null nil Workspace 196.2 -100 RBX00000263 EggHuntLayout HomeHub HubFoundation 456 4 440 0 -2 30 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4287869291 CentralPromenade 98 0.12 440 0 0.06 30 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292792228 CrossPath 388 0.13 24 0 0.075 -45 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292792228 CrossPath 388 0.13 24 0 0.075 85 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292792228 HubSideHedge 6 36 440 -221 18 30 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4284449612 HubSideHedge 6 36 440 221 18 30 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4284449612 HubBackHedge 448 36 6 0 18 247 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4284449612 SafeShoulder 158 36 10 -139 18 -185 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4284449612 TreeTrunk 1.375 6.05 1.375 -200 3.025 -130 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RoundCanopy 4.95 4.95 4.95 -201.65 6.6 -130 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 RoundCanopy 4.95 4.95 4.95 -198.35 6.6 -130 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 RoundCanopy 5.5 5.5 5.5 -200 8.8 -130 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 TreeTrunk 1.375 6.05 1.375 -200 3.025 0 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RoundCanopy 4.95 4.95 4.95 -201.65 6.6 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 RoundCanopy 4.95 4.95 4.95 -198.35 6.6 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 RoundCanopy 5.5 5.5 5.5 -200 8.8 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 TreeTrunk 1.375 6.05 1.375 -200 3.025 130 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RoundCanopy 4.95 4.95 4.95 -201.65 6.6 130 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 RoundCanopy 4.95 4.95 4.95 -198.35 6.6 130 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 RoundCanopy 5.5 5.5 5.5 -200 8.8 130 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 SafeShoulder 158 36 10 139 18 -185 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4284449612 TreeTrunk 1.375 6.05 1.375 200 3.025 -130 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RoundCanopy 4.95 4.95 4.95 198.35 6.6 -130 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 RoundCanopy 4.95 4.95 4.95 201.65 6.6 -130 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 RoundCanopy 5.5 5.5 5.5 200 8.8 -130 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 TreeTrunk 1.375 6.05 1.375 200 3.025 0 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RoundCanopy 4.95 4.95 4.95 198.35 6.6 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 RoundCanopy 4.95 4.95 4.95 201.65 6.6 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 RoundCanopy 5.5 5.5 5.5 200 8.8 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 TreeTrunk 1.375 6.05 1.375 200 3.025 130 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RoundCanopy 4.95 4.95 4.95 198.35 6.6 130 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 RoundCanopy 4.95 4.95 4.95 201.65 6.6 130 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 RoundCanopy 5.5 5.5 5.5 200 8.8 130 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285503315 SafeBoundary 120 0.15 10 0 0.1 -185 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294434949 HubServices SellStand ServicePad 48 0.2 22 -130 0.14 218 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120935 Counter 32 3 5 -130 1.5 224 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 SignPost 1 7 1 -148 3.5 226 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288244800 SignPost 1 7 1 -112 3.5 226 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288244800 ServiceSign 34 5 0.4 -130 6 226 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281024813 TextSurface 2 24 1 ServiceSignLabel 1 0 1 0 1 SELL true true 19 1.0 0.9647058823529412 0.8549019607843137 TextSurface 5 24 1 ServiceSignLabel 1 0 1 0 1 SELL true true 19 1.0 0.9647058823529412 0.8549019607843137 SellInteraction 2 2 2 -130 2 218 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290417995 TradeStand ServicePad 48 0.2 22 0 0.14 218 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120935 Counter 32 3 5 0 1.5 224 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 SignPost 1 7 1 -18 3.5 226 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288244800 SignPost 1 7 1 18 3.5 226 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288244800 ServiceSign 34 5 0.4 0 6 226 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281024813 TextSurface 2 24 1 ServiceSignLabel 1 0 1 0 1 TRADE Reserved true true 19 1.0 0.9647058823529412 0.8549019607843137 TextSurface 5 24 1 ServiceSignLabel 1 0 1 0 1 TRADE Reserved true true 19 1.0 0.9647058823529412 0.8549019607843137 ShopStand ServicePad 48 0.2 22 130 0.14 218 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120935 Counter 32 3 5 130 1.5 224 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 SignPost 1 7 1 112 3.5 226 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288244800 SignPost 1 7 1 148 3.5 226 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288244800 ServiceSign 34 5 0.4 130 6 226 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281024813 TextSurface 2 24 1 ServiceSignLabel 1 0 1 0 1 SHOP Reserved true true 19 1.0 0.9647058823529412 0.8549019607843137 TextSurface 5 24 1 ServiceSignLabel 1 0 1 0 1 SHOP Reserved true true 19 1.0 0.9647058823529412 0.8549019607843137 HubSpawn 15 0.4 15 0 0.25 30 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4285701475 true 0 false HubReturn 1 1 1 0 0.25 180 1 0 0 0 1 0 -0 0 1 true false false true true 1 272 0 0 1 4285701475 CourseBarrier 140 80 8 0 40 -190 1 0 0 0 1 0 -0 0 1 true false false true true 1 272 0 0 1 4294163022 Plots Plot1 PlotGround 80 0.3 72 -130 0.17 -110 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4289447294 DividerRail 80 0.5 0.6 -130 1.5 -146 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 -130 4 -146 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -170 2.5 -146 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -130 2.5 -146 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -90 2.5 -146 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 -130 1.5 -74 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 -130 4 -74 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -170 2.5 -74 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -130 2.5 -74 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -90 2.5 -74 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RearRail 0.6 0.5 72 -170 1.5 -110 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RearRail 0.6 0.5 72 -170 4 -110 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 Arrival 1 1 1 -104 2 -110 1 0 0 0 1 0 -0 0 1 true false false true true 1 272 0 0 1 4278190080 NameplatePost 1 5.5 1 -88 2.75 -87 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 NameplatePost 1 5.5 1 -88 2.75 -77 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 OwnerNameplate 11 3.1 0.4 true false false true true 0 512 0 0 1 4285483051 -88 3.7 -82 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 TextSurface 2 48 1 OwnerLabel 0.81 0 0.94 0 1 Unclaimed false false 19 1.0 0.9647058823529412 0.8549019607843137 0.095 0 0.03 0 2 1 132 0 TextSurface 5 48 1 OwnerLabel 0.81 0 0.94 0 1 Unclaimed false false 19 1.0 0.9647058823529412 0.8549019607843137 0.095 0 0.03 0 2 1 132 0 NameplateBolt 0.18 0.22 0.22 -87.7 3.7 -86.7 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4291602017 NameplateBolt 0.18 0.22 0.22 -87.7 3.7 -77.3 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4291602017 DisplayArea 54 0.1 44 -130 0.37 -110 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293320641 Plot2 PlotGround 80 0.3 72 130 0.17 -110 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4291606165 DividerRail 80 0.5 0.6 130 1.5 -146 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 130 4 -146 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 90 2.5 -146 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 130 2.5 -146 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 170 2.5 -146 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 130 1.5 -74 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 130 4 -74 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 90 2.5 -74 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 130 2.5 -74 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 170 2.5 -74 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RearRail 0.6 0.5 72 170 1.5 -110 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RearRail 0.6 0.5 72 170 4 -110 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 Arrival 1 1 1 104 2 -110 1 0 0 0 1 0 -0 0 1 true false false true true 1 272 0 0 1 4278190080 NameplatePost 1 5.5 1 88 2.75 -87 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 NameplatePost 1 5.5 1 88 2.75 -77 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 OwnerNameplate 11 3.1 0.4 true false false true true 0 512 0 0 1 4285483051 88 3.7 -82 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 TextSurface 2 48 1 OwnerLabel 0.81 0 0.94 0 1 Unclaimed false false 19 1.0 0.9647058823529412 0.8549019607843137 0.095 0 0.03 0 2 1 132 0 TextSurface 5 48 1 OwnerLabel 0.81 0 0.94 0 1 Unclaimed false false 19 1.0 0.9647058823529412 0.8549019607843137 0.095 0 0.03 0 2 1 132 0 NameplateBolt 0.18 0.22 0.22 87.7 3.7 -86.7 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4291602017 NameplateBolt 0.18 0.22 0.22 87.7 3.7 -77.3 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4291602017 DisplayArea 54 0.1 44 130 0.37 -110 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293320641 Plot3 PlotGround 80 0.3 72 -130 0.17 20 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288986306 DividerRail 80 0.5 0.6 -130 1.5 -16 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 -130 4 -16 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -170 2.5 -16 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -130 2.5 -16 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -90 2.5 -16 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 -130 1.5 56 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 -130 4 56 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -170 2.5 56 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -130 2.5 56 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -90 2.5 56 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RearRail 0.6 0.5 72 -170 1.5 20 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RearRail 0.6 0.5 72 -170 4 20 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 Arrival 1 1 1 -104 2 20 1 0 0 0 1 0 -0 0 1 true false false true true 1 272 0 0 1 4278190080 NameplatePost 1 5.5 1 -88 2.75 43 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 NameplatePost 1 5.5 1 -88 2.75 53 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 OwnerNameplate 11 3.1 0.4 true false false true true 0 512 0 0 1 4285483051 -88 3.7 48 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 TextSurface 2 48 1 OwnerLabel 0.81 0 0.94 0 1 Unclaimed false false 19 1.0 0.9647058823529412 0.8549019607843137 0.095 0 0.03 0 2 1 132 0 TextSurface 5 48 1 OwnerLabel 0.81 0 0.94 0 1 Unclaimed false false 19 1.0 0.9647058823529412 0.8549019607843137 0.095 0 0.03 0 2 1 132 0 NameplateBolt 0.18 0.22 0.22 -87.7 3.7 43.3 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4291602017 NameplateBolt 0.18 0.22 0.22 -87.7 3.7 52.7 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4291602017 DisplayArea 54 0.1 44 -130 0.37 20 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293320641 Plot4 PlotGround 80 0.3 72 130 0.17 20 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4290622925 DividerRail 80 0.5 0.6 130 1.5 -16 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 130 4 -16 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 90 2.5 -16 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 130 2.5 -16 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 170 2.5 -16 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 130 1.5 56 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 130 4 56 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 90 2.5 56 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 130 2.5 56 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 170 2.5 56 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RearRail 0.6 0.5 72 170 1.5 20 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RearRail 0.6 0.5 72 170 4 20 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 Arrival 1 1 1 104 2 20 1 0 0 0 1 0 -0 0 1 true false false true true 1 272 0 0 1 4278190080 NameplatePost 1 5.5 1 88 2.75 43 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 NameplatePost 1 5.5 1 88 2.75 53 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 OwnerNameplate 11 3.1 0.4 true false false true true 0 512 0 0 1 4285483051 88 3.7 48 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 TextSurface 2 48 1 OwnerLabel 0.81 0 0.94 0 1 Unclaimed false false 19 1.0 0.9647058823529412 0.8549019607843137 0.095 0 0.03 0 2 1 132 0 TextSurface 5 48 1 OwnerLabel 0.81 0 0.94 0 1 Unclaimed false false 19 1.0 0.9647058823529412 0.8549019607843137 0.095 0 0.03 0 2 1 132 0 NameplateBolt 0.18 0.22 0.22 87.7 3.7 43.3 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4291602017 NameplateBolt 0.18 0.22 0.22 87.7 3.7 52.7 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4291602017 DisplayArea 54 0.1 44 130 0.37 20 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293320641 Plot5 PlotGround 80 0.3 72 -130 0.17 150 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4291543175 DividerRail 80 0.5 0.6 -130 1.5 114 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 -130 4 114 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -170 2.5 114 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -130 2.5 114 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -90 2.5 114 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 -130 1.5 186 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 -130 4 186 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -170 2.5 186 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -130 2.5 186 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 -90 2.5 186 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RearRail 0.6 0.5 72 -170 1.5 150 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RearRail 0.6 0.5 72 -170 4 150 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 Arrival 1 1 1 -104 2 150 1 0 0 0 1 0 -0 0 1 true false false true true 1 272 0 0 1 4278190080 NameplatePost 1 5.5 1 -88 2.75 173 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 NameplatePost 1 5.5 1 -88 2.75 183 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 OwnerNameplate 11 3.1 0.4 true false false true true 0 512 0 0 1 4285483051 -88 3.7 178 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 TextSurface 2 48 1 OwnerLabel 0.81 0 0.94 0 1 Unclaimed false false 19 1.0 0.9647058823529412 0.8549019607843137 0.095 0 0.03 0 2 1 132 0 TextSurface 5 48 1 OwnerLabel 0.81 0 0.94 0 1 Unclaimed false false 19 1.0 0.9647058823529412 0.8549019607843137 0.095 0 0.03 0 2 1 132 0 NameplateBolt 0.18 0.22 0.22 -87.7 3.7 173.3 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4291602017 NameplateBolt 0.18 0.22 0.22 -87.7 3.7 182.7 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4291602017 DisplayArea 54 0.1 44 -130 0.37 150 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293320641 Plot6 PlotGround 80 0.3 72 130 0.17 150 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288659877 DividerRail 80 0.5 0.6 130 1.5 114 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 130 4 114 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 90 2.5 114 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 130 2.5 114 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 170 2.5 114 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 130 1.5 186 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 DividerRail 80 0.5 0.6 130 4 186 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 90 2.5 186 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 130 2.5 186 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 FencePost 1 5 1 170 2.5 186 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RearRail 0.6 0.5 72 170 1.5 150 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 RearRail 0.6 0.5 72 170 4 150 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 Arrival 1 1 1 104 2 150 1 0 0 0 1 0 -0 0 1 true false false true true 1 272 0 0 1 4278190080 NameplatePost 1 5.5 1 88 2.75 173 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 NameplatePost 1 5.5 1 88 2.75 183 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288244800 OwnerNameplate 11 3.1 0.4 true false false true true 0 512 0 0 1 4285483051 88 3.7 178 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 TextSurface 2 48 1 OwnerLabel 0.81 0 0.94 0 1 Unclaimed false false 19 1.0 0.9647058823529412 0.8549019607843137 0.095 0 0.03 0 2 1 132 0 TextSurface 5 48 1 OwnerLabel 0.81 0 0.94 0 1 Unclaimed false false 19 1.0 0.9647058823529412 0.8549019607843137 0.095 0 0.03 0 2 1 132 0 NameplateBolt 0.18 0.22 0.22 87.7 3.7 173.3 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4291602017 NameplateBolt 0.18 0.22 0.22 87.7 3.7 182.7 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4291602017 DisplayArea 54 0.1 44 130 0.37 150 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293320641 Sections Section1 CourseGround 120 4 120 0 -2 -250 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288461673 FloorTile 24 0.04 24 -48 0.02 -202 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288922224 FloorTile 24 0.04 24 -48 0.02 -250 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288922224 FloorTile 24 0.04 24 -48 0.02 -298 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288922224 FloorTile 24 0.04 24 -24 0.02 -226 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288922224 FloorTile 24 0.04 24 -24 0.02 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288922224 FloorTile 24 0.04 24 0 0.02 -202 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288922224 FloorTile 24 0.04 24 0 0.02 -250 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288922224 FloorTile 24 0.04 24 0 0.02 -298 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288922224 FloorTile 24 0.04 24 24 0.02 -226 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288922224 FloorTile 24 0.04 24 24 0.02 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288922224 FloorTile 24 0.04 24 48 0.02 -202 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288922224 FloorTile 24 0.04 24 48 0.02 -250 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288922224 FloorTile 24 0.04 24 48 0.02 -298 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288922224 SideWall 10 36 120 -65 18 -250 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4285105741 WallCoping 12 3 120 -65 37.5 -250 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4290235778 WallPillar 2 38 3 -59.8 19 -202 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290235778 WallTopAccent 11 5 12 -65 41 -202 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285105741 WallPillar 2 38 3 -59.8 19 -226 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290235778 WallTopAccent 11 5 12 -65 41 -226 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285105741 WallPillar 2 38 3 -59.8 19 -250 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290235778 WallTopAccent 11 5 12 -65 41 -250 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285105741 WallPillar 2 38 3 -59.8 19 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290235778 WallTopAccent 11 5 12 -65 41 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285105741 WallPillar 2 38 3 -59.8 19 -298 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290235778 WallTopAccent 11 5 12 -65 41 -298 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285105741 SideWall 10 36 120 65 18 -250 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4285105741 WallCoping 12 3 120 65 37.5 -250 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4290235778 WallPillar 2 38 3 59.8 19 -202 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290235778 WallTopAccent 11 5 12 65 41 -202 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285105741 WallPillar 2 38 3 59.8 19 -226 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290235778 WallTopAccent 11 5 12 65 41 -226 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285105741 WallPillar 2 38 3 59.8 19 -250 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290235778 WallTopAccent 11 5 12 65 41 -250 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285105741 WallPillar 2 38 3 59.8 19 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290235778 WallTopAccent 11 5 12 65 41 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285105741 WallPillar 2 38 3 59.8 19 -298 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290235778 WallTopAccent 11 5 12 65 41 -298 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285105741 SectionSeam 120 0.06 1 0 0.04 -190.5 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290235778 NestArea NestFloor 110 0.08 49 0 0.07 -285 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290235778 EggPosition1 10 0.2 10 -42 0.2 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel1 RBX00000175 EggPlaceholder1 3.8 4.8 3.8 -42 3.2 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294240192 EggPosition2 10 0.2 10 -25.2 0.2 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel2 RBX00000178 EggPlaceholder2 3.8 4.8 3.8 -25.2 3.2 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4293831099 EggPosition3 10 0.2 10 -8.4 0.2 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel3 RBX0000017B EggPlaceholder3 3.8 4.8 3.8 -8.4 3.2 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4289118577 EggPosition4 10 0.2 10 8.4 0.2 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel4 RBX0000017E EggPlaceholder4 3.8 4.8 3.8 8.4 3.2 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288397278 EggPosition5 10 0.2 10 25.2 0.2 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel5 RBX00000181 EggPlaceholder5 3.8 4.8 3.8 25.2 3.2 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4293375578 EggPosition6 10 0.2 10 42 0.2 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel6 RBX00000184 EggPlaceholder6 3.8 4.8 3.8 42 3.2 -274 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4291342818 PicnicBasketPlaceholder RBX00000186 BasketBody 13 9 9 0 5 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290084681 GinghamLid 13.6 1 9.4 0 9.5 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294631865 ClothStripe 0.65 0.1 9.4 -5 10.1 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4291322444 ClothStripe 0.65 0.1 9.4 -2.5 10.1 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4291322444 ClothStripe 0.65 0.1 9.4 0 10.1 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4291322444 ClothStripe 0.65 0.1 9.4 2.5 10.1 