooIACCiiggAIKKKCAAgq0QcAgWxuQenIV+6aAAgoooIACCiiggAIKKKCAAtUXcIQKKKCAAgoooIACCiiggAIKKFB9AUeogAIK9HUBg2x9fQY4fgUUUEABBRRQoG8IOEoFFFBAAQUUUEABBRRQQAEFFKi+gCNUQAEFFFBAAQUUUECBXixgkK0X3zy7rkD3Cng1BRRQQAEFFFBAAQUUUEABBRSovoAjVEABBRRQQAEFFFBAAQUUUECB6gs4QgV6poBBtp55X+yVAgoooIACCiiggAIK9FYB+62AAgoooIACCiiggAIKKKCAAtUXcIQKKKCAAgoooIACXS7QZ4Js0003XYwbNy5WXHFFiwbOAeeAc6CHz4GOfFefffbZQenIuZ7jn43OAeeAc8A54BxwDjgHnAPOAeeAc8A54Bzo/jmguebOAeeAc8A54Bzoe3NghRVWiKIoYptttvF3NRX8XY2f6b73mfaee8+dA1NvDowZM6bLQ2LTqsH2XLfPBNn69+8f48ePt2jgHHAOOAcqOgc+/fTT+Oyzz7y/Fb2//hnuv8M4B5wDzgHngHOg7hzw3338dx/ngHPAOeAccA44B5wDzgHngHPAOeAc6FVz4K233op+/frF+++/36v6PY3/fwmt/Jw7B5wDzoE+Ogdmmmmm9mTAKlG3zwTZXnzxxbBo4BxwDjgHnAPOAedA8zmghx7OAeeAc8A54BxwDjgHnAPOAeeAc8A54Byo/hzwHnuPnQPOAeeAc8A54BxwDjgHnAPOgd45BwYPHlyJgFpbB9FngmxtBbFeOwWsroACCiiggAIKKKCAAgoooIAC1RdwhAoooIACCiiggAIKKKCAAgooUH0BR6iAAj1OYLrp+la0q2+NtsdNNzukgAK7W05LAAAMoElEQVQKKKCAAgoo0FcEHKcCCiiggAIKKKCAAgoooIACClRfwBEqoIACCiiggAIKKKBAxwUMsnXczjMVUKB7BbyaAgoooIACCiiggAIKKKCAAgpUX8ARKqCAAgoooIACCiiggAIKKKBA9QUcoQJ1BQyy1WVxpwIKKKCAAgoooIACCijQWwXstwIKKKCAAgoooIACCiiggAIKVF/AESqggAIKKKCAAtUTMMhWvXvqiBRQQAEFOivg+QoooIACCiiggAIKKKCAAgooUH0BR6iAAgoooIACCiiggAIKKKCAAj1KYKoE2XrUCO2MAgoooIACCiiggAIKKKCAAgpMFQEbVUABBRRQQAEFFFBAAQUUUECB6gs4QgUUUEABBbpLwCBbd0l7HQUUUEABBRRQYEoB9yiggAIKKKCAAgoooIACCiigQPUFHKECCiiggAIKKKCAAgoooEAbBAyytQHJKj1ZwL4poIACCiiggAIKKKCAAgoooED1BRyhAgoooIACCiiggAIKKKCAAgpUX8ARKqBAXxcwyNbXZ4DjV0ABBRRQQAEFFOgbAo5SAQUUUEABBRRQQAEFFFBAAQWqL+AIFVBAAQUUUEABBRToxQIG2XrxzbPrCijQvQJeTQEFFFBAAQUUUEABBRRQQAEFqi/gCBVQQAEFFFBAAQUUUEABBRRQoPoCjrBnChhk65n3xV4poIACCiiggAIKKKCAAr1VwH4roIACCiiggAIKKKCAAgoooED1BRyhAgoooIACCijQ5QIG2bqc1AYVUEABBRTorIDnK6CAAgoooIACCiiggAIKKKBA9QUcoQIKKKCAAgoooIACCiiggAIKlAWqGWQrj9BtBRRQQAEFFFBAAQUUUEABBRSopoCjUkABBRRQQAEFFFBAAQUUUECB6gs4QgUUUECBPiNgkK3P3GoHqoACCiiggAIKTCngHgUUUEABBRRQQAEFFFBAAQUUqL6AI1RAAQUUUEABBRRQQAEFeoOAQbbecJfsY08WsG8KKKCAAgoooIACCiiggAIKKFB9AUeogAIKKKCAAgoooIACCiiggALVF3CECigwjQUMsk3jG+DlFVBAAQUUUEABBRToGwKOUgEFFFBAAQUUUEABBRRQQAEFqi/gCBVQQAEFFFBAAQUU6LiAQbaO23mmAgoo0L0CXk0BBRRQQAEFFFBAAQUUUEABBaov4AgVUEABBRRQQAEFFFBAAQUUUKD6Ao6wroBBtros7lRAAQUUUEABBRRQQAEFFOitAvZbAQUUUEABBRRQQAEFFFBAAQWqL+AIFVBAAQUUUKB6AgbZqndPHZECCiiggAKdFfB8BRRQQAEFFFBAAQUUUEABBRSovoAjVEABBRRQQAEFFFBAAQUUUKBHCRhkmyq3w0YVUEABBRRQQAEFFFBAAQUUUKD6Ao5QAQUUUEABBRRQQAEFFFBAAQWqL+AIFVBAAQW6S8AgW3dJex0FFFBAAQUUUECBKQXco4ACCiiggAIKKKCAAgoooIAC1RdwhAoooIACCiiggAIKKKBAGwQMsrUBySoK9GQB+6aAAgoooIACCiiggAIKKKCAAtUXcIQKKKCAAgoooIACCiiggAIKKFB9AUeoQF8XMMjW12eA41dAAQUUUEABBRRQoG8IOEoFFFBAAQUUUEABBRRQQAEFFKi+gCNUQAEFFFBAAQUU6MUCBtl68c2z6woooED3Cng1BRRQQAEFFFBAAQUUUEABBRSovoAjVEABBRRQQAEFFFBAAQUUUECB6gv0zBEaZOuZ98VeKaCAAgoooIACCiiggAIK9FYB+62AAgoooIACCiiggAIKKKCAAtUXcIQKKKCAAgoo0OUCBtm6nNQGFVBAAQUUUKCzAp6vgAIKKKCAAgoooIACCiiggALVF3CECiiggAIKKKCAAgoooIACCpQFDLKVNaqz7UgUUEABBRRQQAEFFFBAAQUUUKD6Ao5QAQUUUEABBRRQQAEFFFBAAQWqL+AIFVBAgT4jYJCtz9xqB6qAAgoooIACCigwpYB7FFBAAQUUUEABBRRQQAEFFFCg+gKOUAEFFFBAAQUUUEABBXqDgEG23nCX7KMCPVnAvimggAIKKKCAAgoooIACCiigQPUFHKECCiiggAIKKKCAAgoooIACClRfwBEqMI0FDLJN4xvg5RVQQAEFFFBAAQUUUKBvCDhKBRRQQAEFFFBAAQUUUEABBRSovoAjVEABBRRQQAEFFOi4gEG2jtt5pgIKKKBA9wp4NQUUUEABBRRQQAEFFFBAAQUUqL6AI1RAAQUUUEABBRRQQAEFFFBAgeoL1B2hQba6LO5UQAEFFFBAAQUUUEABBRRQoLcK2G8FFFBAAQUUUEABBRRQQAEFFKi+gCNUQAEFFFCgegIG2ap3Tx2RAgoooIACCnRWwPMVUEABBRRQQAEFFFBAAQUUUKD6Ao5QAQUUUEABBRRQQAEFFFCgRwkYZOtRt6M6nXEkCiiggAIKKKCAAgoooIACCihQfQFHqIACCiiggAIKKKCAAgoooIAC1RdwhAoooEB3CRhk6y5pr6OAAgoooIACCiigwJQC7lFAAQUUUEABBRRQQAEFFFBAgeoLOEIFFFBAAQUUUEABBRRog4BBtjYgWUUBBXqygH1TQAEFFFBAAQUUUEABBRRQQIHqCzhCBRRQQAEFFFBAAQUUUEABBRSovoAj7OsCBtn6+gxw/AoooIACCiiggAIKKNA3BBylAgoooIACCiiggAIKKKCAAgpUX8ARKqCAAgoooIACvVjAIFsvvnl2XQEFFFCgewW8mgIKKKCAAgoooIACCiiggAIKVF/AESqggAIKKKCAAgoooIACCiigwLQR6M4g27QZoVdVQAEFFFBAAQUUUEABBRRQQIHuFPBaCiiggAIKKKCAAgoooIACCihQfQFHqIACCiigQJcLGGTrclIbVEABBRRQQAEFOivg+QoooIACCiiggAIKKKCAAgooUH0BR6iAAgoooIACCiiggAIKKFAWMMhW1nC7OgKORAEFFFBAAQUUUEABBRRQQAEFqi/gCBVQQAEFFFBAAQUUUEABBRRQoPoCjlABBfqMgEG2PnOrHagCCiiggAIKKKCAAlMKuEcBBRRQQAEFFFBAAQUUUEABBaov4AgVUEABBRRQQAEFFOgNAgbZesNdso8KKNCTBeybAgoooIACCiiggAIKKKCAAgpUX8ARKqCAAgoooIACCiiggAIKKKBA9QUc4TQWMMg2jW+Al1dAAQUUUEABBRRQQAEF+oaAo1RAAQUUUEABBRRQQAEFFFBAgeoLOEIFFFBAAQUUUKDjAgbZOm7nmQoooIACCnSvgFdTQAEFFFBAAQUUUEABBRRQQIHqCzhCBRRQQAEFFFBAAQUUUEABBfqoQJ8KsvXRe+ywFVBAAQUUUEABBRRQQAEFFOhTAg5WAQUUUEABBRRQQAEFFFBAAQWqL+AIFVBAAQWqJ2CQrXr31BEpoIACCiiggAKdFfB8BRRQQAEFFFBAAQUUUEABBRSovoAjVEABBRRQQAEFFFBAAQV6lIBBth51O+xMdQQciQIKKKCAAgoooIACCiiggAIKVF/AESqggAIKKKCAAgoooIACCiigQPUFHKECCnSXgEG27pL2OgoooIACCiiggAIKKDClgHsUUEABBRRQQAEFFFBAAQUUUKD6Ao5QAQUUUEABBRRQQIE2CBhkawOSVRRQQIGeLGDfFFBAAQUUUEABBRRQQAEFFFCg+gKOUAEFFFBAAQUUUEABBRRQQAEFqi/Q10dokK2vzwDHr4ACCiiggAIKKKCAAgr0DQFHqYACCiiggAIKKKCAAgoooIAC1RdwhAoooIACCijQiwUMsvXim2fXFVBAAQUU6F4Br6aAAgoooIACCiiggAIKKKCAAtUXcIQKKKCAAgoooIACCiiggAIKTBsBg2zd6e61FFBAAQUUUEABBRRQQAEFFFCg+gKOUAEFFFBAAQUUUEABBRRQQAEFqi/gCBVQQAEFulzAIFuXk9qgAgoooIACCiigQGcFPF8BBRRQQAEFFFBAAQUUUEABBaov4AgVUEABBRRQQAEFFFBAgbKAQbayhtsKVEfAkSiggAIKKKCAAgoooIACCiigQPUFHKECCiiggAIKKKCAAgoooIACClRfwBEq0GcEDLL1mVvtQBVQQAEFFFBAAQUUUGBKAfcooIACCiiggAIKKKCAAgoooED1BRyhAgoooIACCiigQG8QMMjWG+6SfVRAAQV6soB9U0ABBRRQQAEFFFBAAQUUUECB6gs4QgUUUEABBRRQQAEFFFBAAQUUqL7ANB7h/wcAAP//GsEkeQAAAAZJREFUAwD8Y5hdnAGaUwAAAABJRU5ErkJggg=="},"x":-11.661972,"z":-15.042254,"width":104.87323943661971,"rotation":0,"opacity":0.35,"visible":true,"scaleSource":"length","levelSource":"none"}],"editorView":{"mode":"hologram","dimension":"3d","scope":"floor","planLayout":"all-levels","theme":"default","showRoutes":true,"showCoverage":true,"plan":null,"levelPlan":null,"camera":null},"inputHash":"fnv1a-c7815f76","spaceHash":"fnv1a-1e7fd00e"},{"id":"cv-search-best","name":"Search best","createdAt":"2026-10-07T02:43:35.328Z","building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":10.003,"z":27.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":13.996,"z":27.006,"w":2.001,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":18.003,"z":27.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":21.996,"z":27.006,"w":2.002,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":38.5,"z":27,"w":17,"d":4.5,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.95,"z":1},"destination":{"x":59,"z":39.36},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"brief":null,"scenarios":[{"version":6,"id":"cv-peak-3","name":"Unit 4 peak — 3 BF-T1, existing benches, charging proxy","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},{"version":6,"id":"cv-peak-4","name":"Unit 4 peak — 4 BF-T1, existing benches","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":4},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-4","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600},{"id":"charge-requests-4","processId":"charge-4","startSeconds":1200,"at":{"point":{"x":53,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9600,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"charge-4","stepId":"charge","kind":"wait","label":"6-minute charging proxy"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},{"version":6,"id":"cv-distance-audit","name":"Unit 4 per-robot distance audit","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261025,"runs":1},{"version":6,"id":"cv-option-a-4","name":"Option A — current layout — 4 BF-T1","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20},{"version":6,"id":"cv-option-b","name":"Option B — south packing benches","horizonSeconds":10800,"warmupSeconds":1800,"parameters":{"robots":3},"resources":[{"id":"bench-1","name":"Bench 1: reserved through packing","capacity":1,"at":{"object":"pack-1","side":"north"},"role":"equipment"},{"id":"packer-1","name":"Packer 1","capacity":1,"role":"shared"},{"id":"bench-2","name":"Bench 2: reserved through packing","capacity":1,"at":{"object":"pack-2","side":"north"},"role":"equipment"},{"id":"packer-2","name":"Packer 2","capacity":1,"role":"shared"},{"id":"bench-3","name":"Bench 3: reserved through packing","capacity":1,"at":{"object":"pack-3","side":"north"},"role":"equipment"},{"id":"packer-3","name":"Packer 3","capacity":1,"role":"shared"},{"id":"bench-4","name":"Bench 4: reserved through packing","capacity":1,"at":{"object":"pack-4","side":"north"},"role":"equipment"},{"id":"packer-4","name":"Packer 4","capacity":1,"role":"shared"},{"id":"bench-slots","name":"Four free bench reservations","capacity":4,"role":"shared"}],"processes":[{"id":"await-A","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-A","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-A","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-B","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-B","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-B","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"await-C","steps":[{"type":"acquire","id":"dispatch","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"tote-C","agent":"tote","steps":[{"type":"call","id":"stand-wait","processId":"await-C","count":1},{"type":"delay","id":"load","durationSeconds":12},{"type":"acquire","id":"wait-free-bench","resourceId":"bench-slots","units":1},{"type":"branch","by":"free","prefer":"nearest","options":[{"processId":"to-bench-1","resourceId":"bench-1"},{"processId":"to-bench-2","resourceId":"bench-2"},{"processId":"to-bench-3","resourceId":"bench-3"},{"processId":"to-bench-4","resourceId":"bench-4"}]}]},{"id":"packing-time","steps":[{"type":"branch","options":[{"weight":3,"processId":"pack-regular"},{"weight":1,"processId":"pack-long"}]}]},{"id":"pack-regular","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":60,"mode":90,"max":120}},{"type":"finish"}]},{"id":"pack-long","steps":[{"type":"delay","id":"pack","durationSeconds":{"random":"triangular","min":90,"mode":120,"max":180}},{"type":"finish"}]},{"id":"to-bench-1","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-1","units":1},{"type":"goto","id":"transport","to":{"object":"pack-1","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-1","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-1","units":1},{"type":"release","resourceId":"bench-1","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-2","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-2","units":1},{"type":"goto","id":"transport","to":{"object":"pack-2","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-2","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-2","units":1},{"type":"release","resourceId":"bench-2","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-3","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-3","units":1},{"type":"goto","id":"transport","to":{"object":"pack-3","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-3","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-3","units":1},{"type":"release","resourceId":"bench-3","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"to-bench-4","steps":[{"type":"acquire","id":"reserve","resourceId":"bench-4","units":1},{"type":"goto","id":"transport","to":{"object":"pack-4","side":"north"}},{"type":"delay","id":"unload","durationSeconds":12},{"type":"release","id":"robot-free","resourceId":"bf","units":1},{"type":"acquire","id":"packer","resourceId":"packer-4","units":1},{"type":"call","id":"packing","processId":"packing-time","count":1},{"type":"release","resourceId":"packer-4","units":1},{"type":"release","resourceId":"bench-4","units":1},{"type":"release","resourceId":"bench-slots","units":1},{"type":"finish"}]},{"id":"charge-1","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-2","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]},{"id":"charge-3","steps":[{"type":"acquire","id":"fetch","resourceId":"bf","units":1},{"type":"delay","id":"charge","durationSeconds":360},{"type":"release","resourceId":"bf","units":1},{"type":"finish"}]}],"arrivals":[{"id":"finished-A","processId":"tote-A","startSeconds":0,"at":{"object":"pd-A","side":"south"},"mode":"poisson","ratePerHour":49.5,"