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4291322444 ClothStripe 0.65 0.1 9.4 5 10.1 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4291322444 ClothStripe 13.6 0.1 0.65 0 10.16 -303 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4291322444 ClothStripe 13.6 0.1 0.65 0 10.16 -300.5 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4291322444 ClothStripe 13.6 0.1 0.65 0 10.16 -298 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4291322444 WickerBand 13.1 0.25 0.25 0 2 -295.4 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292125800 WickerBand 13.1 0.25 0.25 0 4 -295.4 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292125800 WickerBand 13.1 0.25 0.25 0 6 -295.4 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292125800 WickerBand 13.1 0.25 0.25 0 8 -295.4 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292125800 Foot 4 2 5 -4 1 -299 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285088553 OpenEye 0.9 1.2 0.35 -2.5 6 -295.35 1 0 0 0 1 0 -0 0 1 true false false true true 1 272 0 0 0 4281673758 Hand 2.8 3 2.8 -8 5 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285088553 Foot 4 2 5 4 1 -299 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285088553 OpenEye 0.9 1.2 0.35 2.5 6 -295.35 1 0 0 0 1 0 -0 0 1 true false false true true 1 272 0 0 0 4281673758 Hand 2.8 3 2.8 8 5 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4285088553 Handle 1.2 1.2 1.2 6 10 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286008361 Handle 1.2 1.2 1.2 5.70634 11.8541 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286008361 Handle 1.2 1.2 1.2 4.8541 13.5267 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286008361 Handle 1.2 1.2 1.2 3.52671 14.8541 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286008361 Handle 1.2 1.2 1.2 1.8541 15.7063 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286008361 Handle 1.2 1.2 1.2 3.67394e-16 16 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286008361 Handle 1.2 1.2 1.2 -1.8541 15.7063 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286008361 Handle 1.2 1.2 1.2 -3.52671 14.8541 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286008361 Handle 1.2 1.2 1.2 -4.8541 13.5267 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286008361 Handle 1.2 1.2 1.2 -5.70634 11.8541 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286008361 Handle 1.2 1.2 1.2 -6 10 -300 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286008361 ClosedEye 1.5 0.18 0.4 -2.5 6 -295.35 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281018403 ClosedEye 1.5 0.18 0.4 2.5 6 -295.35 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281018403 DaisyPetal 1.6 1.6 0.35 -56 17.15 -214 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 -54.9063 16.3554 -214 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 -55.324 15.0696 -214 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 -56.676 15.0696 -214 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 -57.0937 16.3554 -214 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyCenter 1.2 1.2 0.5 -56 16 -214.1 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294165590 DaisyPetal 1.6 1.6 0.35 -56 17.15 -250 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 -54.9063 16.3554 -250 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 -55.324 15.0696 -250 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 -56.676 15.0696 -250 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 -57.0937 16.3554 -250 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyCenter 1.2 1.2 0.5 -56 16 -250.1 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294165590 DaisyPetal 1.6 1.6 0.35 -56 17.15 -286 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 -54.9063 16.3554 -286 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 -55.324 15.0696 -286 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 -56.676 15.0696 -286 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 -57.0937 16.3554 -286 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyCenter 1.2 1.2 0.5 -56 16 -286.1 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294165590 DaisyPetal 1.6 1.6 0.35 56 17.15 -214 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 57.0937 16.3554 -214 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 56.676 15.0696 -214 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 55.324 15.0696 -214 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 54.9063 16.3554 -214 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyCenter 1.2 1.2 0.5 56 16 -214.1 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294165590 DaisyPetal 1.6 1.6 0.35 56 17.15 -250 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 57.0937 16.3554 -250 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 56.676 15.0696 -250 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 55.324 15.0696 -250 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 54.9063 16.3554 -250 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyCenter 1.2 1.2 0.5 56 16 -250.1 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294165590 DaisyPetal 1.6 1.6 0.35 56 17.15 -286 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 57.0937 16.3554 -286 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 56.676 15.0696 -286 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 55.324 15.0696 -286 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyPetal 1.6 1.6 0.35 54.9063 16.3554 -286 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294964954 DaisyCenter 1.2 1.2 0.5 56 16 -286.1 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294165590 Section2 CourseGround 120 4 150 0 -2 -385 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4292659605 FloorTile 24 0.04 24 -48 0.02 -322 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120156 FloorTile 24 0.04 24 -48 0.02 -370 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120156 FloorTile 24 0.04 24 -48 0.02 -418 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120156 FloorTile 24 0.04 24 -24 0.02 -346 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120156 FloorTile 24 0.04 24 -24 0.02 -394 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120156 FloorTile 24 0.04 24 -24 0.02 -442 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120156 FloorTile 24 0.04 24 0 0.02 -322 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120156 FloorTile 24 0.04 24 0 0.02 -370 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120156 FloorTile 24 0.04 24 0 0.02 -418 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120156 FloorTile 24 0.04 24 24 0.02 -346 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120156 FloorTile 24 0.04 24 24 0.02 -394 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120156 FloorTile 24 0.04 24 24 0.02 -442 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120156 FloorTile 24 0.04 24 48 0.02 -322 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120156 FloorTile 24 0.04 24 48 0.02 -370 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120156 FloorTile 24 0.04 24 48 0.02 -418 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293120156 SideWall 10 36 150 -65 18 -385 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288116560 WallCoping 12 3 150 -65 37.5 -385 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4293776802 WallPillar 2 38 3 -59.8 19 -322 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293776802 WallTopAccent 11 5 12 -65 41 -322 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288116560 WallPillar 2 38 3 -59.8 19 -346 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293776802 WallTopAccent 11 5 12 -65 41 -346 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288116560 WallPillar 2 38 3 -59.8 19 -370 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293776802 WallTopAccent 11 5 12 -65 41 -370 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288116560 WallPillar 2 38 3 -59.8 19 -394 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293776802 WallTopAccent 11 5 12 -65 41 -394 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288116560 WallPillar 2 38 3 -59.8 19 -418 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293776802 WallTopAccent 11 5 12 -65 41 -418 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288116560 WallPillar 2 38 3 -59.8 19 -442 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293776802 WallTopAccent 11 5 12 -65 41 -442 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288116560 SideWall 10 36 150 65 18 -385 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288116560 WallCoping 12 3 150 65 37.5 -385 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4293776802 WallPillar 2 38 3 59.8 19 -322 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293776802 WallTopAccent 11 5 12 65 41 -322 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288116560 WallPillar 2 38 3 59.8 19 -346 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293776802 WallTopAccent 11 5 12 65 41 -346 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288116560 WallPillar 2 38 3 59.8 19 -370 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293776802 WallTopAccent 11 5 12 65 41 -370 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288116560 WallPillar 2 38 3 59.8 19 -394 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293776802 WallTopAccent 11 5 12 65 41 -394 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288116560 WallPillar 2 38 3 59.8 19 -418 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293776802 WallTopAccent 11 5 12 65 41 -418 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288116560 WallPillar 2 38 3 59.8 19 -442 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293776802 WallTopAccent 11 5 12 65 41 -442 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288116560 SectionSeam 120 0.06 1 0 0.04 -310.5 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293776802 NestArea NestFloor 110 0.08 49 0 0.07 -435 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293776802 EggPosition1 10 0.2 10 -42 0.2 -424 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel1 RBX000001FB EggPlaceholder1 3.8 4.8 3.8 -42 3.2 -424 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294240192 EggPosition2 10 0.2 10 -25.2 0.2 -424 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel2 RBX000001FE EggPlaceholder2 3.8 4.8 3.8 -25.2 3.2 -424 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4293831099 EggPosition3 10 0.2 10 -8.4 0.2 -424 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel3 RBX00000201 EggPlaceholder3 3.8 4.8 3.8 -8.4 3.2 -424 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4289118577 EggPosition4 10 0.2 10 8.4 0.2 -424 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel4 RBX00000204 EggPlaceholder4 3.8 4.8 3.8 8.4 3.2 -424 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288397278 EggPosition5 10 0.2 10 25.2 0.2 -424 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel5 RBX00000207 EggPlaceholder5 3.8 4.8 3.8 25.2 3.2 -424 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4293375578 EggPosition6 10 0.2 10 42 0.2 -424 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel6 RBX0000020A EggPlaceholder6 3.8 4.8 3.8 42 3.2 -424 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4291342818 GuardianPlaceholder RBX0000020C GuardianBody 12 10 9 0 5 -450 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288116560 OpenEye 1.2 1.5 0.4 -2.5 6 -445.4 1 0 0 0 1 0 -0 0 1 true false false true true 1 272 0 0 0 4281018403 OpenEye 1.2 1.5 0.4 2.5 6 -445.4 1 0 0 0 1 0 -0 0 1 true false false true true 1 272 0 0 0 4281018403 ClosedEye 1.5 0.18 0.4 -2.5 6 -445.4 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281018403 ClosedEye 1.5 0.18 0.4 2.5 6 -445.4 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281018403 Section3 CourseGround 120 4 190 0 -2 -555 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288987858 FloorTile 24 0.04 24 -48 0.02 -472 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 FloorTile 24 0.04 24 -48 0.02 -520 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 FloorTile 24 0.04 24 -48 0.02 -568 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 FloorTile 24 0.04 24 -48 0.02 -616 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 FloorTile 24 0.04 24 -24 0.02 -496 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 FloorTile 24 0.04 24 -24 0.02 -544 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 FloorTile 24 0.04 24 -24 0.02 -592 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 FloorTile 24 0.04 24 0 0.02 -472 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 FloorTile 24 0.04 24 0 0.02 -520 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 FloorTile 24 0.04 24 0 0.02 -568 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 FloorTile 24 0.04 24 0 0.02 -616 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 FloorTile 24 0.04 24 24 0.02 -496 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 FloorTile 24 0.04 24 24 0.02 -544 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 FloorTile 24 0.04 24 24 0.02 -592 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 FloorTile 24 0.04 24 48 0.02 -472 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 FloorTile 24 0.04 24 48 0.02 -520 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 FloorTile 24 0.04 24 48 0.02 -568 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 FloorTile 24 0.04 24 48 0.02 -616 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289448409 SideWall 10 36 190 -65 18 -555 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4284316313 WallCoping 12 3 190 -65 37.5 -555 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4290500837 WallPillar 2 38 3 -59.8 19 -472 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290500837 WallTopAccent 11 5 12 -65 41 -472 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4284316313 WallPillar 2 38 3 -59.8 19 -496 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290500837 WallTopAccent 11 5 12 -65 41 -496 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4284316313 WallPillar 2 38 3 -59.8 19 -520 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290500837 WallTopAccent 11 5 12 -65 41 -520 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4284316313 WallPillar 2 38 3 -59.8 19 -544 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290500837 WallTopAccent 11 5 12 -65 41 -544 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4284316313 WallPillar 2 38 3 -59.8 19 -568 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290500837 WallTopAccent 11 5 12 -65 41 -568 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4284316313 WallPillar 2 38 3 -59.8 19 -592 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290500837 WallTopAccent 11 5 12 -65 41 -592 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4284316313 WallPillar 2 38 3 -59.8 19 -616 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290500837 WallTopAccent 11 5 12 -65 41 -616 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4284316313 SideWall 10 36 190 65 18 -555 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4284316313 WallCoping 12 3 190 65 37.5 -555 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4290500837 WallPillar 2 38 3 59.8 19 -472 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290500837 WallTopAccent 11 5 12 65 41 -472 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4284316313 WallPillar 2 38 3 59.8 19 -496 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290500837 WallTopAccent 11 5 12 65 41 -496 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4284316313 WallPillar 2 38 3 59.8 19 -520 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290500837 WallTopAccent 11 5 12 65 41 -520 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4284316313 WallPillar 2 38 3 59.8 19 -544 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290500837 WallTopAccent 11 5 12 65 41 -544 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4284316313 WallPillar 2 38 3 59.8 19 -568 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290500837 WallTopAccent 11 5 12 65 41 -568 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4284316313 WallPillar 2 38 3 59.8 19 -592 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290500837 WallTopAccent 11 5 12 65 41 -592 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4284316313 WallPillar 2 38 3 59.8 19 -616 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290500837 WallTopAccent 11 5 12 65 41 -616 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4284316313 SectionSeam 120 0.06 1 0 0.04 -460.5 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290500837 NestArea NestFloor 110 0.08 49 0 0.07 -625 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290500837 EggPosition1 10 0.2 10 -42 0.2 -614 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel1 RBX00000248 EggPlaceholder1 3.8 4.8 3.8 -42 3.2 -614 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294240192 EggPosition2 10 0.2 10 -25.2 0.2 -614 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel2 RBX0000024B EggPlaceholder2 3.8 4.8 3.8 -25.2 3.2 -614 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4293831099 EggPosition3 10 0.2 10 -8.4 0.2 -614 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel3 RBX0000024E EggPlaceholder3 3.8 4.8 3.8 -8.4 3.2 -614 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4289118577 EggPosition4 10 0.2 10 8.4 0.2 -614 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel4 RBX00000251 EggPlaceholder4 3.8 4.8 3.8 8.4 3.2 -614 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288397278 EggPosition5 10 0.2 10 25.2 0.2 -614 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel5 RBX00000254 EggPlaceholder5 3.8 4.8 3.8 25.2 3.2 -614 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4293375578 EggPosition6 10 0.2 10 42 0.2 -614 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel6 RBX00000257 EggPlaceholder6 3.8 4.8 3.8 42 3.2 -614 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4291342818 GuardianPlaceholder RBX00000259 GuardianBody 12 10 9 0 5 -640 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4284316313 OpenEye 1.2 1.5 0.4 -2.5 6 -635.4 1 0 0 0 1 0 -0 0 1 true false false true true 1 272 0 0 0 4281018403 OpenEye 1.2 1.5 0.4 2.5 6 -635.4 1 0 0 0 1 0 -0 0 1 true false false true true 1 272 0 0 0 4281018403 ClosedEye 1.5 0.18 0.4 -2.5 6 -635.4 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281018403 ClosedEye 1.5 0.18 0.4 2.5 6 -635.4 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281018403 CourseEndWall 140 40 10 0 20 -655 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4284316313 Camera 0 125 230 1 -0 0 0 0.89100652 0.4539905 -0 -0.4539905 0.89100652 5 ServerStorage PlotTreadmills Treadmill1 Treadmill 8 0.7 14 true true false true true 0 272 0 0 1 4281020983 -79 0.45 -126 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 TreadmillBelt 6.5 0.08 12 true false false true true 0 272 0 0 1 4280296744 -79 0.77 -126 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe0 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -74 0.825 -126 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe1 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -76 0.825 -126 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe2 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -78 0.825 -126 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe3 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -80 0.825 -126 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe4 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -82 0.825 -126 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe5 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -84 0.825 -126 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 TreadmillSideDeck 1 0.35 14 true true false true true 0 272 0 0 1 4289903291 -79 0.85 -130 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 ConsoleUpright 0.5 4 0.5 true false false true true 0 272 0 0 1 4282403664 -75 2.6 -129.5 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 HandGrip 0.6 0.6 4 true false false true true 0 272 0 0 1 4281810240 -77 4.5 -129.5 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 TreadmillSideDeck 1 0.35 14 true true false true true 0 272 0 0 1 4289903291 -79 0.85 -122 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 ConsoleUpright 0.5 4 0.5 true false false true true 0 272 0 0 1 4282403664 -75 2.6 -122.5 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 HandGrip 0.6 0.6 4 true false false true true 0 272 0 0 1 4281810240 -77 4.5 -122.5 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 RearRoller 7 0.75 0.75 true false false true true 0 272 0 0 1 4284443503 -85.5 0.6 -126 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 StartIndicator 0.5 0.1 0.5 true false false true true 0 272 0 0 0 4286175873 -74 0.95 -128 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 Treadmill2 Treadmill 8 0.7 14 true true false true true 0 272 0 0 1 4281020983 79 0.45 -126 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 TreadmillBelt 6.5 0.08 12 true false false true true 0 272 0 0 1 4280296744 79 0.77 -126 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe0 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 74 0.825 -126 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe1 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 76 0.825 -126 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe2 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 78 0.825 -126 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe3 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 80 0.825 -126 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe4 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 82 0.825 -126 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe5 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 84 0.825 -126 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 TreadmillSideDeck 1 0.35 14 true true false true true 0 272 0 0 1 4289903291 79 0.85 -122 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 ConsoleUpright 0.5 4 0.5 true false false true true 0 272 0 0 1 4282403664 75 2.6 -122.5 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 HandGrip 0.6 0.6 4 true false false true true 0 272 0 0 1 4281810240 77 4.5 -122.5 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 TreadmillSideDeck 1 0.35 14 true true false true true 0 272 0 0 1 4289903291 79 0.85 -130 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 ConsoleUpright 0.5 4 0.5 true false false true true 0 272 0 0 1 4282403664 75 2.6 -129.5 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 HandGrip 0.6 0.6 4 true false false true true 0 272 0 0 1 4281810240 77 4.5 -129.5 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 RearRoller 7 0.75 0.75 true false false true true 0 272 0 0 1 4284443503 85.5 0.6 -126 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 StartIndicator 0.5 0.1 0.5 true false false true true 0 272 0 0 0 4286175873 74 0.95 -124 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 Treadmill3 