durationSeconds":10800},{"id":"finished-B","processId":"tote-B","startSeconds":0,"at":{"object":"pd-B","side":"south"},"mode":"poisson","ratePerHour":38.5,"durationSeconds":10800},{"id":"finished-C","processId":"tote-C","startSeconds":0,"at":{"object":"pd-C","side":"south"},"mode":"poisson","ratePerHour":22,"durationSeconds":10800},{"id":"charge-requests-1","processId":"charge-1","startSeconds":600,"at":{"point":{"x":57.5,"z":18.5},"floor":"floor-1"},"mode":"interval","durationSeconds":10200,"intervalSeconds":3600},{"id":"charge-requests-2","processId":"charge-2","startSeconds":1800,"at":{"point":{"x":57.5,"z":19.5},"floor":"floor-1"},"mode":"interval","durationSeconds":9000,"intervalSeconds":3600},{"id":"charge-requests-3","processId":"charge-3","startSeconds":3000,"at":{"point":{"x":57.5,"z":20.5},"floor":"floor-1"},"mode":"interval","durationSeconds":7800,"intervalSeconds":3600}],"agents":[{"id":"bf","label":"Brindlefield BF-T1","appearance":"amr","radius":0.5,"speed":1,"height":0.9,"links":["passage"],"avoid":[{"object":"office"},{"object":"outbound"},{"kind":"dock_leveler"}],"count":{"parameter":"robots"},"home":{"tag":"bf-home"},"homePerUnit":true,"dispatch":"nearest"},{"id":"tote","appearance":"item","radius":0.36,"speed":1,"height":0.4}],"equipment":[{"id":"bench-display-1","part":{"floor":"floor-1","object":"pack-1"},"resourceId":"bench-1"},{"id":"bench-display-2","part":{"floor":"floor-1","object":"pack-2"},"resourceId":"bench-2"},{"id":"bench-display-3","part":{"floor":"floor-1","object":"pack-3"},"resourceId":"bench-3"},{"id":"bench-display-4","part":{"floor":"floor-1","object":"pack-4"},"resourceId":"bench-4"}],"activities":[{"processId":"tote-A","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-B","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"tote-C","stepId":"load","kind":"load","cargo":"tote","label":"12 s automatic roller pickup"},{"processId":"to-bench-1","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-2","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-3","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"to-bench-4","stepId":"unload","kind":"unload","cargo":"tote"},{"processId":"charge-1","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-2","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"charge-3","stepId":"charge","kind":"wait","label":"6-minute scheduled charge proxy"},{"processId":"pack-regular","stepId":"pack","kind":"work","label":"Packer packs tote on bench"},{"processId":"pack-long","stepId":"pack","kind":"work","label":"Packer packs tote on bench"}],"maxEvents":100000,"traceLimit":10000,"seed":20261006,"runs":20}],"activeScenarioId":"cv-option-a-4","underlays":[{"floor":"floor-1","name":"CV-U4-GA-101_RevC.pdf","image":{"mimeType":"image/png","width":2482,"height":1754,"sourceWidth":2482,"sourceHeight":1754,"bytes":262111,"sha256":"e0484b12b3ac985f38fb8d31396f642813afd5443b3bf58eb08942917f306d9f","data":"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"},"x":-11.661972,"z":-15.042254,"width":104.87323943661971,"rotation":0,"opacity":0.35,"visible":true,"scaleSource":"length","levelSource":"none"}],"editorView":{"mode":"hologram","dimension":"3d","scope":"floor","planLayout":"all-levels","theme":"default","showRoutes":true,"showCoverage":true,"plan":null,"levelPlan":null,"camera":null},"inputHash":"fnv1a-40b6e50c","spaceHash":"fnv1a-79618823"}],"activeOptionId":"cv-customer-layout"},"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":39.993,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":43.983,"z":29.006,"w":2.001,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":47.978,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":51.966,"z":29.006,"w":2.002,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":38.5,"z":27,"w":17,"d":4.5,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.95,"z":1},"destination":{"x":59,"z":39.36},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15},"baseline":null,"decisionDraft":{"targetCoverage":null,"targetCompletion":null,"currency":null,"years":null,"workdaysPerYear":null,"loadedHourlyCost":null,"currentPaidHoursPerDay":null,"taskHoursReassignedPerDay":null,"paidHoursRemovedPerDay":null,"additionalPaidHoursPerDay":null,"robotPriceEach":null,"setupCost":null,"annualRobotCostEach":null,"sourceNote":null},"decisionEvidence":{},"decisionRanges":[],"decisionDeferred":[],"messages":[],"spatialImport":null,"building":{"name":"Corrin & Vale — Unit 4 — Rev C existing","floors":[{"id":"floor-1","level":0,"x":0,"z":0,"scene":{"name":"Corrin & Vale — Unit 4 — Rev C existing","kind":"facility","width":60,"depth":40,"objects":[{"id":"wall-n","label":"North wall","kind":"wall","x":0,"z":0,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-s","label":"South wall","kind":"wall","x":0,"z":39.62,"w":60,"d":0.38,"h":8.6,"source":"drawing","note":"8.6 m is stated clear height; actual wall height unconfirmed."},{"id":"wall-w","label":"West wall","kind":"wall","x":0,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"wall-e","label":"East wall","kind":"wall","x":59.62,"z":0.38,"w":0.38,"d":39.24,"h":8.6,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-n","label":"OFFICE north partition","kind":"partition","x":0.38,"z":31.821,"w":11.587,"d":0.21,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"office-e","label":"OFFICE east partition","kind":"partition","x":11.869,"z":32.031,"w":0.196,"d":7.589,"h":2.8,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"col-r78","label":"Column 78","kind":"column","x":0,"z":0,"w":0.803,"d":0.803,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r79","label":"Column 79","kind":"column","x":0,"z":39.254,"w":0.803,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r80","label":"Column 80","kind":"column","x":59.24,"z":39.254,"w":0.759999999999998,"d":0.7460000000000022,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r81","label":"Column 81","kind":"column","x":59.24,"z":0,"w":0.759999999999998,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r84","label":"Column 84","kind":"column","x":14.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r85","label":"Column 85","kind":"column","x":29.789,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r86","label":"Column 86","kind":"column","x":37.268,"z":39.26,"w":0.465,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r87","label":"Column 87","kind":"column","x":7.31,"z":39.257,"w":0.465,"d":0.7430000000000021,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r88","label":"Column 88","kind":"column","x":0,"z":9.803,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r89","label":"Column 89","kind":"column","x":0,"z":19.775,"w":0.803,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r91","label":"Column 91","kind":"column","x":22.31,"z":39.26,"w":0.423,"d":0.740000000000002,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r92","label":"Column 92","kind":"column","x":0,"z":29.789,"w":0.803,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r95","label":"Column 95","kind":"column","x":7.31,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r96","label":"Column 96","kind":"column","x":37.268,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r97","label":"Column 97","kind":"column","x":44.747,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r98","label":"Column 98","kind":"column","x":52.226,"z":0,"w":0.465,"d":0.8029999999999999,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r100","label":"Column 100","kind":"column","x":14.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r101","label":"Column 101","kind":"column","x":29.789,"z":0,"w":0.465,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r102","label":"Column 102","kind":"column","x":59.239,"z":9.803,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r103","label":"Column 103","kind":"column","x":59.239,"z":19.775,"w":0.7610000000000028,"d":0.465,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r104","label":"Column 104","kind":"column","x":22.31,"z":0,"w":0.423,"d":0.761,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"col-r105","label":"Column 105","kind":"column","x":59.239,"z":29.789,"w":0.7610000000000028,"d":0.423,"h":8.6,"source":"drawing","note":"Plan footprint. Column height not dimensioned; displayed to stated 8.6 m clear height."},{"id":"R01","label":"R01","kind":"shelf","x":4.059,"z":4.073,"w":0.993,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R02","label":"R02","kind":"shelf","x":8.05,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R03","label":"R03","kind":"shelf","x":9.046,"z":4.072,"w":0.994,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R04","label":"R04","kind":"shelf","x":13.037,"z":4.072,"w":1.004,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R05","label":"R05","kind":"shelf","x":14.041,"z":4.073,"w":0.991,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R06","label":"R06","kind":"shelf","x":18.025,"z":4.072,"w":1.008,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R07","label":"R07","kind":"shelf","x":19.032999999999998,"z":4.072,"w":0.996,"d":17.931,"h":2.4,"source":"drawing","note":"Back-to-back pair shared edge corrected for raster rounding; footprint from drawing."},{"id":"R08","label":"R08","kind":"shelf","x":23.017,"z":4.072,"w":1.004,"d":17.939,"h":2.4,"source":"drawing"},{"id":"R09","label":"R09","kind":"shelf","x":24.021,"z":4.073,"w":1.001,"d":17.938,"h":2.4,"source":"drawing"},{"id":"R10","label":"R10","kind":"shelf","x":28.013,"z":4.072,"w":0.995,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R11","label":"R11","kind":"shelf","x":29.008,"z":4.072,"w":1.007,"d":17.931,"h":2.4,"source":"drawing"},{"id":"R12","label":"R12","kind":"shelf","x":33.006,"z":4.073,"w":0.99,"d":17.938,"h":2.4,"source":"drawing"},{"id":"PR1","label":"PR1","kind":"rack","x":39.019,"z":3.055,"w":17.941,"d":0.549,"h":6,"source":"drawing"},{"id":"PR2","label":"PR2","kind":"rack","x":39.018,"z":8.046,"w":17.943,"d":0.55,"h":6,"source":"drawing"},{"id":"PR3","label":"PR3","kind":"rack","x":39.016,"z":9.138,"w":17.942,"d":0.558,"h":6,"source":"drawing"},{"id":"PR4","label":"PR4","kind":"rack","x":39.017,"z":14.132,"w":17.942,"d":1.098,"h":6,"source":"drawing"},{"id":"pd-A","label":"P&D A","kind":"workbench","x":8.05,"z":22.003,"w":1.987,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-B","label":"P&D B","kind":"workbench","x":18.026,"z":22.003,"w":1.998,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pd-C","label":"P&D C","kind":"workbench","x":28.015,"z":22.003,"w":1.997,"d":1.003,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-1","label":"PACK 1","kind":"workbench","x":39.993,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-2","label":"PACK 2","kind":"workbench","x":43.983,"z":29.006,"w":2.001,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-3","label":"PACK 3","kind":"workbench","x":47.978,"z":29.006,"w":1.988,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"pack-4","label":"PACK 4","kind":"workbench","x":51.966,"z":29.006,"w":2.002,"d":0.988,"h":0.9,"source":"drawing","note":"Height not dimensioned; illustrative height only. Footprint traced from Rev C."},{"id":"leveller-1","label":"Leveller 1","kind":"dock_leveler","x":41.984,"z":37.19,"w":1.99,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-2","label":"Leveller 2","kind":"dock_leveler","x":47.98,"z":37.19,"w":1.985,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"leveller-3","label":"Leveller 3","kind":"dock_leveler","x":53.974,"z":37.19,"w":1.988,"d":2.463,"h":0.05,"source":"drawing","note":"Flushness, pit depth and operating position not shown; treat as restricted dock equipment for route design."