Treadmill 8 0.7 14 true true false true true 0 272 0 0 1 4281020983 -79 0.45 4 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 TreadmillBelt 6.5 0.08 12 true false false true true 0 272 0 0 1 4280296744 -79 0.77 4 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe0 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -74 0.825 4 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe1 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -76 0.825 4 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe2 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -78 0.825 4 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe3 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -80 0.825 4 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe4 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -82 0.825 4 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe5 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -84 0.825 4 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 TreadmillSideDeck 1 0.35 14 true true false true true 0 272 0 0 1 4289903291 -79 0.85 0 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 ConsoleUpright 0.5 4 0.5 true false false true true 0 272 0 0 1 4282403664 -75 2.6 0.5 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 HandGrip 0.6 0.6 4 true false false true true 0 272 0 0 1 4281810240 -77 4.5 0.5 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 TreadmillSideDeck 1 0.35 14 true true false true true 0 272 0 0 1 4289903291 -79 0.85 8 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 ConsoleUpright 0.5 4 0.5 true false false true true 0 272 0 0 1 4282403664 -75 2.6 7.5 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 HandGrip 0.6 0.6 4 true false false true true 0 272 0 0 1 4281810240 -77 4.5 7.5 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 RearRoller 7 0.75 0.75 true false false true true 0 272 0 0 1 4284443503 -85.5 0.6 4 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 StartIndicator 0.5 0.1 0.5 true false false true true 0 272 0 0 0 4286175873 -74 0.95 2 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 Treadmill4 Treadmill 8 0.7 14 true true false true true 0 272 0 0 1 4281020983 79 0.45 4 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 TreadmillBelt 6.5 0.08 12 true false false true true 0 272 0 0 1 4280296744 79 0.77 4 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe0 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 74 0.825 4 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe1 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 76 0.825 4 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe2 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 78 0.825 4 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe3 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 80 0.825 4 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe4 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 82 0.825 4 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe5 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 84 0.825 4 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 TreadmillSideDeck 1 0.35 14 true true false true true 0 272 0 0 1 4289903291 79 0.85 8 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 ConsoleUpright 0.5 4 0.5 true false false true true 0 272 0 0 1 4282403664 75 2.6 7.5 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 HandGrip 0.6 0.6 4 true false false true true 0 272 0 0 1 4281810240 77 4.5 7.5 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 TreadmillSideDeck 1 0.35 14 true true false true true 0 272 0 0 1 4289903291 79 0.85 0 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 ConsoleUpright 0.5 4 0.5 true false false true true 0 272 0 0 1 4282403664 75 2.6 0.5 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 HandGrip 0.6 0.6 4 true false false true true 0 272 0 0 1 4281810240 77 4.5 0.5 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 RearRoller 7 0.75 0.75 true false false true true 0 272 0 0 1 4284443503 85.5 0.6 4 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 StartIndicator 0.5 0.1 0.5 true false false true true 0 272 0 0 0 4286175873 74 0.95 6 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 Treadmill5 Treadmill 8 0.7 14 true true false true true 0 272 0 0 1 4281020983 -79 0.45 134 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 TreadmillBelt 6.5 0.08 12 true false false true true 0 272 0 0 1 4280296744 -79 0.77 134 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe0 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -74 0.825 134 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe1 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -76 0.825 134 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe2 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -78 0.825 134 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe3 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -80 0.825 134 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe4 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -82 0.825 134 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 BeltStripe5 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 -84 0.825 134 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 TreadmillSideDeck 1 0.35 14 true true false true true 0 272 0 0 1 4289903291 -79 0.85 130 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 ConsoleUpright 0.5 4 0.5 true false false true true 0 272 0 0 1 4282403664 -75 2.6 130.5 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 HandGrip 0.6 0.6 4 true false false true true 0 272 0 0 1 4281810240 -77 4.5 130.5 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 TreadmillSideDeck 1 0.35 14 true true false true true 0 272 0 0 1 4289903291 -79 0.85 138 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 ConsoleUpright 0.5 4 0.5 true false false true true 0 272 0 0 1 4282403664 -75 2.6 137.5 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 HandGrip 0.6 0.6 4 true false false true true 0 272 0 0 1 4281810240 -77 4.5 137.5 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 RearRoller 7 0.75 0.75 true false false true true 0 272 0 0 1 4284443503 -85.5 0.6 134 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 StartIndicator 0.5 0.1 0.5 true false false true true 0 272 0 0 0 4286175873 -74 0.95 132 6.123234e-17 -0 -1 0 1 -0 1 0 6.123234e-17 Treadmill6 Treadmill 8 0.7 14 true true false true true 0 272 0 0 1 4281020983 79 0.45 134 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 TreadmillBelt 6.5 0.08 12 true false false true true 0 272 0 0 1 4280296744 79 0.77 134 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe0 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 74 0.825 134 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe1 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 76 0.825 134 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe2 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 78 0.825 134 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe3 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 80 0.825 134 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe4 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 82 0.825 134 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BeltStripe5 6 0.025 0.12 true false false true true 0 272 0 0 1 4284115306 84 0.825 134 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 TreadmillSideDeck 1 0.35 14 true true false true true 0 272 0 0 1 4289903291 79 0.85 138 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 ConsoleUpright 0.5 4 0.5 true false false true true 0 272 0 0 1 4282403664 75 2.6 137.5 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 HandGrip 0.6 0.6 4 true false false true true 0 272 0 0 1 4281810240 77 4.5 137.5 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 TreadmillSideDeck 1 0.35 14 true true false true true 0 272 0 0 1 4289903291 79 0.85 130 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 ConsoleUpright 0.5 4 0.5 true false false true true 0 272 0 0 1 4282403664 75 2.6 130.5 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 HandGrip 0.6 0.6 4 true false false true true 0 272 0 0 1 4281810240 77 4.5 130.5 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 RearRoller 7 0.75 0.75 true false false true true 0 272 0 0 1 4284443503 85.5 0.6 134 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 StartIndicator 0.5 0.1 0.5 true false false true true 0 272 0 0 0 4286175873 74 0.95 136 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 MeadowSquishies DaisyBunny RBX00000292 Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294240192 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 StrawberryCow RBX00000297 Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293831099 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 LeafTurtle RBX0000029C Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289118577 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 ButterflyCat RBX000002A1 Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288397278 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 HoneyBear RBX000002A6 Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293375578 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 RainbowDragon RBX000002AB Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4291342818 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 DaisyBunny_2 RBX000002B0 Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294240192 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 StrawberryCow_2 RBX000002B5 Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293831099 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 LeafTurtle_2 RBX000002BA Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289118577 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 ButterflyCat_2 RBX000002BF Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288397278 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 HoneyBear_2 RBX000002C4 Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293375578 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 RainbowDragon_2 RBX000002C9 Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4291342818 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 DaisyBunny_3 RBX000002CE Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294240192 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 StrawberryCow_3 RBX000002D3 Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293831099 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 LeafTurtle_3 RBX000002D8 Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289118577 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 ButterflyCat_3 RBX000002DD Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288397278 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 HoneyBear_3 RBX000002E2 Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293375578 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 RainbowDragon_3 RBX000002E7 Body 3 3 3 0 1.5 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4291342818 Eye 0.2 0.3 0.1 -0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Eye 0.2 0.3 0.1 0.65 1.8 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Smile 0.55 0.1 0.1 0 1.1 -1.52 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281148965 Lighting 2 10 true 0.55 0.55 0.5 0.65 0.65 0.6 ReplicatedStorage LayoutConfig -- Milestone A: configurable dimensions and temporary test speeds. return { Version = "v017", CourseReset = {Interval=300, Warning=15, Closed=10}, EscapeRewards = {10,25,60}, -- provisional test values, source section only Persistence = {Name="EggHunt_Test_v008", LeaseSeconds=180, SaveInterval=30, StudioFallback=true}, MaxOwnedItems = 256, Economy = {EggSaleSeconds=8,PetSaleSeconds=20,CompletionRewards={10,25,60},MaxEquipped=2,TrainingBonusPerPet=.05}, EggSizes = {.9,1,1.15}, CarryPenaltyPerSize = .5, SpawnChances = {Daisy=1,Strawberry=1,Leaf=.85,Butterfly=.85,Honey=.6,Rainbow=.35}, TreadmillLevels = {{Gain=4,Price=0},{Gain=6,Price=75},{Gain=9,Price=200}}, Catch = {Cooldown=2, Stumble=.45, HorizontalSpeed=9, SideSpeed=3}, GuardianBurst = {Duration=1.5, Multiplier=1.35, TargetGap=18, MaxSeconds=3}, MaxPlayers = 6, StartingCapacity = 6, CapacityLevels = {6,9,12}, CapacityPrices = {75,200}, SpeedUpgradeCost = 25, SpeedUpgradeGain = 4, StageIncome = {1,2,4}, PetRules = { Daisy={Rarity="Common",Income=1,Refill=3,Chase=1}, Strawberry={Rarity="Common",Income=2,Refill=3,Chase=1}, Leaf={Rarity="Uncommon",Income=3,Refill=8,Chase=1.01}, Butterfly={Rarity="Uncommon",Income=4,Refill=8,Chase=1.01}, Honey={Rarity="Rare",Income=6,Refill=15,Chase=1.03}, Rainbow={Rarity="Legendary",Income=10,Refill=25,Chase=1.045}, }, GuardianSpeeds = {18, 30, 46}, RecommendedSpeeds = {24, 38, 58}, HatchSecondsBySection = {8, 14, 22}, TrainingPerSecond = 4, TreadmillPace = 12, TreadmillExitSpeed = 22, MaxTrainedSpeed = 256, PickupDistance = 12, CaptureDistance = 7, ChaseGraceSeconds = 1, DefaultSpeed = "Walk", SpeedPresets = {Walk=16, Jog=64, Run=128, Sprint=256}, SpeedOrder = {"Walk", "Jog", "Run", "Sprint"}, Hub = {Width=456, Depth=440, CenterZ=30, SafeBoundaryZ=-190}, Plot = {Width=80, Depth=72, CentersX={-130,130}, CentersZ={-110,20,150}}, Course = {Width=120, SectionLengths={120,150,190}, WallHeight=36, WallThickness=10, StartZ=-190}, Sections = { {Name="Meadow", Color={156,187,105}, Wall={105,134,77}, Trim={183,205,130}}, {Name="Section 2", Color={220,201,149}, Wall={151,119,80}, Trim={237,213,162}}, {Name="Section 3", Color={164,194,210}, Wall={93,122,153}, Trim={187,216,229}}, }, EggLabels = {"Daisy", "Strawberry", "Leaf", "Butterfly", "Honey", "Rainbow"}, } GameplayRules -- Engine-independent gameplay rules shared by the server and automated tests. local Rules = {} function Rules.wallSlide(vx,vz,nx,nz) local into=math.min(0,vx*nx+vz*nz) return vx-nx*into,vz-nz*into end -- Relative motion catches close passes between updates without solid collision. function Rules.closestGap(ax,az,bx,bz) local dx,dz=bx-ax,bz-az local length=dx*dx+dz*dz local t=length>0 and math.max(0,math.min(1,-(ax*dx+az*dz)/length)) or 0 return math.sqrt((ax+dx*t)^2+(az+dz*t)^2) end function Rules.finite(value) return type(value)=="number" and value==value and math.abs(value)<1000000 end function Rules.section(z, start, lengths) if z >= start then return 0 end local edge = start for i, length in ipairs(lengths) do edge = edge-length if z > edge then return i end end return #lengths end function Rules.insidePlot(x, y, z, width, depth) return math.abs(x)<=width/2 and math.abs(z)<=depth/2 and y>=0 and y<=12 end function Rules.canChase(guardian, eggSection, safe, elapsed, grace) return guardian == eggSection and not safe and elapsed >= grace end function Rules.captureReturnsHome(eggSection, currentSection) return eggSection == currentSection end function Rules.train(speed, seconds, rate, maximum) return math.min(maximum, speed + math.max(0,seconds)*rate) end function Rules.burstMultiplier(distance,elapsed,burst) if distance<=burst.TargetGap or elapsed<0 or elapsed>=burst.MaxSeconds then return 1 end return 1+(burst.Multiplier-1)*math.sin(math.min(1,elapsed/burst.MaxSeconds)*math.pi) end return Rules Economy -- Shared calculations only; ownership and mutations remain server-authoritative. local E={} function E.placed(item) return item.State=="Hatching" or item.State=="Hatched" end function E.pet(item) return item.State=="Hatched" or item.State=="StoredPet" end function E.key(item) return tostring(item.Section)..":"..item.Label end function E.income(item,config) return math.max(1,math.floor(config.PetRules[item.Label].Income*config.StageIncome[item.Section]*(item.Size or 1)+.5)) end function E.sale(item,config) local seconds=E.pet(item) and config.Economy.PetSaleSeconds or config.Economy.EggSaleSeconds return E.income(item,config)*seconds end function E.carryMultiplier(size,config) return math.max(.8,1-math.max(0,(size or 1)-1)*config.CarryPenaltyPerSize) end function E.canSell(item,activeId) return not E.placed(item) and not item.Equipped and item.Id~=activeId end function E.signature(item) return table.concat({item.Id,item.State,item.Label,item.Section,item.Size or 1,item.HatchAt or 0},"|") end function E.progress(discoveries,kind,section,config) local found=0 for _,label in ipairs(config.EggLabels) do if discoveries[kind][tostring(section)..":"..label] then found=found+1 end end return found,#config.EggLabels end function E.hatchSeconds(item,config) return math.max(1,math.floor(config.HatchSecondsBySection[item.Section]*(item.Size or 1)+.5)) end return E InventoryRules -- Common inventory membership/order for hotbar, overflow and key shortcuts. -- Existing schema-3 states remain authoritative. Add new supported types here -- when their actual ownership and use mechanics are implemented. local Inventory={} function Inventory.kind(item) if item.State=="Stored" then return "Egg" end if item.State=="StoredPet" then return "Pet" end end function Inventory.slots(items,limit) local result={} for _,item in ipairs(items) do if Inventory.kind(item) then result[#result+1]=item end if limit and #result>=limit then break end end return result end return Inventory PlotRules -- Placement stays independent of rendering, income and hatch accounting. local PlotRules={} function PlotRules.valid(items,id,x,z,config) if type(x)~="number" or type(z)~="number" or x~=x or z~=z then return false end if math.abs(x)>config.Plot.Width/2-4 or math.abs(z)>config.Plot.Depth/2-4 then return false end for _,item in ipairs(items) do if item.Id~=id and (item.State=="Hatching" or item.State=="Hatched") and (item.X-x)^2+(item.Z-z)^2<36 then return false end end return true end function PlotRules.organize(items) local positions={} for _,item in ipairs(items) do if (item.State=="Hatching" or item.State=="Hatched") then local n=#positions positions[#positions+1]={Id=item.Id,X=-24+(n%4)*16,Z=-20+math.floor(n/4)*18,Rotation=0} end end return positions end return PlotRules CourseCycle -- One monotonic server clock drives every player's warning and barrier. local CourseCycle={};CourseCycle.__index=CourseCycle function CourseCycle.new(config,now) return setmetatable({config=config,State="Open",Deadline=now+config.Interval},CourseCycle) end function CourseCycle:Step(now) local reset=false if self.State=="Open" and now>=self.Deadline-self.config.Warning then self.State="Warning" end if self.State=="Warning" and now>=self.Deadline then self.State="Closed";self.Deadline=now+self.config.Closed;reset=true elseif self.State=="Closed" and now>=self.Deadline then self.State="Open";self.Deadline=now+self.config.Interval end return reset,math.max(0,math.ceil(self.Deadline-now)) end return CourseCycle UIFormat local F={} function F.clock(seconds) seconds=type(seconds)=='number' and seconds==seconds and math.abs(seconds)<1e9 and math.max(0,math.ceil(seconds)) or 0 return string.format('%02d:%02d',math.floor(seconds/60),seconds%60) end function F.timer(phase,seconds) return (phase=='Closed' and 'Course opens ' or phase=='Warning' and 'Course closes ' or 'Course reset ')..F.clock(seconds) end function F.money(amount,compact) local value=type(amount)=='number' and amount==amount and math.abs(amount)<1e15 and math.max(0,math.floor(amount)) or 0 if compact and value>=1e9 then return string.format('$%.1fB',value/1e9) end if compact and value>=1e6 then return string.format('$%.1fM',value/1e6) end local result=tostring(value):reverse():gsub('(%d%d%d)','%1,'):reverse():gsub('^,','') return '$'..result end return F UILayout -- Safe-area pixels. Desktop follows the approved sketch; small/touch screens -- reflow above native movement controls and expose secondary items in the menu. local L={} local function r(x,y,w,h) return {X=x,Y=y,W=w,H=h} end function L.compute(width,height,touch,compact) local w,h=math.max(280,width),math.max(300,height) local wide=w>=1160 and h>=500 and not touch local short=h<440 local card=math.min(176,math.floor((w-40)/2)) local out={Collapsed=compact or touch or w<700 or h<560,TopRow=wide,Slot=touch and 56 or 64,Stats={},Hidden={},Identity=r(0,0,0,0)} out.Stats.Income=r(wide and 192 or 12,8,wide and 180 or card,72) out.Stats.Cash=r(wide and 384 or w-card-12,8,wide and 208 or card,82) out.Save=r(out.Stats.Cash.X,94,out.Stats.Cash.W,24) out.Stats.Section=r(wide and 608 or 12,90,132,56) out.Stats.Settings=r(w-60,12,48,60) out.Guide=r(w-148,12,76,60) out.Stats.Collection=r(12,math.max(160,math.floor((h-96)/2)),112,96) if not touch and w>=560 then out.Stats.Speed=r(12,h-84,146,72) out.Stats.Gain=r(wide and 170 or 12,wide and h-84 or h-162,158,72) local navHeight=out.Collapsed and 64 or 328 out.Nav=r(w-102,math.max(124,math.floor((h-navHeight)/2)),90,navHeight) out.Timer=r(w-276,h-84,264,72) local left=wide and 350 or 182 local bar=math.min(676,out.Timer.X-12-left) out.Hotbar=r(left,h-72,math.max(56,bar),64) out.Context=r(left,h-(wide and 140 or 218),math.min(360,w-left-114),46) if wide then out.Stats.Section=r(608,8,132,72) end if not wide then out.Hidden.Section=true out.Stats.Cash=r(200,8,card,82);out.Save=r(200,94,card,24) out.Guide=r(w-148,12,76,60);out.Stats.Settings=r(w-60,12,48,60) end if short then out.Hidden.Gain=true;out.Hidden.Collection=true out.Context=r(182,h-146,math.max(56,w-296),46) end elseif w<560 then out.Stats.Income=r(12,8,card,62);out.Stats.Cash=r(w-card-12,8,card,82) out.Stats.Speed=r(12,78,card,44);out.Stats.Gain=r(12,130,card,50) out.Hidden={Collection=true,Section=true,Settings=true};out.Guide=r(0,0,0,0) if h<560 then out.Hidden.Gain=true end out.Nav=r(12,h-252,64,64);out.Hotbar=r(88,h-252,w-100,64) out.Timer=r(w-196,h-300,184,40) out.Context=r(12,h-352,w-24,44) else out.Stats.Income=r(12,8,card,62);out.Stats.Speed=r(12,78,136,44);out.Stats.Gain=r(160,78,136,44) out.Hidden={Collection=true,Section=true,Settings=true};out.Guide=r(0,0,0,0) out.Nav=r(200,8,64,56) out.Timer=r((w-216)/2,h-174,216,40) out.Hotbar=r(150,h-64,w-300,56) out.Context=r((w-math.min(340,w-320))/2,h-116,math.min(340,w-320),44) end if w<560 and h<400 then -- Extremely short portrait safe areas keep inventory/navigation usable. -- Other stats/actions remain in the menu rather than covering movement. for key in pairs(out.Stats) do out.Hidden[key]=true end out.Nav=r(12,8,64,56);out.Hotbar=r(88,8,w-100,56) out.Timer=r(w-196,76,184,40);out.Context=r(0,0,0,0) out.Save=r(0,0,0,0);out.Guide=r(0,0,0,0) end -- Sam's clarified top order: income, Cash, Guide, username, Settings. -- Keep the two money cards aligned; secondary identity moves below on very -- narrow desktop views, or into Menu on touch screens. if not touch and w>=560 then out.Stats.Income.H=72;out.Stats.Cash.H=72 if w>=680 then local guideX=out.Stats.Cash.X+out.Stats.Cash.W+16 local userX=guideX+88 local userWidth=math.min(200,w-userX-72) out.Guide=r(guideX,8,76,72) out.Identity=r(userX,8,userWidth,72) out.Stats.Settings=r(userX+userWidth+12,20,48,48) else out.Identity=r(12,94,card,44) end end -- Section remains available in Menu, without adding an unrequested top card. out.Hidden.Section=true for key in pairs(out.Hidden) do out.Stats[key]=r(0,0,0,0) end return out end return L UIIcons -- Official EditableImage/EncodingService path for local, self-contained UI art. -- Uploaded asset IDs can replace embedded pixels later without changing the HUD. local Icons={} function Icons.new(folder,dependencies) local d=dependencies or {} local function service(name) if d[name] then return d[name] end;local ok,value=pcall(function() return game:GetService(name) end);return ok and value or nil end local assets,encoding,run=service('AssetService'),service('EncodingService'),service('RunService') local content=d.Content or Content;local buffers=d.buffer or buffer local state={Loaded=0,Status='loading',Reason=nil,cache={},pending={},queue={},MaxCached=32} local function bind(waiter,entry) if not waiter.image.Parent then return end local ok=pcall(function() if entry.uri then waiter.image.Image=entry.uri else waiter.image.ImageContent=entry.content end end) if ok then waiter.fallback.Visible=false;waiter.image.Visible=true end end function state:Step() local key=table.remove(self.queue,1);if not key then return end local waiters=self.pending[key];self.pending[key]=nil if self.Reason then return end local editable local ok,result=pcall(function() local module=folder:FindFirstChild((key:gsub('/','_'))) assert(module,'Missing artwork') local data=require(module) if data.AssetId then assert(tostring(data.AssetId):match('^%d+$'),'Invalid uploaded image ID') return {uri='rbxassetid://'..data.AssetId} end assert(self.Loaded<self.MaxCached,'Icon memory limit') assert(assets and encoding and buffers and content,'Image APIs unavailable') assert(data.Width==128 and data.Height==128,'Unexpected icon resolution') local packed=encoding:Base64Decode(buffers.fromstring(data.Data)) local bytes=data.Width*data.Height*4 assert(encoding:GetDecompressedBufferSize(packed,Enum.CompressionAlgorithm.Zstd)==bytes,'Invalid pixel payload') local pixels=encoding:DecompressBuffer(packed,Enum.CompressionAlgorithm.Zstd) assert(buffers.len(pixels)==bytes,'Invalid RGBA length') editable=assets:CreateEditableImage({Size=Vector2.new(data.Width,data.Height)}) assert(editable,'Image memory unavailable') editable:WritePixelsBuffer(Vector2.new(0,0),Vector2.new(data.Width,data.Height),pixels) return {image=editable,content=content.fromObject(editable)} end) if not ok then if editable then editable:Destroy() end self.Status='fallback';self.Reason=tostring(result) return end self.Loaded=self.Loaded+1;self.Status=result.uri and 'uploaded' or 'embedded' self.cache[key]=result for _,waiter in ipairs(waiters or {}) do bind(waiter,result) end end function state:Attach(parent,key,size,position,glyph) local image=Instance.new('ImageLabel');image.Name='Artwork';image.BackgroundTransparency=1 image.AnchorPoint=Vector2.new(.5,.5);image.Size=UDim2.fromOffset(size,size);image.Position=position image.ScaleType=Enum.ScaleType.Fit;image.Visible=false;image.ZIndex=parent.ZIndex+1;image.Parent=parent local fallback=Instance.new('TextLabel');fallback.Name='ArtworkFallback';fallback.BackgroundTransparency=1 fallback.AnchorPoint=image.AnchorPoint;fallback.Size=image.Size;fallback.Position=position fallback.Text=glyph or '◆';fallback.Font=Enum.Font.GothamBold;fallback.TextSize=math.floor(size*.65) fallback.TextColor3=Color3.fromRGB(155,226,255);fallback.ZIndex=image.ZIndex;fallback.Parent=parent local waiter={image=image,fallback=fallback} if self.cache[key] then bind(waiter,self.cache[key]) elseif not self.Reason then if not self.pending[key] then self.pending[key]={};self.queue[#self.queue+1]=key end table.insert(self.pending[key],waiter) end return image end function state:Destroy() if self.connection then self.connection:Disconnect() end for _,entry in pairs(self.cache) do if entry.image then entry.image:Destroy() end end self.cache={};self.pending={};self.queue={} end if run and run.Heartbeat then state.connection=run.Heartbeat:Connect(function() state:Step() end) end return state end return Icons IconData actions_add -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} actions_auto-organize -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} actions_close -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} actions_move -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} actions_rotate -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} actions_save -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} actions_sell -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} actions_sound -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} actions_stats -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} indicators_guardian-alert -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} indicators_reset -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} indicators_safe-zone -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[KLUv/WAA/9XuAhrmz90zEIgtjQEkyU3NjxQURVEURVEqUsxBslgpEQAAAAAAAAAAEUAOjNDlgKrqTV8JIWTvLfcO0g1lDbsNR+uwdEAqCJxNx9MNQbn63ZkWB/xScsKyLXEWRR0fAScNTX/JWHcOCJz2e3oVvx64nJLmOFBjvd3cyHBGb2bmHDBNzp0Pstn5IaTkHlyfMxaqc8ZBbp6oBuaDY0XeF8dFoSMtCHwP1tHLoiq4HwzhPnNm8n5bJv72q/qrHf1zTAIGOO20o/2zqrxfpvcug+O06lpe1J75pPbsJ/WsIIW9JznsTTq7uZPnC6zQf0htFsunnUvZfJMm+YyJ9TkR0rFeT95Tdr0nrBPEwfq2FQPeBkTC4aiwWfFBPkje6HbmlHlkzzREpBjJaHPT8Y+Ehn41AGl7SnElUbV+3zUL1Hc/DAyqM3ITcz+0OAcENOeDiZF8hg7J6GjHdkg8t0g8QX+sO7sT5n56hrzuDIq3LbHwP10I7gdE0gNRxde7ch9pwj0jHvrZKO6/Zs7PwD/bDfiGa9qzIKU9Azra81lV9kPd8xnVyqb3tGfAvgqfFTV8e/ogs+bHpmlj5ztL6NtZ8trZtI523tzSzoUAPqe577FC5Eee0IfD4L5PVfV+SBB42w8JlwOzdT88QI4oyMwp98y+uXh3+An4Z5gNBLRT+wWleJJBl5OT/tpTtiActA3LBdXk/A+QHD+n/JN75J4hNkbGsysmxvn5IhzYFQW1eeEfKferY+N2XbT+1sPB1UQsPdAVfLusFu5Nl5zR34a5IX2+6zOwt3wF9ucEBNg7EIA/1r3Rrkh7A1LCc/A9GPVZcsR36Zfvf70ZE8bX970/V2ixhGbx9xUY7wELWcU/IzHgaT4oHC6Lh+PN0fFDNjKn9GMTfHxE/ARtNBq6aDt/rgL1nV1DDfHLVOTp6UuHqrytALvYCvJLQwKAc/YZ8kdCd/icsg/ukntva2lfnAP0xbk0NLMvJpLVqZ0R7uuGZli+JwfG5axcuCAdCs62QX+RxA/353JHf7ddv/EE7C1gH4K95wzsmZCAvZ/GtHfa0t5qTJ/VmnYeZlaYf3/9WTpienmfScN8L6rwLCDS91bL9aM14geaXVlvliLBC93B4XHCNDFqgY2AnocPHf0sJcXeK4uQLIcjWPv2xhiRRP28pyzwmVFx7OBZ3yf33Mz4oKkBeiNd2hnnzr6oGIe4SIfWluaJZEge6EbF55pMXQ3FgK9ZUf/Hwb0nDfdbKu+3deB/7frTNRF4Vo/A57kB34MCOH2rAfhmC+D0/x1QUuY/LSPnc9bu83z5uZTsM6eIz4FKP/2CT9pEf5EM938drg9EA+qIuJg4H50gT2yDg3fS0kaYiwedlBx8Z+RgIKDfOx//7hkpWJjoiB0BleBSWNV3K0YAjgNJjBhirdU3MCR4J16bb08tnw3FPNy7ZGMeoTPWsZ1RDu2QIqI/Zn76HMLteaJiIxyeL651+eBXjtdp6XA3HA/e5gHpkoX7UyXud5r3s59YiQCCb7oDAz6vCfjMdvSZccOzmw6ZNMVvrKDvRAPffq7PWoF/OeN9HVrW9WozHnwuC4kDjk35oydl4iloI0ahloiGhITv7Ox07Dvno9/g40c/N3/IQ77fGKG1G2VIEeA6pkMV/JreggMXVgzedkfKI/3OHjpJV0jZ+T3KKfnNRsFbAiK6491a2REN8elThuiPnyfK/TliHJnh29gTFw3tOSMhOE80k3K+NSpeiIiEAxKhdLkM7ilTuMcqeX828vfZ0V/3t+Cb70GCz3IBvi9dEH5nMf1+0iPfjgKeTYP/LvJHc8Av9OB+bUP1gGg8OJ0VEBesU+SOcn0Omhl57KLITEbFh1Ye/pOy8J6SgueE/DtnJOA9JwsfmtmIKWoZSXg8MjtoniZLkhLPGqAkv6cumVY1fl8DPgYcIW4vwO6pBdndl8ISgPQRUwme40TVvyRp8TM6Vz44t8fuZ6T4bfZSkaZi3yP13q546IyMzw/jygwN3+AKLcqdnREuT5X/wWHxtyQX3oZCwPe03G/OT+DEnwEhCvBZL8G34IPPoTQ+bzjfp27+zKpn496TgoEPqgP+4hYW/DQWCR7H5yXkjXFjB7VUNDVltEgyUlTz8YwwFf9ZaXjQSsKHkjLy/PcbGfbFHQ0PmndJkuNdIDC8QwKnS1FdCBK0ayqlSIrLQJJ2sVYsxZVZO6thW4DQoGqp+i0IBh7ExNXZSMnxQnzKnHKw7QdF/Bar6FlGme+UPDwk3yE/ecgIB4nF/TmjIbAvpnV54BwcP+QE64ROAHjeBveVolL0T+HAn82q33JLnyuxtr79CnzDof6USHxKLvdyG96vcR3Y8Do0Nk645uadlIrZ733aaCYFxfzopqSixzfShKy8aaPPY6+I8vCG0vQ8jJIdV3El4RWWrE9SsDtf2IBV1b+iSo4wEQBJU5ARIMlNRDXeZmFhsTvqSQHsvkMRLg0PM4Pkh4nCfvoJmHnsZ+QxEfWuSKeWZ6yQ0J4rNh4SO2LalgO6efG3IBOeloV0Ow3uMV+4P5Uif55j/RaU9LlP9aRO4mu20N9rG6F0OCZY12uT44N9wvxykO5Y0tDvZz+fZkVHF730U9Hn9695mXg2MjqHomPFQTwo8Kc9Jes5PhUrdrdassZqUbViVlWvcfCiAJPWWy9euFosVeWQsMp6HqiwJlas3Re7qSJgUJKPo0PUvb4AeSLe2DcoYeZDLRf/yBd3wkJkF9TzwkJ7CAmNCY790FCfJw6i88I9TI4nhsQJ6YBwuA5IN8xy3+nCfagP+IpovPfr4N4sg/xANhYcL02LB/7p8sm/t5OCan7OipaSdp7OzexWgnQ9hAMCDqiqr/YChlMsGZ6kA3GFwUogUaOkQLKCcNFkdULCgElbvYRo8CSDqbp1ggnJiIikGE6IIzkOhDWWfAYr2X2zp5LggyvD0+JUuSLEQt+aUh7rKflLw7wjyqFdkM8HBwfpuWDgIVyfI7bJ+aCYkuOBKXFCNx7crcPRDVXpB9JgPaAUBw4HJet5doq88Q7toYsmnzUtDcWOYufNS8b3kSPmMrQsfELU626rqisNVFhQywqLbSVRl6RoQvLQNcApQY8IAOKtlxD61dutFwRBFgTgauG0BCaFElIhEFaqoqwNVfE7U2Wo6jmDO+LBgJtZMuOHc2LfMkpM7HsiIkAPDGwDGxN04/PEQ2Y3XHtzvjk8Lodlw9+YWN3QFQ/Pe4PjhoHgfNHj4E9JGb20VJRRo5+KkppSMgI+zpYmJwGFAIqqCs9XVVS9KKsas20hVZOoWErCUEMAU9KcEAPcBzsYFMDRwgkJbASSNZLDNXbf7M5g1VRM1j+hEeJ9guh8+zlq+UxDQ2iBX4OF+tzwjeyBaGf+x4fKDdnUPBMR76WMRj8xTyoqOqkI+DNQglwLQZPUa5U/tawx24glKxAWA5geDGHAwIX1q9/XLdCkwoMYLggk2XHsQIW3WdQrqnYvHMk3oiLrc2ZpftDBy2Mm+n2wD9Cd+4XhCQNsE3vhm59XCtYdmy1tlPnRRpufPy1llMWO/tS0FDPy8G2uJLnWgaYo7cLZq6p2t4QijqpXWAxIiuIRwYB+dQAlCBDQcMF0DTTiKCaFZb2xrJ4gyO9/oNBwvLU3iL8o5isN+R7oRna+NK/3qX2x5QH0W0s06KSclaWhmpyep6VfaLLcQ4MCdwBnqeTQMhJJ1Rc2DgRYgsPF5UVriBHgKgcTS8NL1a8Q6y9w3U+wym8iI8QB37y+JX38DFr5yL+5A+6l0blfIDxhX3/MG/RGnJOely8FVdTZ6Fjs6Uz6QmZ43oJKAoXX3VdXGFs1mlWF85BQslLtcND0wl0FmMScUKpifsCyYGUhtqBEfZYfXHy+FYX8qCLHM7bpeV+gsAO67TngILH/BQK735qdNyZqo3yjzcnKi452Wv5UlPNYU9LEP0RPEoPEIbzuoapXsTvKwQrnObF0vcrxPtghoYCYEkzXTCsL8Ju9AL9v4Lq/CpD0NEpmXNPQ7dtTzYcqmrwi3tv/BIm9by3P/djw3E+tzhft1hgtkjwjTcmLelredBT02ewO5XS8HC1JrsHpqIoKzzNV/LraDVTY7MoHAwEuhB4LBqAhoXS9hN1slTwFu3/gukcBdeBnbJ4cy2n47Q79ZuThC+PQrvfnzfPK2KRddHPyopyUF/3EfKnoD53R+Yyqp0dZxe/GcI2zFqg2UHWiEUpVFTUMOLmv1nrbIIeBJjAkkGTMLBl+sVdW+BamXPc9Olj4oTI133IGftuI8ooU/644p/ZLwrubinrelLTR53lnvwgYdyk1TPwXNhxtMcTvoYcrVYgMAUzWOS8+INgYMMDN1pHMCAP8zheu9oaK3wPhwjqeGZpvzb9vz+iakohngwXJqQAcHYLrbg1VOJtlhbOfWVQ4TAmkq4AoEiRo9wqGgCM2EFZZb6tgF6v3VKy3Adc9hCr8HyOsXsamyhMRKrshMz0n46TIOzwdeAEJ2p0zWGFsBg1ZsiYk4lq1uiGA6dX6pcHFlAS44Sp2sxXiN3uBCu8p+b0EChes+hRg9wxc90+uu6mscNaK+mozeJBfSBHXOAgXACV4e3bGZOXqCYoJJSRGDlV4izVjNWSw6mwVVWepqnGW6hrPVFW9xcCh+jbassZyWDAdLUAyReDIU4EmLJCugyGqsTaLqrcZ5HdLJbtbC/G7rZL1FouqO0FcqXpYNCFV+WjwKlGZMCFFCqWjMB6ucpqGqjaEgRoLwpLjOiCOqEJUMB1NCOIAgX6373a7dd/3hV8Nd7mu9vK6Ads8LSLc6ywAXsXcyhHK9isW8Emylf+aN98Cy3g9H3p1//kRXNddHPCdXNHHxiEZuJ2CP+9OfEk1FABOqEfIORvznml4Z3dMw7pjFs5Vvk+aJNq96hJwNFoFv9oj+YOTa2meSI+ZQTWvS+b9OVuSrMtpcN+54v0l13sPU+9drPcF8MS3isGP37yHwZT+HsLar6OP/UIO2TCkkseVT3aMWWXHmYqwcHls7RxzdxTOr7JyZ9yjadlFB3A6SM+vbVtd77Nj9D/H/UzH9fO+Gv5Giz+jyZ8BydjtWpf4VpjLgVcbPbc8ZtTm8ana3Vnu1m3ek7Z3V2ok9moeFHdXuNfyJQZwugT/t1uP9Zovtpb+R+fG3RUlItrdPfPQjs/ta8uftDtjsGoXsEMVRpJy4QIJLiR4R30IYD2k1403oqk5nh4yh41nPCocEZb7UTkuBPgBwpCpcQ9/If2F03DN2GPI1pFFNjw5SWWRmFdd0jjXyiJ640xqdrr2dxv2qpr+khtm4Nfh836f6e+0+BsQVa36K9KxbUvfDkp6mBjqjzi4d28EuExIxq+dXK6E/XoS1uxIiuzcisjIXSYMrtTmDPxtXd4fXyCEz2dI57TxQel7bWB80aFcJqJmYqKtaefz1Nx86vrOGB47WOEDRSgIeF98oL7zFPyeiwHTL/UA+eEfNMdLLDT2xTc6D3vx9Los95Iv9DNEeA87lVkPu4EPv7FeB7rwN5FHESJJ9taUUDZsiYmFC5jf6m7Ndp+86RnWtO16e+dVthdQasD6LQOk1QJZr4IGLT27hVs6XJ2jY3XpaxTu3SNLd7VA3Y0C4S6NpMtb7rl0uEcUlvRtIgAI/v3s/Bcp4dlBqN/N6Z8/3A/qcD3emRTPJHT7w3up5wflwF7FRJ2tZFdRVlVD7VCwJEREVZ6hYkAF+CaZkQ/6SVPGzPfyxMh80VCfI7qxeZ0SBg7YhgK+9YD7JCjUX8mqf99Q/5I1uAakceRassg1JZK/lkz2ewll68spG760smFFW8I8vn6quVtK5ymyecckazINdHg79uoajPdLdrx/3s0WyOp2hJT07ab0uRDT5zenZ98CfFsn4KGGnL6Gx+lPuFQ/I8l7GkWwWE9ozOmndwcW3N01eFbQwbOXFz4zRn0ujPDHFfjoEfdwHKinA0PimIOBAp+piLdI0S7tvCMf2jcIQNpaDNU31MILJ3nL1hH1dd0TwXDgoWlQHuiHjw+a54mN+WMdoCMWgvM7IZbuGMeN4H5JDdJjHcb0dy7ENeSRv5FIkljRcngRGDJr6txFFu+a+7TMqXTt8RbPrWshsGjm39Gzpu6tIOsRoaQ970JK+49z+hwnN+BYOQL/do/Bt3xbPAjf+j3Yz/sMIZEh1LOMWHygU/AsFDstHp4ZmHbPTU2sKOctDd0O4gDTPqkGqsZyXS8RVnl7Qb/ZKyMefDTQHhlZmshEa7fkIzufraZnljCxdCfpsD478Hewy8n15JIm15ev5iaXw5tjHneaeRUUzV3Tr9PA9mEqHfTqVuzWQC/uSsHxPntG23G/tZPHjbo/yLrvdkXa89vbkiEmpwADChz4TLfgWSwdg2frHBxr9/RTu6edxXt64vOD+qyX56BDkkUpK3RWtH7Z58fwdLMR0Us4CLAruFpvuQjApP10qMZgVkj4aFsWNXqTe4KO2Ud2thNND7XjJoWpyX8FNehxOHPK4csn15ZR/l5W+ZuJBQyZy55nbg1tc/cUz2vMf//cM59s5pNKA13vPq+exXjfZAecvYPna/J+oes+oUJIcEtNAAAIMPDPHfiuU/DZLlHeXh9oiyZPMHyLPl+H+HJRNJxSjw8iX18po81ETzGhwI46BlmzSNGk3zYLR1AmRoWLtm1xw2ZPmWMGvt0y0Z0HMpF00i73fdXKfRXO0eFD179vCv4u7jj8Yk6pcp2Z5Z5m0twq+mbsQWbCN/r8B7voAkwHXd7yeTWNxt0n2X1nboODU1ra89yAAnd3C74b4D39L4rvpTq+ZynfWC6fLzn8fQx+MPD/OjTB8Eg7PP+UVNQ7qSfmRS/73oKKwZ5whWIJ3p51HaqgFbypUXVGgrqcj82a742VuSLCuFPOwbkeFIf7whfvI1Rw/yqpvorn9FiOwXVijWtNLH81r1wryvLlmtPM4U82r5LOeRVLdilZxZuCYTUfwPTtR9s/v7LJuNvk62ubZ54HUZP2NrQk54SIwB2D7z/Q24vw8wVS8HuWiZXtl+A7DPxADvpwSqj+OGfnn5uUN1X09xdYEKivDxPXsywFe7LO4+PqoW1gvlfW5m9vj5lrHs65eVsIq/usj/dSXBHwkQQVOFUmRLFhTSwb5gSz9aIuG94Ms+POMo9D3dzFln3LvPi975XVvJW07fIs9msajL8i3EPJ0Sb+HAb2z4OucXN1+04BgwYO9tMjfPPxzRYoTfyby7c7E4SB7y/w+woZkbpjHGUiX9/kTzUBJwwZkSQznXl6MsSiaj5FsA6qV+bmf3/c9PVJ803FRLdEBOeFRlif/REFPmQP2InSkQipTgX8sKmOPXbMOWbrTzU7BjWzqaReXzoV9DXZym/39njmRb9i48JuHTtRxQYanUdPmJ7dkJr2lgswYM+zXQIFC/IaOPj9PuEfrCA42GnjP5k/6+Zbc6tAFhGpOY6LKI9dJPiuDhS2PhLgCgIlRw2zmRKtfw4q8z0/fijj2DxuBPUbiPzsFf07OPRdDO6X0DC4NbHEZcEWO4ZUsuHQr33Fum2lA/7BIc82l75wNj0S7OOpWUJop/pxcTfLvRMdad4wvffWo/dWzM8bEl2CBXPf06MGdyHhIBWGRasmZPYc598s8QsOeJaL1vtCRir8Uc7roZyKFvUqCaM2khBJA5hAJUVueLNoTTr8k9CZOX9+fthUFiJzQyB+XPlyBMV7V8p9lY2Ey5E1DjcGua7Msq2maHvA5juA/fekrN+XRBHdbcTnev663EeF+ys95B+P+43n34eUBuy9E+VBuF+ECBO+AaUqVJgqLLzwPViY4Xtjcn3e2S5h4Ixw+qBvCImFQ8bRYcx6Gr4L6oqql4Qo0OQBAUktqQqAnoT4p55fpN8pB4GhAkaL+08eK+C7U+41FginHu64BtXymKmJui37W5UMcx0mw10wSe7oyQPm7m//M0RMBfZsh0ABgz3vzX1QgBM+S6CwAwlvWGj1mdBww4a/EZJ/l/mxUf5sFrjPn13fgUx/F/2/LfiGllg98lAdx73C1/gw9QhKRCAlaTBgEmtK7bMQmu/9kfO+T8c2MT8EAt5TSsc0QvN+iw/4S66MpbtkW48dkdz6+eXWTjGnIka5HmMR4AE0uH/TBIz6eUy+Hv2t590P05/fPWRH5HRgz3cJ9uxgzw8UlIqK+mHV3lefCzUwjhL5dsbzxu/Twm9GJb73mn5AEvLjpGj9Me7OQS8Xv4iRU1Mxr/LZTsJ3eZi6BCRbSXGDAZRY89P7no3KVp/nIt4l3cxcTkT1M48oYd7vPFk+7rdiMPU+gugjSOFes6DepQHgbgynu1vyAXBwz6OrzC+mxcQ0vLefzxAF2HOegr3xGECIMGHPfxT2Aaf2A/+kXmV1dYhFtfdh4pQWjs+lYv59ybpv0SPfmwyeBSR/FMh7vRHVx10RcUhEYYx9mot5H+W0/Ckn4WloTfgEd0gJpuoAyg3xBQiv+7UpItJ8z0zOm//5mb05X9mabx7OnZKQmb+JoIHV8n7b0W8b9dtBknmoZ+MSvw0S92uEuOfjBP5hGjj+Fivm/ntsj2k/ZGfxnucINHiwd6AFwqjvwxmyw+fIrD0/JmbY27Bqz4aJGPaWJPFZ08hnUThtbs+WxvkG7fGdGeK7EMG33NHnMvikVPQ1Wbx3MwRJR9b4RY1+f5qNfJkf1Qz8iysIVd2DRJOAKAeSHLXkGM2JB76zOf/7O4Nzv74/bNb+eAblZCCWrvjB1Mj7rBMwceBvseqzZ9bPbUjfvi19C2f9VlBaWZ+ZLIbnPe7es2eT9fn/wFpT91xn4GnvvT5AwSmpvQshtW58Hr0yZ8983kzxvQi1t2Pmje9Gexb0LOmbGp8RH8DPlrnPkm4Z4n5RDPeTeFbu0Vo4OCIxKNICv8jRr5PvKaYUVFFrlHCyMll5cjLkEGsyIxsOWujM+9Di3O9PmycWArsfnBr3kwPC8bxhve97HOG+U4X7Uxvuf0R/ewWmEx/LZ00f+wbnRv1eq/5/Gdme99+7T58//x+1RAugJOztF1hhb8ELexNa2HsRw/4l12dGR8hsMDGyNi8+dyrZYVm+Lbm+Axd8S0j+FjvFPSgPQxDu7wppoH6QCKa7qUjwQDikDlcF6313giAOMvrmJN635pdFCwFKSGouFOjrIMPZBF8+sB76huZ8gLzqXHDN639mbo5omIbmc2C4DjclidQL8WjwQS0AvNCHo9NpkP+X4f2i1okbo1zcuPD/Zv3pln47AP8hpt/N+q/F/99H1vt8yN533w+8t/G8hrSf92DvPwkRKOw5MGpvxaoXWrw+P48XnB8753ywfj5n3zzLyfXTQADHqrmf37jfVOKT6tCfLOFeb8MrBxPMMlThd7vdnn24TukWEZa+aIzGC/P29PTw6Ey5pd8b4Q/twPBCKhv6d5LkBo55v5EyiAUkpDI4ZtzLdNoIbDgc+AdCcAThiRR7BQsXhzE2lfoCnthyHIR9BMf0Jbejvy/iC5CCf9fDDByv9//Snzbe6w3r6DA06BEyEdsbJfviXsrnSw2r2NW0kl8GTZ6cFGHtCrA+gjY0nppo+V7eV5YxH910/GMgM2+rIJ+TxJAnQXDkmHswTp6gUADJeyaz2Au+HKjA9V/W4UFBEY/lOCZMsQIRxpYRZcxIrKGIY1Mbb/TY+o9rU+Eg7OshthPxJ1TNcuTUgf8EfqI4JhpeaTd26I52an9MFOiPeYMeOhn4xDczzxJw9B42WCBZt1X63afw6kdd5e+N2fqkWZcveY2I/BzrKfhDR0A8jwKNM9GxY0vayOX6mHJvvZ7NuWM93Obg2k9wi8TlwhMqWFxGdBErzujacmKNGjdwMO7Y1L4Tm2oowtIRfBJa+p1utP72znceWLsNo7VpJwr80M+VZw4iCnTIyEi8Nr+HKpr9B4gIf0Alv3q2rlQ6HGQ5C0EGBadn7unxwT1jjocnTMwV6el5moamT3LYUP5DRyQQCwSE+KHDBiYU9fdPxN9BEocFS3Ct2HKiixeXF2V0yYs5dOho3MH4Y1erjUG25kOx4TgJP6Ib8CU2SPCNzHWOB/42TGu3G1fbSIh7QBjiz41x8UzAtrc2vkKP1BtU9yym3ec8YXEFiCCucdOVjQIFfRjg92loRDjnWhUxx/vKYqgW59hPxfutGfK4KPeNZiQ73lEe7x0VjVC5r17L4DR44KSuB08QojhcqKIFjLjxscepjj3e2GPDjj18OD4O2dsqNxbZOm/EqUt5B55Upnq3TQwNpt13sLzf6xDEwh3IPEFwL80MPB7ZlFuwwrtKu9qq2D3FqsJaMAhQrTg6YqTdFKBi+HNfRJxyrcwT4emydwfLK/fWPlp5d0Mypm6I1aGP/Mf7fnSHe0YU7xVR6BOhkq/VOI4+DNuhHjYkhcji8OGK68MWhw1hPEaUsWPFGjl48PBxIadG/vBxKuSPUx9jSCA/ICGrlEe2VWYUcvguxKt0Fg4gj8GTpFxPzeBebLvH1e49WnsJw32bCgFXPLNyRZJ9hNz+KQn4RX9ff0GhwLNMSCwN4VDB/YMSCY5OKabjhmZqnpcHjK8PVLLvknBzPgjD9ZsknPDYWyLvSxtPbA2JGlIG53r4bYIKF5fjxBiKXTtmXNyxYxlyksirlUfual4/x9x62STyx6ZSIyODCJmcpFSyq5WWTawMOawX4ta9qwOge3r8Qz5THZKvbR74pEXcF+JA/R6bGFck6Ca5R+jNre9ZS7lXoaF1CFsr2BXzcI3d9y3jUI23U6/L5AOCf649uR8fNOfbA0N4xualmoPHE9Pjc1Iy9HePUkdEEkEsCDgyk4PGTqELKVwcToRxWVHGY0UbOoAIKfIq9WXE5j6weYfbm2ex7y4zcnOrpZRXJ4O8SjmEyKZSFjFSmaRKtXQSRYbhPhGv/m24UqAEd0vAn7IM837bJ/6cJm+vvG9Lqn6JJ3Z3ST5CcH2FjnmYqPBjYXYcikq7gRuq+sjL1QH3FRBFwoFGDbHeUngP5Aly4Z1sW8K+fC8Pj5ZDzpWdEWTd3bouHBEDD/3+SeaXQh5KCjEA5I++PCfN675h+FvI4sVhRRo4eAAhsmVJI0lurWTy5NVRr5vZj4AH/RT2rIrZ5NRKIqdaGrFUsmRTq5dOMKVQqbJlx3Xf1q97VQL0hVwsLVGE+7UZCP74huaLFPu2Z+Px/oTZVJ9RNja4AHA1tYqSqurjUZ6BdfkytshQ7pR0YF/TWnpmkSjfNwWiH8kCMsX7I1T6boEeZvrUOmvc6zxL13EZ/h66uF6McRhu1Iw+dvwoRKZc8urlEypPIrVzObsSbl50BC6jLo8PORyWtLHl8simYl42ebK3nJmpyMqVXV206JOzy7XM5+FIfxZ+VEbAqx3cx4lZsz4bSA58ThnuA20lXXDPEb3JUU1GsmctAPBTya62BYumaw8SR/MlkEiA9Eg7No7IJ8+W84V5HyBZmTOa5PtgnSQvVMF96FbSZG+HvPAVKVXoH7kQH/k4+9LvYbGlw4iwZBxmpFEjh47DjT4ejSBZAuVwp5U3nd75GCEFpX+uGy2y+KsFr+TMJU9OVQTlVM0oU6pg2VRNLbsqx5teGG3cSvjhTINZd3MgXQcP/e0fmfqtB74pXN2ZFXCVgIZOOelX6J6Thi+dhHsXBwlVGWJ3ygk4zftUJAvBO82S/E8PbAuY8+2FdflhIK+LUuJ9jsmI41lwbzpDfzNxe0yu0Gc0IYUKgP6RDqsc530s5qRhRleNy445fgR5PELZJMrhsaPNlnGA7mLZnEpm4rAUJATXdQquDUFQuaIZRXNKlSxauFA3OcW8AROkx904EB5hkZ34h7MemxZ/puI+0YYoWH30XgkYB/itp9+z6Ajxp9jFA8IKu6/b1IU2N6TuGSjL8/T0fBmDrDM7J6GgC3LxlM1xBIiPFvqLJqxkINA15p4Kv2FyWYyLN3RcfvQx5DFkkSv5k1vfzy18rjZnGjJw+ufuNs3jtBN3Nbx3YzJHfxMFOKwfaVymdmahsujK480sO5Y7u2yqp5cte4LZcqeYXe0sg+ZyKJw515xZDjea8lfNw5n8yiA6OpZQmbUeUIc85IbyD+6VgXF734YuHk8XHo/gWmFEHahxACUIlBSr4Hd7CO/7NSocrohNzBOBgREDxuWZgm+fLBTnbFrXS5IIMmN5uCdcvL+iIb57QN96hfWZAH/jEGdcN9Z43IiDB5AhR5IweTLlVkVWrj/DXADbrGhQAtO1NqeyheghIwa7XuvhSVDSueXyJhx/kjFz6meaX0nr/OhU7Aiwbr+C0uFyvXbiSlTu677IS8/KIX3rBbtne1Hgi4CsUAIe2qGQfwvDMlNfxSxZA4AipcDFEIPpSPQTJrjvpY7g86nhemRamd+BgeETC/PNRLkT3knyQZt7iPtNBAiL94eVLd532QDfHfCeiqTHvUzGvbazxOE6seuw443Hjzl4PLa0hHKrppa/n2DewBTtb3OnH2y8tfOroBTulcDQn8nob0Z5/yEE7GZn4DFg1qmcWtLInF8ee4a5/HlGzbURHLAjzWV/MMe9xHx4AKJ//jI685fP1gNcuS9sUw3wma7p30M9aA4TSg/E4+OaiHWnFDTdfDzhm5tbOVk7N1C1lAsbKZbkrIMOB6yPxGPjiWdhYb6nB2i25p2McLezguJ3o13vLOS9ZeLlFqz474Dq1xvnabo+5OEaEcfWjzwkgRBBsmVKJpcpnUC5TOXVzCtgjuC07Iey2c0ziab9xbK5eNFQP4PF39apvtBJfAVa7t8g1MexXYNTF1u8+gmq5lRPMWVOBQ1dg8QIzgEQmAn9yhWf99AXmSFvHSV7TKrmLxcKxzDCveif6393tOtLjbgn9KF6vDQq3G5ZeIfIsvKWf2QHwQDAp7R7FCiWjmAuJpKs2AqwuxnImMD0zT9IPvinjRjEQXi+ach2Nx4XLpjl/nQHpiFmGSz4mkAM/SueNmfCmh7XfXjMyGPH8uMPIRuWPLLEiRTLyyu3uqBjruAU7XQzJ1pTqaDr3/k1K4Ya+NeD7UP9lg71aEE0/GXpMiDUZb6ow5ZFfmXEaM2poWjavNoozpFE65Ad6mtjbv/DNPGuqditk1Xusrj+yRD322wdgd/uwN+W9NMo7g9l6cdZ4XDLPbK8VwbKvXLQMvDQ4Rs9DvoMKgWXMmIiCexDhQVRQCQ4KNuU95GpuZ4eM3iOc34uWYfnalwH/jgDgb9Z473hZAr3a7TgKgw57zUapsNzHh478vBxGTLIluNIJEx2LFdOsWLlMqaWXzW/3A0t8ycsoOftTzSsoi+Vnt0NtEEfiYz3p2vcZ2HsVo2+mBcwglMPpR4bfjjVs8uPSPO8ahV1c6RRO2mPsO0GzZ8PUErocBbs8psMB+DBle24uL/Tei+oSIVPIvKSo7MUPPTOyMPfs+9HuKyOxXAF86Eqw9uuLrgN1BirgE0MCf8MtOV6Ymf49oCB+WQeoCyKPhFPpMk6AL/aVAZfvvO+X00frhd5/LgsOblkx5NOdlypaFGYu43afCrrdsEdmnl2vY3zqiAP+k5kzH+2K4W+myI+khyEx4tYlydhnFoK59XSPq+S4vkR9uxac+ANzaDf2H/P+2xz56FO5Y5URXRDnwyTt2k+ogJ+INyz3Xi6IyE0l5aDcorXkmPr6iq/XiKOqK52MsOA6TBD9umMiNUXBQrzvLE9yr6126W58TQM2v0jl/vIO1UD+lQu/QB+4FNjN+7hPEv7PcTBx2HIII8lhTymNHK4csmGK6FIeXwZy5ld3gzZuB/Oo4rMDm87LNwXuTHrIePz/rtsSxlGP8r1cX2VMMNhShGHOY0cHt3z1zTuC+bE/4VmsxeTtXzzE0K9kSTuTQMdfT4COPqJJtyvwUDwRDQrdXeXhHN/kZczpcuqehaiGrtvgxxNVkVSrztL6XdTiOHTaQlxTDYyfH9lbF7Zp/Y3KyUuCIN7RSrea55w3wtooC+P0Acwpt3HYYi09svYY+tII0p2fBllymNMKleyXF605dfNNtcww11xi545lQI6fK9b05DMeG86Bg4j62MGx8cGL1yFA+XG7zuhK4DSkaxrzOdObwKsB1mI4y8aqjCHF05WV4uFkpUsQzX2pABrqKcG7ikiLVnzUHEkv0dqpROgHrzzzODBt4BX8WtEv68KLiUqnNVW++TuB+9fIBsVAcJrKGWEEtXpCgOmDTMAXNMcHKg+iVaBCA8LEvUrKRpcBAMlfQYS5i1hVax1iECSvbhSdzZYZdIoBy+CpLeJ8XS/MB4u+YXjjGBETujF44t1aByRDYmnJbnwIFYDHoEaz1DbuRUllKgurN8uI5KsnBe0Dz5hS0HSvWhAuCGaEr/U0+OEYHi4vA4Ror07UL4YVuSQXi1OKIrVg2QdeIOqfAFPWzYtq75wgwASDMLuAhz1BMLA0ePUeNIqpiGhpczz44F5pGA5HZ0reIjkEsOMfDIPjBeSkuE+rgz8QQxnOS3AekoIa5w0B34XIEHg5JWBKptus08amq5nA+PpjW1EaCvHhGgBv6xoqXKXR+dFxYkTKnuYnBIPja8xqbqNCgKi+FLAcKLOIHGlOk7F8PaB+/Qkw4RjPnwRmY8bik3R2tXZorWb43XFzg6P7kkUPz1a/rgnySHxwHhYEauDQKC0K8B6TYij6pVNlgI4ac6AAWg2yPIlaL3FOnh6IaHpg5pYPfNrxhf1MPHqMgenSZ3XlDuDZF1+CajJEeFwfUsKBpdgjSXsrZt+s2IAuOZVwbDeswUm693EgPpjGxSHBDNiBYscojpYxhzxz5db8vHxNyoZ7iKC06MkMcCwjhVLVhd+XycpkK6hU+6W0gt4UBH4XpcOO+5X58nn4sRxAsWu7i6vTm+si93cGyVQqlCxYodnS6SZlTt6ubgYGFCXcJWnXH1nBJLc5IVK3ha5kgPiSNbaLNSbSzsukliRUucO8E+ZS/IJ+mgn5mbk2xnfwrokukuUSMthWpprpiG5oSxZXwGhaR/qYI0P6GDghm0naD0/eIQRCpB+yAnVMcFySKGTUvfXZ8wp/Qq9tFFn9vSah3+vNKTnm3t+Dqp4aO6MiPzU4eHyBcwXMm+0mGxctIlzUGiRfHi1E9xsBLsqWCNwEeAav2oGiGAReGIkWJDfRalz5Usbo8wb9onzQl0fbgiL6XJZST/kd8bHK+vELiq5x3dHujMwt8MD6/IlzB4xWi1jmhit5R4aWjo9orRTSFT39Ztq4YQUh3iwowBTHtT7RjWI9dW0WPBMrxVHBHPyuURWvtiIE3MuXXTIMzaHczH1tsEqTy73iokurGjwQDd8Zi+d3HvnYl6iO2JixpDheyLbm3OyLdEK0qKl1SqQpGVgeWLGgKM4KfFCBAgvAwtJ8v0IiTpnnhkPvBPldHPwCNHUAF6SkJ3T3ZByz7hBRQyNYwZ8TT5CKiIc0I2ScwKmaUUpAbWXgnEPxBMTs4cMWd8N2exoMQNl0eqhOaFdARVAuyDqfUE1UGGuGAOWJMBQoi5us1AdBFhPd+XqmmRB7mdnypO8KdtrAgb6oSEiPqjwcwV87AzdxeN9f2pD//EN7sUFrSEfLtpPRUN6gPjK+hiq0dFmupHRItKBob1BVUDbYN7E6iowAIiBpL13BAKk+33JuiI6dnOeXPDPmXtCEnY6HtDMkAeyOnrf5gn90hq7hg8a+ouHrKoqflkX9tHJw7q8MT9o+srQaAvXvLSWbmi0iV8ztDwwHNBqt4gMunTTCyYmQhckHEAhWIbDLcmMVMlLRMfLLvFU1FMR3Z7DtZDwuAkhsjRgbLNE9EVhvB/E4P6Ny8ELQRPfDtp4pozN/czY/M+PGi3h2pe20o2NFjLMhraHBgVnABuiil+95AUKAFtWAdINzXS4JJmSJ3h5XlGo/FJQDhsaeUIzQO52QT4hoyyNHD/eY9Jd0L9rcuKWd3vOyBHvmICG3pgBPHsj9sw4N2+sQWXgC7aAsI7aWFylbR1VHYw4gHTBMRweKXbECZQH/imjndsupwPD7yxFxNA1/v5C9ElhwD+smxHhiWdm7rlYl8dHVuaAZ27gxAFEaM8vDbm5oZ0YRwEBgLZNhyMZfl01KJKuOvs/ZTlVvweGwyf3IInSJJGTHwqaoyUN1dRut4zO6EfMBWE1PfDKdMaLg8Zp7AhyIhtJD9gOBJORLxIc9M/GvTP6+VEj54GA5jxQDbEQn2saaqPVW9NCq8FA0qx9cDWpeCF1+IWgUD2TjMgUJ288RPY5a6p9aaVWjwyQt0nIagGfxx5S5L0RJEn0QVu4z9OgjwcFxS8TjfWh3e+sDZ1EOENltG1dRmgpHMnzp1wZtrqB4EgfXoAQYQGsH/aDwjv99PieHRwnT6AkspPD5I90Z9ubei7eEBIUJ7Roy8W+DSJGvr2RI0jmJaU39Aux3CfykQHPQSH54nixDTIa4qPlLLRFK0cIltYCTPUi5d6J4L5zBAoEtnAxuGeZjvvdkfMkyl0cJoe0228UeYd1RBFOwD+tIaNLyOcmqGkSJUmYzE2YMIHMcm83Y8IZ3dwc9BHvknlsbgYLCdnofB2Ss02KdokJCVcQayYedoSwyp8j2JgC8E2wF0fUU+V0caBISSSnySPv0rIPLVz7oBVQ15ty34ira0fX/L6/JwwS7iQLIH/iBAoRWBvpwdXWwXjwRUFp3rlod8i7tAOitZlzwjU6H2Tz+iBhmx0+x7wbO+OfIz8RwcB+5wWuJtmBD6bqpHb+hPf91VL1gWPIntxODpUvLFD+nN6TENAFmVjwvwrbxill4Yf3iIuJQuijAaJz3HIPSprdUB5Fiy2itY2IXDy4YtuZcx7KBaK18TphIDtueE4oCI+nHtjf0tC41JV61w2rGleZcOn3DftgPQP3PdgOCvfsI6SKlCp6eHWiPNEtzz+bnlGj3AFxQX1PSseW8UMR7i/lPOgDgQAfQgD9JCcD+gEYvNfg4P2Vqfd/paZPqEiZUgW+IocZUGkSDY1dkG3OFx4wPWFq96wz8y9dVVI6fomcYOKK4VQ93T2oBpxTrKvK6+R8XcEjBPTm2FHPN6Lc+9kLqtNNYKGf3QEERwzIEu4XyckA/0ABahXKFjcGA30GAt5/aemA8irvpQCB/6fBvVwQqy+6sBcOuvNDQmBhek5omYf2xrQlALSQCYxEUPC+SHsuFMijAFUBScyHU/aR8rs5e4BkZEw/HR8oyNYNPamAh8iYcR44GEe8p4xipR8fiF+lAb+A2HsCamNIddwvLcEx9GED8MNweN95V9m3QuU9KQ94rgpXWVyeQ8PDwn/6hX0PlhR/oPWuEGtsVJggXErV7SxBKs2Mp4uiEfleHSlWsmznz9992XG3US6YSI//UTHSBAWlIfoC1GA1X7BY2VKF8qSP5YObpWLlV7ZT9BvV0D+0gfo+Nz3OOehmSCjsUNAzEYl5j6wHVJhYVNiBjwYFju4cOOB3JcPbCS4JBUmvxOPii2NZphwvj8qVJ6IT5ZLbLfaIe8Kc7en95pYm4mO+sQMJANV1ycyh8+a9y4aO62SBvpsQp1aeRcvWEo5EgB/+2XJNRjtAP3zTgwi3Z+2gg2Y/BCfHKxxRs6+YEUhVHCWQZO2mYKHBmBCpc6I9eaI5V6J4TbkeHh0pJ0x78/k09Jd5Zj+rarrkhi4aXTZQoHByf0WivjoGW1O6/FbgwGG3Ao/VkK736L950m4MgC9oe4oly5Yu+03gG3pw71Yj6oxwdI5JSIfY5xIQ7p54am5ExARZu5UJuhQAoJ5JSSG6otDigdIV5ZHxwTAtv6MzhUoVLKaZg19zUeF5pvO/b9gwIdnDwPujpD6vlsuop8oZoHA4zwLsZ3WYj0rBYT7V97KYduBAX3CL5fJFzD6Y96Y/4MtRvZfDsuKWfGeHcGNPVJzz8+eKcmVuD01s+yA2PD6BCh/WLpQQ15iq35MRqXDOsyhPVMdOFb07Vs7nJeWQ2y36PTJCHuiB+04U8LM9itDoamTjhP6NqGqQ90dl+tU48GGY+ifpMp2Dw3hTlxNZ2DIfVdWOATFsOHDD1joO6nKfMfhHYlnwqaC6ovxixrwMGg0fE5BW0wnHnLxdke7M7JiGdF/EV+c+PFBNaffvStZJXqQGuC8gLflEg6RfgtF44p4vLQfsU+anjTSfWefnaFRJf+Sgb7pr/KKNjjUmALCOUdmYLuNR2HAf1Y73qDaVzy/DlgE1bCpgIIcdD4LYcDxnoenVtDoeJLzPxELG/ceUUcOGCXw/Qj6oLik3J3GRUfTx0NfY/DgUFfyuQKFEpYrRdNSIaltIQIdHhXumPdGSV2fKMbOgj3fTseF3UjD0sUaO5Hjfb7fXMW9HcZB4jyMC05H8wtRATVEYrDT8cdjyn4ctU6mEh3RWp6I5/boW/+jMg/czrIiEMZNmzcnoh7ZZWZ8Hp8cxBQXdEY+tUa1RExHvivLqfIUUgjEOVA+NdWKcsSzP4J81/2jmGfuIuZ8I8DVNBKlhw8YfHU/o66hS9aAB4/6N4b0L14EaLgNu0NryoIdAETsW3NqyIAlDE3AioVzVq2hKR3KLvwRGvgtB30qIF7u/ps2p6B8OwhH1R8uzMdYBIn18exwnXFWZVidCDBS0mwWj4umjbUvep8enV4fKFRXWHasZ+DYYU9+7YCPJjZ90MsVjjqnrtQ8bMRoNr4rDhxBbOy4ksWPCElsmNLFRHB6Mq3DrWtKV6qo/ylK9fqDvtc3Sxo2bOHPQvO/ftKz3o8PjmZF8b2z3XEx0QUBbfgXg+m0FJMSRdmlwJV0/NeFRsb5dFw+/XPvi8oUlr46VC5ahOVYU845mZB5oKv7mfhQgNuaT7uB6HzmZQn+HlIA+cMpoNr2/Pw+PZUERI0qg4NqxIZeKF4yCV0JJT6JDuixEvtLTe7XtmPfZz3veVtEv/OAj6pNycO7eaLdIl/ZLQruHGp6dyBaFB5MwqJQKNGVxbJSmWEoihZS6GdIG81GJIAoCAeCjKok4PZT0VrOaY4YYACSACAIIIASIIB6ACKxcAA8TRJjLHzC3ngiCmKvdZ/Wq9ffSjvZg1xOFbOC/HHUieO05Li0BsXB2j4VCCU4PVhf2hJNGlS+glcj1h+eL225V5BcZz/+X+gfWX4i2LWDgRx2QliN2bB9Z5IV/jeqTxQY7kT0etJmx//4ZVnzioQxAKxiij2NE432cOeAsdyiGqL/x6Ctd3d7PFe6zIzpE2r/hcaYRJihoQaQtNUKJM+OAsuy9zjPn78G2h0/qYL7y8b+j6+6tw//F9QbzOwEP/wvgfK6l14jWojpznw/wXtt90CW7W9dVYHkSu9enL78j55RLXldqhf8Lrbgq66Id/HnXdEIuLJnQwzd1/6tO7fMZJcE7L2//+z04w3e0I4reutkABG43LOBjwBfsBDYI/zanpB2nj7F9tUvcDZbEdj/6d+wJJDH3fT6EuZH1AB9ge47Z4IkPr+RPe5zpcnO+MKkj1JUz7WZQOdiGsDnAEK/22290snP6LxaXq3kdv78I39fcOA3wIw0/bX/ez91b1o9APh++/JIrDr+euFQHHlj9hJX5d2vmI4YWMH6lwt0X/fGdYfgbqYfkvT94x6+FKGYoE/oB8Tj3Bzg9Hn+BKv1115P487AMeT+LSvYlsOSh1Rdo7p8ePZqyfWR5niAXxb9m0wFiPo31CGjz1sxX/cCS/Zp+Z9N/8wC+4PyuXys5+mDZVDW0ARnr/gmeSXTy4FSoGGtvoBVe8/tgP8MLenlm8wXXx064MXg/mQ/tzwHUfs4b/DexDz4HNx7ObnBfXuxyc4En922ADQg21/d9ILvmT7ZJazeY+4Ua8AflTdnuZeb/Fct/tfcNux442KaA9+EH8O69Yt60Aeh+6zHCIYZW6Pmw8I70jeHJaMnjYIHm9Z1uOIzjv+tjR3AfyP2aphuyiX2iGHAEdvIdQeRtrf8v6z7fD2m/w8ek5lWodGZ4lccyfbK4Z1mf7Wpu60X+jYDnm/khuF7NiosVuQfgX49xwjUbO5x5uVwfJ8UTYF8oYXgjoP7lGPct7Kwg7cT+gma/HQdCMZ3Xezjy9EWGHz7f9X/wuLmf3D/jzWnY9sffqfn+LMwvdaLohM3XsTr24OcH0P4vHHFSOUaecH++6/3WT5DZjzxqLKAu1RwoY9hP8j1gG3b/C/h2WrH6iK6er3GzDmQnoAMw3KaNaXgK37+mtG8e/Al8owpnD9PZOp7z2/vmI5LI6U8X99ay1w4A88qj3Gfa136MdDSBFzPxlXi+kM2JuW9ArIcTVi81Iv+vpOFr4vac+fkcfQf7nu6I+chpvn6++X7EoSYN+zPLwdxnw7T3Paa8WdwZEecopKeCEJcSeuYHLqyEVN/fAnN+EwdUpQ2au+5Qgd3ugi1be7W6eU7/PezPfor1DP/xPfHOr7iVnPNB3y2xi9H+L/sexm92xxPuS00XjG//CLbx+H6M6oh2xePcU7Otavq+uXG9vZ/fJ2h/LXuwnw5kPeC0wYEvWu/H2V7N+bHw/+D74P3zH/D3ba7Pvnzbd7b98Dpur0GqK08Hw43HWM/3tD+ddPYZ88Fy+zMh+Dvzy0dz8t07E6gsD2B75EaPjf+j/g8Mt9k4MuvhUxcEQD96oWpePsQ3T/+K53ex7INY/wfKvov5CeM98jx9gftN06H1D+b7Nq9fkl5xLjQA3v+4ULib9B8C2hx584ykf+l5naEF1PXfFN5/jZQusvqt7YD7nQibj3R9vOZo/kL7Lz+PyO+jHzodlnf9fnD+7z297+H5cHzLLBal8Sn1vj+REw+iEcNeP6v7PQwQjPjyIZfB7bvv0piwxJPTmdVZ8rQAYiS9fAh1e8vER4D8P2B1Ad2HygYrkmY9Riv96GvzlDaAjdfi/7R993L5tgHump+u9crJf0ev72H7VOR9clD6d2UPpHlBkftd7zP/Lxc+LXN9vKnP0H0S9yF9Vv0MRXa7x24dIDjAOfHpuYPZ9yb7Bud9JwL1geyeFvt08wYLLg/wv5RraD3Of/j3mkwxXvtAGLf+Lf/Re9h4iW7X5O8Ev7af/8BRAvqc/Zr7/axH/Nr8Vbx7ra+2Ab4+bQjoG3DJ/Uj7434Z/z43qZyUxl2htABlXs2+iQP3354TJObBsgU3MovYGC/cLVJH/JUV+xHKDfT0z+8J0+7fp+YvCu/xR959H+P9vNn/jy2G3mPn+I6Av7z/7v7xp3HvQQ5IHHHZltejQy21phnbPgj9370OmO9GO8+g/7/+m31gmafQ1ZnA84sLww8P298fKsVAJG8yQeY8UPoB9j3oHyy5zyvk3he/rXMTzjkv4PN2EHYfMgjPvz/Ab3G7Oy4ZzDPWZyv8h+Fz6O0hgHoZCf9jBeA6Lt4D4/++CzL3QhOXBeufWKKH5z5iO3n/04OXY9+P1L/zmedj3o/D83/4JIo6v2A/PMOnA37ePzj7GYseZ1GKlm9jQK/4J/XPcXyesfcTx2VfJB7IjxxeGI0Yq2Mw7f9EyyY504Uo5DO65wUfOJt/prpfT8T6oDt5/4R0/sP/GoeV3Xsy5+H5D/1fjZOP6k8jTsj8Du5PJ8P3m8+99yP/ehJ8wp/hBYxn6frix1DbTB/Yk3bN/kdXOeYjwhf4HQg+shU6BkB3AbpWF0S9lnYuJEAJSTQ77g/7RfPjJxPtH2A3vHjftPdJh+aZeMabWo7pWIBxgPIf6zdzs7PwlPf8/dr2QD6c47J6nKRnIZsDcHpV0KDkgF9JDOj/ducytEu6Ax6C7X/04fv2XE/vE/83GyD8eZr3iv1uP3C9x4Hg9hx93tTafOqNLA4++PgAx4tSQxD9Z3hBzRfND2e0956sBz3F9zPGttEWrCAwvPEVH1io5kDC/9DFhvT/iUHM03R4Jm4uQ1rN3PIpbxCdJrb3YrZvylqfMYDs///TOPD+tDg/UH//v9xPwn/vWbCfAfEAiNyeBLq/Hol+BwnzPW3CcJzBYyReLpB1JmaBR8+zTnjixosFC6Op/gdbC8wd5d5VnUYd6hbwxwHPNIMuI3ae7kfX85z+r4+Hqvs//qfue+ehovlLaaD8LiI5f3S1t0DMPocScP6N/1uyHrg/3DDtFs6v3tc/MHxfPKdkAdT+q0/mR++WTV35RtoFz1/I3f7XgUh45b747vWdcFScWao6QNphAxK3lu2VZn/2f38/wnf3C/Z7gAwQP6z3NzJMbAT/0++XVi7zwW/yLSxkhQH3J2POJxTzS/Fxt+w86nPly1Ngmu7b+/7ovv50OcdhaSx+eQek4hfxaoVVH/q43wHbwD8z2d/m2aJ31sdP3UBHwIOKrOx++AP23/50GzQBHGDpfs3WD97j7XsYXd1/+EAG03jbPbhfr//e3/9E4V+w9O0ZYc956nT580rW3XdP/2Uul/hvDuQ9U97Nn/mzDyTnWVvvK+YVUf7JgIz/3u5Tvp4tumSZpTwg1k/0/98PAu/96E7Nwj+x/6v7JzxjzYKp+icPEYm/tQns+21U9Z37yH/Fe6z/Yvl/ef31755U0p/QsPOf82b7du38mx3+CrO7AVClddwTq/cEsb432Ac/3+Tt/6z/GQ8QP/WITCBr9awPRENFqP9WEsj/8wDr+bjtX7kLeny3xbF5H6cPQNF5PM47773vK897rrTfQf2L734j+SUsJo0nnb+eqQf0d00PPkA7da6xaeG6AK8o9ul/4u8LV3GpvX84dapN9j72TFh1TlXdA6rYgFgTzSP6L4x9z9lH/8x7Yp/PPytYiH69wv2Wz4mGB5TLZz3Svj0PYJxNSzWd/s/++j22Jt2/XBqQpfPb7Rbs7PQ5w/leeKosv4vJL96ndf8wj2A0D/+nhAMg7pTPf+D+Avy0hqHdT9afkjJgfVT8fvrwv+lAFQ5okfcbj31EOvoA8OyZ+yjzfCiNZzBrm9fXwnsbhWdPrk/qz/PWWcwfng3kgWWszTHk3DyCq+eJ5MZP+f7ZtVwucMGALbim8DoYfRfAz6pGzNYLmL+3//q0H9VV50c4IeD/F/f396W+99aF5vN8TOAAjfth83/v/eHT6+fnrek82fH+Ee63kviOeTM0f086TsxWep903IrwwF3lN7nfmIirLZ4p/+++jAvSs1/BPpT+XpMGTLru/Q+QNkZVOl/dtd+VOYxSxgfGbDcD6OcPOOyH7T84AP39EOvtf8N7Q734c3afmNT/B/f/AaULxfmK7xaek/aL3mePn4TTdRC6/4Rvsvvzljn7SaH9bB22f927u9/NqxU7AO0NloLJE+6EeBng8pEhPRA6/WM3n/sy62C7cjFAsicctDb5b515S/T5/fc/zCf1Q/H/d77n/oTz2SX732HqSMV9ycOkGNB7/D/xviSeevv3bH24++z5xet9wKHJvGr7T5QLmlE1Kb/9P+m4/eJSzGWiwc7+/Ieefr+yBaAD/ILSjz//EBwwi540IfoDz4INp1Jc/HMHHjAF7rExaajO1uczrw/kAc4B8cL9de2nF7mvow9wxvMkwEndb1bvI5Wk+Y6/j+r7/f7gPxDNvx5uvvle/of4w/hsT3r2B8+xd8tpPSZ5rf8F/s/8440ZQEPbp7Y4gQqLA4kfgM95zFkA1ybzczrwrA3iTA3tF/D9z//ZA+7+gOj/CPjvujn3DKO0W7m4D14GI/xf9tZ8x7jPg/OT+e4/aTtIR+jOPfxZe+XfZb7M+v3BDICzvY9pj1P8B+ldbc1VoOkPKIPKvYXZghm1+R64/tftPmULxnWgW+oGN3LiPm6/Svl/8X62BRYP5N//USdt7///OwAqxJSTgh8IMX7T7t+1X/Nzrj3v/Hu/B7g/7huwu15Yb9qfAe+R942s42Ddmuvd/e7urOYAMWGcUPqqJO0/luPqSROJC2bmMZ6g/T4XYeN99nHUP9X94dIua182ggNoQgv+v6+Nb+W5/P7AA8d3QN6PxPsDoBggc/sBhFdnqu771i02tfNuP2f6euPtH9ynhvlpusynz3PF9VDBtR6o5bh0G5zni7GCWC8HNA+Cb/Qz8B/o93QDzqaVxdACtZywfhV771eB8eCSB9iOviTvB/hSdSGbfzlA7h90AIv550FArmH+Zw2HtMVnaT3w2Arj5y2+j7ynL9juip131/u46Rr9z07eJ7wn4nutnu2D/m40tJDJcn7/DfE9bTbvgtDVRdytFr5UO4DTE5Ivy1rgsf+D/83td4tgB1h+QWKVYgyA2//OZcEGXL4f7vfdfpZ53+v8oLx5/AZDgD+if+u5D9PrE7wnu0/7j/eF9fd9rYhui7A/OKHX/7wl0jxhnuZx9uvG3hvIPvwlYOfjUX23aQf2VdM+4A+gRv8eKMmOxgHiDhR60ITnAXKMggGM5QfkV9bed/f+FHKf2QcQNWyAmLt/9/24e/3+aPvv+2p8z7fnRwM84x9vfUfrM/p99ev/cX9V05A+8n/YDx1PWL6cnnbfh238eKXG/dy6thl/XNZJ7/s/Dw8QbNHvRlNZSrTNn5HlL0/9b5oeFHAXolcvBiQHZoj9GdaDyyT2/+3/3P9ZHHaBfbAB/0smHTnAhyMz0f4vEoGfPs1yn9gnreN8ptU/3WfIcn/0wZ1geZIE8rSmVdD/ctg++XcZZKv9Gsw8/RTw9PaC4kB7B4A/YPz3yqlqAejpwEo+gCa8///fFvj+ZngZAPb3/rkzv+y/fDz/LQZ0PvH6PAubf8D8uP9lns/+usKO/5dkQLN/nXccn/q+6b11usa137NL6g0kaztA6AxNHt/Hvx+R/9V86jLQdHH5Y7hy1+aCThwKpHrQurOAfo/VgdoBliwg7AM2/0n7s+4/KA0o/7P+6+R8/Bs85v/3v8h/vA8FTte7YXxuRPP9+WV/7TbhFLjPSSfxb/R8nG/2qe8/x+2913M4n9DxvFyG8r7aaR0L/Dnpn58+6MHjDzjuh9F6eXOIBqwt/4HhAIIO8DnQbZNmATQnLQ2yn/J/TP7NS2EASqoGqP7/ZWQAqL/3+/H7flx43tP+f943dD9vRtieH+8T7vd7FmcjDpufv8XxE0L7N/fg830t8L+fJfMfgJ3Z11vvwX2YB/ceFPwYbpsXT1Saz3DAyOp5zd0GT0jhwOr/4A8IdLf6zwOHdpHoewDSEeA10hzp/p37vyGXO68YwH9gwLhftfPp9+//sPdiALpxncP3nIQByv5tZoB5fhxP+RDd++6rbW3v2tfuMMRT92G+Ho7ADf87QNtsqe8glP7/nLzf/PyXvGUzunj/Ew4wtAfl95/jvvKxuN00RzAckJOW/5m2/4v/Q6Anu9bPAdwj6ADF2/F/9/+1/+n70s3Pndfxnr/vsL9Plsm3NeAqX8bO+xmeud5zRz3g/wtYshB/FM/8XGzyOPEFxNF19Jvb9nLxz+cqyNdh7nsstxkeJHuxv/DLhJj9N/9HDkiZlB8A/o1MXvqx9a8G9sfOADF6FoD12P+vzDsfIPN9hW7Hxv8w3XyLIiCNkecNz9uNp1+PoJDZ4RDbH+fE/4I+7s9geQFMQBO9fYDjfpMhw+3qf8fX+8V/3nNTPa/YRBMGoDTeeRN2nAEHC4L5e57fV4qiA6kwHQ+ochgEv2nvW0WP/E9OGU3HAJv9c9gB2Ye8v20K4XeQ3g//P/cE8vd74NT358M/SZP9cTyf5nfGPFe/D/o9AF/o4/cYfGHyJO5/k+8NQOpm7HHd68P/XXU/cwPM5mpC3gNarweD/If/9Op9gAaY0QGE/OlF6nyAXHEu1rb/3Z+0vwX1++0B3j4g90DZfSv/tX0POJe5ZTyIeQ9X/wPw3s6HvyPt5xbTALCAie+/fu19/rnU/9x8lsgBdjcfCJ6gHt5HvqXQ/XyCJ9H9eF/f4G+Z9NDWE4aHAXVA9twPPa9KuzuwcqIDRDpCA9AwYA9v7fegrPtZRVvPOLT1v3nGda6YLeaj4/jlVx/P/vf0I7b2j9v693KvayMM/pcpjD8LH6sNPeuia6lQYH8z8tlu/7nmwPcNYF7r/3b7pT/Awg4QKQ5sLJAt/7+JBxEjBP/38F8eIEJo/6ecA1CPXK8K6xH7J1jHfF8F/o+tL3r92bq4/c6k1xct4v8BLUO0xyb3jfuI7nx0vvffhbUD2Rfe3ynvP2RbMf41AN/P3V+g2d1j8ADRJQ7IX0f4v2j6m/7r/5XNAHySXgZgAhgV4GnJk/gAeb9gGq2n9AD5t21r3z79/pPfMViD13uM2+OPX/1f+iC+/l7zvo6V2x86NBrXfnpYL0rfT/SD3P/6B8h4fgO5HzCU2AESCv1/2RjIgAOINjOaFgNuPwOe11JmP18fnfer1u+BHP9fwPw3rgffn/z5+3+2vhDvSdR9Peg72HSaYg9Y3YoIr0VorlwGND2ZdNRbOzgz93tOR3Eb+j4r/NqcC0oc/OtH9scvZUcfaCk7prij6Aco/7/NvXwA2BL+L58PP794PdI5Sb2fYIfrKd38Y/fVH6D23+n7/L61nn+vGSDM3m/Jexy1PuZ/eNcVcN5o/3uwPcx8ZL71tjDo7fxnBfaohuPtuIzO1P5jLaXqCese/Ifvf/q/JvEjYYtXToDdGw6Q/ssckP7/NnYHIP+nsP/I+esGjL9I2UKneSbt8D8/7HffNbxfJeX/h+ubnFd6jxLnDXZ+/B9qCbNknXAf5e9kIdAoJv7bH7zfF3nP7z9wXPf9v2/nq+x9DOt1HggL1DHg/i99wIYH7IMvJgp5UXBBi+cddHQDig8YjtyPiM1XR+Zh0lLOtzZAagJ+Be6P2L/tNN6vNv/Qw8295/+U44DFfe/py+fPf9tY5Laaazmu2jattTuA6j/R76t/DOYheWeu9/j9rV80fhZswOAP8S/y9VdxgGX+jxE18tf5mAfAAQPA9/3+2kKjEaf70vtN+ZSZf1f7tfm8oPtrB3+n/H5zO0p/+b6dzR4z9PDW/3b/OK5fHov9o3kHvgmwXhr5l4Lyd5YTDqwoDXDGbDadm7q5o30BYEDy+7lXlPhKPwMej1/9//c2awD0atP9jyd6n8/72hDAPVGa6xudP2SL4Met98965v3vuroa1OudWt7caP794NyX0wCZHfA+5f/jZN8RdECg6u2wVYseB4QMnpv/AO1/DtmAsLqPBsACtPj7Ft3/6Ly32+/v1zyfSQ66j5n5sd9j+xlv+CQD5PZr+H/H8uKv5y9MOf4flvimfd78t/Y6s0csz/cNSetTLJj0V1lYZYUb+wMuC9vHBlB8gFUA4Y+x0f/h8ADPyo44PrCu5+x+Wfivbd2ngvO/G0Dee1L39xbsN/tv85QM992Htzcz6fzeS6LtwHdhgU2093UP6HccyONqmnR1/5R5iwPqC84cgNIDFtcHPLn/pQemdzER+qFSu49hn/NNvXfo67N6Jxn/9/z7vN73WRccYp9lgJ3P/Q/edwAx3+9gx3pft7Pmw/qXMX1fio+DQXp98vlGjYfF4xueyYD2QHV7BOvI9IMdMB/YzI0L4L6KBmwskkFcDLQu3oD5/QtqfZDlB1TYv34/5A7wrtML7PevlPckWEBkwCaLG/Zf/BN5Nn8FH7nOz/XwHtp8H7/vrP334VfzOfrzU3738c0O7/m1crk9+cee7ADgeEXf/+mGA7YD8fcfs9ltboAGbE9zdhwQfw54ab+08HP2lbg8adbzpw4QA0y/AY4HCE+04H2BAyAmMLa47/IcHQD8V9N/iw/rNWD+tB+n7vu++4D3Iv8D/H0nOqk25wf75ruQ8bz1/f9+CRHU+7W7hXxu/8Hf4PYvhqv83jxu+hvu1N0nDE8K/hu/2xrA6OP+KjJgZkw3hQ7Q3wVWB//vJKkHUJZ7AtsPEsKfAaD0HycO1L3//pH/Y+9nsHVObdzXu078brY/4DzvaetM/BO/Lwew+4f+0XuFAhr9tkb8N/vNn9v3isE/C6Px29d/Q2L9vs4/Zgc3H3+Pb4cp3591QB02QE0OzmCA1PqumANYAxAvGw4I/+uJ/evKD19v3dL/YFey7yMr1i/P0XxbCXvmw51eyX6KBwSI4xSftE//7PejeY/+Pbdd7xdIlvc0+fpP7w/6He/wzf1GJtV0xWbLX1xrPMdE/1/0xIDbAki/k6T8DUAMKMIB4v55i8J80HIgvAPaOgDpS1jxYfWNf6r9d6D9PrjNL/iFqdane38a/98X3hf8x/bLln8OSPZT83frPcn34PG2vc/+DcWmzuPke5+h7rjE8AxI/2wBfSC9Pv8v1OPz321x6QD4IHpqf60EWF2SeUgjNJ8B+9gDrD9Q+ew0wKo3tumHhB529bzjke++fkmzuQEENODvW7wf8E9y45Gs6zXEm/m7FhX0FPuFh7nuf53dm88bQf/Ne6T08HjECOb/QPu6Ue9Xy/4GVP4XuVT69v2wHOPkDGC7Mj1fOAAGNPbGZD6HVCxwsLfwADY+YGBCN8z/88Fx7KrbYT8mE4n1bz3rvz3xfPVl1/l30exHr/+JgYWyX8Zefwts9H4ejEdivZpOms/7Mtf1i/rwxuOJD7X98LPq1iUn894P5mNAFsYjDW7OxPoBxjI45BsHTB3sZpvlf54HhFcyfR88UqrdOv3fk1vxvZo+je77PsMA9Dy6r/zOS+6XA2I0QM+H/aSW8/vG+DffB957gt8zdwif/cv7bv/XA/ux9x73z/mvvC/7DxpAB8gD0m/6D2cCB/D+DhiStcDMQFLyNwAMQJHvNOK5DwPy/pv9G0Z1h6IssB6Q+zDnQIS990GAF127KXbeiPY4cZ/1f4P1wve58fmg9Qu8B+7GLZ2fHZDwgzSO5Qc1AFr/9f8H7Nd6T9xzm4P/D/9e577O085f/7fvfvv6n/8HXyDpf+FN7T9zmPyRrj/gD2g8wF7QsmBIvP9SuQ+A/AsPIMy1RH7DurqH59/lTPI57p31W+r8/vctG6f14/7X979m55ftF+fBWXo+wf0f+O9D2ucTnLO9NqHj79Vu3w8uOMaHel4ohuflVvtPB5BbHTjL0dxF1qzD9zzJgP7hyOUXMKD/0TJAqkP53w+37Ejv8GNlULL29zPxGXjcu9BIwul/HLDN9w/+RRfAhnz+tks3z0KVLtpk//P5xybK9MbP8XclzrO6cePJ7Ztd9+1K/9uSTFT0Hs0nCg5wkwH5R6H+G3N6T9DyWbCpKrgMkB6Yib1j8zwyboP6kjnnkA9cLvzjKhekHNDvIWNayzbgitN9OiZB/q/VA+z/FMDnz2s/Q+Qf5wTDfvdI//H8iT/P5+UA9lD/09uTsnlhKEJmf2uADuii+3g+B37h/8vwlE6uMWYHtH6A3f/LD7D1YuhrByp/B7TG8b4HBpvQmwBAHDdNrQc2IP97R+wnzHVg5kufrrPjjca3eGCBg3pAPPeff+75E/OR1k0fVO+l+N7Ss72vyAXj5398PDB/5mf6XaPPQX9eP07XfrJbkK8rElXbNKzb7s3og08DLgNSDhDdnftbPcvEXfKzEnULDx/s/nAfkrTi7lgLbdlHYJL+FxmQ14X7p4Xfz/jY6+9B3on8U8KBaEc+fkL8bj5uQcP38u6s8R59Jr7+/5v+WTX+i2iA7f3iZx1Ad/wf2/Wde/WT9LuLpdB+B4AfMOHoAJz3c3TKB9eb2InijYhXsv0wdUPnv4hw5/SDTk6aqPusFt9XuPr5cU45zdb/iG//a1+OfdEggy2CxMcjvY6ibVX3Wj2dYLoNPKDPTVqe1Oeg+W8h+E8HngPRz9nN9gBW+wDgFr3ta8X0nXygiT/IPyJhb6F5nL0TyAX+jPFnR8plW6tmATPXfWcw5x9oYAPA7/MD7NPWYx5wzis2xh4XB2Mta6v9BgjmcbwdL5ALlB/bZG/F53wnrw8eoPxfM6D/4erXIk0D6H8wTQNw4s+9Uc//n7p1QOEHbPoJxhloB9csR/vj5Q/3uSDNCy87AAJ7x/JPfX/lpx/PrndvkGlGuuPTP6D7+3w7fvh3su/1PWB5MPH6wOxbXn67+V/F4tvtz75Mi0zFtR2RfID6aBeQ+wvecfx/al/sj/dTPX83uZ283twJKC/gj8CoI7hdsNAZqneOAZXY39iMWUGf7JPzwLMlz5/H+/TBnF/eC/Np/6UHpJEBBSv+k+/8/Lkc81vWGX129Xe9YaW/2f1L2XbRCVpxgK5tKKUw98DG4JQDra0B+H3YzFfkbSAYgQHrfA8/fwj+x1ocMOZRh1s+gPyB7QFByPz6cN4PvtL12KY3WuAJ4AAG798MWKMH0JXR3fEA+D2z1n3xTa+PjF4w/MfDeBhB2267+c9t4A9+/+fGYQ3+kyOadh68bawowInl7ijUc45g9r4PEK1p4ifjuBuCxwtE6H/L9wki8YDSX4DG0f/TAYEBzuN/4nY9vLlzE2BkeEi7HiDacn7pYn8doNz3tn2unXec5z6veJrg1Yosf/6+APgegAE7mbegteUcuVH9s1jSeD0/eRijvSXkEjErIHwe532gyf72bXp3fTnXrdKG+IIf8Icj/ABfgdHA7wvv1kt82/x6Fg1A3swP0oGPE+gBrVoYEIVl3v7MHlLMj4cej//v+uN/fUY+gGzTMN+4UM0Fe/8h9oLuQO7/jr4T1i+2oW4fPLBnnNcKs7/7Bcz/+QUkB3rE50Q/YQ7sDNohL2J/e0PvAR21wPAHJLgH2mVAq0nJv27NZbx3eqxM2tXgvA7w3e/6pdVagW5Dz4xvgczgzA9Ufqqe2Bbr+mtSZ+g9JHnyU8b3lwffBfRvE9tkeHMC6OmXBaW//+d8gQfkfn7Z/tvvFmE6+IBhgHp/Fi6/E5mPtfLLTqf1rvRvjzffM2mReALPZcBH7eYHlyHgdR9wQ2jLL3hEmdWKtl7QKCewBU17W2De51yzMAKLnWCNPhN6/AL/Tcflva/7Q+vbXsDVmqzT8wBs/t6TD8Y78/457cY+gnvp/1p4+HebsDSEhAOYZ537cv0E0qpX05DfPMuylPlAmdeqZbh+adrO8cOFzMi4HsDzmgf8FWgL3PL+fzV+/He9HUgl/OM8ds/9H/de3t7bv6YXqm/uxMODWn8VO1zp3d35UnXkl0LA3ivGgXg+7BuYE/xGoMt9JcfVH5D4r84m3MDJgmPL+aL8gOvzmP0dEcf8u4HhD1YGpvuA12LmkWvkUf4b9n7qxYTX0/etHhi+G1bNH7t/wzF+Gb+AKy+9NduU/cDMOzb3f94wvy300dCMnHhBCW+P3AK7oXZMLkD1egCzW0Bc1ASMfnstjgwqeMB1bN7ePkepYt+B+Wm5zH4+TADTyX13QT8nbO8xLi/K0a+ofari0Q0qtzSnmjsn8BSVd+/1Hwi+wVvGcesy4LHFDZlZ+F6I3k8dwHKwAPjafPI+fa9Unq+GzPVaUtE6r93qid67dDlhxTvntd6Eusn55ciEPXDIt/5w/lG+iBHNbRm444I4TV8oWdBmAB+uTJ8/MEx4/w/TAPZBTd/93gnX/HmI4MEuB+B9LToyI/uzar9Y2fgzu6WuWSs9D+tMuA2yJpIHkjeE8FN+AvvvuN5QAT36+kBV8A55n3014Pq+igqftzb5fv9vG6C5PpjfX4p3gv+H1b7zzpYxDsdX14JxvT8f3eh/ALqDZopq/kCCGbpMDIXDFe1n+PqBcQD6L/5zukdnLaDuAfJHtB6Gb8E/eeOBzbttuzoa+B82++/z5CG1//h8tP/C9OaXkcGK1n8g5oEb7t0gOocv93V/Wax/c34ccO9X+Hd6XeDpzj5f+N8Z8CPPvxPCXrZsIlvrT7SurGhFCHpwV9yILhhPoETy1Vx9/2/vV1e87j/pPom3g7fItOH0ifwnVyAnZ4HxP2DU7Ht8tvzpbo/w/b2Q5e99jEBNUHoZX95iQfwHrthU4iOO/t/v0xHvU37N7+2fvz+YYOz1fmGtP6ryJoEJBnlrb57K2efvg/dYarbOpwuifBNsvg4PC6ANXcYFiHnztL9FaKdHEvshOvjC6E0B+WEcMJy/WHrd7R+vbZ3WhpDcI/nLAtnMBd8UtBO93yLvuY9zAf2bxKQpwYNhwl+Oz+edZGHKezMGlXqfTnAtcXn2fZc/PHdvmBJH/X8eqeUFfqNIMbqzv8s+4a8n7Mr6kxzFo9cFGtzouud8gZ0B]]} indicators_treadmill -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} inventory_backpack -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} inventory_chest -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[KLUv/WAA/60hA1pBC7szEKA6jQEgyd2qL2QbT5iJOkwXxTCKoii6hmIIVwcmrgmwvdvd3d3dt8WwiYiIiJC9pdwBIAu8C+ULkI/euBQI/CRZ31tL9tbaevJki13ZB1CH5qcQh4ai/SeB/xhLmb7PBhN8N2/QtLlyOGPa5c/13uOXdEh9yeSfRPCxn50QkgbfRcU6XNqazizm0AJcXYVSa91T+V9O6FfEgXQzMtqIkE4+FDXtyHFGcr9EDA4lRIzwIgkSHh4vHPlH13OKO/4ePKRBqIwY2UjgfXVECVdXlPgryu/FJWVfa2zLfpyZ/Qh04MNABL8Mpv04b+TcaaNpXwCX18+z2pq3Mqg4PkIm6+lMgiWv3//flq4UMfSpSnGuO81x/KZ9Fsv+LkWNazAUC9F8QFgbmt5OWRRfgKh4n+79JcD/hQ0ePpgIoeDdj9FDuYRs0VsnjRo4ruOfTqn4ggypJvmvsJj8WU1+LSf/1pP4XlD2wabAF7Oy99O87KN9EeNn/wuimkz7Zu7m0FV63lLznKIK0vVy/m69/vA7ve8D2SF0qyb0aGpZz0D0qTfURaNnOp8s549heT3vj6V7aRl1Fkfi2yCc+Ba3FsK4M+ujxw0ki/sU0OCsf4DrX+C6j8BuA/x/mPD+ISbfB6nCMxZB05cslj+cQwePHtIpH5WKRMl/1QT+lheV/bArv5mWX60LfDUw8AWkgX+gzfu6OfADqJmQ+Hz1hS8+ywe+FMnfz35fGP/w40/CjoPfd6HJ8VI4AxfTf29LN4rXhpWdeF90it6USvZN0+29WPZ1K3I8Q6M4ERMfED5G1geOI3sSrx4d97/Aztjg5hhM7h9RM8wC/jyRQNHCOWPPxo0cOv7nDh5RaDTKdyHwh8BKmDTZrzqBjxUFvhUUKVTuLEl5thv01oYYyWsA9c/Z8HWA+uNPMHxI1ivX3o+HncEc6KyiGsQAKPRtWu+naX2u5/Qb4DQ6gjt7h9dAgvxg5NN0FkiOJX3efTeq5tT4fzrqrxrlCF/La8zUv+I/gUcMa4saPTHqCZ2eJUTwdG13B+q6AoZGUY6OpL7MM3VmM8be9f0Thw7Yxw8gQohMjUiPJKlawmT/isp7KyUREs9GhTwroHMN4xOnswlO/suKa5y97/hf1P4ZpVnjVgbOvZjNzJIJ0Fwy787uBq2VvSF4CkiPJ8Amx6LusUNx8XmHpmcfnJ6xCHoPvQSfjJSipcVNnZqfQIEycP3drD+LIozPpitLWK/MW/Geqfe+qddCBQpJyC9JmLpSRKkrQzxeCcJR1JUeRN3lEGqUY6kOjqQgI89kAcN6p4w966HQHj+oSeBT/YjfHig8O4UwI4mna0WCvBMVIlzIgPeXwD/f++OYtN7MgT6HjlV19fcQTul6WZgwYEp98z6rYOIlDN8n+HO9EgkPxrs7Ft8C8XQWyptHWEz2L34WNLSESXFxUdH6L8m/CxIGoGevOs8MCj281zZv7zdjzHja2IfWgC+18X5a4/opDRnWS2FMXupC8lAWknfmRU6+mZfC+qUJyStHmLorwlTebIPObk15FMXUq/7eszDh4QT8/oTeC/85Jq8/Eyea9CousaNpdrLCASpV55y/yD2f79Fad8xC3vEKS53CpTlp7lzPZJS4o5au8FlI38+ZkmChLtxfZkHuUy2S2HNWDA/icwVPzzlziMwaSJ3VsMHUcwfIsx4kz4KYtGadAr67Ar6yxXulC/jLFzLgN/f2nTbgP2/k2J/28PFT9diX8oA/BQKfKuRfuojPMsB0tivMWbMtZ0UcPu9NiXwV4M+hggPrht9ruMKfYIXvwmq9lgaJIr0qzOxa5ygAbbaBAiyb73+ztwM3cEbP2xatcJHxv5yFjdxGLyNHk+DrSvvKSu+jitZFjobOwk3Cs77FkC1QqNAI6tlC4/OFUGcviDqb2Q6mICMln0FMPocQMWLyfdYlrtZnEyeuzyjyrmdd/K0eBwB0nsGWPDuwc0ML5LMG9yVIwo8zBb/N1ADJfbVS10OYhD+jgBw999LyOvwWmXs2s+zKyvyuf1d2ryWn4GA8knxsDqB7SUK8lqXHVzc5lnKMX31aSuQEGZ8KavLQJl5e5eXh0rMsh1YIdOkHRp9+GLwThKY3RzhG3mkCPpPE74YA8Svx4LcerpKRbzlA3t1Q6u0GUo+OozC0GURdaxh13eGR/VDqGc8UiBClrklMvjXxvhUR+Tzh0rObnucxL9cG0FybqHSd4/EZSeTZOO+3MMUnELnhVz3B/2rcZKJGWZ8ggqnrv5BE2WLN54bbshS6p1NnrLuzszgBlMrnh7Hux6y23rUG9+oCC7/Ko/EtI07ONebNs+4IOlVR4LMEGf+V6Olef4a38pLmVXMMzlXGKrP+WF6ea3l1LGnas6oDruUV4VdlJl61FuNUcAWonEpBmlNBsPPpnd+lGCZd6iHxVCMYX3Xi06d5pQ5VYX0zxV3XRPzWLRFfuURxIr47Ar7GI0VB0zUCSddqcc6OYXkekOb5g6RnGZ+ecYA6W4XUm4j+scb/7HHTH2Xct9IEv4rxfXXx+rQFcfwBjP6OBeHCdtP5jQG0+spc9Nn29fXpvMRrawsi13ySekvLGV4rA1Prqk6vdpXY2a6mtb3LamuDfYm12tXvm5Y32cda5cWW1HtBwZ41RXsW9e1bWQmu1UXhWWEffmV24tU1vV+53fgVnJBfEYhyKp2XUyUw86oGbX5lB+dZd3NehdB3pwO/uwb6XLOluQ4A57oBn+sNiK5TCD7D2PR8o/HsEsdrOJKnAvvE+DsPf+gh/Cji9c/E91du1/gGEhl/doPvWlOrr62xG85ti9BNoznnMgGazU4A2lbHAPRa1jrN1fr6fp2ZnXJj0fJZ675orYbPWhY+K8tmZXssLLMH0+21WPZTqrXrDHueVxg+x8j0zEPUMx+pZyOOz1RIve2T/JKR9dFC66eE1jOblK6HEu5HF+NziYovNio+2iTErwU58rAxM7QWBsBmRQFKpYcGVlZa6zEGWlokCkynUOSgzjpxzaYkN9ddhBwjO1tLK8u5VJk1dwmljclUE4D59AugbP7BaTexTbugJuFYa53Psm6/zXL76vZa1rZXs7Ixndstpt17ZXZTueKu1OvzPGbybJ34rKD4elL8Jqf408f40VDxn1JP8bW8GuOPYSp1s0eHXyPz5md4Jw5W1TpYGpuyvaqxbPtG7uk8k/D1lTXUzs4uTI5KlRvwfHYQ4IwOgXs2y8A1m4DOXJfS2tLNBECp5BTnKi0FUC4NwS2XVgA0mwUIVKtZ6yJFijwvcMll1WmVoRmQXhEQ4DoZBGhGQwhQTnG8ucsjcS0TS5zy2eatXfoB0MpJbi5zsK1lHqppl1Oa1o9rWkOuafeapl1YTa+poZll9oXLsn7XknkrAxJeteLHqXxUbnWEyq+QSLmWkSnnEvLkXXxLDqYjyMVg6PhYCBUPK3DgYlhb/4bV3Ngcw2VNKcByGeLAdKrbPL2bmwOT0NVVBiErqysCGNgSDw8v55iNoXBwJqzovtq0DECzxuKYTLc4JbRAAGe1QRyzSuFtKcV7a6Mt3rTShpvr5Htzo0vglFIsb8uoGbelcw2b62S01i6vZlnDZDnvrq8wMbKyj20yM5Z91Vr9rqWxvWkdOMBtb9BBnW9ZZ60zKz1QzUDFjfm8ouk2PmPZuIxlYTKt37HWvZK1bZnrvmauC5e1LrzN2vbUWZqb1pGB4pbLFnTRKNXCW1ibc9baQRy0OseN2RTF1rpax2tZ57gt5/gUm86k2FqN6Oa2e4jMTaN0CLKydBzHOWu1A9UuDXLRKA0BbkvXiJuSyUwC53QaiXMyg8Q9lzgEQJcqBEifFeSkUrgEVVCsBGdbbNY558wW0S0ey+rMBl0OaTLMgYOGlz2H/JxpYv0gpwXHksdZpQ0Yl9gWLPj6DsM6F/qg7Ad4h1rGIDBAIR8wckB5Xro+rs+v74sPFI57R/h03QPYwj79Uk2vJUyLMKfGfRmd5LxdzMRtspR630PU9S3uNF0vwKzKDZzkF9lehQVydDFnFD5z5MRBRyfHqK1MjMwK63dkJB1KhIcPHIyLrhY/rd+bLEZYIPAiI+8HFywvZ5lhM56o56KQDyVC8I6/zxr6v+EMChF0AOGAgCxuCOnE66uN79Mq4Kjy/mPe1IH09z5knqRHHhXGCoE23PiBFOpbmUy9wAZrfBg7PpErYuz8f77FRx7jewiIk28bvF6LGfi+jGxPoY+57num2UJ5emd1NmmNbKNxhd2O+aPGj09nSnF8tQ/yXlqT/HgR4mJCmlTGi66tqhW2G4YxXhTS+ooe/9lVZDOg0AMIDzIBLDGUPrmNipcyMS6fWKF+s7oQQ778hJ4eq1TlSbvG2Mzd/RF09oUfKIfOwlk89NDjwQwnX/cJ/ocZ+3o1VGj/iCAnsbSUOdXHslZ00y9ArrK007FZ/AIT6nIBCOODRc/AQKxzRC/HEy5isNwTS2BYgRS3ir53frxfMZO+SHorAVPipUyMucSe5zJ/OB0ygoq/fHQc1cjmZSdQXQE+xIj38R55+poDwfBtg0IEum3ayu251iPCd8TJFC5r/Ji6VgQlcfwRnR5PRQCBzka4GqmNbXF5kd1CIU8f8TM/K4WRzjrIY2KE9gJrQwaMGDRaTuyQUUPM4P6k7zwp3rrVkX5STaoKKDBOuJPQxqjQokiPHDFq9PYJGcQ38yy+qajxTMFSb17y5PhfPX6C+E8QavJydBhfzfvDlEmR0dRYGZLF6yuPbnNPHDNamiSpoufxVXL+HKtOwWHJAnXVKgvn1FUs52/l9ndVxPyEU4oLSXs7JDhDvHW/3KjRuevJwq9Hn6XnSXvnSvDOgPDWgJpSdqdXGXcu2X0K1SgqX3gs9dhJwJubIUKGIBQ6dFeFokeC1+ITfHPCW4FWgygKd5qyJwaXhHj5O7Row40WXb+ElDiBxOOsXwbkvQJO53t2sCjV3fawvAAZHDgI7/LtsJOqeHuVRc0WGS8zZzNXmDRRJs9Ye3uJOcYRvQU14OFPIX/H71OHDY2jGh87bMhQIcICxbkCdRRGvW075AtZQXXtyZorokRwIkTXs4emh6Yuhgb3p7nKHac1H7nm0oqurS1XIUi7IL21aU3Wdrs5OsfhXSE8HkRZXFe5oCETBgyYMmvi5KsqZzWLZwBGOhUexqDSiFOgW2iY1emRZwGkOZvm9+UJx09z/DBYpHBDfHhs/KSBgwc8U4/tBw6hMHzSkOHCBSqTs3I0rFfqeTOj+GyjRo8cbffvf1LqdC4wsvy3ioDnU5oh3wlgTt9zBai7gTc9Mll6aySIBD0wuNzt0vrydqvLWy1mRoanjBC9syybJyQGDRliNj1RaelLZZj0kRaXOjrB6wODbxMEvl0AePeB4JcTMmQ6E0SnO0+Iejz0halHY0ROfnpDmuMG/P4Zwzq5zJu80gQIDnmDI0vKMQMCKyeBCjl6JLjVjgzjTxERVuMxNl+SHlBT05lNQDRa6szsKy2OLgfLYihEvfLWC+zMtRgbNGConChJcl21JMiKP057MxLZrSgnTIzLJtOZ+H6NiabKwNBCqAiJdIFn5yqdLUDp7NwfpWcFgdcPCu/eJZ65IQSnP6EqRF36okbkrXRM/srH9QeVaopjj8bVqj2E8pQNVDNIOjskvvvoZyWx2q30a0ia7hR6ltt8H6W1LdQODg4AHBRayuzslNtcmxyIb3XkJh2kMaCQkVJVr6yJ42bK2VbFNRqMTzZu7DF5vNLQ7/b4cvIU/QR9coqvXPy5NL1XEPcApEuwIq5WyUidPYiqICFCgwWGhXVsAsJnBISEh1feXcr0ZofFP0dsujQP1KcxRp2aw9StfgCR/FWQyav1VESsr+IR+Rxg0dmsI2fxpBAKVgpsXcE/d42Kj/WFzatsHp3X5KJVRzXtBoDAEfRdcvIB0tkqGdAbOq6pRrzAvt6woVrC4UupTJpYMJL/oosEFcrqqkqtajv9CSZYLcwxBTmChKSJEy8KOOcSITpouHBn1wAT4tkEChCvNQPBtxAqfVmB8MsLZHLOeik5m4KMIuFgoeHvEv4t4PVfk/Gv+Jg8S2cuZAqotECt6Z129vYHcDjdDfIDVKhHMVpcY1kR0+WV9eVsczriLQ++HXauVyD3dIS1SHFtQZJqhOPPJbbFGZQsEWm9WlvrdV/fDb/v9a7barwMFCw9L9DCcnaNhqm3eT4dLi/9S0u/MtHw8HqySA4k3hpyUCgmtizWRXa7OJjeTNLYyRMHR2e7ZqC4ztJSRrdcXNnFk1IsewNKI2sWGBnaWZn1F5P80ZpksTn0o1sUKfK0znNZwNdrFSpWsGDhum6MeMM4dcjzAT7rmZPeS0X9fy4yLrpZbJwenwVgwC7L+mpaUyAgxYsywGoTZMsZ5rpzE/hoFCDaCYhJZ8d6PLsVmpg5Q8ZKCpAQ1zUanSXyCVMOHWrgj3kQi7MmqKMrcHZCShwjei57RErpwruF3l7quXp7w29bpTJnAol4PGsAPGvFeqtNozp56sQpU2T8NkaUYk657cPDU+TWKmExrKXzF8gc+lWWJ43PKgTPul05604gcs01JmuZudaqUsknrumUXDdxtNQSQfS7kLzgQAGDCfHfYTEukKY7V0y+8G7CgLFjxIghg8nco+Euc+iZ9T2TtQh1Hcf6ssg7lnocFaqT9RHKtJTxa1Mq3ZzftLnLl2yLzb8Ahc3Pykxe0ks+XbN0T7xn55WXZ66tLTRanqdBzi5rPFeNMLzGcUkx2/BS6lRgYrwobFApY4WEhBp7rNBkWnQlhshXe+iAPvdk0Nh7MI0aNr6dzhzOJo4/8qxWFj2Q3rd5lSojG4uEn7UWAhYri8LkTcmMXy+7GkzgszosUVD03LXjWedVsXJ9tYWKtM0QR8ein8lTELV5/BkFw3EkDf/xhih0HZf4qj2ns0cOJnO5ZDL3DRyvjh375/Hj8ReLLp1gAHID3sQg30+4ZuJ0qljZc84XCkifLd4KAUxpPGeBxO/YH0pCPecNMik8L/eupUie2eiQs9AfG5o8O9E8NH2BfDv4/guQvUyfjDR1vV4MITZEaXMGaLFew4I3f52aMj8AML8CP2xKEyRSI1G+Hy/UyeM9U8f75Y4dQL6rqKDR6dWVkH/MCpIwOXTiL/tcv0DSCkdgsGFIa3y0Mm6yvrSmbLUekGXlIuwBAlJqNkNrO4k+n+5UIoRvCKtgz1muGtetgmeli7NPH2eVe3d8Z4/80NRDeURCqH07JRodEr5a9//4v9SV02hbdGYeqdedsf7CBj1//F7Cb5/EIEGB9jtYwCOhwZv3dGrex7mFec/mhUzL+68uripZVay4qnQhc2Y/gJlpEvgF2IiwunL4/sO+3u6qAe8ROFh/KgUOVzR2TJxzqa8ucKVZyvlezeZPuFl0sS6mMmkZhGcHqDlbVXGWTfDMRnhuVnh+QIVRscemtzs8vUUjeeYhkCOQpCInrVbrRck9AlDobQVQp/KYPNWR65KtLyp/GZZ9tS3w3wig2Vfwps6efRF//HpE2g/Cp6UM41/GixUnSyjtJ/mbtD+EyB/hHybNG8Yxlw7Bb9AHP23K6TzLxYHPrGN9jRMZbLxcaoyYEuEQpFftu7X6QoIraZtz7nNbLisosLMxXRM50il7GPS8oMyYJpB6R6YdOKIoet8hTIcjpCQh4cgrO352IXgNZzikasj7KuoRIlMqEzEzK/DduMCXCwM/wQU5+9+xaJ8J4L4XxExbkxo18OH0LbIZROLPA8BnqhRM1ju49J7Kiv3G2Mz/IWC8WMj4i+a2sSM45hJqwg4u68VFo3GaznuAAgoncWiIESJDhHBqkSQZ9fwkkhSnrGMHp7dBQD3nub6qCL8JihJ5cl7J2NQ+lEYorVEeHu+SiLySBGTbwYKnTJgWNNBeXUAWHfnF/0OJjJ5nte47lg+Zta1STk8vc8ldrQHCYFl/S7OXIKTv0yN6la59vLUctIDpEhOrTtEx5cqIQxkYSdFCcJCJzogWxVf0jHKFEeHhAToCaF1SJYzpCmcLwmW+2HGmRzs4vHS3g6crQYh6G+KxUZOYIZz2A13jU8/sOVfOWY5ZrgKgGY3Pvrh+tLkUKU5bZYWFVZl7QLCMqbJwqAIiZ/bANClQ8HDyS0V/iv4zoWxVgUeDh4gLEtCZZVWplB7OLi+cJbvTk0NAGDB2Q8UJEzWexAHEB41Nz5/rOkUd8vBEpTHSZ78JGL9KzZ9zaffFg5YzG8dW2sjCdD6EIHASd+gIkPPKyDHyxJFlzZkrKlvhTgVIFFkEtko9aRHblG6iuzJgaTFLjPIuxl6VN370zFEDhoqRHIjsDNGZbkAiQXzU3AYJQtJjz9b6zekbv83VLq9nbI7V1LTWotZsuvp2ROhY6rEjDsuMarNJ3epSQ4b9cKYDKYwrAlFAkbT381OTAaw2goeFhpi6qF1czH34gcavkCFt6FCc85IATvLbAweZFDPLIkCcokOREiJGiAzjPa1jaG+5zDxsbPZy1nzGYflgyvYSjtz5swWfoicNQscekSy/ZlPgiJSCUpRSjK7ENGnlgOElBVlB2pXyi0Ojax1wFgny0+4g19WG6kBo9rguEOHSIuMdp8adK2iFyAT4vbMjRfBuHuphtLmWz7xHDJoY27VU3sGRPG8K0fFWRdpky9aXL1uwNIszipBIdGCkFzmalPVhZJItDhowyGwY9MiHEYJtYBbQuwUZuk5egJI8YYIExkXGfcY1RFOj7+1EjDf1T6TN1ZRezzKaNbKsvZbLO1jS58wZQ3K4QfFwZestMDtveelSxRLGy4q3d3t4jOwkHEkiBYuXMmvcALITxgQ7YysEAC7OCw1ITiL55hUNwWJ8ODc0LamLaPsNhskPNO0sAY1Opx0/0pEaWYp3lRDguZ5UhdRapVJPTy/nNWxLJ5jT+QZP+DQVclIk8qz1zlparKZTnl0WbxmEwWAnR8bOH0OsCj0apYSM8qSH4urKGJbNsmov8AEGuoV2oT/4BA5ZOhgawav52fQEk0zdgl2DKhbRO2gAkZ0gYdPe2o5x65ymNQJP/L2hWYcGz8VIDS+7WVsy9Rg0egdTDF0JhM1jGQMVLH21RfqEIpnTQAdgyrVbAQgQ9iyoq0OQ4E4EPVQJKmoYiXLWisqTKI05SUsktaJC8HXTEge2DcNZMxd8Z+A8gv8FBQpFbVJcBGWHSB3D7w3FQkRYhc3Yv7Sl+2ZtuYzLwKRUf1BFkWKQFIE4Onzx0uVZuoTpzLG0oWCHnoCC0LULHVHUtPmZZeAvtUy+dfLYSQUlRBfmzHLkPVd9wHtuKknkDhjWiCzSeydOM4ENv3JiOHtb1aDSqEW/k9oigAMIYZHxLEvHpe3oKpHht6ZXbCDasq1iEBen2b4116Wq2g2oLMLEZ0Jsx3ObpSVm6pTRbE04eFY+qMEHiL6RJdBmKt/GaSNmC8nxQsQFBnBiXgTEPBqlSBm9AufRrCsQv6J6eFTZ5ldqO2pODZA5iyZo5waIWzNozHdj1A2DsKQjLjp8FlWWGZsJ0dyWmiAsjM1y2FxlWRV1K4hCg1ATpR4aa0t+Ommcdb44y1TBIcJZASj66KkAdIy/A5XZ0jdK0qpZQX743OmzsoIOjSJSSrfRM06iR6MHjkWl4VZSCm+2XjgQr46WUkwEnuxcNWXnMDNbj7nZWS1uLtDLCwo1g9fs87CRpWNRteCyMjYbnrlttUCXHTaXSa3uOiiMto0fIsI0iWuqJEKgOp6XKuwSPFsA87fIwnAhSDhEZ0MvXom8KYMi3/j77/WF9wI4Zz00iVy6zEJdD16lRh18qQR7dsOiaS+pipDXcjt2zlhONos1ZbNfbfrkQAmxBRBuVh1h+pXVFhmbE8vcNgtOS0tnzYctK69j1axNoImj32tHiSAxLHxFXwaSaXCPRgRfDR05PjZuaXwc/8479VV6lmK93oME8F7VGjjVs+7KqDYjypHyyi3A4jk32JnpYbNKETCCVK/cOPusoEeMGjl5/AiCsSQt/qrqtfMmNFeZBVfWsi4DBkUEqWX3+oXFtQMoebQfwY/ehrO6xVk2gwa+ty4wbbJk+J1lGBbqPXmjVzgUJMycPF7+SC5axCgPHSqSHGkN7TIU+GfY3alMBadayt3dsiO8EhAlpdViBzh23rSJyTgbzTvbRnjWcD/0OGUmSkg9wo++2XQtLLCDPU3rOW/NJtlcmNaBzLTya7sVgbTZvBAgFEgtPLNmJbjc/fH3JRNOioaFr0FjRuGLKIIQ3Q4lMYxAaT3WRm2jvR/qxLcMRW2qnIg9Zem2lfTBpjof3Mkc8FyXxBV8zLxabLGFzZkui+r0PTfI48cvECBDhM8yKr1LivVdyKZ01bYC07rEtMK2GI1Cg+rGiMAAcyWSwy+jgLpLRFPhE2+YabR+OhEjPk9STtczSUIVqNGjvSP0ubYbEjULm7YI2+r5YFs5J+yq9sGbzbezd2AelUstxjGUFrFZTxyZneR9wGC3R86xvhi8zFn1TwJyazazmYMpWCM45fIUnJb1Dssy21Ud9qw5G+CLGT+IVyrpUahzHG4Yh4uGrhkt4whGPm4SjjWRor0Z3fmKK0ro3pE9zWebKl2wqc0FELYV8+7QnNZksIsTmcgWzvlv2Shm+bT5cmXUo0oGb/UAxk+pab2hzVVDbTlvNo0F5bprIIudL30EvslkMdPhjRyIe4fsjRkxGN9ugVumo30q2tR3Jl+161oy+vONUYC0TGojZfrhZEdZrG0VPbCrTQS7ymSwrdwFf2YyI4l33bwE82Q98w0rm+6bvmZUkiO7Eu8YGgC6BgB3eb2azi/rgrtwrhZuEv98YkSx8PAGa2i4N4sDB6YZLswgHkIEn4o3Ialz6bb6/3vcyEfRqjOeR29Cv9x21Tm3qcoB2yoH+FOJ1uXwSzFdIw2lN2p13hth4gcn690mJjV+72qV8CK2Vsm8u7uTZqhWKa2VnSohyMm4PL6LOWSR0FDz2DvcuUbizns1EPdhRHE8tG/yLuF7OCxWx0+cELB1TZeCkt4vI+GhwcnL+0mSWuaPLod6fcpm3bUKYehunlJaO8eUauD9s5FiSEiGXIk8M5JyGnimWQdyTCqxrJ/ltWag05dBbhyyOmocJtqIweo9gRMWZzUZn+vxN6ywcQQMHUCCvq8HTRfI/4kPGI3Xh/B0fYPFxMljEU7+2VJiG6hos1a6VOp86ZbhSyrdW7QYir6E08LRs0YcbOAvA7/3hq+zlrEE8m6aQHX+MKWBAF+VUuEvQjXXrdIgJsbGCMB0xma6PRUBETcuZ4ZUYSLi4Q0aMGosWfPYuk6pjiMlcVENo8LJh7HNPbD++hlGrISJTyb+t+wfy/Wv0kRJgEEHK7pMepv3BJr8slL8a+maztEG3r+rs8uiThYV0asCCR6LjM2DbW5ucmVjygF8GUWY6UYNG4iXEg9pyMB0pDGQ9fWbg0VxcJIiGUR83KARqkcQIqXOKoHSJQ6eQ4CfRomafJoAyPh3XnAeARltQVxS+gUNC9tCZuKUsdHa6a2ad8OwljTp1+6Tx8k3Nf0WIvdZlDrrtBTfSpDgvaRWMFoggKVLhVdWZgZAmBbLvsMSNk/bIkrwLg/N5hv5xp7jhrkMMXXnkCBEZ0mgsBFm0SFBfP58R86aMbtJkiwqGZYsdmLOlgBRIUMIPRZ9bMusBPi9DPxWuoNKwWWzmcgVIJSNMpCT1kaQmsxJf/Bzzn7XmNeDIiPnpfhVP8CHRamwWqVpibO5Om1Za52foYoeUIOIiTZe7C3xdO3G1IvHSxJNrFqSEdfMCZESs56KHGMOZUOH4tblk9XjrI5LlOgsGqEqdsTdNSKdNgE5tFovIR4WfrOBgNfNsuzgYWYh4g+9pGYqPoNPTED9DZL1D9KyAiMPrQS4Jf29ymiiOLjAq+Q1y2/SxaJVcNokqA44uDyIzXXz1xN6CwG6uqGrC0vrQRZZhpxzfqODZikhpNYuERkV0VwXUM1l9mlzm2PimtEjb0zoCQHPqgRyUawzuikWVoKzAEVarRcIiFadSVsyHcG8vsTYrHUbytKZq0yEtmS2SWM6kagxnXhvTiowAl1mmaXqO3OXVv3CXV4vfCpMM6q1yiIBolVcCq7W8NgcbcvmKLLd1ZWrY8eSflF1Fxh83dL6yvUVs2mdiQ+bVnIBoFwGYXODTgPEUWG1fTlP+8pa9xSYVpXaKi8tk2DlbYpGbg/FK90TfO5eEHNmAiN/UoVNeLWq7VVnV5OL1aYQz7T2Q6O2dA4B8IyKIDClyhng4tqqINaWtdsOmqPmNtkrNbN/lkW4ksOSyTtz2qgRI2XyBgs/N49CMPItrLcvLq6cJc9apWKay0TEpnSaAcCE7oBrSi8MqLpqmwsLs6Kjk8Bm3eYWT7N4TdycVO2rp2ULvuyA5vrFiRqY4K3bMFbM3KGzdC5BPJQsw6Vac6eChp3aOmG2jVmWrG0dzVwl4ZmSuQet6Xyy5oSicHtW1QmgZm0xEGtr8fr6cs51AKRUQ2bKrPP/q7cOmA7/MmzBESQqobSrJGSC0iXB6xCBzrw78+cBJZ+ulfiVl4JvSce+tZXHvsC+xLS2YkJr20BqyiUWtmaUuuVF94Wmi+SWbZm4MaGQZfn/l6tPtSdIMRLg4Cf4eoQBoMRGUo5vvUiymVEJIGjGhOECt66KOzF/yvH41MzDqVxzp2JxfXmB5QyboTGmtctmE7YmVEAd1VUVwtpaZrMuUiTOU3tiEZK9X1tYVGeHGjDy6pDEGpyueVTg6Xg+NQtIMg9hg+ZFY2VzxkuVJY+Id0v4+dKuy6EFcLzq7MKzqm73Uk7DxvQLn4ohEdNaV0+bUqmkjekU4QalAoCjfok52GJbUKDqaoTclMqAQPRKLLcu2xbAKgyPmevUVkvphw6OjkVkx+HeFba+iJ6+7LLvXBJeAjSZj5i6qyYNGjVr3Lzpe+G/SSMGC5Iaj94s0feohCenilPxLK4DXOf6AntjNn7sBLdwmm49HXJrl1XYmE8Sb9Cp3AAqrmqBtQKZzS3UTssOx9oS6mlMuzEY/K6pmF0eRcAhOhANM44zLKEojlcSgbxTUV4KK+DfQyiMwGnDunlhN2/21llrO3TYxHHLA/HKvD9/VsjyqQAYp3oxCGNu+C0T82Lz3urK+tQY5JhuC8uUzDNpTGaJtgBRq5bV2Un3hfegDVpNdNYy49cr52wF9TpTwZIbL1BIelvBz6lAbCBmNYiUbRNJrlL/pDHwNf8dKXVXTl+Gs/tgeP//3pmd8243Y6b4OPwyr8+dd1oOHRDj1K3n1tHIfiqXGJnO7QYDCyMb9UfDmzNqQe75PMPWupLItAsZX3eYvjMNr4ZiIUthz6t6yAgUzDrUuMtCd6mD/1niIUlJ2KUEp83lxJnznTed6/V03uQppt7qGLwyBJ03G0D59E3Ft7oMnKtZ9aqo15tnG85sK3EpWIOwd7nMDX9lreEyMzM1d5kJAHBOmfoU2FeW3FsKYRKvaSAGEj6nmPR2Qp5T5ZBUaTCFjk6F9+P38tnzWtul4I9R51Lrypoy9fS9ifMfziwMw6+bWPLRWzsWSKwkwfSljEFfUmAbcSosAcdyVv99ltnrZsGmdIswKOJjbfkkRdbFrN6pWx0DRuKhC7UR6Y9F8/i0ER5A7WswhO/2Z73Wo79bUsMjnk5FSfJcivC/NjnGc3Wi4h9QjG9gcAv6B95y5tSxc+caj9Z5ch6XeVfIlKYTn2piEXXqOeTv1DOPza0SvDjX9Otw1pRVB9XqQ3OXsZeY81Xu81EtBoNCXe8dVjJkdhH1qfscMoOPDCmWjNQ+BEn4M14pU+B9JKXg4wAFf8UExPcnFOMk0rcCDtAgafRlm8RTLQJ1s0yRp3O8w7BNxbeQgBB+ADKqJZ46Lx07e7d68vfo6QM3tji05tlazfWUU86h+BRUUJ4nf6/aSssvALhMVkxAs4qR2dul22MtoW++QTjzloAJSaAMV2Qmms58GhEA5U89OFe+gR3pXGlk1WQ7kI8agvwYHYhQ72VIvh9y+HXi9zaYZ3LmqlpdfQGAoAJJG8FfFWL82eGj9Q42cAjRGD/CpX04QPhljd5X+fG5w17z2QP3OdxgT+JbOte7hX44RKa3VRz/JPRKxn/q2OKeErPWui2VHLWs0BnZWNaWG5sYClZESiPKipoZrbRHn2cwpV4cGvJos69gtnD5MsYMm0RxnrI6cokAcM1Rw1JpndGBAFLoSjGUTgWE6WWCji/QCN/Ow99S8TN4is8AcT9O0vVeh66XCvKjB8+b589r/eRnUecJhjaV+gIZ+edVsDlEAJSNkXXl/Oncibt7PXLUqYHRAtP1F1DPYUzhyXnXUyYsK+LNNhhf2uCAgpIQU1e6fAC5y+UfPHHooE0CKcqZZbWOS/u6sqqqktXh8Qj0ZZhJpw7S9LJLj5d7vP7OGr/E4494jF+Bcf9phV74epp0cv34oRih49PbLmXmPMZ3hgF0q1b5hrW6ThtVBGqZYVvrsvBPNeHH3cLABIgktVMar8xjw6wEEa0pKv4k0OPQhQofhPTsP/E/xe2PZg0Y0HKNHGlWazM/cs6sNSiz5NCXdQzP9ffpAj5J3u6N4+PB8UVAxufwKb6CQkhZ7A6dxTHqbiBXy2AjyEqyXtOR/FJSmkLXWjZfMj1tAxQ8ryTVNpeW2Nu7lCBSAhzyIxQfPjaOd+scoXuiuGZ2ydJ6l9IRWZRUqceo7+tAseEUjoCcLsAm0AMavW3JtKjG5jrs8HvTy9+5Bi2+LZOpG5CMv+DtU0GGy7yy5fql4l9Cz36/tripynIG1KZ0cwQGUKoYDYwqNjfhaVRkAAYRVehZ34EygarEMSVb0XsVNQkKQEAfexAB0oIEHRAmuy9mHEH6Y//3t3OeO2Hbth16O7anzZguXszowYPIU6NESzfvxTb9Ww75HkzRpPXTLDiKvsWEvmQZkJpygoKnriqbu7tblk0xAtkemjY4Yklo1bhuYVxXVcG6spKlytm84lUHjJwKSdYTRPHDcdGvCUGwUjPpBQpEqqtEqW4SpUoG6AABtYMGhHru0fWb31udpS0wKdxVWZKukcy/vkRmXlrf6sLXsMiYsSKIooizHG2rWVYLlbxLDxD5FMkmvUAgfhoFKnS/zVw8lzKBrIE5dk4SW4kSJUC2TitI0ACMTctbJWuj/gCCiOLJ+NI3iI7FfL5jf9pczVIgcPYtAxZONqVTDMK+NCu8XFwvcYDRLdaUFY8iSHKoYB4fqVjQZgvBhq5UhIWLJLo6Sn9sXdYIACsBHgjcbF1g4IEEWmsHdK2Dvr8tS5Uhj+9dcHqfIPHvk69CjB92Z9Gry6cfAK6bc4UDy6feaAYoPAzKlE2HLs/EfieokPHSslZeXLogSgohg/4HFipQ8KQfSPdXdwBBJcA8KCgouLWhIeKXVoszpL4MVOprgJP/8Mn6vksMH0y8z+W6/ySU5GnE8bvIxDkWmZsznDimkgKCpzT+GgIMNgKph5RAplHxBcxVlhd2xqUNpPyp5JOLE0QMPfq3XkY5XTnmho3PoEWawqfIUhnT4NYLCLdGMJhgcBNu9vBgXKQZ82VSufXg0vsnk/HpCBn/dCPw65jWSAQ4me0BB1Ks65p2PzbAwWs4sv5AoTlLeGSac01oL1or7I2WcSkDJn8m8SRowogfIo2IKX0rxLJcW2fEzgxBAkR8QDd3gNLOCBZstoEDTDsTGjZgExG5EJkE9Cv1yGFj52fTCN5Z9vZ9KpKAploIeztsc5Wn3qXzeVXQHMKeFZB0jrhWwzU1CperPFMHSf5koaciEMkhQomWjzS9VF4qLUhwgJ2btIhQTjPrakM2502OLtOvNQQFiAsaMLjkwNLhFr5MVx3oz6oscV5t2yAsFDinc8s5fQG+QH/OAJIJClUKlit26PBA8agDJncKyfSXt6Tde8fwoYuvkwILBgUTAwUheUWPBDHCBEpV68sMrg2bRagUydxuUaRUiqkZEgwEAABT8XgkDIWCAbMakZo2VLbXfYgMEQkAIAIIIACIAUAEEgJAaQKqB/BewPfx9/qhx9JfeR+9mELqu7HBv7ybyu+FmJzBfYNf1xuD/2soQGL4fzC4ciG7afw7VHMT8NPiHe79eO6+IyIiJKw3xXqSBIQ6T8Yr67gOgql5p0cj/hGysWHCHcww9Q/+wf4JBt5Ze0BTg22/lUsMOlIfvB9juvb5U0D6RvpjTPLTvPRwdt2MJOdxYvy4kg076Oca9f0M6p2IeFT9JZbn8/gcrnnUskQfER+KnCh7vMeN3Fa5Hh147YEFyOF/RV/dkw3Q9JH305H78J/Ob4P3yolefT/9fBVye211MZuK/cgZ3K4NjO7DPYbgtiv8d9B/nXFrgqdMv5mRVm+YfD6Y+axoEdu1+/0Tln2J+T0nzIewT73E75z9BF2SNOL07Cssfo/qA8yueTscXO6OPdpXH/jVo5PP5cx0ujhfkPSGyVzhZqD8TI8N/ZaT9ZIdSf7Jmhhv7H4n5KDPMIv7ja2aCuavyl+jg0/m/2n83BHo+62BLlqBWCfbnln98WPEm/XKLl9y5edzuswKr1qkhLWbthAXeMdO/Kk4A+/HO+ON8Cme8P5+AP2nqd731tHxzDDb0zNCHuPhdbr0T7dyesjrBkucnWF8zPbH8N3lrWMGv6y/XePOIOI8vT+WTok0He0elmeX75IPs6xx7PU/uRX6FP6NBlaA6dA168EGj/x223H3DODMqcDEumY/O7FrGqonjFL8UPQqu3s95+Teu5PQ9JhfmCkRZgMDQq4jWXbE8w5uA+Dx583ct5vjhOp0mm/CXEPw03IdeAV774rP2l9w7+nYOBmJbwrxp83D4Zy876B/DHy8Y85O0NqN+Ea/btDzxmf8gl7uEWa/CWH/Hl7vbR/83gU7v//jgLIw4RvPSA+UB6DygPCb1E0oPQBHzCsSSu9C5xGuYPwZy3VJPqLbTUAY1mv/jWzAdXmar9mn+Ifn3YxPn8Df6QcgobuYmSyjfnS6DFwPyb3cFWZ4CL6gHnpLUfjjXvju/yN2gY1qh12Tef98vStWHHTUwVmk96zn5sPHa9n0XhaT3v/hAYT7L/WC+NV5JgzHrdVEG8R5KA/QwH7V1lsSGDD1hnewqxw+Vt9tQP7n44zZUG2v4aAjPV1hO7bVu6WbEX/OrinX/EJSfV+nHFuf0HeL5/t+inPrnSFEb9W7NEGcnnIz4VLginNd1P97IkzevG987O/+g52AX93y3h7AMcCbc/7bbCRgX48MqP3AT25VWZ7nda14BpRbdv9/eAb3ArY9HCAeXJeB/zpWl9zfn/HDpvsRyn3ZYGfdH+1vsKftjpsHwfUsu+PdbBn8F7zJIeth+SvUW+8MH7vPz5BZ0IbC/nsST0i4P+Vy3TZ9H1z2BIp7zvZLeoDlv0O+0JreM998UdgagT6w9cXneOGA/nf4YNXT6fd37aVNji3geH/jzx3L4na7eA9Y/+3xL+FbsLoJ4fv5XK7pv2kT9ne96FPUXbBV/l4vOzs61uvH5il8CfoKui/uGErGivVU69b8Kk9sn/AJ/HIeeNuFd3VBoXjgclp3AvRzPr4OmAGI8czx3dDerT0HvvzH4N1svB5aA8jzT1P9U2HA/bex3+EMOgvn1/39FDs+hrfvqBW2HF2P8zBKozT/+zxrO3Crqyb4qPvsC/6Vh7l8mrs/4D9pD7h6UJBufQfer1uPkL5v5wcx3H+QD55oFzaP5u+vIG/0anyBu+dYoOGCxQ6A8AC4luzQDR7t7OAi9pJ/Dzyf+DZccL3y1vg6ts0BDnBDbOPVSP+f18L/FfdA2S6zyQD7gYFNWFaZ9jUM/bCbf7Erfs/beM8uXOOPb9iN+8S/Tr6w2+G+nv5RnMIzdmddrH/s6UrPPggRW8zDXH2LHPfZQBrg3H/tC9IV73YmWt/4XFywN+qwC008j/6G7H5g+oe1B1iskVDh5wP//+B/v18v3mp+8PeibP2v+/D2XXJG4ICNX3J8PNM9BzfB8Xryt/AJsPK13n71XHXgHTCNkvmvXhSFGyK0JlSmjXjgMP28bR35S4l1Hj2nG5WBDTiVflCnJP0JaoyyQ3TP25oJAQoy3JMmzOPcOeTZn3uLtNsm+ta0fTBNt79vDnADfhNKwWMHvfE8LTOeed8Pz5bZLofr8IsDcG/kZZTzwbrh/8Fxv0gE3oOO++f0Jx7Tf4jbAMrvu2EFh8ANlX9w8iV5fHXB5LnxXpETSsM9s3RfbEQ3T+Spt20x6IH3ku70DpAb8HMWPK8n+UjiqckZ4susVxC8yD7g20kBDjJ5uOfcq8aPYeKDo+wdQvsc835U0W6ZrMX5PmDoA8yt+TKT+Tkiup3GQ0AXFHaS5sTmDDEDYFchFrIw/2+AnfpP4za/ogu8vFE6hySn36c3Yotb/6pfcJjv7G/xnZmRfFj9HyF68UYHSNmJfcEhn8f+dQp0QvGf5gh8Fc4Na5MS2zdPt8KXuIOOS/brhaI/1d4Ie8S0MW3wLT4y+2wcsdpwm9OO41sld2efCTizzvmnfcz/v/ObadjE06dmVzuVnIei/0PxXhrGE7cHnZMBy5J/jf5v6vMv/Wv280/dr//o7oFu63PZ0yy8p+n/sJrh7hv6Fzvb7zgoB7g52T2LLXt0wBYHkLxd/hf/6qs8oG/75v8sv39xPUcenerJx2/XW2HK8/9G1nyw6gVd++vfbT2xAdcNO1Vc+jzzuHE2eResjV6c3Rsu9Qv0a9INy7Zgi0Ornxz3nCT9jiaq/QGCfFxuP+Q+1n2wbBpFzT/VwFheXla38QBwacDeGAbQGz34/z9wIBD7fN5tOr3ZB1sbcF5/z+PpAQ7yk1A8gPmuR2l3flqQDBfaenrf9x047VMQl3uBwAD7h1uqbdkPsvPyANajlgUAD7k/pPmo3x/8gb3zs+vdE84ukP2v5jb5L+icxS/f1w9vfgCDej+ge00FROp+PYtziq+O9zUvQDl8z2dq3Jvsg1k2rl3wV5vDzF8Z+QU8nQJ8v4b4HwzvX4kcGBCI+33/D4zK5vjA2BfJP1XyDEzTK9RduP4fqLrOyIe18bYfGPyA7QAYWDCu3h0w6IBqNa7yTxthl+ha38hNMPwTtCHrOTRAPSD2y6lYrVQxjHEJD/DOmq8OvByH6x/k/7yw9S45Id8XrAefXWr69InkTXINL3qo5nU8j9z+5sfN8wxue8Q7G9CR6rhcFLuYPhmv+O/37R93P/CAL/8p7D+L4IMo7e/hQNDUfuoD9vrJWZsa9uEBxCLkH77k8AHjnO/fAeTzkVuPXQM2rNl/4P7N/5f9fpyd/539rG3RqsqU+V50z7Y9JhuAPlOf9wP/s7fnuuDoPZC3M7mu6PfVH1rP/+/xbLCqB+h83o7+NXRmpg4u6p0m+Il+9g97Rt4KurZ+B8R5ulgseQj27yPhWpY4wC4czcJmZWblAHJngPlBEM5q1RZr/3h1Lw1fkPSGeCMtO7vPe0lO2FVZX4mHOm1At36AwsKha0Y2TGjh/e6BzwcUfLOh7Q1+9GjuBbJ3EQOI3oAseQdO+d6rbEb83m/AfE6B2z7g92a+ZflxOyfcK44L9AbSPYf+d/U+9iG+0E3g3qd+TPI9qGMZHmu8E+hmKb9Qp8mXtP8f7E/6CalhNDkMkGtn+kF2DViv9M7P+3I7YdSBIW6ChfNzb+u/h6R8iAv/0d+cOv4Lsn+y/9T95D5fOi6l9z/5gGAWFgysoXsHkC43X28hPFBl+ez/AFPfjkKvaFmO+6F/idX2e/K8fr8nZQfcD1ie7GcczQcnhfUoDzRX5H/YTX5jaPsf/vDHrHUSxov+sP/LwNNc3g+KA8o5vf22+/nNKZ4PsHeHB+AAM8z7GO7d3j/sDpcamUCvI9TjAd0i6wmAeZ/N8dsG3AO9QWjuuwMOOIBP4pmG+uR9/LOFrGr9BkdtgLKM6gm/wHGGMb3TPYz46Q6/9wGBCwQ+9GP7Weebx++bT5xycO8Fd97sP9M+JlB69vMvcXm+G72fb9b1P2/XZ6+3eVwulQlBz1GdP06vAbX1g3k0BfPdmZ8d6wQHlHjBDcCAis19oxd/60lvgFMT4ewvKq//hQH2ACbr95yncoC+PoTOB4X3A5D/XrD+u0f3s+ENuaFzSnCfXq50wJ4h1XhEv/wwFvvQMmc3DopB0J71/ciGsMBNub2i4i9j1f+6EsP81DA5P+iQE6bv70tXo7iu99/H2el+j7mXy+B1bkDYW3t0c7nyF8qRNzq9RrzR1P2rW/YLNL8Rj+ZNHgC9PHRgGOMAPmerbCnYrizJvOFH1guiLwihjBxg8j/hycaY//7B+//bHVZyAOV/MrOlWQNyCVruif/G/d/sf+0BmD6J7ooZYj8zG8Qnf8PfROp7rpMCi4D2JP4mNreL9GM8hgRjycPfEB8RLM75+p/cw7jfUuPrhuqP76OF7+cEXuP/t83O/U8+a39wKmyQ6L1Vh/dzqWtiBcCph8UA2PF/dcLj1cdk5Xf1f0F5iN+DjBvbfSt8lAZkO+QJg7rMi8UmSOyHA/JoWuH7F20AsPuvq+EA878E4Iv1pF2kDChq/uxhvTDfi4URwXvyp1N31Mvjig3fsofOuyNYz7DGdE/uDDE1K8TnZlxsHDxwL14fHDDHsu8bKH4c4GK0n+W+m+er82QYD3+P/d7eF95HzXqCxM09FbK29WSbnxPfPXC8/bWxCocDyx0gx/V48Kp5JttIh0fOegzdiOg8UJX/U2Y/en2u32/zfs173f2nagZE/hdltf3egDpSclas/9225+7vYD7dyxY9opzeMCDiwxvE9Xf9Z4feHyr60/wF/c6eCMvB+jdjr4B/XvlJOTaKwb4eFgpEeST/5vcyGsPqo6pvAz9YWP7jZlb/1Xh0/F9O9Ia+YAesxbKvGrR4WSvE7jnv/H5oU7bQnltugv+oHhhw6n3Ql+R+mHPy/6Dv+X0YEb38Uzf7f7HB98x9ULCfxkyW911JA5Zmk4hfdkDz14QNkL3g/x4H+MZpdVeQDwArmgHeCfGo/+UHsF8PbsrbOg9C3mF+8Pf/lPWAurUyY9VDJVfrhLuvX3nnhuV9W7N+TX6V6ImgGyM+XCOKbZoX85XjpA9KtwdtM75gB0i866K2cBfZeyZnNLrsafvpftADuDcoPP+L54gHAGExdofuAPtkdnGa8AlO/wPX8SmeQPXTUlwFkFYDVgNcZhegtf/XznZUPGiw/6lgq8z/VBsgeFlr6geYfceLiP9Lf+NqbnBNdhysz2usUMfGYcD8eSz8G3Gv7uO5+A3zvr4k31/fLL/q9fNZ3HN104cwu9xVxN3YjUgupm+UX9spH7D0h23fEie7ENCsNt70+dLIHpKe67gmfyO7/9gG0/Hcy2bTAKnDgCoF6vFAMrY/1YDF9xf4/tRvgBnYvHgOf/A45xvF7Gv93t4reT3v1/Dnco1NMgMAc8LWGTPrm54dK+67s2/+3brAD4CZ9/eRb3wxPP1dIwOCzO/rY4n4rh6+irnIVNtdSFt+7qTpD/AXPtlcvwEvp3w43KMv/yTee3FpM+GjI+t2oHvsoQEhmw/OfW2VA/zQ2u4MBzMJ8jH39sFyeGjvOECUA7IICgYw4OJafrVtiStRyIDKA+4GcotZxc54vcDPSMhBJi1fp2oMb9v2PSJ1A9ADfc3sT6eeLyB80Fv/PGEL938RZlh0/bDEB6XsAJCnnP4Bq7L/T9kX4etnt+mN7/WZzR28U1C3lv9gORymeU8fq6uf8hOdmA4FhvkNrx6OFb2904HHbnvvebuzIcj7WHz+XNv6q0wkA3IO8OJmM7zHPBt0Zi+gh9xRMIDrydqHUYfdtzHgHi4Jk6KXtJAbD54P8xH2Ilx4vvAL/k/ffLhTnz19QGvc9tsJmf0U7DlDfg/V+l/IBWUYzBTiP3q/dZnd/mbAeoA49vq/DfgDGO/vP1ufw/l+mvt1jeAX/Drub7P3+Rd3YloX7H+92c8tfBanwux2XEX76Ez0fcjDxpmMTgfu4QAF/3yMI2kHvHtnjMUv5AbM/jeTFV83+MHu1fm90A1ROUkYEHd+Wto+ylfGpctk8IRNyP+8EedHd05KOb0jMu2zc3Ffss7ffh/tU2nNH2S42wmUD+wH/BX31ucfVPEJ++Of3/HVNi9BnK+z3/Tjdm8+N1IG7O3gQNsvcfyUsgj/h1v+fLpazty8SbvJkx748FYUvuYL1A0ZJmx75DUsWWaw6M0iGoi9szwu2Iv5gXbvKz0QhP/kHm3KBvQxUPun4aO0cm/fSUGARzFgJxsQ6oH2Rxw0wFeJ0UMN0h+cQenu2wDNoz+gVdeTHHD2qufb5vjXeHu9/O50X0jQ/vxhwX9MJxHi+hnb3L9dnjSmIfsre8/pDWcjvmB+HtZW4rJHLYYjt7O13vZnPRfMxyJbWqIBV5+A3OdqfFlMn921Y392O9t+XzzKdU2N4H791/sIOxq2vcxxQP+dhqL12Vt9wPgNaqi075dWfoDfHBs8oH5Tqv2z/+dMM2CuDsjboVqPrPZtI1X4FHjl/wKZWFrese7F/e6P73t2kpsjo3P4bbML4PeiruXc3lfSPuTPgGfTtjn0toPm9If7TPgRzvL3ipcnx6KgOJ8353y/GxK/fzPpnDSHGHy7LK9sXq9G3KfnAk/+36Y7NxZ5ev/13hjfD71FPCAS/3CD4/pvD5CT/2DdVnywdEC9A9TuXO+m8Pqy7f/3xmwND0YnHL9sbAQhZjLUAISHbTNnio2oOSAcAIl28k8I/Z6cDnTTewvuCNvzbGG/ubDICxVcmO48uu+0m/BNfDYLicctps/06Hrs11Nr0psLvtTmrYWvoM5P+fdq1c/bzk+Sj6s7in/Af0bfWcRbHpAei4VnB1fdY5/A+kBcsv4VWHhXkrdmvmK34YzD/9j3gjRJThzg4P+Yoq/iDsjO6YXVfT9g20FGnbDgSKb+L71p/UmzD5i9k765E6RJbNaxaVj/t42ON/o8YJpeEX8QNA88MXBfA/vWngCw3CP3FvyV2DzqRXnEsrmvH3bXw3s8mnrNHkCPjZfsZZq5hrsnvfZmsb/0OwDgAT6P43H94/ITXAqYwXEQuT/jG4w9/3WAoc3hW/xzulxl6fZT8Xp8wZjDAcn94hDYm21fLc/946aINd5iDfR3T6gy3wEVMmF8f57ZrQP8AtkB/QqhNek7+X5UOOsHHjCB7X//zL1n/yyY8dPfaf8ZLtsC2bqy75Cn7uNz396M2y7XNS+GvOytyn6eA3+o3/31gLxH6+hh/rKc9l4fnl27+CbSEdUHMTrqefl1OiO/L7S7fTn82nuCutI/8pzB5sL73u2KaZfN9L7r7P4HgI7QGccxXmAt2H+/+GfPtXQAPYT2ssZgScv/jw1wdqy0SkH/uoeFBxowxwPaN9ZP0kbl0wBf8eN+9P/sQH6gEaguwn3jCQ2Yf6bTn2a6pcQ7DByv1hOvxwdZ6K9zglcvF0Nspy7M+v/JVzZ6Vm6TsH1zVu8g4ll4yOp+w4fHT/JN1R9wk7He3hndsBjw/wUN7NBB6b5f+Lj4EO2rx+7XS3ou2gC7cXnXvlutVzadMaj35eeSeRvhsXqi5gPc96i8B3aX/iKwNnCeA/i0A8r+rierARf6VdMA/AimTCBzz+VDiP382X2zi+p7/smKL6o0xwm/Qfw+74MwIsV96gtUz3tOiVeX5jqrEfCYfkuy/93ikyVnTH/Za/doj9FG8SOYwf9YYc7397yh7QHtkm/sgyt2uOg/f8A9D76WA+vJu0vS9H5s/wVHPz2u92veAF97Qfa009304ucSWVBiXLiHQ/FbZQFo9iiOnIUfY4xMaAWlp98PCJlvnXnsfQCRuRC0Y/+qAWTPAOAELP4L/9Hy/nNDvLdcLzpH8J+b65khbIfsyYHTrnjgiwzwgjEOAJeVObKAwXC95eHZAc//SSJ9kNL1Df+Vwdjxn1f18cleaxDt0zqhe3uwEQcP7MNFo18kP/uezq+a7V7d6cWr7aUBPyBPAF8rxmqMZfkB9NHT+ovxQ3z8sL0Ydp8zTjHiD4AcAJ8639P8eBsH3IXS7Erc+3eBqbFLd56vD8ci8rmK8wXxwLtbBGgI7QbY8I7yBPQ/bPvHn8v63Fw217/d4fuvvNwLdjpZZJzs53bjncbcB+4Zm5B9OGt3ALElxT1ogPh/449ATjhw/EtmguGLLC538WIP3SZRQYv2fSPHsvaD//iPqn+AYfPl07ZaTcrPYq8b5MD3ASbM97f7OePPqQgDpjPKGXaOQOj+m84Eah98Noh9F9zm2N1U6UqGl+o+Nj0v4bIDm0yEFiLyOcEaEN3X8d1P5KYb9/6Oy9v8c045If8P9d3FBI4+Qf/u3PeAh/Pfu3ep2J3LI/QAMlme+DFGuFg+Rm0+2j6pZSGkLsHUKrt8th2Z/cN6QPyJWi9/Xi38/BLpX7IfPQi85HDP48DIXH32Ex4+gZXAPOJ+roMcADPiE+e+oP2iYJo9aFGTjD2P7QiNr0k1HRDWDu/H8arhzBwJGaB9j9GTXbuWI7t+oUnjRm2sst7/W3cx7AD3uqnQml5aUHj9fWMmVT6g+j1BnZK19sd95ADf4bbTdDj22jn/Gv1wgfs6A3jzKf503X80N4N73OAelDDx9I8Qsb9tGufm/OFd3zS7HuP3vu8/xsca7yT53760/ZnY9X/Pnx1g4QF42i9T0gT9+Q+Nn6e/1Ow/iBFYv3rcEw5o3CdxbWV/Ou+HRZheKPQGAJyAmuFKxtN/oT97D+CsjFvOid9l7/r/2FQ45HA5QDZF2gH1gMyjAl/nSd8mkRpjf0u/uU8Y33HBwcd8h/J8f9gF1gHAxf/r6X8m7Jw+iIMJKwBaVrtr7Dj+OhrG0NKxs+BT8VOHUT19Zo+iM1+EeAwLUHZQU8ixXzYe9p/L/8b2W3yPw06fx2DdZGPfTaBBToL1/vz+WkgDzAe4kIPoPPPn/IQWAC0M0Gv3mQMc9/E6XZH8zbdN5+69/z3+d/0OLg9QPXCFLgVPTyHvsbo69D5g9m5pfyrzMjs4DVheM31c2AwwzQYkuxrvlahHZvoxa35lQ1hebv4guxnhTqm/x2Zi7f8Eqg82r4P7l2StMefRurl+fpOvYMzc2ukNmwMgeT4SD5xUcP5fxM0GG6a56rni+M823cfGU/+AE+Njuy7nl3aBPiH/P9HzhfHjcgdin0lpwKI9RHPakx73eZV+zTijcXy4H5p20zdqNAeUWvXZalz59W8cHGo2UxkgBgUfXhn1fYDaAI+Tu8kBe7DFfxh620OtW/4JHlc7ZAiA2/HrvC+eo5FfMg+8o7Gmrmo3t5v/nnA2W2wEvIf+Ghd+ia6ZfF+HeUYFv0xIhFK+xjsZBCjYfU9twC1acwlFaL9Mtsroj50faHnf8WCMD/36kA74/pcs/fRY9oDU9V3uzb/G6nCb/WF4xIXQ//3PyPIONmznSbx3mJ8lHcjsE8wurMcsOYgFCg5ZbYoHGwD3MwM8X6IRDl8L+N/Rqfl0hWDFYzzcA91/Nxzux9bnMz/cNnwwe0Ea4Hp45fahNFBP3d9V3N+v98WPP/LQfzufb+wMF+YAgK8xMGAlv5wDRNAK/S/AAzj4tL3Ozzss7yfhAzbY7/z/vP5fz7//ej9f8Ki7MGy98j8dkPJ7Mf8RzhtY1/+ZGXsDwdGPhoV+LC3jPtgYzzwClvRpeEDLo+kn6WrJpOsVs/MpMdns3DC3nncAf7zf66ORRin5z3P0gZc5p129SHbPD6BGh8xfepefnb/sNdGn7B/ABB9QXx7ce/RvAba21u/3um/fmb2OX5EcpV9Nr9eO3//GhQHmLeHsA/AsiAE0FmRxgMz/ZOH/Vq5K+SN6A2bOW764drjf69kAHLDMQ6l9Qr4/h3rw5v/aEv3TQckG7B+RDWbzGf+W6cztGyx6wGmaIA7N44UN3gpD+bIlnN9l2iNam5varfzUkebghgHs/Bm05Z1vSrv9EjCXtrLneasOkvU48qKE9+tmG1v7AKMH0OvSh/9wtf/vgFhhaTdR+qr/huq8u3cj16X/q68Ts+JpcmfOEy566QD21ZjrAToAzjoes1tewCKc4d9G2ADBAMvK/QY45xu0sezrkvMfsdWGB+L+oGSEGr9Ht3BH4n+xA/UEavyrLvkiqUPXi0fv0qY+3QqfWYkhyDqDMowZDoAe4dbU/bRvDvc5yxjgnbiHXTO7ULY7Sf9o/6fGzM2sr+QVQ7r7o41wp+8vyZLhBub+LUW6MYjcBDPv8l8/GfbqaF7idvbt9Zm5vd+3Xn4h/R/paQ8O7IDOHJC8y1+w/R81IPXx7ivgxpjPX0IH4D532M4h+/33HPU8/kbJt/QYnlXJizQTGBt86n8rrAhbVvrTPwj23s9LaX2ivOa48UyXkL+i9KrmT7IZzMdnRzH/gnUC5AAaJPjukW7A2AH+AKT3euTv0OVf7O6d3o97NVpLDubLMXkG6AbU8zuS8bVj99//ZB8e/38/g7wBcp7JbIL1q+p6Cn/Pi3/DdvmiJG02A/StuphN/PWFNrkB8GsBcZ8O4MySsORztx8fUJf8T+4/DPqBNt/2HryQOxgebzcxb38d7jj1xS8hHDH9UI83bI08Qv9t7s/+fhoEXolt5+ElztcfqvbA6o+sCpHHdLNh2g2+iU3Y/mf/5aP4dNhlZnjE5DGGOg7YO5RPnrVZ0pb0q3f/U5it/3ZLYN92wztvA/LBJeBylfo7boEOAvBx7lzsROo5zNgLyn8fxBiAXOm/nYVU/4MwID8NhhwQ/gbMswG+rT51Cvq7+OOZkZrfheM/dXvYQwge41vxRPcCZI53jX+F8csgk1iyL/U/v0r1p58DZD8x9sDcKHaUXcA+wdBrzad7mwNPuCds1+L8OPiwWoP+tDuZHt8/tem9G3H90istBqQXVNvDWMcZ5AN/pfgp1F6LGhNur55zHjHP6rw0/2kL3w4BwEJAl9eOvjOKoQ5nIv5M9yLcD1Nxwh6vlhzW1f8azIqJLxPcFhPXzX8KMB6AesBogPFAxAfyA8e1T1wHGHiP5k19hNmx9Y7Z744QnNUNfkF/feukG2xo+uAP2xsweWF0mjnNf/Fu5Q+a8F2R/rsV9fjh2o73wWuYPzGZvMeHis9zgdju7GXiZMBlfxFPlk8fk8I/AnzU4JmJ/Vo5gxeGM6m/fFDLWBTzPxj6/Sl+XKP76Afj7+jOHRhdSd6g+sAVD9Ki5n0YYH3GPdi3DzEgPyR4t46OihetDah8EoGPzlzwakHkswGlh5md/2szteeayicfvN+HnaRuEjqVP43i4XKiGQZlkFZ4/3rf57P1/+W/xfnBHe6Vv29+wNbBinvusw7Cc2O/ywDn9+825n8dkDG1Frz3T6w/r9fo70Te4+y0MzJNvvEaZB7XZuS1YeoFZOAa+iAn7sWflx+Y627JN0vOrtdL/aC/L+fnfjr69lHZeuPgfTP20w/e+8J9XLZRz/klG9TuUHU+CnhvMLTZDmiHNgPW/3dLuLyX8gqM50BOY2CqyyvhUn4puvDmH0J3H3h1PXPP/12i9/7OhzkQiv+7g+3X1pDEhdGTh+LRc/Fbuvtul/oaH+e+hzGJum0Ceqr183wMX38kT1ufLl9hOBUdHfVZCDMQ/B6fV3Z3Z+vKAP7432ZpEJsPerIf5weO/vrL0M9k5u2dLXHTAXwa2gg+kH8XWEm6v5i9Bu57VHRW+0X6leLR+5YbBFoPGGnUOmq2EA6/et2a7Iel2V9x/qkBzPxD/D3cxuF7OCvuxX/+HPJf//2/fmGst+I3wXZfDYDreZwL6C9LN22h+mWfF9NoETS222uAHS1333xV3NEBJomd0s/+iN/9vH3+uw21urOGf3lmG/QBszcyOPW/0r8DYzgZyuDi60y8qNxz/Xqni4dhB8fj1dk2vYa99upXcLR1QX8QYOGp7xNfXeQRdPqtD5fXAH1T9++Vfy14/ulLPs5p7QYQ22Nr9R3D7W36Kugo4LCEq97Be0H8b3SEFkz/BnfOT6/nDnDv6bxmu7/Z7TzFygCf/9z//Dh/yXHIhuAu60K2Oa7jNX/ZcznmBszqnvvBp/P0Cnc+dxBH4N2V7/bbMY0aX652QhFdknTvTqzuJnttzIpXb+Hz6LuXs49nb66q91iTwy3Yi57VddP+wwqZm1nO3m6LNQbbTr/ms+T0NIpzqYLXzOueT6OvLaHmGdcAvmenmX99IukACLQFuReXAvn8f67vZvO2Sknqmjb2pGb71oVJfMX/8ZXCsaD2NYDnXxeun+ddruP6v42fq33D0yV7Y/l/zY77z4n1Zh36h8IDkAkEtLPTGHkU13kta97aLLgAHb3V7y+cE/+AWPfXmGfXrS82HzlQt4QFEzfymD7PHt7aG0orWCNsn+H7cmp2EThg7WDR+8xdLsZe+6NuEg/KXwf6aN3k77vN9Jk5ydjX5Ps170d5j4fW/z1/HbLNOh38WAzgpBZds22qDxpadbrC8MjrzWv/Z37QLwju7pc0zx8w+Lxm922dH+W5/b7GW/o//QBW5LX+QWd5ALmQ89X9W6efEe+Irv/8534Q/3Jta5MXKctAqn+izw77yL78q1PcNBo6l1/0Gp6V9Ne00sIUoO9/uw/M4ufPutlXP3eYBsjEw28s3sKG2Rdv9vhfZh0c3ZhImeVNw/YfW7oB+2CM7dp6GKv9b95+5N3UCb7Xxn20YA2f5fBZttm8qgEzu/+6d+29WQ2Q23TA9/+N3YHI+4hy34fv7c6Lv4ZXnOtLlv/L/t93cXzjLEzoHahxrUPvE8CL/T6963MRv3s2wnA2VHYmcip6wH2ZYPH1KNHMj2d3xK7IPHvHJrcBWsjnh/8VdkHHA39lOb0hOE8p+CeZz/qA+B4vIPyuI11zG87y9Pc7/32Bv40NOUBOwO8Dlvxsx3fyPu+Ry9vP90/e6IB7APTXInoe2vHPjAP6V/oqT3T1BeEvq//aLMifDWz+4nUQvxyPf+cew3XX2z/uKfSBfP9v+kgers351jcio2XX1bW9Ztc/qZ9BTn+wyPuHFO8haLvY7+sFN+PjrLAo3tGK88SOqR8es2sGPKj7IrHoRIftj0dkx9XRfGyge/EvYfxcB6jPiAE0vnvzvGVqQv0nDg+3Qjeuo3np3SGmNfj9R8iQwe+A7AHcuTjoqgIDpCfWU7IBVCug9ADsnfEFJ64huc//uh9AlVaCuXXOc4foDNncffL+d0zRQfT3FVjDAqWWa5o9L3IckN18X3fOqp5uvelU7ofCWTK3+IQXgk42k76Z8eSGrH77x3t4lv4+HmHHWrn5HAw2+8b6DPVXowE+1pXfPnRfwM6QAz3GvQ2g/a3At5H89+nxQ587AnLfjKhiBqjB/76cwobpmY89wP1/jlNxgJcH5gJ4TjyvcbGPL7V955Pt5yew2b79SfE6fpou9XlnYPp/GYIzOA+IQ9zTSOa15ADCPRy89f9qZwvtFzpH9N/NxvYAk8wiG+yO7nq/D9exbifM1Wi3mNOB5u/YjjfYcV5WmAtMY4W3HtvdR19CvbzugXTbZzUDEPvptNhf4bH7l+55PvewAL9JaL8I84Le3gH1gyecFA7Y3YBdwNtQuHyk55H7PvNB9Rxg62U9v9w+ZED8Lzz3lTc/zM4nKuNvevsm3SUdR+stWN5Pg7GPArImkPhfDfx3vzL+44Z16PW373Tf9bvzL/Q/zfj48XzI+UcCcbPvFwM+zAj+f/om4b92ORbg9dtkjrqn8RzteK0DWGRXmqcSVeVNLh4G2A+wemzDwiPEjlgHtNwwkJ9gHuD1337B7z69t7dZ/+TYABjWs/nGH8fxKsxnQ9vdyu5nshA30ea89Xg+tA24lq/S70k5Gu56Fcrxn/eTOhp+8g8UOenlpSV+6gEJxAY4E7ONxf8+wtz5mdc1dW+ogXEyrqfi0JRAOpTx79ygIC/0mgmiT+P+Y2vjrD2WrRKqtfYOWkGNQv/7F18zCwYkb5+WJHTD/fWP5AMIDYA3N777394LHOYbtI/7Qf550IOJMmDxvcRvMw6WOEB7bUWrF5e2MfSe1s+gT7fdv53WfeH3B0hsgHHPjW9o+2wMuMYyfDjHgc9/PiIFZh8if1j3ewf4hP73nYP00m8Hf4du781/X+8F0rT8e0p+dXjG2Ll5Tr9qOCEf93zN+UieWMr/k/1jflua30mYeByPfADasLMAusPoJwsOFBShwWANENH/8RbN8RwD3u6b7a8Z53zyfoCwRxnNZ6SvbWs/nh6/++0NNSCeKi4qshpVfMSngH8y1o+R3jY4g/olU0NcMggYAP/+/x2EHP7U49tdAYF3JeoYQXhf4p6XHzY6vggGGbzNm/XLsTDFpUTW4J2Cs/XnG6zMw9Dbxlgl7nf+dgaQnSz2Ypg/a3jDnD0A8Cv/drAHuDNYv5/6j/tful2yxfff7S+ooyYPqHeTzNcixHy/Pxf3+Hatu/VtKNXNsMX4BOxj+94lR/hH/C8HgNunj6s6BqheP5B0tJx6+gNTWm3zr8iO94dInyfM6+tz6vb4XeduP85Q7Q0ZGP02+mwmw+c6wXe8lk9//uAf9O83/lK55jSjA9EZANTfkfQOiUc7MOgG5AENH7jud64H+x+BA7vl4p6VXJ82IG0m+1EOAMwaXz/zzHaYZxMXybYKo1bNA+yb525E1hVHV2TqHeFSHz/9WvVn8TR2EXE89Ozd90Jzrr13AY7xXe075YHXw+ee5ik5U9txT+bst8rF67Dq7r167r8heT2I2qPg9vevq8riOwBZewlmNcAPpGLfHlNCD5LjXSZO2Lf1v2rTxf1qHcCr2/+FSF3OYb9nxrx68N29r2X2/+d6pWzumRVtiM1wy8Tb8gfv7bFcPnbhvc+zq57FvIg+YPX8DorCx/WV/KtBizGm4I0PU9i5lvVoubW7brJeC8ZTqwd0E+KdtB/O5wziT/9l2ms1If4/vf3PyooTylRcFygfkExbT90WH8g8sCId/GLqjD8EOt+LA4BuvTR/4OR+rOUa7xOfXfYDezDnLuMDG6zf0p1Tn67bNulObsHMJUwSfy9p8b7AeBNfPeXyobe7Igcd4gPN3+t+5uVvxj7KAXe66Pf+9m48b26txsPq0TVTJosbC5xc3kl8Pv3wz7YhTm9GDC6XoEk4+CcnHvH0eKbpINC/FziLdQChqFov1pys5r4w3I/0/G/Br1qQ3eEYE7rkDML/9kDm+fF5qw+AEc8F2H59UPXeced45yfw33F99XqG8/dtXebT7D3yOlR/AMPqrd73+fs5phfB/x5JBns543N03CZqtlfXgVbUnX1it7k4fcvNYXub7BnoefVdRuAl6UM/mw7O6zrOv+eaRdSiK8eoM1JOHcBpYbeP9L+ChPhxbCV6h7wBg3nC1T7wwvMr//cx34/jsfuA/yF/WK/usWjA3QYwANs2GMSac7hXZ5cTnIu9vGYt+z8z7TjcWMzZmcfIAw+x6xFBbMX3P+I4oWH4ZHi4XYlF9nvYDjxywPN+6844ztY8/tfH2/b/yQ/Nw8e48f9LfDyZDQc+/GSEmnjcYAPvgcpdTD7r0AFuwj9XywXY9n5i/AMPQIL/tJ6PeqwH2gGCu3S9OzSzA3Ga5xhDncLhm1+4ov1ZzLG/cbRHKD6hLAb4OR/DPwKcQTMBOc4hw04wJ+TVz1K8d2/d9nZy5f3hZmm2necSvt9m+2gh7DERUQd6fCDfF/9sEhsE/L9LCfGHf7QOxQAELsjIP6D7BtZ5AVk8SBDdB4xRzhP0wpa9N1/Ze+k/2O91B15gbbgBc9925JHHYQHzCv1lYgT/3/sKdwQY2fz7fhfkJQoD8kjmCm4xGMEztheM8eLdDlI+MuCLdCJMsD/IqXdcMJyT27k7cr+M5P3+57dYXr/WhQpdFLB77iaqbMhayNnPL0CbFnIg71MJf8J96TmhAg73jHyvcVDvQX2egw8AEdwAwFkcTU1A78s+33gurFOu/oV8pXntjpDJ/EeQ4ubxQcZkxvkgfsL1PQR2gQHo+onqXwwvICYAPTDtBTSXzB3xbJzDx/w8eTLyMrJvaHk++Jj9eoGX8kC9PEBO4K4ZuPr/HLCiDRpjCuhmkU0MLEelTvMv3wBOu9tveIDW+D7X/TKNb4Gz/+2EWrP/wknv/U3O0pZ7NU1LPvzuoBzHwweLdQR4eNwbhB9wfWNtS5sL/nR2eraRCbkXGIyrXjOI+AH7teA85Vam91CPeyeC5Q15X/z/PcD9Op43/Flru/IuDR4FoMPM6sH5TbDdGBRfWl2RN9D9AuRHhOMIe8B5Xz7AOajvG5/+Re+qD7x0+5jx7/fso/NbeYkDOkfwG7As7yjJkOMAewAswJqw8ouSm7NPYB+opPk9mJFpVNtfsBi6nehc8WBCNCfqPACWZjobD1Af0BM6EDP+N43voD+Q2G5zJxIOewk7QFxg+otl/020fwDYe/3/5of3+f2DB+W9a0bIb55YjS4rPatcVxlHY2/hg3kBh/sDy4A4dHq/fLB3qH9UL4hSXuzo1uqEf+GqJ3wYXkH+OQEc6ALp//ZZDnOO1A+Q75lp9c/7Lpbgv4HtzgIPoM9VogetB2LcctEA7ol/b/9vZIB8H+PuTLAf9rqcgy5v84J4QE7Yy8ppNEzqAPbWyiwK94D8sJ8QX5AVdqPtAC/Bamj8zzq5uR3BUGrIry8Qbimz/eLA/NEFoJXb+seMyaMOG7cY1rclmdq//Z3PffPwxFjP/VPOb0N/n4n9nArGxQdIoympP0Lzrax7zLfArfn/732RS1AxIZ2HfAOgywB2xfuz1G8jH/bPV2cEr0djvBN8dphN+Rv9L/hBG/7Oe/NcHCE/Q++H1nn6FzJ8r9uAi67TxPfRgM0Ow1Vs9J/071YOcz5Atg+z+b/6/2F6OO01H66ceuCeEtoDAHZG9QidDwwvI9NWaZ/Pif85SHzRjX7nu8zffc8g8nON/Pd8T8FNRyd8DGLX/gL632yCgLe9T4/P169nJ1fa8LkT1+11dIvbAfnPeWzhiPlgPsz/8WK+fb55fnJOB1BH8v1v/2x+kT/PfAqLxp8DUN7Yfzd9iuME5queSfo9qlfpENsC5tHe1XGtdmA8c4cd4M7a8zJ6EDot/YiWlBdsD/pVvymGEHZAVmj49+2fyGNfnBndv94OwQ2rv3wfjzCxnM3Xu70TDxr73jfjouzg18C3MOCgPdZj+mSerG8WMmhhweiyZ98Zk3nheoE9qYXV7IiHBjjHkF9uLcgDdAxB6ttlSMybadTrn+DWutpI5Rf8sHSBujxAnJ3jbgf6FRN8GOF2v7rijR5utvnJz6J2AGg+/3+Mla9lj+l9wL814wag6ujml5cl2E2+8U3ZSD8MdgH1rc/qZaPnNP5Nbruf8Tu1ZwqDPGn0itsdZ06FcV8DbX6r8/iC8YBpvRAsuWLL4Umm0Yev+VM0jKPuDyQQr/0gMmC/D9tl4PCKcyXe694X7c6d269oTyys/oOJD1Dvz9FLk5fweKl/PJz+ybLe/r0uv4bpb8s0Pgzw42OoL6XmM1Kc1bXsF4cStbbg4Wc2aaWxAY6/X4C7MQ7S/2v+nnXKxpLvEcelGkALc0Dd4jjjrfB/Dmw/y2sxAo8m06pfb6gONBSdiw3mGc3OEeUHsNUFfH6ndzr+D8fpkgfcCm7TQAeGBWjDxtANeC1TndgVtm3i2Kd/s0P0pd/wwmP6YSjXNpV/jmwzxAFfofkOuwer8L96jX/c22Mzb2nYHszQd6q3BXXgE7Lv95YR8xiZ9Cb/BsYpZtnZaW1vtYPyZpdhTI3/eVJ+xQp8MZohZWg4Fvm8rsEAIOJNR9fpbtnSjk8Q4hMx/h+e7+bzknL7Hoe4eLNGlN5yV6gHk2ROpr687tYh9HBY1ys0ygu3pjwrzLIXmLHPHeAAb7A5sUgc7B/BvyfWvvcPRhT4n26xK/Gr60cJx2cU+W2lVz1eC3rxQ8S6ZoIdw5rExoqIwW74jX0f5z8iiu9nuTFmOJl0LpxbeS30msOUHXaWGsK4XkvmVwiYykO4AO41E1pImbHr+7jru03zPMwCd/k+JB9s4A2GXlNWfjTtd22zGTB0P9xKQwf6sHcGyqPwbWEquebHe4hCbgE+oZdNjD5L/PWf8v9J4n9f6c0Ppe644IuGL1UN0Of2/dzvv1JMCdLrUoVenkPJrwI1v1d11gXYK+p/Won2Z57ExZXG2T2Og2r+nUBURMdLfJ/+Lg==]]} inventory_egg-clover -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} inventory_egg-gold -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} inventory_egg-multicolor-spots -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[KLUv/WAA/12nAgoFz6s2EJBKjQEgyV2yYmeTTmFGOgtGP8i7k2jy7iSavIc1gCAAQwBBAEEAQQDB7E6JAISgIgVaI7tJmgplCpwKhIdHPJRST3XEZiW3nwyL8byeUgghYu99dSGDR5MsibSY78rpx+tXem8X0Js3r7BMbDDDgQPZanaOqZjL/Q0IGPz6pdBpLIfetULoUEVnt7vb+xN84aCh4helUsfrq1Ys5OSzkd+vGFzT4TsRRIzYNbXErmHsHXtHCiGiBcNdDAa7ODLKDToHX/zfcXHxIxw4+JYPAJjmAiugoKKVjiGPEiqPJLs7lMztfXp1eN+723ufnp8g9FHDxMY3NjrecWp9tfp4a1ZSywWLu4W+pRJGlNi7moJFjL13dkhdU/I597sb5+Lskh0/GK/SDBUqteEBGBYUyHOZD1hYV7J8EQ4YXA6O7dBCPry869np/Q0KFv4QivhERsbpp9LqHanYV6+Qxz5K/hFy8pCSWi2XpivVpEp8V2urjh9Dvne9vcK4afHrL5yUyDE/H13dNTw9fUMVEAEAzAxsPHiwWF/CcnkpOnC8MWr4wb29++ntPa9O73p3e4EPBCw84WD00cPFKypK37hIvXR6PbWa/RWb1T5L+a0U748TXzuaGHFib6uKvbEviHxLavdPa7lOQxapxKOJwHjxMV4W0xPKhogMspMQT0+VtobZ6TykQYI+TUR8oJ7e9+z2jlfHB/hH+MHBw0MJE4+IuHiptfHWSOuzWshLUkpeW6m91ru9JJer7dLgY6NgnUjx+uqCRmQRLZfrPl35xQSS6zQjP3ymZPm7AkWBtSsOdzHF4YaCgY8SDh5wj+95dnzfw+sTfOBf4Q0Ro0eESi94Bnm9Rd3rIQK/r5H4hGPhS/m+h8R6zwVTfvvlhmuu12sph28qCRQvvh9r7AByZNHelb6/aUMtO05XgfxiaRSEFVPW08GJicSIAQe8HLYVhTFPnNxK6Nf3P728v/PtCZ6wkPB5YtVLWvK9oxs/9iUZ2Z+UZP8rCVsZ+n+QxH9cpL/nfiu/7X43zX1tzfHtmPVtbbGzOHwISbJkb7/S3ruGlIPktCOMNHA4/CT01qIDrqymJvqvWlq616FClyYmXnCv7315gPcD9HudpMUX9R0hqT+piZQr+2ZkbVBK9bmTNBgMDovDdS32qr2man1fY9jQ8Q1pBEriuKYr1Zv+ngS05fR12/V7v987a9QcgpMpK/EQBSXPdljP57j+1HL5EhQkHC8O7oeCg//b87sfH+AdLYk8oBTiI9oR/qJHQ2gmZ1zAgNn18ezU9L21+F2vOLzFc9pKgocPIJBHTk9K+aYVx2FwpUqvq4GyXbCv29jYpZqaTo8bZS09mV1bJwoU0GI1WC5fJAaMIxIefjDw73pshjeko/tBMr50lnpNzG7rQl8ODf3r4MX1rut9MZzTWBQ7gkg+wRIWiycr1WG3SnWlnC+nJcN8e93+mpYyLl5FhQoHVHAiwoG5h5YPAKDGNPMPlsuvwbLlVKrj+dSid3Sk0otIh/iMfgwZm1LXam1hwtCvY0MfMvH1u4peP+J4jZ3xOktky2tKM9+Uc16D6U6DA097I53mejFSiZ6ksoeR/sFIZsjoXjWZI0gMeJqXYMCAMbbFxBT+nnI+70iQoFcNt/+Sor0iHZXfG7oRFhtpEsVKvZ/G9iaXhnJy7/Bgm9faJt9cK2Fed8Gc3lo5rX1S5PWkk9fbN68r5/4tvhoqU/bWlRcPT0zMCikePFDMcjqxZPkhDBC4m1ja6d7U7/LhBZ9QDfqMfHxBMdOy5iVMXB2csbCYFm/xotw3uLIRo9fesO8v3rTufsOD5sixksOynJaePXr0mOUTJAQYiKzE3BpIXIjwMjl/Z4MyRPxCNugr2kHfkZAvJ/XFpmjpQiYN/b0+9P0Q1c8qfu/6NU3/Y7G4SxCgSz2dp7EEsZaeDWZcuDDf8PB88tZXzqaLCVYv08J4tipAwOEfwgF+Ix/0u4rseykhm4LG9sWuDn2oV/2o2n5dNwL051N0h+YsL1LFcOBgjqLVXKpE/zUifHiYFenVooz/6EflFfEIPxEP8RsFqR/JSH1KS2gqWOineSGjxs2j+oVd9buSu/7e9f/6p+we0pPnFaodnM0OKxQUYHJlhZtvsUBr8W5Sxo805PtFP8RX5EN8SELqSzpCj0W5woV+2xg09eHW1A8sVN+wS3xI6Wu6/sdfP2y4foE5n8NcqWq53Go15xYmCARgynq2nkzjLKysZnNXMHGAwxsl0bsbl/EnKQHfUZDwGQERv4sI/UlIqtBX27LPBqZM/Tcz9fXyJBLfCr14h2l61/t7b3C4srLyYZ48udU801jzPAb3CEEgivnsIdWjj9bTia5qakEleB4fj05XZvwySEPAfxSEfqQi4n8xoU8mZf/sSv20LfXbvtR3E1PfTk79Pj/0sdEaLAbT9RZPFRV/5IWLSCwns8csc105l6jk5a5iOu/lxJjv17CMTynJ911GxJeUpH7Yk/plVOqfVamvhqX+mhyafT0+9Ccfxd9wXZ8OV9JbLUWFCstolpMposSBAUwsWU8AdCWrLArL5V9MaHFETfxOZybLPtgT8Ck1ER9MzAl9Myn10diu0B98FKas/NK0GPytpOuD601rtY8TJswtOJ1aWHJYT2aFFEz5SAcmAZRZzKsmAycDY87f1HSvxzU+m5b6Y07AD1sSvtgT+mhR6seRCf8a3X7frQSf8hsW3wum6VeCxZTgsJgWfwxS12lgZX1zkGVx1Tx/Sos5PwLhtETAhZQUU5ZTeADQwPCq6dxTskxfPcNy+RgQQpwOD0ZX87I93pjx4bSMr8blezw+31MJK7WHhNwecpLb7X6SS8nlerXbyu/B9f+3M7MbgQGjxmoywVXO5hkQAp6eZ870mBmIKPBgUFazqVJVbcVsQjjhYOt1qPw5Xxjjudfw60tOciV/xWYj/wgp+ayk9pFayS3lJ7vea72V9Hi75R4NLOxMatC4hibztdhKXp4gocBADhBNBAaxmM2leGqeaynmvCcsl68gL8/iAoSTkdLkZpG8Lk1kvJey8l8xfS9lWFzfWxkWP0zv0//36fH4kFnI0725nU4ZMr+RpfULWfNS3MHJ3FVX8/JRy4coKKYzR04gaJGAQhuspaasFJM55sDhismkO8zMW214CAgRHsTFi5fBkmUT2sNnq52hXS9P79HD6BsbG9+4yPhCQcHnzc19LFKk74ED51iIELmMKqpbYdhwNctirSazkta8DGc1mY46PDlNtaDgQGYyNWg9FZAz5WyiVjWb462tJrPGYjK3BQZ7AYWl56YaELU/LFCwRYBw0GBPGTCwJwAAsBXIyyNYLh9hudxSy2W91ZzpD1dWs1yJ5Ww+CuHUROLEgQNLMSCcngBBLC1969mcmuVXNZk0lbPJFFsxZ7pKXtJTHGgMy6U4g7wUa2DOYions85yNscfmvPYwyxXqmrOhFbOJp0sp6atDgUKCDhidSKGiQEN3Gw1QblROZ3XqWbzWR22mlfMeVxFhTXL4yzmvN1yNvs8LC0F8gAAQA4QBAgUwKFBA1Oex2fGEEYMWLCiA4AoKVtNTXI6NDVFylpyymktPfuuns0/q2azz+rZtLt6Os+snE5DV0xPMh2cnHp4iIriMCJBgqYeIOYzsrxUBQYMKBsZMkSxoEAhAAwLFpqygACxlGVZZvZYLmdZXgb/VgkUKUx0968k9ylcq/UbONJvIDm+Axs46PESDk9OsgxJi8pCHC9Z3kjI9z03ts+xvfERFkIRr4iIeLvD6hO80fSbc99NvD2+vr+/TLLykt3K99jS7q/g/i4o9194x9/aXh9Y/yqr91lZWntqhBWzzQetDV6K/Djj4N753NZe59bmNnc7Obu8P8Iqljy2Pc57Av4/gO1Dqv3WX1o+pPj4/iq8/wfuP+GxSq3/AHJ8LomOhzEhQt1Y5WQywCpQYEmJqKdZyAkSj/bZve+N7XZtbmx3S2Nzo8uz0+sDJAw0XPyGN/Bltz1Xh/e+vZ2Aey/VhQQSLKCQWJ8vTOnlVorB4PD+paxh28LCy83Wj3ANf+s7fiS4uGMBaKrxqJ7OJQswYMgnUBgwIP5NVKBwPbezA8rB/a6t7Wyt7XFucXdzfOfb6xOEHt4xGn2kweufbPSZb/WZcXR2ef/b+/kmQgOJ/wVE9wFlw9/hH813Hw+MBuUfYruPIVvfggJs+HwkUcial11VTk0TWkBIYL1yMpf11FK+lBPTxRgRqvsdnFuZ2t/S2g7XBnc6uLrj0eV9TzCwMM2fJByz7mfuN/n86geAfhzdDhLrRyXuZ7F6vZcM7xvSf5w3YCkEDR73xUyGua5YEctnsp6eZCYdXcEPmzJfDNx7Hhvb39DWzlaWdrcztsetuX3ubS6Pzy+wEJsYfRK+trHcrLeXBPduAkAIRTDeCRQoqG+gSHXX4P2x5P4hiX8slX8M7X6QyfqRKCsrHwTFif0ZWgMGMAFl0VrngmTIqYV/55N7e5xa29u+zs6m5nY3OLnLucn9Du/v0NrD+ct14/H/DBzc24nAoQLEvRUsUBwzNpj+Paz1vVtwJV2p3uLTu67rvbc2vMePGkLvQcGBLTMpbCFA0ESE09O4xpCjg9YVAfUeFUM7YhhBP1xS54Bb/hxPkdjl6O5uN3f3PT6+wUTE/8jr/s+4/ZlubxmPz+93/u0/nQi/oQzHOyqB4t4MFH8hw3VfCHZzabF41z9N11+OGh0CVXNeylk1PZ1OnDiRtVJERXlB7I19ncsG0SOrO9rcSoPr1B5xDqUD6e54dnzv4xs8YeDg9Qrf9ku38Z9zdt9z3t5z3zfzb3wnk+A2rPfeDBrsU1H/LMhfSyT9068LT3e99Kg5HfnmtBbRN2Uclu56mZd5tqACLUzCMub7i6FnjdC59cebV328uVWInF+F1DkjnEfnq9vrGywkNEw8VjHxeAIjv3ybYzL7AH+n4KEKDQ8kSNxnsPg7WNx7Q2j8lrCF3Q8xyaXDdQ2enobEc1pK4zXjhm9FBg0mvF6scJoxQ9ZpKiSbH2y46723VlLyLqqqvn2MSGCAycfqZD6wMDTnj0F+xHl1yJxXl+z5VQmfN+756tPzOyD0UEPFOyoqHi2KfYA4+rMcnt/eSwAEDEiAuHeECBQsUOuzKDFXSYvFlHNOI2J4HR1Q72mJEFxFr+ntvnuDu9TSUl21eOVsKpAhFUHOYfV8bhwMJBzSSp93l+A5JJE5twaRc+s1iZ5jJaME+qLX2/0CDxUbL+Lu++Xc91Le+E0mqAEFDihI/BkoVnDguJ8Dsr4cyvo8JPcnP3jY9DNKGHEihZbO93VNzyFD5g8KyQ1UECDgWLWzrpaexzuC5rQkEjt/tBKpc2ySJoEuGabRC+/8HmgIzTYuns6g5Jdy/9JdvZt7ezf/vp1NPxz/AOL4CxQfSIAwwbqv6LsvZbvvZxsGnyar8FoRQRVW7WKG19B/8a7s1uiw1ZyLbDk5Mb2urvq0EPIxGEfXyEkngE7phNCnjNQuGL1hFJHR+qw78Jd2+0t7f7PvXwI89P8XLP4NGKX/JSSo7pfx7gv61reRBYO9Ynrb9a2o4LsRApXV1RaIEd9YF3W2xjcXy5fx3pR2b26nwMS0N8hypWuEEAoUzExAbCEUpl4ZJtErqwC6FiuEzrNE6FzyCJ5rmfi510mhR7LxKnxhoWF0cfrspMTJO93x7TP5jb8UOL7T4Mf7CBAVL53uQ6Duf+num9VbjLsVhx/e44u5aqcVGUz4GxulqrJ+aocQJF7TMm4jyhs1jv533XDZIraSH2U9n0tZwouoBNcseWM5l76XZM3fJdG1j0PoPFIJlEL3eoH0RDfEqCJjYqT1+j2J2zPt7TP9nAj3owos7jto/B9QwEIG4w9XKw4rnm5khDAlRbU/tdq11cYOLjjflXG4XosPI2FwkJp3iIgaL5eSOmBpzXVK9PiYDKRvm+y5pBE7xw45cueTUQq9skvXqZHiDj08jDYyLnIFNXpPIHB/Gfg/CYDuEzDcNxBN3FcQYfpPXX8j2z+M9y+R3U/Epf9tTVcVF9TSqaqrffpXGzm2ZPfKF9xnkRhs1tX1ClVbS88oFloU5CYknJxqrAnngqc8FqlzSO0TP4T+9RLpkYbcDi1MbGzkZrOHu3pfA7G+U+H+DP2bDvefEv8oxf/AdF8Cdj9D5D+V/YVE7t9V1h9zacov/fFprqTXiQiorn5HrT2udvCwTaT4Cxk1cvTYW3II5ZfvGhyIUJM0tBUhQmQ3IKCaZgk3ohJgtZrN/QtpRsB8/OURyZ1nk+D55JMpXB69q0ftUSj0MHHxjFLHqTYbOela+SfT8Ekw0t/AuK+hcf/KsX4La/0pWfpfW3r7pcOVixGkVlogTlRZPEvXkkKKaKmcrrzzOux1Q0uK+evvafrf+omFhfdQgMDyXg8lZnmRh+cSBCtYJj4Ww+iUUfgcckkePJfkShl0MJY3Y49GFxmpj5G3UkZO/qvdPrulvCK38lEu+FLKcLjWhsO0uO6WfTMu+J5SVWWxuM64seMHkSNLtFMu1mbZ4kRIl49rSjCdJ00a+uzq+WyeOXFChnHCKQA9L6+coG4IZc53FkOfdMLnWSV5+JwLRdDBVxqdkivsh3F5L4QaRqfVTx2tk7deI7ncLuUpJ7Ve7n6k8t24wOr19IMIEij23vWjjy0TJ6e53ChKoIgftRyMdXT8CgsVKvkAEWDJdCRCBLvxfDkmdnxcJtK5VABdcpLJnnOfAPoXy6J3uSb9EA7vUJH6GCkZORk+t+sV/9ILWN+OHn7qiP0TWB9Ctl0tjgKhfyUi7pRvGxdjuYRf/ytITpw/WAJqLTVlKh6WriEFgQXHkkn0uoyjc6c08fOtkz+v1MLo3Dhfh97xGRIaUj99jPTSX7oMVL/j1l9NscLFtyQSseHeNrmS+f9PPj7eBQcOnyDLNVZT/vIhqsEMAg6mWYd0RPl4z9m9XQqdG+XPtU78vHLLok/uCbtg398HAQcPXVycViO13G6YhgThp2Z9WLGtMbI9hhBBg/0O40VaTejZtCI+e2qqKgQaFCjMsswVYqmplpKXr7EAwrVwIL1e8+jeKoKubdLnlVEGXYqI7H1/gRfkCzQsjFZPpV6vj5CTXXClmK65fl5PJ/zVD5tq4nWLXV9h0NgxKalkzDeNfb3HhLtq4jQX7ZW1JGT2MaaknoGqTYgEKgAgKLyiujqUo8nHcMLuzVLo3yeCDlll0PvU5L6n5wd4QcB4gnh8fYCHiYuIP2vDfSAZe4ciR/QhQZKEZFKSJ4Vu2qt1mr3+KQp+chLeH8PwzghoyCjm5fUKz+fWgKWwAgKEDkvL+hteSKgn20jlMJl85uYhAy0fDZMC7fMDLIQaGkYRjyg4Bb8QDkSbpukluwldH8pbIbHVK1V6vX6xWr2io+NiYnTxOUSMOAUsIKCgmGVaTq2ZeTtHvNw5buY3TpnM/2kur+hl43t6hXuAf4CChFBDRjjrE+2ge9RP5MPH3ruul4Srjo2MioeQ39PmTaWsWS7TYmJi9ujRddUiatn9rZzmCwqaPwarStu8mWc9fgQRmlzk9eF8eoB+ftBFxetRyv5QjUU/gDQKQt/RECJFaDpMTAo9Rp/sCX1pVFIRe747vH8oUGCPtWYZ0sKJLiCcZhqLwnL+kA7M02fzxY4a3ciX9oE0xPz20ZeVH+BgNHrXSPKIbNRntChI/UZChDyi6TEoUaasMQZWsYxSquSJrFihBWRLUtaSrMVcXoIfJ2qJ6sCBEwfQ3GgGy/pfI+Pzuia/SIcjIkyeRJFyprbWNhXsZrHVKrXqOHV8AwZMFZ0rp6UBQiAsB6uay/obnPLv7JBp/SzlXbXyATQoEpH2EZNsxAH9CC84iLh4RESp9IBlk39kJNKRSU32v8DIrkC1j5KRj9hLtVzuvRhtmGVZrerpnM+cOQPiBNTyW8VconjgiEmoKkcO1k+gyUiUlq+m4TggIGJgIRRR0fFT65zkkX1IkZAkqZ3sKVzoMY+O3cjJ7GQ2MvJTR2wW8llHqvWK1scs3TkQGNB45YwwZQSAeWte3kITEPM3WPOViqhx5DvOsTPvq54/hmZGlJPGllSkh46OXyzMnlIU8SMV2e/qQjJpydcuq2KFhpvj80NDZrXYa3WbzV4LGflFSO0Nr1pIqVRxqpJWcw7RQU8Hme7AlF9BDpDlx2Xa6zQOnHlP48xXeelIrFFOT+OgoVRqXWPzPSQg+16SvJR8MXESduVLXXOp6xuChSEjJR+xkdxHjZS/MSi+hgl99D34hT/ncPuqI/Xa7eSf5MhxDUGoADD1kGd5KabFJB+DzDylL/LHY/Kklc4sb0c583acM++qpBZSV5qZgR/uuUUVF6fS6nTy+kGy7iH5qO81aQlNR8GShb7aFjoMfbgv9ffquKlvFfxOUnYns1fJRyfM/WUf3/6TQu93Tb/NFi2nvVAxPZlLPS2nPPVkHq9O8+Mv5r2SfTaVzry3oEOQIjFfv7GpSCQ0dHSkWrHYYx0hf+YlfElFKDl5IjZFC02frYsXWk6vDv1AQPT9tNrsY/Ya2X2OpROhM/DP7++X88R/pB2/Sw+eJ5DvVC0556bGLBmEAOYPCTE/nsR8N6tnjp2NzTrqftmaD8ctL7WD88HC6SBU2niN3GYpoYBJqR82FsVsjcveYuLk1tR4jm146DPOfbmSlFhvFcXwl4D1x05BJ8B/ySf+iMbxEyVidAZSjTaYeHpOLue3YNBofh3pUY+ceVv1yDtrSNvlDdN7i3Ao4F4UynhERqy1KsmVPB4h8CkZqaXUe4ysCv2yKfTRsnDZ9OPQ0J+L40ocq9+HSHxu19vlQn7NsOBC6N5Q0DdBCZkApExKu5RzpjMszcZbHZqa36qrHBTma8Nd2Omc+VQ8e+R93bPcj4AQMXq0XB5ct/R6Lw7LBwmnUMRFRkcs9hES8pCP28fBoQ+GZG+zMy11GDRq6s9x0a25ytXX6zPp5ZFIv1lY7x3A8LDeAaBj+kyH41e1BX4qKgCdoa7K6XTS2npq0vKHcGC+8qvRINl69TP/cZGjrVfN+Y3ofJduwg/98qKGiorS6fUREkvlfk4OfTEmWNba3saUqQ+Xhqu+HBvx+QCJj+2jX42jv6dHfGsheBJM6f1cJPgK9gBEqCfD+kyBgNHxCdAx3sKBBExZcKrZJCDlwIEMEVDPXe8kIZwOBlu6d9Hy2uWePoEiG3XJ51KCzaehUK8B5zvi4XE8lDC6mCilUq+Pktnu/RbRT7uyfzZFjW2ToW83h/6gI/rWPPqKZfX/BNHPJoa93+8l36YqPoDDA4vfBgJAQQPkUU9hQYOaw+HUDRFbyAqrg9U2vHLRoT108AiS/5hIviQk+VtJ87le8sF2S9+CdENeKMh46CFioqKi1PEqme1+2hc+Hh4s+2xk9uHM1I9LQ5+uTf08O/UBA9EvPLRPWEhQfUU0Olxp44mRcW8Ejd8HGv8DijVi4vhQetRXWOCgKkeH3UMFi0fmYfkX0vLcRcw/UuvMt175/CEkH5KRfG3X/K7X/G8bnxyJE/pBC6NSx6n1Sr1mud/u99K/Q/Xv4HDt36XZt3OzH5hnv3DQPrTR/mIb/Ujqt/IrpRR/SvonYFxM/AcgRuk/LY4fpSf9BQUMaipEBBQAAMAR4um5pyDoEAHii35j3345OCW2T/PVO/KrefbItwKS5WcXyfMr0ZwXy7VRXVBP7lAQesXFafWMjtY3Uq+XWh/vaM2+ioXMQkZiIbWUlJHZ7x8Rw7f+0afqiU/dE/8RKv7k1Rumv+HvOVBsXDCV7r24PyBxP0CUPpR0/AF5jMegYEE9ZcWUo1RN5gELTwpqgIB6nmqeH6GG1tQL7d6euMZ1bSLnr3yWn+JpnqqH+Wqf+dVA87GHmIeExDxXbHlv2fJVNBL3w5t7X58hIKHio4nTKfXZKvVba/Xdq/VdrPXbR+wfsdlTsZHZ7GTX+6640lt/T0mHv3OU9Bc0Ss9gikBxPwqR/gDq+AXsosdQ4AAN5dBsFtDAgIHsQkSApW8YUxoeKDd2wbm3I5aJ+WKfpyfOWd4xz/LXP8tnCy0PqWj5yUjLP35FHTENyvv4+AgP2Ee42HhDRekdG6WXpF7f1hj5Q4mT2hdi1H7NcfKL2Ml7t9fISW02O7mlpKzUvnXpM5A6UiVEeMDAcbr3CSzSL3Ad30Bb387w9ESP/6YoaGmF6MDEVEmDiwwWDjh3dsI5teuBBbreIBdPBITgVkIB/qiowKWQONxQzMn54r6Ohwft8xP8IyRUbHwU28h4vEXsuQBS3spOfAF1eVai4OdhKQ/Wah95hZyUDHPB213nrQ9BWlv/C9dbwD5YMP0PNEKCqW0LS7kNz2cVWcrD09NW6gQEBmMntHMzexta3NPK4v5G5vU6M0W3U5skdzq6wN/V/eXxHSL+MJp4w0RFxk8Zp+cC1H6BnPhLOKfdv4S39y/19gv41Q+TCOZeO6k9NvL7rcX0CcH1M1Cr2H+Dhuv+njzUNfUFgcWCAdRvERhwuLGuG+bBPa8NLe1sZGdvM3tzo7vLI0RUdDwRvW/9ZVz9Jp3dXd7e+MnEXK4gFD8K2T1Xyz2ktrvlcrfiSHpfBXZnfyrIW01lyGLHlzCtr6BxO34COn62hA2zLEiKiUkWcMMqQmF9DExMH2M06FE+OrXDpf1Nje1NrhBqaKh4aFTxU8XGF9HzysnjvmdT4PhLv/0R0PAdt5LcyUpK2kuD0V4jQWhrDpB/hcc/gvX1F0jDZ9AdX4EWL1vMIQ2HpiYms6urKw7ryWQ+giw/ER45XwRsY7ucmdrd0Nba6uLsfqcXCK0uLt7Nn/bLNfpOubFd3vn8AAH/KY30xd5u5XjXRwM/PeQz8iwHqGLBwoQaCaJIsHh6KkICyumLGz1Vz+ehqmdzkplWW5VzZltDm2rOlAZZMT3naDktodECsDTFQwAAOUYQiAqxggECWTZwggQT05hJWEvOP2u4qmoKjOVsOmY9nXIdlp6DPgBoshICCkpECgYHnnqcOMGcKayIilISwskJkZ7acHpKwwYOy3pXwsJyMpl1tpiWnA70sGDhRlSEGB+ez0LjTdcaKmRYyt/w3AD19CkBAaKOZSUA6hygAFyqiekank15y7QHJ5N+VA+IEQSgZAsnAgQ481fL9YWlppMYoOBBIGw4lRQwHkYKk8fhEnNAdd68kR89l2Toz78UBbqYo0Ing6ToZJEUfaxr0b8aIXqkQ4G+6I+eA5rz5nPQjPmYKE7OhMaM48jKugkID5715BTuNnkUWG748PRUB7vpreHBFYCm33hA4WSuUjwSiyXvy1Hm1EcveRydz2ws7XZnZ2RmaHV3b2zXi3uTu99d3f/w6tzYrjYW9i5DhX7HDJlL0aHjKzBguFTTWTcrXTXnPykAiFRVLTHgmMAgjwcnJsipecMGAE6fAULra6AwuZsVrjvfSfx8f7U/dMi5Y2OLNF80vKHmc3IE3cxL0tPUJoWNlaXF3eFdjk3tiwD9+RYmTL5CSuoanM5N1Wzupd2MErMsI/ngtEQV1yoqUHgZJ0sQHbEL7FoxQHI42uC64w02l95ow8ZwRZoXwgjU6GhrlNQofYGJscmtqcE5CiToWEIoSMBILtABCqoP1XLpZG4OFWRcVX2PmS/HO/t6YvVP1x+J4Hjz6eKMNE+U4eaIKtJ8zwqep5F9hYmFmZWViY0dLs/Ozm/sZahQOYkIEWhslA9LSzITwB9VfasZGjBckJs1aIfSoZ0vTdKhanDA+XXHnEsVZ8BA8yiMNFxXrLFYKGTO2by+2NjYxs7MviYWRkZWVpYm9/e8M7b7ISLlKKIKbKk8W07n04kvWExM36wBUUcDpcn32PTMKD36Xx0acN6IGJ2BGINrkbHGjSmPPGeMixQmNnZG5lbWxsZGhkbWVmZ2N7W031Ei+yMYQx9XOfRFJXNOBovF3Calws9VrXUhJ0rcDFKiQ/Hevrcmdroxr0mn6+o6YhA5Z3zBdaiMNUdMnOEmzhlt0MGjI88dewTx8+qTQpcTS/ubGZpbmhrbmppZ2t3Kzt6GlnZDMDW4bvUB55VjNB5ersKAgz+gvuiw5DQ7cMAIa0mmq6aezr/ZcoXugXJopxOL5PW4r0lghp74Yo2aG8pYM2NGYo05b5ROd+g59YodIuiTRwzdccwjtba3uMvBwa25tbEdTm3tcmFol15zuLkj9XF8ZaLnU6ZKdHuEeHKisWCBo6xnc6Y/OJsHgaDAGe2hc8ZAvfe1lb2ujNLjxCbdjVLXpJftVdnzRBhcbX5Ig02bR2nUiDPHzhunPPRUffD59YcgyW4TRiccRPY3OTY4OTq5uLjrjbHh+SMPObdWd7h5dcebY3nA+ZeIntd7WhT5BqaTihIGCSZG4xBTFyj8rCvRD/nWyMjA3gYWyetljyS9rOvLDmKNN4/aePNEG3CueGNOnTPmwHPpjj19Tv3hBysk0B+HMIH0LJhJt2Obg6u7s8Obs7sfG92zkEHuHAukzrE/5vzqY84jEDp6uh62Y8ulmABYWS1lK4gRTU2zhURaS8xv9dCyOh5aWF1a2NnAzLq8fhZpEtj/lNT5Yow2T7wR54k45ND5oo47Z9zRwwcQQLdiixQydAiR1ymfdH2wUdvp6uzs4uTufqeXt2enZx2C55FJkPDRk6dLpJ8BEXMNTU+zlMrEjKZDE1M+FgUeH7AOCHf2wbm219WhjT2OTOxsX2CUvCRRGnufFhhtrpijzhV32Dmjjz2f+vhhJULoWCOHnoVEkghMWdmjfNBeZ6eHl6d3PDy6vr0+Pz8+aR5K7xrZ820UQtdCIbRlgqTPJY/w+eQYy6OX6fDyDM+lT8l8Bmg8LZBjbDkxwY8hlUHsg3RsdHFlYWGUJoE9DW1s7HOBJJ0Rx5xPe+S5NEifP3ekCgH0qpBBvz4mSfSsEkWPXALly9naEwGp3a5Ojy6vjs+Pb4/vb5AQMHAw0LCMblAWRedeQfTt9smga50E+qSSP480wueSQ/R8bOXRu3RYOQYm81ryoK2mPKFE1JIiB+ZSBIMEb/NidKgd3PXSwG5nBna5sa+zUfL6+hklMLQvMbGvsZ2d3e9No1tz5Lk1yJ9Tjwg6FcmgW5EU+hXJoWOVIHqWiaJGlMyuLZP2KKO4vUp6ent3fdejCySMg6T4szrUUxoDeUlYtu+isr0XFu3H0Dy+bZD0e2+F0MHARzlVEJ2yi5ZFiKQUEiRZZM+5Rvp8fGeGkW9g1rsHiaaneTmpSlzFnOVTAWB61586N9zLi4Nz+9lX2csgeR1N0qSwNLAxsre5na0drnAP2K9ODD1bhNAhiyD6pJFETqpMOrdMmdte394eIODf/QLvDI+mB/tGRCpvqMXeLxRjhot6hfj7rzHa55FVo4OCjWl6/3IBA0kLo3uxKEr0rhRD5zYZ9K2SJHUcs1O5IkEjbjGbBGYrH5qa9H4GOV64HNEv74Npf86YJuaLYlX+16jK0w61uRikSC+jZPa0L7CrhZFdTazsa2xlaG9vn5uj+16a3AsTpZ3RzhjYrWrCfoVTdsc/a0f0kntgXN8dX5/g4N/lFk2vaAj4flTsC3pBg9aBw0ZYfEEyyNJsL3jHCDU8TEy8pCG2MZJeWVm5ZdEpqSB6NwoUQ+9OSfSL+frUzKKDKICgvgKkJUvBUPCMvHLOvxIaOI74N3ZqWAsAbZZP5HL+D47U4RK1OVoY29fCxs42VqbWRjdX97s8vevt5entfa+v73t+fu/b68vz++PjEyx82pvHE0pRH1CLPYhQDbq+IRbTtJEv1TAq7d4xm+T1L5hI/3Z59O8WR/9WYrnC6JRWFr17ZdHHXGZX1ETMITCZ8zeFFoBEH5qW32Lg4HdgYv4lg/AuN+un+aljG+albOblD808n0eIytfM3NDa3OA+Z/cWpzd312e395fXR1gIhT6Na/KESsygkQhHDloRD5qmbwARvy/N+igj43R6657hv2zEwGHASHr4i6RIB3/pOthL16N3szS6N8qifwHB4bgFLClZHpNqNkOsGND8/vL1QIHwsRnUKbuImI/ks0ZN84uIaebnQVrztra8x7HB5dkBDh4WPq7P4welIFSjkA1EOWp6xw9HO5KED+WzflHKeEasHeHBbshOh5l0MT1mzKSDyUx6mAylf8NIupeLo3ulJHpYjtnfqKICXAyjw5KQ1nM5nwYGZpiLqI8bNGu42Cw/5VoecU6C16mF2b3lzdX5/RkW/o9t+kU2xD9Eg5CNQjfqG8JB89g9IHUZ4cFFeSnjtNpneDCete8yYRerQQMGdnAZSgeLkXTwlkffqpH0yCxMlrwBUzazajqdTrS0OKQAsIzEqsCcL1aGqajOGjXyGdfIzVfjLF/oCMnp5v5+B1enZ5fH90doeIj4MDCUJxRjP5GOfUM5aHr/8PEjyJCuSEdowLJtdXoplevIjq6zdjEdtIfbiD2c5uthM2AXi6F07SC26+ni5L5hAIFtQZbPYZ7FJUQ8xcFyLn9hKR8I1nwwWaQtnPmMbNjMceYIivC9ODe8ubu9vj5Ew+uVVU8IxyEdOxQNoY8wMSL+WpUKKamH+K9X38WI8F77mXvNVfYajdi9d9Ru5YOeUdr4xylChsjLP/OCF07LRaqqU5DnTwKDlugPHjbzlnK5meU/EqrteV6VUahUjfM0cSTFGFTIFM3MYBgAw5KBIAgCAAAjAnmX6wGUsapU0ogkiAgBAADEAIQQIj9zLiJ7S9RD3y/3BkB/3AVxz/t043vsJx/fhubDyK/H4e4+zAdvj/NKu/b3IP/MJ9/e6mxxqD1+yk6QmMP2jYTgLWB158UraQ+/aO1XWJzcSHuupQz9kByO894aq+yF7zTd/qSKjxvpVZ67XRnJPrC98f12r6e1PkNdXrD9A5kxVnXiDT0H+8vCN4XlG6JNZPTPWpPe9DDavgoGWGw6VPe6XB/UztuOxawIm+Yyj89+G089T+UnWkUWfpD2S8TzcDxxYUDH9vR4tMZmfBEiziDCSdLLMtrZfwSUC/So3WpX+1ARIxYu8E78kk6kus9f/R7WKpi/v798CqXev8nQ37O5tuWt+x9pPNO3Ml+4LHr04j7UaY0r+Z583zZi6ytDJ/aTwb3hjCXb91Pnzrx031B1QfHd4rxAddhx4vnoymZXsC8W94yzp5Jd9yGW18h5i0L8NGFvqnciYS58itMv9QNZl3T/wmznbTgDwnW68Mkw8F85Ueo/EtXnb+tlw9i7nd82wmvS9yCtpM/d/uXenGJv9MzlsJ+F/1yh36DDjO93bmumS9ff/GWOP2iQLdLOmOVs4K+6YJyIV4yLsR4Kmx42Hnhq818bTjme8htnf78J0m6x2atJYvLmsMBsDvx+DcoF8v9TB5bD5b7z7nN+GGC/L7izrglXlm8m/mbNVybLBEMTPzk5ux1QJz4PDwoqFIkZY+djLp74pux6a+tOdBUmhq+mVLy3M/wv3ObL1XcRTzjwm48O6KuyvWGrzzh6bMAs8bxJWLx1mG8vrjbe1V8w8qAH2TW0Cf9dGwswerkKbX15p0znk/0IP1iLHZ0TVHiHLx5w9T0DPWawHOUQ/Bj1Fz3UfT0uRoX3umGcM7/19r51v+NSYogH2PPuwPu88dHtLM90hEjuOu4kH5ksObTImZxH+o4+r0+yVtlXi8fIAak9VnIXbAPy5W3An+JkOBLgt4Fh3gI7AfzSUOQ/bNV/e44h1f9V/lbuPw5/1I/PF80YE2dsfwqaDzR4n2TePuD4/H8dbTqYHltf2OVbDTm/lDkp9yB/SdURP8UEO9aAAbZ7/f9VwPf8lM5zezoB8hQbFgw3dgKOsR0zGs93Tf2f/18/OeLFNPu+vT80h0s8eFXF9zl8cD8AtNnTMd7pY1vHuO/ZHs+vffk+xXVg/enKRX8Nlo8bQ+3HxCrR1wdiTY383eUJF+c/ZyYsvQAfeLjn0g8++j98ye7F5f/7P5rxP8byFH24/3PeP3Fu5N6MNb4Nif4TSSLx7m2EYz/nTJg/dRyvKnESW5uty8AeTTtu2vTT0TPGs7E9Jg/0MHoAtHmAfafffUj1BNn7AHOfBtnnOeQ2fwLnRwkV5/XjH9wP+6/K1vP8PpII5nsltL8W058X0nu6+ekun/98DtRwUS/t+BgsnbbXTjjdPKITv10/zNqp6j9qu2AdILDwWrQBV4+b4oG+9fBxprk+M9BaVei/ev9Czye9eKUAHTAt/4Mw8v197/B82vvn7ns6+7rXE+r7Pes6tOv4frBP24Vf5MrHEuqwyytgHIz5XTPCy6znzkJzMRXjk6vAuTx8T6X36c847MH0Mg7jH7TSgb6o+lMp9HWWMkrrT+fMN0L4vpL74LFfNnUGYO4e0n8RHT/oO/tgP+fB2cmzsX5KjxYTOa97WrAe6w7PgxwnDvwybnTs5l/Napz0B/x2AijAvKB+B2gO6GvsZnnA0GH7NJ7HP+E6Wr6u5v1jA860/w5doHzXl1K6/Iv0nv/+yeZLj7820aVHZTr3W9jN/eRogWra+WJB66G4dmiKPsdD1KPlE+3Nem9Rr3S5P1gI3Z8lD2jCk3nOH1iHB5lHmF8T6RPJhWHQ/wSvExMvKM1H2VM7IQZoHP59/r7hIc8H8j1XfJ4g++r7LPnf+sEv/gbxbJRq024M1mf7vZ54/TCYi1bJ3uOdXE4ud4MjJ0f3/02dhubhF+/gWLL6+MNqmS8D7gGlHCB6Ng08h6T+/3Awe7wJhjxA78vC7yTPSHkOsBtwgr4hKPpRjol+72LwSN/P7gM88sIiMh/vLS9P3+fbhfkJ5+Hqh/evs4fTp3CdydcCeh8Z3g9ecJr+6+lejqLbwfjX884Or3/9wtg7xoOlzIG8Adytbvir5guSExlEG9CPn7yVdic9r+R27X/6P4kjn5daXfHWZNvU7TqU4//tef0i4zvdfR9ttKXa14VuffPm193Zm7+PLdat3SzMV1S8P2wbsPovzFrzAmwOgLEXoDfBJxfGajfAJgi9rma/z55Tm5m9xn/eeCKYxht1AD5dX++H/f3kOkDGjmZFbp5dXH5ah6s+3S2X+10/NXzO9+hB8f5tNxD8LtnF9MH1oK+mt5wX0vvssHlfqXOa67vZ8ztdfReVOKKgD0Yf4/wnaMsBh3VQ9A/r8D/WYWd5vsstduWNzmnWAHx9a2/jNegoJD4IP+Pv4PdV3f8SMxy2vugeb7TyHbqPbuf3D+bb8NTgd6gO8KyHN3C6IuAADNfv89jc16OXPq+M5e/nfGrUBwocgd4I2w+stgea0nUPsCLMveoDLRsGEB8Q+cb92q8/gZb64gIV32e4fpvqPqXhfOH+f8Ggsg99f2Cqvqef9fT1t8t1Ow1uJqcMWUz7Mo/9YO3e3XpWPHecV+Ody43j4fPAflaneepZazAi+SnpD7Y9UZg/yE8oYw+ghz3RhkkxXvjCTdC5mP8HND/Uqd1D2j3n0/63fQIUdfHnk8+ZBe3ljivyPzX72HU9sObz/nXuz7j7N/74E+YvgFApzBYuu4S8Z/8Dvcl95gg6YvcODWz/jw/eM/a6usn9I1as74/jrofn02Q6AN/4r0Ee/MEZB2yHfQ7M3VjD9o+fLvul+X0E2c/Ctp0zoNjfL7+b9PkrkJaDg//ZnZ5PhvNOluPyf5j9KNsd/Dvf5uHR9dn5Qe6ufMDo9c5ihnf15/vv71mvem3Exnml//0drLScR8iAOgRS/FeDfsaazw/1WAUTWP8ZhxMk1gDWGMDLDywqgc2BSOS+3fy/e4QczkCwws4KkcR/NBzomv9DOL8SF6TnXl0NGL/5nzR8yXq++bhU50n11uxy+Lm97eeCbPpXJubBxQP7mM8LS27bJ11Pvs7LefBA3k/O0R4Au4HGXOg2+Y3heYcoD3htrgcKfY9+wv/6iQ6eMgMYhvuIzDc/B9T+ngW3PeyAQ/+4PvGIvgek9odNV3vPe8P9bjnadx0/vVfNaDwQLd/0/+ebeN8nOA9y7unWPJftt30fF2Q81/Wo6N73du+e3aQPiDYffn/mOjtctBN4dzeu3XMe0d1nO083FgSt+42eHnRyNuP/6D+Dz/df3c/eT2bAmzCA63wC5i9mfR/0H+fDWMv9QyZ8/maf977nG9/HM51u/dfZv98v98H1haF9MX/N/3Q8B32Bajpk34/90/PN+h36mHe+589174Gnx+572/+wZ8POgbEAiL/cMEd5FaIXT0fdGtX///OA77oAxPmf4mSzkAOq7vdXdL6g/dUBZn9kBUsOCHTAlv6T+959ksv94Po5jl/O96W3i2rf/tpTFvm+dWk+7V/vj/S2p+E+azj/esDiv77x90TsfhZSrU9y3yN9dhTBrJsY/j0ZD8lrOEB9MZ5H1SHP0IHrW2Ze34uNkg829V8CB1B7QPHfJ6b6gYxrwn9AxHT13/jiG0lfqHsi+Ia977776QaUzivnf+Fj1N+HD9hqfPX4unJMzxR3n/S8GDhvY9+zcF+p71de8Or3MNl/cC8+355/fh6478f5Pp2+dT3w8SXYcq/w3W8/uy/A1fu/d6F/VVrYGyr2P4CPRvjzwhZgYZKlGO2s7HvMC+BhwaMbDsRF7Tr2tf8H/acHnP/yjMIPUD9DY00DoveT6n75n5L1j3N+6XdZ/7/r+ln7eVyOvTfu/593D73/cV9/7+nfBLd3EbNs+j1vPnj//XOyufe1tz/4PeW6fJn/a589V0u7o3u2Kl1XPJHcgIO/QmR6QP3p2sSxF3+C/u/zFDz0flnPcrIFj1v2ktFISCw4AluT/J9wxtq3v/m90g/GvgxA3G+dj3he4XvwSx/Q7Nv5ABnQ83hK9n2SAd+/9lFej925nr76fWvledbvuPv+mzEzrnu5WPnfzVesh999j/s18bkogB/2x5+vAV3v+H10Rfs88LlWlJsg8QPGAvfq+QA5qnApZ+npO0vZtKobBwzG37/UbfiU/dfiuT93/8ELbu94Xi57j+Tf7+tz6//p97tefjr+fEJ/H3QMfH9RTldDjNMFYT3k74w3XD8cF1oHiPaI3zlv5ms5/3IN1uO97J8SGx/tlvv0x3e73mI87/nB8lz5oCq7jgigAUx4Hl88EM7ytIZ8RFhDE2MlaQ+ic6nfxuPvAEbmwGR/l9ggqLzPZsAQoQEr/h/8L/tf+tC4CWwGsH3/1YBT68nO/2RKgeVxP838R/81GCAdz0zx+8Z57O0MwEvAvm81+n7necfvN5yvc4DGEd7pvnsfeP/h3Jnx33mvOdvaej9kffqvzHv7nrl9bVh+GPg2Dscam1J6YDVLbHfWYgF/4C79hS+3kZW9A6rFgbaC78z/Avo/TnTgRf4v/3//6x7/wPnu+e7/YP83A2L28+t1luMlxrfw6Pvi+wL8X7BR+Px67rc9r6rjg0H/u1MeENIsT+OM/y3M+56f91/lrBtPeJ/PvL2k/3e/duF8/vr7BfWuP47SA+v9Nq2uzTgdMP+p2H9YV3LgyJUJNDLNA+J8Gskl4dSBCcaNo8+l/z+dqP7H3Rg+sE9rQU8GoPelKjZ/PGAHyf2B5+N/2oa/19ue89G3fzE3zAfb1vvf5gcv2ef5+5jdMBn3A7y5MIDWdPsk8Pd/16f/7X1HIstgvAfv1/so3WwH0/XxPfI/4OsFfMbpv1xSn1bZ/8dcGbxdBfFnO/dr1nSPm/2+BqOjLC8GXNXlduUxLR9QuIhBcCN9KAVxj/qf/ptRB/Tvh97nmY/r75hXMK0f815fr1e7ux3A/Rz7NQnwesvlXgWGMm7vxgT/ifbjv0/8/7sYZ6fT/P3MCYSbV68HPp+Mx/nwvsvF7dGjcbYHDlvW4Y74b3Jrta1rPf7R0054JDzj1fp88jpdw87/4/Ei0n28//dnV/yndD1B8AtOPsDvj38+979xf+b7UeR+1Pf/1ouS+7x2ft/3s/Y+aT/meUTv/w6xF7I/Bvnf81Hm95T24fdxfwdPGsCX5g4w08x89E+5H8JI35M6n+8f9+fvsH59D/19cjvTfHQtx13XQv0B+AVygyEFrsrdhHUXfN0EvtrOfGdSD6TCjLXrgdvCu1H3GbDqQl64Tf959+fn/ke91yP+n87Xyf2c/WDN/6e+D1t5H7Bm7v9Xauj/Y/6G1mcy7d3ry73n38+Pnd5DZHSMcJqmAtntvx89oy3nGM2n9/uX7sv/8nO+xcw6ab9237vBK/PG/dEtiuP1cJPcJ99LM50BVa4NpsdvR/MtBT4uyPoAzjbx797X3I/8D5zn8kUZNoDa7+D/1ca7942e/yhtc9lPJBsQYPoD+B/lfU4n/vbJPk8cGvT9ORy/+cT8+7f/tlZuPnwfVTIfHLk/cj9xTnQfRH2gZ7GCBfBw9qzdZQSGXF2meiD910N+md5obo8Z8QC6tYLFpxEDqEdoZuU/7/ux/5r7x/GO/wX35X/ARt8nsn6VBYj7IbNfKIcCakBiPlytze/+m/sJ5os3D+dv6bj3cNnG2Aek3K1JtHZbY/4v6B49xUPrzoOyv/b+wf8/G9JBsNg88/fk8/n9cNx97BjAf9PMfVug9gBGwEPLBviWTDwDgBbkg9X4wMetos4N+A8D3o8Ybdz+Zx8gaX/2Of/9+3+uP9NR+0d+dH/ev7+YPf8b5/8+/g/t1yX7O9v9e35N/7fxvqpSme/hNzwwQAPxvK8nYMD7zJvBF7T7Wf+Fw//wnvXd79OfJ0dr6rmoqc+u9QPVg2ln85ee04CXrYfRyd115NDnR8+qbAwAVSPO/QHkC5QX+4PIgn+Z8gDdfrkBhX+/pt8f7rnxf6R5+0H2P6z9ZO6T88ufL+V+eJ87n9LYD/zXUN5f6Le8uu3u/qbffg3gP7NnT8sBo6ymNucrwHwbj7T7Ed833b+aCfu1itdDSItvbFbN/219Pcn7BiIH5G/a/rmtvFOdPyCKmqmCD8gcOAMDvl7cfpC/4J01APql/0//D96f2/cV/4kDOPt+f+f4yvtJlNtZHWC/ReMffifLB3Gf3mMx/kfD//NK74aUnO3IufIfDFg59F0X7/t/