},{"id":"zone-a","label":"PICK ZONE A","kind":"zone","x":3.5,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-b","label":"PICK ZONE B","kind":"zone","x":14,"z":3.5,"w":10,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"zone-c","label":"PICK ZONE C","kind":"zone","x":24,"z":3.5,"w":10.5,"d":19,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"reserve","label":"RESERVE PALLET STORAGE","kind":"zone","x":38.5,"z":2.5,"w":19,"d":13.2,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"packing","label":"PACKING","kind":"zone","x":38.5,"z":27,"w":17,"d":4.5,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"outbound","label":"OUTBOUND STAGING","kind":"zone","x":39.5,"z":33,"w":19,"d":3.8,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"charging","label":"POSSIBLE AMR CHARGING","kind":"zone","x":50,"z":18,"w":8.5,"d":3,"h":0.02,"group":"Drawing zones","source":"drawing"},{"id":"office","label":"OFFICE","kind":"zone","x":0.38,"z":31.92,"w":11.55,"d":7.7,"h":0.02,"group":"Drawing zones","source":"drawing","note":"Office boundary from 11,550 × 7,700 dimensions; area schedule 88.94 m². Zone includes boundary line thickness."},{"id":"door-n","label":"North personnel door","kind":"door","x":25.435,"z":0.023,"w":1.164,"d":0.336,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-e","label":"East personnel door","kind":"door","x":59.64,"z":11.45,"w":0.339,"d":1.165,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-ext","label":"Office external door","kind":"door","x":4.57,"z":39.653,"w":0.965,"d":0.3470000000000013,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"door-office-int","label":"Office warehouse door","kind":"door","x":9.065,"z":31.838,"w":0.96,"d":0.172,"h":2.1,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-1","label":"Dock door 1","kind":"dock_door","x":41.492,"z":39.653,"w":2.989,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-2","label":"Dock door 2","kind":"dock_door","x":47.481,"z":39.653,"w":2.981,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"dock-3","label":"Dock door 3","kind":"dock_door","x":53.463,"z":39.653,"w":2.986,"d":0.3470000000000013,"h":3,"source":"drawing","note":"Opening width/position read from plan; opening height, handing and operating state require confirmation. Unlabelled opening given descriptive model label."},{"id":"desk-1","label":"Desk 1","kind":"desk","x":1.564,"z":34.991,"w":1.587,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"desk-2","label":"Desk 2","kind":"desk","x":4.061,"z":34.991,"w":1.586,"d":0.792,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"office-counter","label":"Office unlabelled fixture","kind":"cabinet","x":7.656,"z":35.483,"w":2.384,"d":1.001,"h":0.75,"source":"drawing","note":"Footprint from drawing; height unconfirmed. Unlabelled fixture function unconfirmed."},{"id":"bf-charger-1","label":"BF-T1 charger 1","kind":"charger","x":58.1,"z":18.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-1","label":"Charger 1: 1.5 m clear","kind":"zone","x":56.6,"z":18,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-2","label":"BF-T1 charger 2","kind":"charger","x":58.1,"z":19.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-2","label":"Charger 2: 1.5 m clear","kind":"zone","x":56.6,"z":19,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-3","label":"BF-T1 charger 3","kind":"charger","x":58.1,"z":20.2,"w":0.4,"d":0.6,"h":0.5,"tags":["bf-charger"],"source":"assumed","note":"Datasheet 0.6 x 0.4 m. West-facing proposed mounting rail inside marked charging area; rail/power connection to east wall to be confirmed."},{"id":"bf-charge-bay-3","label":"Charger 3: 1.5 m clear","kind":"zone","x":56.6,"z":20,"w":1.5,"d":1,"h":0.02,"tags":["bf-home"],"source":"assumed","note":"Keep 1.5 m clear west of charger face; not a traffic-control resource."},{"id":"bf-charger-4","label":"BF-T1 charger 4 (four-robot option)","kind":"charger","x":52.7,"z":18,"w":0.6,"d":0.4,"h":0.5,"source":"assumed","note":"Fourth-robot option: south-facing on proposed mounting rail in marked area; not used by three-robot scenario."},{"id":"bf-charge-bay-4","label":"Optional charger 4: 1.5 m clear","kind":"zone","x":52.5,"z":18.4,"w":1,"d":1.5,"h":0.02,"tags":["bf-home-4"],"source":"assumed","note":"Optional fourth-robot bay."}],"scaleConfirmed":false,"assumptions":["Agent-created spatial draft. Verify object footprints and passage widths.","Robot settings, workload and station positions are illustrative defaults."],"dock":{"x":0.95,"z":1},"destination":{"x":59,"z":39.36},"task":"transport","fleetSize":1,"speed":0.6,"radius":0.24,"coverageWidth":0.6,"durationMinutes":30,"demandPerHour":30,"serviceSeconds":15}}],"activeFloor":"floor-1","storyHeight":4,"links":[]},"floorDecisions":{},"underlays":[{"floor":"floor-1","name":"CV-U4-GA-101_RevC.pdf","image":{"mimeType":"image/png","width":2482,"height":1754,"sourceWidth":2482,"sourceHeight":1754,"bytes":262111,"sha256":"e0484b12b3ac985f38fb8d31396f642813afd5443b3bf58eb08942917f306d9f","data":"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"},"x":-11.661972,"z":-15.042254,"width":104.87323943661971,"rotation":0,"opacity":0.35,"visible":true,"scaleSource":"length","levelSource":"none"}],"changeLog":{"entries":[{"at":"2026-10-06T13:04:49.846Z","changeNumber":1,"source":"mcp","action":"create_space","floors":["floor-1"],"changes":{"parts":{"removed":13},"floors":{"changed":1}},"summary":"parts −13 · floor areas ~1"},{"at":"2026-10-06T13:05:02.929Z","changeNumber":2,"source":"mcp","action":"set_underlay","floors":["floor-1"],"changes":{"underlays":{"added":1}},"summary":"underlays +1"},{"at":"2026-10-06T13:05:11.462Z","changeNumber":3,"source":"mcp","action":"set_underlay","floors":["floor-1"],"changes":{"underlays":{"changed":1}},"summary":"underlays ~1"},{"at":"2026-10-06T13:07:03.819Z","changeNumber":4,"source":"mcp","action":"set_underlay","floors":["floor-1"],"changes":{"underlays":{"changed":1}},"summary":"underlays ~1"},{"at":"2026-10-06T13:07:04.410Z","changeNumber":5,"source":"mcp","action":"set_underlay","floors":["floor-1"],"changes":{"underlays":{"changed":1}},"summary":"underlays ~1"},{"at":"2026-10-06T13:07:52.242Z","changeNumber":6,"source":"mcp","action":"edit_space","floors":["floor-1"],"changes":{"parts":{"added":69}},"summary":"parts +69"},{"at":"2026-10-06T13:08:24.210Z","changeNumber":7,"source":"mcp","action":"edit_space","floors":["floor-1"],"changes":{"parts":{"added":3,"changed":9}},"summary":"parts +3 ~9"},{"at":"2026-10-06T13:12:32.656Z","changeNumber":8,"source":"mcp","action":"edit_space","floors":["floor-1"],"changes":{"parts":{"added":6}},"summary":"parts +6"},{"at":"2026-10-06T13:13:45.515Z","changeNumber":9,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"added":1}},"summary":"scenarios +1"},{"at":"2026-10-06T13:14:10.826Z","changeNumber":10,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:15:11.063Z","changeNumber":11,"source":"mcp","action":"edit_space","floors":["floor-1"],"changes":{"parts":{"added":2}},"summary":"parts +2"},{"at":"2026-10-06T13:15:11.575Z","changeNumber":12,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"added":1}},"summary":"scenarios +1"},{"at":"2026-10-06T13:15:54.456Z","changeNumber":13,"source":"mcp","action":"save_process_option","changes":{"records":{"added":1}},"summary":"saved records +1"},{"at":"2026-10-06T13:15:55.102Z","changeNumber":14,"source":"mcp","action":"save_design_option","changes":{"designOptions":{"added":1}},"summary":"design options +1"},{"at":"2026-10-06T13:15:55.769Z","changeNumber":15,"source":"mcp","action":"edit_space","floors":["floor-1"],"changes":{"parts":{"changed":5}},"summary":"parts ~5"},{"at":"2026-10-06T13:15:56.884Z","changeNumber":16,"source":"mcp","action":"save_process_option","changes":{"records":{"added":1}},"summary":"saved records +1"},{"at":"2026-10-06T13:15:57.408Z","changeNumber":17,"source":"mcp","action":"save_design_option","changes":{"designOptions":{"added":1}},"summary":"design options +1"},{"at":"2026-10-06T13:16:27.602Z","changeNumber":18,"source":"mcp","action":"compare_process_options","changes":{"records":{"added":1}},"summary":"saved records +1"},{"at":"2026-10-06T13:17:14.361Z","changeNumber":19,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"added":1}},"summary":"scenarios +1"},{"at":"2026-10-06T13:17:15.519Z","changeNumber":20,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:16.646Z","changeNumber":21,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:17.756Z","changeNumber":22,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:18.862Z","changeNumber":23,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:19.975Z","changeNumber":24,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:21.074Z","changeNumber":25,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:22.192Z","changeNumber":26,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:23.313Z","changeNumber":27,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:24.911Z","changeNumber":28,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:26.012Z","changeNumber":29,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:27.181Z","changeNumber":30,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:28.305Z","changeNumber":31,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:29.426Z","changeNumber":32,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:30.536Z","changeNumber":33,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:31.722Z","changeNumber":34,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:32.912Z","changeNumber":35,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:34.112Z","changeNumber":36,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:35.240Z","changeNumber":37,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:36.429Z","changeNumber":38,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:17:53.746Z","changeNumber":39,"source":"mcp","action":"restore_design_option","floors":["floor-1"],"changes":{"parts":{"changed":5},"scenarios":{"removed":1}},"summary":"parts ~5 · scenarios −1"},{"at":"2026-10-06T13:18:10.401Z","changeNumber":40,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"added":1}},"summary":"scenarios +1"},{"at":"2026-10-06T13:18:11.508Z","changeNumber":41,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:12.623Z","changeNumber":42,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:13.739Z","changeNumber":43,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:14.847Z","changeNumber":44,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:15.962Z","changeNumber":45,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:17.076Z","changeNumber":46,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:18.208Z","changeNumber":47,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:19.365Z","changeNumber":48,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:20.466Z","changeNumber":49,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:21.567Z","changeNumber":50,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:22.679Z","changeNumber":51,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:23.773Z","changeNumber":52,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:24.879Z","changeNumber":53,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:25.988Z","changeNumber":54,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:27.086Z","changeNumber":55,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:28.193Z","changeNumber":56,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:29.311Z","changeNumber":57,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:30.408Z","changeNumber":58,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:18:31.536Z","changeNumber":59,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-06T13:28:41.366Z","changeNumber":60,"source":"mcp","action":"update_process_parameters","changes":{"scenarios":{"added":1}},"summary":"scenarios +1"},{"at":"2026-10-06T13:28:55.509Z","changeNumber":61,"source":"mcp","action":"save_process_option","changes":{"records":{"added":1}},"summary":"saved records +1"},{"at":"2026-10-06T13:31:04.229Z","changeNumber":62,"source":"mcp","action":"edit_space","floors":["floor-1"],"changes":{"parts":{"changed":5}},"summary":"parts ~5"},{"at":"2026-10-06T13:31:12.405Z","changeNumber":63,"source":"mcp","action":"update_process_parameters","changes":{"scenarios":{"added":1}},"summary":"scenarios +1"},{"at":"2026-10-06T13:31:31.818Z","changeNumber":64,"source":"mcp","action":"save_process_option","changes":{"records":{"added":1}},"summary":"saved records +1"},{"at":"2026-10-06T13:31:38.486Z","changeNumber":65,"source":"mcp","action":"compare_process_options","changes":{"records":{"added":1}},"summary":"saved records +1"},{"at":"2026-10-06T13:57:06.071Z","changeNumber":66,"source":"mcp","action":"restore_design_option","floors":["floor-1"],"changes":{"parts":{"changed":5},"floors":{"changed":1},"scenarios":{"removed":3}},"summary":"parts ~5 · floor areas ~1 · scenarios −3"},{"at":"2026-10-06T13:57:34.626Z","changeNumber":67,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"added":1}},"summary":"scenarios +1"},{"at":"2026-10-06T13:57:37.264Z","changeNumber":68,"source":"mcp","action":"undo","target":"put_process_scenario","changes":{"scenarios":{"removed":1}},"summary":"Undo of put_process_scenario: scenarios −1"},{"at":"2026-10-06T13:57:37.774Z","changeNumber":69,"source":"mcp","action":"undo","target":"restore_design_option","floors":["floor-1"],"changes":{"parts":{"changed":5},"floors":{"changed":1},"scenarios":{"added":3}},"summary":"Undo of restore_design_option: parts ~5 · floor areas ~1 · scenarios +3"},{"at":"2026-10-07T02:35:33.785Z","changeNumber":70,"source":"mcp","action":"import_project","changes":{"records":{"removed":3}},"summary":"saved records −3"},{"at":"2026-10-07T02:39:35.974Z","changeNumber":71,"source":"ui","action":"record","changes":{"records":{"added":1}},"summary":"saved records +1"},{"at":"2026-10-07T02:40:20.466Z","changeNumber":72,"source":"mcp","action":"compare_process_options","changes":{"records":{"added":1}},"summary":"saved records +1"},{"at":"2026-10-07T02:40:57.600Z","changeNumber":73,"source":"mcp","action":"compare_process_options","changes":{"records":{"added":1}},"summary":"saved records +1"},{"at":"2026-10-07T02:42:44.385Z","changeNumber":74,"source":"mcp","action":"run_simulation_study","changes":{"records":{"added":1}},"summary":"saved records +1"},{"at":"2026-10-07T02:43:33.116Z","changeNumber":75,"source":"mcp","action":"save_design_option","changes":{"designOptions":{"added":1}},"summary":"design options +1"},{"at":"2026-10-07T02:43:33.621Z","changeNumber":76,"source":"mcp","action":"edit_space","floors":["floor-1"],"changes":{"parts":{"changed":4}},"summary":"parts ~4"},{"at":"2026-10-07T02:43:34.313Z","changeNumber":77,"source":"mcp","action":"update_process_parameters","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T02:43:35.429Z","changeNumber":78,"source":"mcp","action":"save_design_option","changes":{"designOptions":{"added":1}},"summary":"design options +1"},{"at":"2026-10-07T02:44:05.460Z","changeNumber":79,"source":"mcp","action":"restore_design_option","floors":["floor-1"],"changes":{"parts":{"changed":4},"scenarios":{"changed":1}},"summary":"parts ~4 · scenarios ~1"},{"at":"2026-10-07T03:11:18.346Z","changeNumber":80,"source":"mcp","action":"restore_design_option","floors":["floor-1"],"changes":{"parts":{"changed":4},"scenarios":{"changed":1}},"summary":"parts ~4 · scenarios ~1"},{"at":"2026-10-07T03:11:18.931Z","changeNumber":81,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"added":1}},"summary":"scenarios +1"},{"at":"2026-10-07T03:12:19.015Z","changeNumber":82,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:20.189Z","changeNumber":83,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:21.410Z","changeNumber":84,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:22.649Z","changeNumber":85,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:23.809Z","changeNumber":86,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:24.979Z","changeNumber":87,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:26.156Z","changeNumber":88,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:27.341Z","changeNumber":89,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:28.509Z","changeNumber":90,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:29.683Z","changeNumber":91,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:30.839Z","changeNumber":92,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:31.995Z","changeNumber":93,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:33.172Z","changeNumber":94,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:34.322Z","changeNumber":95,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:35.543Z","changeNumber":96,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:36.733Z","changeNumber":97,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:37.893Z","changeNumber":98,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:39.062Z","changeNumber":99,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:40.229Z","changeNumber":100,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:12:41.395Z","changeNumber":101,"source":"mcp","action":"restore_design_option","floors":["floor-1"],"changes":{"parts":{"changed":4},"scenarios":{"removed":1,"changed":1}},"summary":"parts ~4 · scenarios −1 ~1"},{"at":"2026-10-07T03:15:06.033Z","changeNumber":102,"source":"ui","action":"record","changes":{"records":{"added":1}},"summary":"saved records +1"},{"at":"2026-10-07T03:17:52.122Z","changeNumber":103,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"added":1}},"summary":"scenarios +1"},{"at":"2026-10-07T03:17:53.298Z","changeNumber":104,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:17:54.469Z","changeNumber":105,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:17:55.649Z","changeNumber":106,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:17:56.828Z","changeNumber":107,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:17:58.016Z","changeNumber":108,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:17:59.246Z","changeNumber":109,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:00.424Z","changeNumber":110,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:01.636Z","changeNumber":111,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:02.788Z","changeNumber":112,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:03.981Z","changeNumber":113,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:05.141Z","changeNumber":114,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:06.291Z","changeNumber":115,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:07.453Z","changeNumber":116,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:08.620Z","changeNumber":117,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:10.326Z","changeNumber":118,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:11.504Z","changeNumber":119,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:12.726Z","changeNumber":120,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:13.971Z","changeNumber":121,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:15.186Z","changeNumber":122,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:16.332Z","changeNumber":123,"source":"mcp","action":"edit_space","floors":["floor-1"],"changes":{"parts":{"changed":5}},"summary":"parts ~5"},{"at":"2026-10-07T03:18:16.975Z","changeNumber":124,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:18.157Z","changeNumber":125,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:19.357Z","changeNumber":126,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:20.519Z","changeNumber":127,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:21.682Z","changeNumber":128,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:22.851Z","changeNumber":129,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:24.004Z","changeNumber":130,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:25.190Z","changeNumber":131,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:26.336Z","changeNumber":132,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:27.470Z","changeNumber":133,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:28.665Z","changeNumber":134,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:29.846Z","changeNumber":135,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:31.007Z","changeNumber":136,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:32.178Z","changeNumber":137,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:33.327Z","changeNumber":138,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:34.501Z","changeNumber":139,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:35.687Z","changeNumber":140,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:36.863Z","changeNumber":141,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:38.005Z","changeNumber":142,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:39.169Z","changeNumber":143,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:40.358Z","changeNumber":144,"source":"mcp","action":"restore_design_option","floors":["floor-1"],"changes":{"parts":{"changed":5},"scenarios":{"removed":1}},"summary":"parts ~5 · scenarios −1"},{"at":"2026-10-07T03:18:40.884Z","changeNumber":145,"source":"mcp","action":"edit_space","floors":["floor-1"],"changes":{"parts":{"changed":4}},"summary":"parts ~4"},{"at":"2026-10-07T03:18:41.529Z","changeNumber":146,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"added":1}},"summary":"scenarios +1"},{"at":"2026-10-07T03:18:42.712Z","changeNumber":147,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:43.881Z","changeNumber":148,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:45.048Z","changeNumber":149,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:46.212Z","changeNumber":150,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:47.387Z","changeNumber":151,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:48.559Z","changeNumber":152,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:49.734Z","changeNumber":153,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:50.904Z","changeNumber":154,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:52.073Z","changeNumber":155,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:53.265Z","changeNumber":156,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:54.423Z","changeNumber":157,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:55.612Z","changeNumber":158,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:56.787Z","changeNumber":159,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:57.916Z","changeNumber":160,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:18:59.104Z","changeNumber":161,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:19:00.265Z","changeNumber":162,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:19:01.419Z","changeNumber":163,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:19:02.618Z","changeNumber":164,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:19:03.766Z","changeNumber":165,"source":"mcp","action":"put_process_scenario","changes":{"scenarios":{"changed":1}},"summary":"scenarios ~1"},{"at":"2026-10-07T03:19:04.980Z","changeNumber":166,"source":"mcp","action":"restore_design_option","floors":["floor-1"],"changes":{"parts":{"changed":4},"scenarios":{"removed":1}},"summary":"parts ~4 · scenarios −1"}],"dropped":0},"designLineage":[{"option":"cv-south-packing","inputHash":"fnv1a-444400b6","basedOn":"cv-existing","basedOnName":"Existing benches with BF-T1 chargers","basedOnInputHash":"fnv1a-8cf979a8"},{"option":"cv-customer-layout","inputHash":"fnv1a-c7815f76","basedOn":"cv-existing","basedOnName":"Existing benches with BF-T1 chargers","basedOnInputHash":"fnv1a-8cf979a8"},{"option":"cv-search-best","inputHash":"fnv1a-40b6e50c","basedOn":"cv-customer-layout","basedOnName":"Customer layout","basedOnInputHash":"fnv1a-c7815f76"}]}