4+yvNea2/+v9P489VfiXRwl/Bwu89ZsPdHXV/mfan2B5QP0TBDX3cAtAbjAvIACGCjdg7z8CD7Gf8gEA/v/93oSaYaH/o/3Sf+gDc/8nBf8j+QNk+zRtbH39en+G9583QbgbOrT9jPYC5XX9B3AMTz87xO4Btf786+64NAL881Uyp8baB/YH3AMSRgZ9Jct2P0sOA244/wHzAYWfuUvggCU+5IXhAdYCGv+qWb+nd/99DXAWuR/k1mOijXmehf8g2WE7EPCADv7b2H7eF+XPMMH92PNMfgp/DzXacVtc0O1X/vy+WoXvzHDs/Wqt2J1zBHeLeHz6xwbkNXXgYB0Y4kfH91Rnp3bk4AArwUA3mrZx8SEBOGPr/p3/wVLlP6/Z+xl9gPR8BfwH//xyIN/TOPz5XpmM7l8Q86P2E/H/70IHN2iz2Tj8Xc1339ZbPg8RR+LrLzgtz+n1VxxRN0T/dYJiWP5aWgu0U/n8WZp0YH/GwpRkI/3QYyAH3cC87xmg2P9A3QfqOvc/wf92Vl5fdMBSS+dvvN1TiYzp3I5me77nlMPbxz1zO1zQJ7I/L464uG40uR4MbNxiseuuPg6ArhC2gieG/+ABdSu3haFLt3k88/xA8f6DqgMMuy/G/f/39+kBfx9sv5qd6yvA7ZkPXhf7OOw+W/fzO7zvfQcl5ivBocHqstSY3HGjOe9kgHvzMfarDV++58xywsO1TBZDwN2I05nXNsFL82Lq4gNV7AG9Kf1zFuhLsNEF1WpFKC6o6F0HLPx/D+9vMf+R7L/F+xb/15q5HyLWF6eNp8BhH3v+1zVaF3Y6vtp/ET1gzoE34TuVtPH6d/P933jbP79ODEY0TujR78L32xjAFpN+DY8AU1Z4ECoOvNdfyv+L9zV3Nms6xUHhw1XSBhvdcf+B2t/SAzjuh+t/196PvA+5L//+vF5/UB9G1Av+gdCTwvQs999x309ql/ut/4CrS4T/gN7yZ+JyxJ8PWufbG6/W9T3Ayx+XdguYB+QCA84vH6//J/452eT+FZYcsP83piVKDxRchS3RpLAF+OMBFBMDmAz/K/wP/Uf3AGotx/2vuOX4A4v5oG+WfGut4OmM9+fcYr8BV39/kzIPhPkeANFhPisji6H9hnEcqTydLzbF5dAfyjq+NLMFixdce/rVgGm0/nMegP6vT2JpfdUDdizygZ2cQ8kBW4GxYPEBHP8x/AOLHGBBwQ+c/v+HVBxQ6j6l+5SJ/17gf49LH/wJbn8fi3K97vy8/b4bXQ9zce/b05V+78z/58YP50O9f+1oh/R5v3wAInDp60l5PSP7b49A85NRPXUe74Di4yQYOxjA0k8C9g94DkAAXz+BfEBnHpiteBU9DCD6r64BvB3Q/gDeNeB/2OkXyf/Yffn3S73P/n56/Yiblz4fvuen3xN7u1UJlp0U31ts2V+krOf5/AsYWvpeO38WFOya8ZhM8TtPXwvar+Au7P/HhA1slc/v/YEl+0+Nm7gbNGY8PpAbsWj/WAxth8EDoplu8f8TO2Af8An4b3Z/inK/cu+/Bvw/ttr/NzqAfdCNH57vK2vPwf8B3g8ugxk6HyOze5L/Wfp0n2957/7jPY/hyTC+bKW8f77LB3oAGFKeGQ/9XCxAL4+93v/amqWA0wbLemHao7oOPdwAvQOiJx4AzvO/08d/mP8/ZZfYf5op7xHivMdxcR75Pvd/+H2yP2le/8eL9U8Dmg/mvDf5l35d9ffRanm/8+BXi1+g7TQGL5fc/OXC8MAlG7I2G1AdmP4eVYJZABuXYu4b6fFxP+MH/poBnK6imjTvxjH/URvZD+j/HwfwFgR9H+D9P9r/0E/9v+b/2H9IB/I/uC/8n/F70byed7/vCL+fxj/9P/tnvUfC+CVe3weqGjiQfPVdeJL7IaQ8/azz9znfYZO6968uTkSAvssb/++ML00Tn7yNCeTclbenz81UVX2NYuSbskYDL66SXYdPzn+i+xXU5UUOLJ4OSA1A/8s+QA7s/tV/5RYYnO3fgtzvAcZ7Ee7f9907X/Jgudl+5jrM3B6Zln6/+35LZuo/JHxWPZ0C/56r46c0XhbnYZb1DM1gvEPg/2MC+Dra3eb/HDAtRWLtppcOH/48lbeyGp9gx1QzByy9WNG8wA4HovYyAc0LvKX7CLsDXRN0jAID+GXm4/APc55+zZf4eYQKO6DekPI5cf33/J7T+19gf3fX91J9nqNnne9pDJCiZOLbaBPSCDcdnuVZdf+p+Luw3u+/0tS7OAA8BIYrgIr5AgOjhQ+S64DhPnyAZyzVPSCJG+4H/wfq+4TwXqa0/rDfBijHUV2l8AJGeMbn93T8f7G/fZ9Mv6+3Hv2fxP8Z3ds4SWuFwX4ymCTEgd7tqwKmRrSfn584ehYcYr8D7gAO0OOwuXgp9r9m+YD/MTtg6gA3YJtwpAmp/1duXZuPAbv+O/ZDsP83/k8lWNL+exjv98v/an5SrIfK/s3D7z9g+4cjrlccgGv8b8H44bo5taIGdEX3A79S+caUD8xoX35BdHTf972HyODn3Hl4fmajv4d8++c+LoQDGCMM6YBgTI1b6BKdQOOBU8QD4wdIJRCTOqCwyj+D/X//P37nJ1T+834g9/nbuPFfk/8zjp1vxte/U7Jtv3X2/MUfPOO37sk/HMxnNyGND83PHgKpAbCV3HPBad7i9FHBcPzw+6ui3svnQLQZcC9At+AbdlTRC0icYFLJ0WzpXOWeEAMA6e+PAIT/1vd/+v/vTyeEG791pl4/eNdHdF99GSBw7stDj3pObPMxGOMMWHUl19P53FV+bsx45wFqcF9ktAnwV3B1PRxA6VWajtJuvAjpf7y+wcABQfjDK22Cl2+w8PfAyuSBLPADTsJkANQZl2P/EOl/9R+xP7OfJvseqmhEdMdzJvuG5n8D728WWM16sGxHLWenvsj/LvwNram1JtQune6oCyA5QNa71vnYfy//vzf8WlDhNd+f3B15e18pETp+ZfCU/D/KcWBT7b/tghX4QMYF7w0DOt3S0jS079H6H+f8P1IwgIn9yvN+0/3xX/x+9tEPE3G6Pe9D97xsmeT++cq+c328Ngug+8HkrH+6oPsAGuC4WMWXTlN3ewTY8VLN+ZgHXowLRrqDYfggPg/NLYifB24Evl0bkBd/SwOOB0TBAVwwEV71GH0N3Nr999/F/4wD5Ij88Zrxy63vcEO1Xrh3kMody+8n8hi9+2n+nE9q7+OC45X+db+B8Z2cMj1e8P9UvoOdecqAAuby9R3ajAN3P/z7KnKeL27jARw7IP2DK3kAc7Ef8Fs8EPUYAGOlfcD2P+P+TyWiify3td+t/e8B8/6v18/WeYzz8wLXM7cYr82/jR/xBkTfh1BnD+S/vB/5B4R9Pst9t9i9v3t/O76s9U0+/PHMpjhBD6DZGfPisJ0G92P3J421xoH8TWVA5QfCGNHTD7z/reIDkgE3ZXCDBwCG+GhA++8u/0+XkL/f5NL/X6R3/ExjeJ+69ftyFZf+u+2z9X63n+b5L/BP8Qf7Xhacp62ndn2iobq5uOT8Ctqf1FqLraT0Ur/ryTt9FxbepiwwuzrhIfObmAPPB7MB8P/rfV8PiAs0cEAfHe6wra4DBp8RLaAYoOz/AjP0Ka71x/yHkJr/tBkTGu6bixu5vWQAySg8N8R84+/fledB3nu9D+i+ntUmA+/uHVCevz9g16f204rAlAXCh7BacPkPLBcYBz7w/QdZX6B/YDb7AGyd57UO+GI7DqX/vXDAPvePFdjd/gu3mv/TosYjn6f/ERVuzK+1ti/MB6fzw5/D/XxB93WE6+v+sf2HuL+P2Tw0fLeM/Bc4zP9DlhnMtxZZxWIY9Wkzv6HiAiweuLTjgNkE0vAIEQdc/oj/J1NyQPTf17/9om7tN/7w/lfFAbO6zzkeieDr9QCtSHH/P5/5nz0enNtuZbwF52OnP+Z9xeflsJ93xPe/bzf7i/dD/4d5bmm71egim9XO/g+6j67zlqllhnDelW/eiW8JS/jXAK58AImUrx+gfSD0gW05px0GQD2A7PbDN80nRte/uOsnPBAWu2/EDerkv7Nwv11/IfzH70zvm/t/Pgv4x+TMF3h6Ns/39p50nrDsf57pUD8Xk9++X/1/n9YVA27vR+7vErZLDByMs2Jm9FchC3JSmDyYMMF9Aaie6X/WDsh/MP4DI/MFk9gAFZoDLMzLH9Dq/DXRXbi/7GcKmWm0388AN+87Oj0/fD/q/+T/z74f+Ge+S/fvX2a+9w/B7A/3ffky2feXCq/VNP655WXgNO13/3LSl+Rq70hlxSiYSOD8jxvy3wFUoAHlB0Z2B3hezDXAugP6cjqQnsXUODKofwfP2z8o57/iSsp/KB/AzizI+9T9gPsk6n0e/u1H9b/hO4fjPbJfL4Qw74F8uOLczkv3onRWnyKv5juAxfyiPH5TcoBoDLpxM9cOEFp5oF6wdYAmSDgQGngAkLEHAJMD6AtuWr3A/2MHAIz+/slP0xO7waT/7vF8Ledgfnj8G/fH/z3E5zv/rxXI0O+TzESOV/jesfsiXXU/kJTdcQ/cr4xMF/jjIp7lGe+zQEpA+tDZvtv9wjsqoP8PqwG4A+BZgvyYDTAgA2b3DWg4QPJg7QDe3G/TxAvUuN7TEMZ/Vm1TFCXUtj9sP5d7v/PF/2z+7xmmz/+6/9j4279rFu/RAHl5LQ/3ptODZmbt7EW/poqBbV0ufrD7TV1eJk4narO907ny1vhH0Co5X/fyAMqBeC4DHNDPHHDDHwMAQDFjV5nWBOCAt8FY/y/oBwxp9QH1bsr3A75P/72IuftvlIr3xa9Xf88JAKt7PXDlOoo2gNzEDt/0bX/k1ZpmmkSuCjRcJSsw5K4YwapYOWC6CyADA75rdsBggFYPyLkBMBlwRY7Ig/Hr/qFQ2b+fj/9DPKEGeBze/f1c2UT3l/uUJ3c/cH7jfcf/T++3/Ju7f5fL32H+up29n5weTq+j19LL/Lp4wn+PdsdXWgU7YPsSlj27gH0gQsYFA9MAT/qAtXCgwmDg/DfpBzA2ZCn6Nxx+uD8MujIAbQBkB4T+Z/bjy0Tfry59zh+7/o/7eO8vw8uXm7WO2MdlhzyADvg/Xf2XxnQn14NDCnKiNevz99X/ffPJAF0IRtkX8OoHAtCsRIS2syzgA5SlbQNa3f9BvOB+8R8a7A6Qs//J8Z89n/j+7nH72Q2M/fiL+T7C9/BphbYDbrAf4XGFwzaS/lei5nHyHn++/J24xbaAd4AY/oQ5PZDoBbkn7twGeA6onDH/dxugdtkBQvcDAxKxP/ft/8TPIbjL13TAVkr/w9l8P79fbj/i/sVhUB6t5P+P8bfZ7yWz3LZbwneX8/7/zJr/+90G5LweNBm9BUT8956PwfT/aZ4XFDYTLWjggd5twAAbwP/Hw/PggJu5j5AOCC1wAO8DUDbgKPtB5T/oPwL/3X2xgzKg+mDEDNjXYcZztwGtqaE9BQdkw6Nzqa39/79Pv6rX7Qx+AQ+wC74fZmIhVqDQ84GmH8jqLjcc4Cu8shmVX1D/u1b3v4rrAB/p1TJb8Q+YKcT+n/oP2QHOBqC+iJMi6IDwfuKht+rPNzrOb79Rfd6rmp/6IC6NvvDIc8DcjgizIZpT4oKeDT0g9AOxcYdYp44jlWIAdSPGOsaj/4XZzB3wYsUfIF/JAL8BPvd5P7DB/7vnIqwXhd4nM6DLa9/5y0nEfcjrasMuf3m647ezX1pSBfnExqswNskfejcZAO8/6PxfTB0XJ6SMHSGzwXshaA74ch/idRy4wgCy9c38AG5A/j9jwUX/KUvRfyYun9gwEep1PKuyO8ZmbvxPU19SH904+znsADAPMC0kjGYNsP7fAH8rxB4g3W4I3PAAGQa4HcDnAY7yP13iARgEy3mzB3Q2IP9/9Z/O9lcSBf2/EWSfuwPBqWT+h3fLwivGdB9zwPe2eMBv5xNmeq9fKN99SNv5NBQTi1I5wb1pwBfgWv/R/zGgYogcOwLaBfv5oGc3IDgA/QyIKAdCacBqwBMDjn0EWAyo/+GASlfUvh8MbMAIgyXLm+db829Kj+hx7ST9l+ZbOondr2g7A1GvC9Ib4v0rFFt6ADn7dy8wD9DxAbq+AeXCh1OPdgb8GFxCZQP86QVaVxkkoJpu1z87IDagf4/+ndSB9AA1/PqV/oCI/Wr+T/vj12ZnOnYbEANMFqqt5H04va75GzS3vfDYa6hbMBycA3M+A/j5gP3BPJf2z/+/n+YA5A9sG7wSt8Mzd6G/FvwfcrNxgtDaA9CCKip1AIlFOTk2Ijqfv9hz7Pyn375YFmGcZMv9mb3jFtgLvODzPDJiYK2+57qbgN6D+cX5QO377h8GC0xM2JoYsQCO/hM6PuD4ARw0o2E3EjMNKLjvxQXNLQc+BbV+fHz981yH33eDXcz/9ZWiB37cl/7+JCZ5QdAfjQeC7y9IDrj6wHUC0gfqxoBkF7QUB7T8D2ArYyfMfv6xHp7MgOGzpodsefDKCQjxX+YB/obnfk9+QGyDdjfI+33xevjfcvb1fLtmjqWHyigvPyCFLfqnIP8SvfcZ3gVkYYCXOeB8oHQbdCUtAAUfqN6AoAt8RozhxJQPoDIM+MGAFhpOFmDee14z+3DK/ZYAZt9ufu41nVfrd/8fBX0RxicQPiGjb5JncH6sYLsFkAMgUx5kn2lZkD9AwIPpA8DRgrULu9eCIkeO/QeRM6AVt6kz4Z0NTl+meWCffvhyvozY2C/J8vF/ZPwdfHQ88dG0pREI3wcCfQDne4HBgya2AyIXFtcD/5d+AHpzgPobn18HzAF+hvMQ3aImKPiZwft0C6R7Pxu/n2zLN3egE78vutPx376hAXY9dfd/aRPyXyyeYD0ou+122wTQggPjQaYmSB9IeKCiu3AAIMQmQJnw9MAfGBDsyt1vQFPofUGOPcbRF/PS4G+6v37FbJ3jc47e1135Dd/j8BMioDotGQTxB+MPjCrz5EHYD5gsgBh+4AUGmJ4bmnoAwdrS9XPAZov6Txd22d//Fmjrelinl58f7Xz/W5ZY3r9V9iybZnEMI8BPo48FV/3TPMO7gMWBwvUAPPAcwCcrLV4O3AveDeAXM3o9PO69/vWZ73G8984E1l/oBb9HrUfz8n5rRdjlOYgAFBeCD3ILyBMSB2nbPSpfjUBMBxR/dD2APnA/UaQPNjRIdoEf28Z6uDmQ3P8Uh/z+9SDb/+/l+9nfPz1/vy+RXkpsOhgTqM139heHSqiS/8EwD5A+oFGwRBVPP7DUBx7uokAeREnz0jit+TE+LjOG+T9zHsW/C1xTDrKA1l8UgVwn/EY+kZkrbvhCLxoxYMuCakTBdMN1gr/nv8aTkv+Nx1cejM+Tv/79eRGSHMAF/9ExkUv1CVX0gPnsQuzNLzK4/xktP8BTHvFK4c+6Qc8/Id+O11XjPda78XzfvdH3Pr9Kmq651mDGELX5dSfMCeEZntQAPHHBBITZvdHFCHAekLILU4yDdpu/qvEtzO5Hf/+d+SrYekrvH591/9H9Pn3v1I23M8L8gXnhG6A/8G+lQbIX/gNJwCdoqsOInV7xxdc5fxu6PrDYvO8jUX4JvTjid+NeIc5wkH4/64NcE251rUTFOk4sA/2fS1sevv/Ub4P7Sz0Pn80Vfz6KpzDThNkDRtjgwPWH5nxgAazj/0cn1UY5yNaK7dz94mkd3OzeD204k6cR93WHzycuUAdyi4bYHYEB2ALvck0QV6lj53399u37CF7H4kuBsS78rb/JG3O8Hj/zkPURkttWxu457vrsRUwfVr0rf7wBnRCFi+Vxw93YogdZNZ9va+73YISBvhp5Q3eCu0ysG7APT88LrTPXM2yL8Maz8P1HDTh/e4HhFyjnWwiX87ipSyfn6QfdY/wsuI8LvBkm6uSY1gE0W0If8Gy5Hy6d//SwV0zaDfWHwlI9snId19DeUzuU9A79zLO+r50=]]} inventory_egg-pink-hearts -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} inventory_egg-plain -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} inventory_egg-rainbow -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} inventory_pets -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} navigation_guide -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} navigation_map -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[KLUv/WAA/0XjAp43hOwORBAoy01jIsndLrW1tbW1tbW1ta50CNRzXs45NkcrlrNP2xhPpN0CAIy1pF8Lf3OOT9x4h0idGnV3d3eP66CkJiIiQvYOjg6zDuUOfnynGQc/JouZa69i76l6fqWmuPWxqvYHD/RDdAg/6cjLnYAJ+4wtNd4dwnMkItE3FcG5Uo/sk0Tg+U8eAD/K7PGmsJArcVaQ41xPHZfy3PEkJ/AIJxEO8yFiwqf59d1tO8DI8fiQaGlqT0CEh3OjMr1VE/1kvLKRBoWg0kKzeVU1V7nWEtp5FjOyB36ciXkwX77eQAoBztXB+RFUdXa6A1fET3Ddi5Q90eo+UJT+VtPP5E9k0PJdOHdItzNfXJNTO6Sk4N4rEwd/6ah4zcjGzclIyGs+Mt4SMfE05OJjHOD1qbx3qKFx/Ssqr9YVfYGAAsbXwTG7DSFcfqYX+CZmXw/hpMKJgEBftMN6JSZE/9ETcaTMIHfy7HElzQmetDnjUJ48nkEc5RSE3Y5FLFnvv7mJw9ebRGxkfBQnSy7AhgxXylb/BbR+bqBErGyq4ntPVMD6lbEvgo97a7uQHj3+4cr7Jqq8layy0U+q6/yoafRLStES77GlP6LaeSzPzLmp+0VX+hSext9a0c7lyJbXfm1fRDN7oxzbIfnuLhsdI+95SVn5cDjz8mDOSsrvTcynjcVdWwWD1aWPlfWtv4VVn2trq0Y66nsKBah8TJ7cyd70HiZ39xlfOT7Fgc99lvic58/EjzqH3Igzx5k4ddyEJ5eDEPa7W835xMC5N7pBSbc1te/A4IJzcDo6U1TeSbIcrspCZ8xHWD1VxSoaLSqpfKdrdE8NAe2lG+weYnoWVhaN1POLpW4pqvynavRFWlIcF6Idvwu1fM0svg/QtG7S7neLtpcDlhFzyrcyb2Q7O2Qe3ScLAx8lMzW/a8/NzNOVhonXgvqKfFVUXVOQQI8/gUIkl5fl1b0Lze1da3IPg/u7EjOxkzAT40qKDvwCGMonCJO5F714PLo+ID2+X72PV7fnSIh4eCkjKHmKDRceZWN9VJVVFmvVQG9Vg3ZlE8WA1UMzh8DKwXJC61ksRfXFctvCucLgEBRURIJ2p4YKEjGNch414xPNkZX/gUap12rPb7TVfIarLLe8U7sjW5k7zq1dMpDvloyJ5wSL6zrM+Zr2/Omw5+s6hYeuX6m4uCTQr3CBvoQJ9BmQYN+EAJ3nVk05mT28k9XxvcqUM7VrUaM7GETKm3lafhLSm5+M4vEV67U5OvzFMGWn58WUlf2CBhY415GQ0yzTXyzOMlnaKwISgnCoKVJAQWcQWTo1et6aL012XEUDBbzKRkHYsplqmMBzQ2MAl8NMw4vNjqmcfKTSEzAVe43r+Do98+aDots6dKUvBfT/1FheRAUqx+SL+2Pc2iP16F6JSHhNScd3Wl6e7tT8vhispa8Chg1AhghgjL9jdfENGbheJUzMw+wNHgva27GYYTsZw8gDhseflvT4M08s/l4YfMPvV2oODg7+iRIlHyDDhUtho6+lplnsDOWzspH22NperyoIbaHQmy9Szokq7ZWH1U31iNcmquMKxzpCwrZmqwEIqEuQqWsNzSO9foGpmV87N14ICr6QtFpfCDuEpR8F9PtkLw8AF5VT6s390U7uk4B8x3xcfGfl5D0xLS/u3PwO09//5/6/x+PTmpw3weHKq1Zc+hk6AAACAPoLPCB+ixfjB1kRuFaWr5SDcwsskPEvN7ufAR6+TRLzheHwNTd9Rc7JzMyHGRM7BS0M+FUR0JNmeU9BZRorOz+LJjtjfrPRMFhbawISgLQ4JSxQQaUeQF1pxlBMPTCmaocAR248UTR8oem+kLWoJlv/yad+EA74VEpajggXd0k+vUsSCl5zEtLyYU7NTvDHn0yk/LeJy7Gy4rWy6G8IUV/Dh30OIfYHEh/EXyCG+AkoMP5PlcWXaKBvUpqtqq4kypTfSVK+09PT83d5ei8CBMg9aFltKOy8m6hqoOM4rJspDa2tlZuBiUeGQqHQmUdU1I+U5g1M0f6A9YwfinqeiLo/dK13TV/pZ/wba9nDUDH75mHhIwkLv0mpiXnak/NbXH+Pv+s0MH23oYZh0ECfQ4cSJwKg70GE+BBYQN8FkbXEvqqJbm9Ufgcv1RkYAMVXaKhwLB/tZpLlWvzNQo9lEx1nZecxVg10MetGWkWLh2ZEhaEeG1BUq/gpSDp9AlOyT5AjL35ICr7RdZ+IxggnZzs+VR48jBRdDlZEvORh4jclJR/eBNPiuhbXP/iHwMWXElGYhIn6I1DQP7GChAD0afCon4CLzjfR3iyU9mLn2gkq13TTTCPTWjc10HHYKgs908KZvpjwky0C8WQEnRmYqmLHUlMoDUUkgDTKb1gZPW+E3S/K1je62Tr1f2w8r8WGXUyVtIcpJ48ZOfmwZubrsCe96232Be/abJNjo5KXMGKATUIAAxZgwAU9PosVi3+yIu0rGnmLvWMuVh53vdnoeIyVhY6zbKKFWDhTI1g5VQlaO9loii5dNkxVbzaUFLqjqNB9RJV/IZrjPGjGR5Ih7zPlvFH2L7LZP1LS6RGqj50VX7WU5X9oej/n5j0zNS+uN72/6/9bTNN5bYvvOjH5LN8dCWjzIQKoTbRYYL+FBPUZqKDDBTYs3WXLh+fFhKSlL++Whq6qZopXVRN9+9pMq2TlXA+YEITjAwKqqOjJ6tMYNY2Op6rQ/VSVLwUt8Q5owt+CYn4nqnmkm78IZ1+J6We/KWiD874lNeVyYvLo+rve/8eePxkvfvc6Tan7FotJX4UL+iwcqK9DyP4PJPsuJqgvYwPxP2AyflWSkB0VlesuNrpLcPFsZ6g1AQsWsCK+X2oKKCipLGtgFkWVBr0CK+AJsIqPI18+6aY+krZ+0s7+Ug9Q/Sci+kQ5nY/Kfx/S+fIfNsZcz63vmY+S35qdH3OCvzfBz5TMvJ0a4WW8EPtOjZRPZb1vrZmfcKGA/QBYNEDfRQX0vYSpv9n5b3Lu5whSf8cH+xbUAJ8Ia6GGqsrRQp6tnh6oD6nqddylVqFHmsoPER3hO7Lj88iVH8qGv8Szn8RDPwppnyqq/tFP+FfZ8rMMd6BtlmPIgnIDTly5Awd4OQIottxCVth1bsDE3SpDvkgn8xUyiG/igD/FAvVbPJDBvlkbLf6JNKH/wZTxP3SAe5B8paGwfGuqMwepKs+eokpP1WSV/xTFcCLXzmOQcj6n6nmnoPpMP/WbhIqMkpjqU1U50Q/Sip+VJw+V++Tm8C7Lh79GLz/0A/5VljiFAhXsm5EbNNwP0kT8HyGMD/UDwaesURbfHJu5qWp1ph80pb4BKtlz3Iy/M3teyado32lo/+loP0qJ253qYml56Us90XdSEr9pSXypKfpWWPQxbBC/xAoX+yYQcFH/gh/12+r2v/e/yIifJIsJvCNBtXWXyjrn3WxAQpq5V5toPUWtyv9KLXzI1vMerPR1rvS5SEV10r7U0v6UE1V9q+/e19rCsOFD/Q8pBhDAAAQo2JfhwX6cXl3X4/HfN7gvBYx+B0N+JW2KV1VnLHTeXtU4AXKt08+pavQlpiCcyHb8+SQFfxr10O820Ycymmrap4KSusrSoqChQ11/w4j9Diroo2gBQf0XNeoPgVK/kHHv0+L9mt6NkX+VMa/xLVhJudM0SltV57kvTRT7/fmZY3SvOWOqKpSeos7nGkVxPgGW7VNHzvhzKAr+ExJUfSml+tyn/W7Upn9VRR/rir4WF4b6GDyIMFGjOABGve+ka/9S8+Ofpuv6k5c/FzHhUwEb/0QItitJtbv2Wudoiq0d7Yz9yiLMuFas+E5QUajjuCE8DJvxjarhU3X3sazqd5/qe7ne+lhf+llZ9LkqXNi/AMB+hhA/hxK/BxT7IUwQUH+FAvURiKC+CFl+Ts/9Od77s67HP+Ljvhcz4WcZG38AFHsvoiq9e4XOXbK0N1BZyWuTJChlnY65Vjn6qKt8rjTrNbSDryBn/Kga8a+49iloqP+t4ta/uppQn4IFDX+GD/8GEfsAlKgPokSKBOgX0EB9CXLsKzruj8f/HL/+HI/3NTnHj+ur3+VM/Cpfxl8hgJzTu9/vVbarqqn+dHD6zllPUq0kt3plhV4qitp0GVu01yAaX4JOfS4u8T2wqK+hA/2trPpbWvUnWOCwrwHE34EE/Q8m6ItIUf9EAfVZLFA/ghv11+TqU17uFyrun6Grv6UM/S1lT8YHAEOXI1F7XmV1/ftipUpaO0LQDtyqDab3GpXFVdfofsLKV5rinMQNCIdx5HkOQeNf+NYnoIHwF5hBfwUD9UUEsC9woL/BQ/0OIup7IFF/hAD1UyBAv8UD9GPQoI9BEPoicBFfixjxqYiNHwKV8SeQQPJYShh8iTq9l0YWf6uucuCXRiq1lZNTonvFwZTFXmt0UyVN5VdZLRxDj5hXCKp/QWl8Ex/Gd4CC+jVuAOEgfBkZhD9Dh/gYbEAfhw/xfRyhr6QKfSpf4lv5sh+Fy/hJnIxPAQWVv+BlcqXrk1xb0cz0rGdVQ2WaAKQTnS9QVbeAXux0/MVCT/9OVemjaDy8SuvkWD995yoS/4OE8Q9gMX4MCMafYWN8HkLGHwICk/GJiDB+ECTj4+AxPgMwOD/CA9y1nn78yab7bXWFncdXWagYVg7NEIWkpCiQdzs0QheLhdLc67y5VflPVuv2T1gMj9LKONXPk3+PxlyrCe4TpOxuoaruGK7WTqFq7FhPSc4FevGlLNaNpjS7SSrXYqovDXTwqkb6wNaOzRlohqrqDVoVtjqu8l7ncU1TWa3yVqrKe4kq32kqXw9FrfkT1eZQU+qfpFN5M1HlOqq6vVioZVV26uMqh8bHQlERVKZCQWkwQBVNDhgV1ko5dZ2Ou96rNfqaO0VLXeXNvcqfXO4VOqbCQqF7rypLBWKVUyO1JYQUjS51a4JgUGVttHSzVz4ulnr52cVKx11sd0x1jdZU2KkjVXaq5rWpAvnm1Gi42m5tPChhzXMN15bLaWv7s8HqhsfF1sYMq5ubGFc2OQJ8b7QTsnZ+higAJUk10EAD6DxD5WgKWYZqMMsBD1oiP4IwGSczd/gutbl3QaO72Fzf7SzDh+Ts/PiW23ESzFn/d0PEbx8h7tKV8AVneRRx4wHlChe32CzIFVTVUOmnqfwdP2yc7W7y0vOHh2fC6rG9/Xa+GZe+Ff+Cal7/jPSTVKQ3E0M+khPa26jx4jOSbPCfpgHuleluwHV8H+jc9+wN509U+zPVZD6qRfHsBPKvHki/A6XmPV+wt1HGg5fJHdbdi63uYhjEJHyoSYoT7JeWmiiRT0EYBoXngiY3eL/MTvpiS8o6fMla/MhLSBp8MrHhIwCXeVaYSpUsMJVbMBNv7sc5uTvhXGmqKxbaBAvHOs9eG+vY23WSccGLoxEOTk5uvhCy755fdE6Lkclzh0dJ34RFOt9qVk0t8/UykD/mQnoqIOQX6SA9k9T3QjKXKxAllQX/GkrPcM+R1Xbc9ygT9zc95N8gkV6oSvYhnPH6GLnCO7574XoNHUnK/CYo2Cs1GSEIBPkYeMngZeoQCz/IGf5l+FGSpsOBdeWdiO8+gBjsVFNbE7jEV7a+4Ck/ET5zObr+nVsTKE+OBIUgW09ZoZ8MJIDiZf72TgcpSflX6fhMsqiLazIw81rgRjT67tvB/mnSg8Wg9+tg/hkM+V0CzN8yAvoTUNcMfkCF6kx46ww9vDZaCQ37RIOWsOJ/eca/kXq5lYT2OUbmK3ng8yhnZcTECX4EvLAjdalCvf5JS67/kYxQLyRE+gzC/DgdY+YNPetzju9Z0+Gj0Yi3ES7zCuEpTX4tLq2sLLGVa4WvZHlVuMojENt9T47OAgkg2J81hQpDOlANmqa2NZhTVxUiLFwM3tzjHikrOW9ZJsPDXnaYMWbyaBIFf17X0bxmk54GHBK9GQzowwqY73ViPg4t6HGiCJyE1fIopPtaqOCz8+Ek/XqIWp9qS39qZ/96o+M0XyJSj0JG7VvU1uhOBkf4G3RFTsRF/pOVKE6WICWpHunI9UVGrA/6IPoK4nQc0PPy4E1/sc78FhrvCDCJmUCJMmVbiatUucLi+oLFh++r/7ea/l9dnzIcvgkLEuqxoNWNVAvAjgclH0MqLxMX1cXg0P7WOEkZPiUbi4u/wITZ2yyO+n0I9FoR6XUh0eu8m9du0h8N+sURoC+LAT3YAfO5BDA/CQBy1rOmfXdhHf9odoQWToqB6L2Jhup3f8ZfqsH8/LPhJDwQEXcqZ23fkiZ3MDjBF4CWwI2uyI+acj3TkxFEUGK9Pon1O2VEt2J84A2Axx4ijIXIERH2twtlyrYKZ9FyCWCyc6Ett/iNfFZDPOIuK5zpPH3x/cZxnaLyMUAZncuZ2N0YJyVP4zUdJirPaH85R0ev/Xhew1H/tfmUVuavUTCfzMV8LAJAHyXEENCDZLC38EInX83Kg5CeYPGBfvaHrPX+j2zExxoafyu7PUMANe7lLe5WzNauxczbveT2vgEs601ST6xvWpIkhBCSIKE5ERImND+K4z4okoB/rWgm93bDSZY4gTKlrq3CVuqvOCvc5R7CZ+D6b1/IyI5kjYp3YGmtY91slX7WT86jfFV52yLlpeQf2TfkO/p67zJ2NP9i0M9o9HpQ6HQdG/SdX27IJ/OFAOixmIAegW70xlNQ6W/AXmfA28iM4eoQjZSP+N6e8XGmUJ7DiJKDxdUdSxm2Y5FDu5aWn3OdyJ9icgTJESNGsD+akr2R3vdLlQ6cAr3lVrQI4Clut+ut+n7FWPaVuKpFeG4/Ti4MBgLkx7eJrZ/sPC/p3lhpLnV+F8d6I1FA+BoiI+bk6zTrPxZqOQ0mBipDv9um298xaCjn+4368F8Q+WVgzAfTJQDoPcAgP8eq4RhWQP8dq/x3m1mTSoSluTL65ZWcaNwJWZd7odkdBLUp/1qR/uqJ9Nwl0zuFUN1KRqw7CYQPiGC3UZEiU2pe5Kd1pssKPoHWUiRqiirc7Yal1N4qK62wV9dziAWv15b3v0WKAPZ4UslC0g70hhUO9OcxJIOnFSK+rtJOM3xGxjMPi1Hnb3rMGZ/N/8Wf14DbKvSKTCyQL2aB+V0DQD8lxHyuz/ZKstgViI5vJDd+OgsiXgvF9OzcdbZ20tFa285hhQP3YrP7DLIZt4oiX0KUJUxKVusuEgLkic0O+puwlzJvbC26Cjh8hBsGRwF/w1r2VXhL2JuIIWv6hImRkq8wJUWTamBAFk8NtP4MGxDcjKDg6ygrI/nuGabndBj5mwz0NZn5tZyV57ux57tQ5zXe9dst+kkr8ut2zDeLMd/LAdBzORF9Cyrob+QaZ0BLvnxUBjxWqzPF0hTZJC1tceh/ncanyQb5DRE+OANiKeRPcEL91ZQSI1XrRiJy3UdDgly3UAdOcPZP4IatpMnBDgKe4oKbQKmpwFLqbjdLls0lFm/+rv7bINfi4s7NoZmRVN1QoRmwtjd/d8kBBlS8jN+kpeXtMDNPeAn5zjJRr8XIr8ukr9Oi34M5iTuv+7LfdNNrfpkvOAR6tRnSkzEAvVcK+Uc4yO/JWrgIqeIPyLHiQCM9oVE6CLv3kU296yXt/hLTDg/9C1hvfJGXgWOIwvMJTUaQHkuE6blJqnsJaYh1GxUNcTBlZ/sUgthMm0D2fgJz4OlBuJYKh7CEKhylnrKpvFPhK1uEGO5rcG2cUZ44OVSLrB0pC0I9mdxr9AWQ2EB3OknM411i/g4T84Camu9ss2Bm7/rN6COY8203fdhM9IsiQJ+3Q/6ZA/LBEpifZYKpd9jK+pL89RnY8Z9kylNlw9/MjuKfG2X3j2q2tt6hN5NO3eRFAo9vMwXzoBU2z3AFegkhSJ9FhaT6pyNWIddtRNSDZhNtkAVo9yCe2E+dRXZXrGQ7ee7wFFLESB0VTlJLgUWop8BMam74Sc0VRwmHrVzZDoj/PscGl0nBAzA+q3oyHB0hTj3J8klMoHrYG9rnJvEAO/c37Qz4LpNfz2FfL2q/Fwn1al6/SS8pRX5fB/LXatxci44On+JEyHE0iXIgnRyHoKp5EdTw4mnmRU5xEc11D2FrcLY7b+LZ26mnacKV+FxU+1ihCS4BifwLTabXCmF67xHqoUCgbiYiQLD7yEd2E3VAs4s0sG6ir6Ld02jAlPgDHfsp3EFUGASpKfCSJ3sqLIXKruKGu3YQ+nG8/0QQErJqqKh8962RzlUPHjy0cWmiUHGUBaehdykzdrnIy+/p/YHHx+yb8aPxvH4U+kb0ea03/YaTrxk2PR+Uq5t14TgUL1tOhAuZizCmdq0PFfyCPOYWWB8/zZkvw2CaR97XUbohyrryDvXQZ9rWZ9LZd/LZ++kH6ClIfBJDPYMvOuH0Dlmg3xKB+iok1EcRoe4mINWd5AO7kYx4ZPfRBtc9RLa0fSIZ2F0aypYSC9lgIFJgJEqaQNlT3glhMZu3Qwuk+wOUx1Y0UCZXN9N5nmctU1nsLI6SyvsrpN1Tvli5HJ+f5/iVhUU+vqN+OxK9TsR5vTe9uK7oc/OPgk++PLGTySt8Fba/F+Ei5ke0kB0CH0ZeVM1xHFH6WdDNz/Lh43egYbBYWn/rSfwXKvZfDDD+AB3Gv0Al3rzXCHyrpAlQ41cZ7T/97B8qCKjeUEG7yEgDABbGv/pw8K0j8itMkd4KyfRSQ6rbycd1b6QjDrJmURtoMoaURznx6LGhwj88KGIkyY7yDGGEHRVmsqPAT6rsbtjKTYjb7kbXr1uD3OLlBRsjK6cKLdK1uU5V5R11U91JnBj53OPk+zY935c36Rjl4z7521B7OhHDwZFMHvZU/FT0HH+uKWp+jF3gnYSVHQiULjeiZexeChG8hCx3Cqbjxm2UUxwG2pEXoD+lyfgkMHQeyEbvRz9j/z5leQasK9eSwvKkHrFvp2z3qUaeSmh8K6R/ighKaEgq6QSI8X90+B5UgukbsMi3+qB6rhDrflrqoMZmI3FQs5eA0OyhNu+HKB/4l4bimcGfwjz2U9jHJnIkhM31HGFTgZtsqvCTLRWWYuUvxHl0dX06zBs5cPy1lyZ6QcIF35y9fQjRseEYH9+n6blJP5Lz75yONq5ZGeaWdOctv8efdY+Un2cCEQ/2lncnY2YuJUzaa4CQ5EhYD36jOv4V9PJSGfFbHp4g6tZhoz4OG/Sz07xPkPI6FCFdvndG5pJ3aM/cW/vk3ZkHppld7AnYDyjB5dppWuanhn6uEVF9qaKjpKX6VFJK+xooYP00QDbOZUT+1gfXd4NgN9QPms3Uw2YrdXCzk3jUbKYP6rJuZGnBq8RP3rSDAx+HCgfZUOEhGwr8wZYCH9lcsJLdBY/Q5FLgKtcAFnMLwn0PE2s+j27X97PcvwAjPIwZgzIsCamw0rGO6e0ElTcGFrzYaYeHz8Ps/F4m5w/B4U9+j+/IyFio6fnZtlj56bZY+S9vdQfBCZUvgMCKCwlVeADRvMuo/ltZkVFM00DU+jFa0EeBYj8bRfsRDK4cvFd2+i/tlXJrZM6o9pZ2yju3dwre3ZNw7l5MwN4UtCXK56dCqj+FtM9VaqJfleUVX4AT4wcBmb2IgOy1PpDf/ZF9FBOQmisBscl+ScnNhfgkPAnzxr10Exo4Mtigx6PAQT4FJvLBozo/OBM4hH/FWb5CvPYPxIY3i4ur9+Xi8P6CdujPMVY31GiKFClmClw/OOLX2wUBJA6GjpLzgZSWkIo0+I3iMoCK92EkyUtgsHArnBr5P7KLbzCdLX+VCb8zY94nOq3yyBPo8bfXuJdRKfuYUO2NZsJOKMbLC8/GrsgoxwZ3x0U6uTvWzV2s2Pe6MWYudWTlOdDISw3tKij63yjuFP0ATvxWUpB3mnDBBWAy9acd0Dd5gL0TkZsrBal5kg+aKy3RHogPw5Ewd3yKDuFKnjJu/AmcwaHAHPh4lOcPIWfyRHIKYC50lN+rf0C5M2fiTTD4MVag0LKBUrClQxNNwjC0M1lvExwkHEyu7W2Qlk+sFNO/DIvv2Tn+5fDyTgPHjmNBQR1ISCpJauXyH1QaOTH8nule0or/IcP4OVi+X/kgzMeKdVc8C/NEM2RfbHykNAwcFDwlIeAhA0djPUjMdPWVeXuY3hMV75NA9qshrZtAvhyPpe+VIfLEycKDxZvfYcuHJ9lO90VABL1ucW5wcs6clTEjZh7yzLrFCBCR3qz0aARTD9SmAA9Ye1RZKr0xcJO22BqYRzPAwMNJPpBS/CCLST7F1z0XYIZ99VfBwv7+YQAARIhdRWgChYoCohgX2FCNMDbU4wM7igIAu8zWsMu21ibbXvAI53IaudTmj0dd6nhTpo0bAX64VYqs+yd0ZYZ2/3rLq0O8lbyzZ5VdnQdMGDCcO3UtfYoZtHvx4nIWdzJ1ffcrUnW/C+QD/vXN0OfRiFKKIF+cJnQ68ALWdxpb9m/T2e5/12jaHK0ZMzhksAc3lh0zMvIZmpDqpyi07eqGOmXC5MUsz1ComH0ltL0VMCqOk3RngoN3q4MEnAz/iSOWc/u839pXgBcy7G/ghg4itteQxPYeouh2qRgTUODFhnKsDEs52wBQ2GL2t+5yItVJpMehigI32Dw7hv0R2dF/rFUpfJe2OL2LxeEdzc7wYB7OQpzHizX7CV0X7tX1hYZ3t7m2C/bouV+NG3x6eDMEc0CvaQU6/3wHvtl8w+lsc34ctTQ07T6aNuffZ2i+yxh9UzPxlafr3N4udXOlp2YoWVsaeX7itRFHUeUdVUM9EihF/qbI2IhWaHi2REbJ70l2vssjmX/5sJ71lyHDrQI17O930EOIEywOaLG5jQ3sqCfIziJk51Cb7Y1Vg3l6wONSmjZ+BKjhOFtqzvOF5zhdNt9ayfkEY4C8bC6RTC7vZWDy+r6iDIFbVYwtcDBeanBrWl74hwP6Phs1MIBeDwP5hjrmd2KRJ5V6vttw/jXtdrt9fWb7o+38ZajfbhvOKQa/cv+SWYq6FVD4scHNWmexVHXeT9T5QYjkuFti4unu2hAXv3aoeCe5+TKQd6fgh+FYfxaOJchhWw122N4RJAJQUcDmKiKwpRRdNDqwoxwf0GALmZ3VpbFQSXn+kNrEsY38MOwbLNlru7bv4cLz7U0W7GOk1bgan+LJ0AGebE5O72FxexdTN3gCxjjwCsx6vKxt8GBg1uZudpd4PzIOHuiHQ0oDqtgj+w15dJxdw72xabc6e6Oh8Zzem/HNSrEYR4wX4S0NRTwFVNnQ0EtQ+RngeOBshoWXm4RTI0ycS/wHQRP/BlZ4FodfBXa41eCH7SUUQcLE7hqm2F3EFQa0WADGF/zkQoUaTJdwp5BDQUFl2thRnDk20R6FXVMFu7U6W7a7Z8vOryXDXkVbi4/hIyT8FzGxtr2P1f29C9zcwYRJ0zM8oBQU78MR7VsMIm/xl15j0b/l5OK0bW3arRrPTprZFAtlLb7mf03NzI8Y+31rojYFYCnNFKpwskgPvBjgaYJ9c2iChpeTlOdbYbjAowKxzhUI4lqBH54lCOJXX0ISu6rQxPZSIaDAnlp8cpRgT2V6QPYMFugw36K/TNlTYhGQFAFyqE1NHRsqs8aNHYTHtWukYHeOlu3edtlunh8hMT7HCXN9hrMPz2JHdzBgcWHi+PTY8Po+CMJU3w3o+ebtOETe9P7D+V7MydlwcFo3rc4Oj1pa2vb1Gc9pSrlwoNdnS0dNZS6z03ebtYw6WlFmr66y8mYCB+X0KDnPhXLtIA5ZvAtY4VJ/FF4VyOFZgyM2FuGJbVUYwAC7e7hiUyESkAADWyqK8YH9VJlBlmuoy8SITXUK6WA/PWXi2E+dGGwfuqwsOdq98zOm5VI91Rdu2c/qFh+Gbs5vTO9zcmkn7CDnfDRsQL9no4a8+W7IG9KIvOsbIg7ty83Jwb1ttzo79VrPvpqPzWk1q4M7J3+5/8cxTFLsbCPLxrrjoatUOHWN+thcWuXp8M4AByfzKjv/Zul4K5BkjkHikIModPHuoIftNLhhSw2K2FWGKvb38IDtRUxgU00pNrClGGNsqMgLtteTyS9gsLDB/IresrliI0N8bCdNDbbTZY7thInBZrqkYB9lQrB32L77pgl24+R4ybnOF+3mCdtunzAiL5/zcMG+KazoSOi4vG0P8mLk+sLA3gKPh4blgTX2bNCY997WqzFvPhzyllQy7zoMlCdISze347Zvbm1sbGtmrhfTEXBNynGRDXQ8qcqD1vf7hZuiiVp4EvoWtLHDNVJ+7oRvU2w83eXnJCcz70dJP9Cyvtzl5LNQum0aj0g2iEUHNvfwxGYyHLGjDlXsbqKL7V2EsakaY5yb+YPMQj1ma9VfdpeWsqXEIzh1DvGxl5g2N8ixmTRl3Agzxha6bGDznOHuGyfX43S5Oc4XWM7mAQP7Cut50JEZz3vUKblZneC/gIWt4b3MnBMBzjdD/t4NDOa98fJmyLsvg3lbPpn3NpPuPwraafeu49nRkdPZdRxcj5vPrtt+ds3WJgS9+K/HNycp6fr0+G9hQkR9JGRBSTvPXt2aqFgqK0rYlbspQlbaqRUqXo0R83GU4M9FWk5aWnIeEHN8Qc1NzINl2h3IZJWrYLxxK0QXR0pk8STJCI4Vrs0cQ202tqvoK0w2kb20+WMjbXKwjTR37KBJCN6zKMC1gBuOc1fhO4EitvYMattAqf6mi81vtF85e/986ezsILCdPXQE5udEY7QXAoPzEdC8nGzNLu9kYmV0g8dTIuJ5dnV1fhvIe9PKvJ9W/SP9tvt3dnV0cz57xwHtDSe091tQzr5Z9BfD8/CjGUa6MTJyW2hKEj9Jza5qptDZCBV2KuZSoafCsf4IlSNvQ2yMm6MMHzGQjAX/U5Sbw6wMWx4Pz1Lzdpeb4A8q/nGCb6Y5eCOWYkeA88o3bLNv1WM+oQ7jpLTZYw9d3tjawBK75kzTz6dWtp9WyfkVjNCxXttfRdBScxwvOTunq4t293htN9CXzt55EVnPi8DoPClM6E/QxIzlufH9jK7vd0c4XA4C+XR2dxbID+w8W+Qezt54OjtvZ9d3O3vTycX1fMvFsd3srXaz/2Z1cR+PZ07yfbBTrc3tTtmqmKo6JMtmCpXRvaFCaa41+qbq/A6I4EiMvNzkYNk5p8jn7FLzyzET3kiX+Ha9y83MW2Z+D1Pze3p5epvh/3H+juLxb3jNf6kVL4JpCsoThP3ECWQ3bfrAsW/4OmwaLT4bK6T66gbRSyWQpZfWsB7rZPprEuitN1dqrtVys7dZcPaOl/Y+X7YPEiPjuREZ0H/Cbu4F+87h5YUBY9t7GbsiFj5nd0H0dxfMx5MxvxBIF/b7Ee+mjmfP/fxyWqtOiXs2dh3Tc3JM+CZLllxolusCtHBQeG+u4011lb4pSoOBQUtIzfsp8j2zS+hgeksWL5pnluE65N2OJyqaeeAl5/h4nePrbYrPp9l5vk3O83F6Xq8T/ETwdx+t6TnkUJxEhGwjTBs7h0/DxmrZ2dUh1E9zRD9rZT/XVLiVKuPTao3PURNulQH9FAj01B/T40yxec4WnG+7crQHCtP5kBjPj8SArhNGcxBgThxM29+/tImx4V2M29/dwdLQ5szM4T2vCNfvIpCPh4H0eTPmKxYBw2v8qdFud3qC5GyuTTIupnR7JuROVESsJYDRwCbK5E7gobmy2l47pa7Rz+5V2oCLEnxyjpKPc7R8XuPiMb9wCX9FxeEuXqTPLKs65Z0FX1QU80BMyveFwePveWbuzO8zfnxFun4HYDNn2uTgQ5QzrpW7cJopOdJPO4B+rjoK8ig58VFUzjNdw4WHbk88mkAN6KtDqtduybnWi/Y7X9oHge3cSOznOmBoHuOsxs3gDPcGa8PjOxO4L3H3OlM3d7Ewt76n2d2dr8jV+fhqGNmAiT93OVseH+3j8jo8jDjCOzcRbyn58RkXERMVd33Ber9w70tuap7D1lX91qWJFs1EEn5yHKWsKkZY+Bi9ucrP5UVS/jIM12uxF+gMvTgspsHgMk+/rHPgjopevpjJeM6LN+Rf31Bc/5Ie/wmm3YXUQLyaBPuqDuulclXSe+Qt5/C1mQ0dH0UzvtHMeCgOhkMVkB/tAX0Nk+u3O0FfdnZONObzHrKb/1BzcrO4wr27xuj+XqEL1090pfgYW+C/0sCIwQUezc7ufEK636NA/iKS6MGGPq8Nhb7r8HZ0stYHLp5Eu6e485OOjIkbEhBPfOfndymgHZpqCuVrI5VnHKqbm7+pK9QpxASpi8mZqbQ83ePk8yo9P2kmxcNbvnyFQaVhMXNHpx0b+MbU8nC48pOnd/2+vMfT6HryIRpJl0YwX77CuY7s5B2w419FNwsJEx8vZR3/R967POT99YZ8apHobaDYfKeL50BedC70tXOgsTCfM0kjO5i3v3vxUrt7l5zcu1mUvoUxBgHiwZC11Z1MTU7waXR05/Mg6pBH5IfPDo3s6Gi4QLiYk/Cblzv8xlpMX9HSLjz5EDj5Oi/+pRawL1eqRsdWV6iMqxzri++a0yxfAhTRuZj5cjm7ujxLNwgO1gIWvVgsy3JU+rpm/NFmoY1vWN9z8U3IoP1GEyd3oWTHdTQgYXAOU/pY1+qs+Byo5HGAqGrQLq1SOtaHfGuR6bVScP7TtXMhLzvnAau5k5emY0lzOxhbnd+dxJGdqcnLBGUSHK2u8GFsdAcL+4IDPNxc2i25MF1MRtZeX+sFfRca8DBl2MHhTMz6ce9GMuHEZ9CZ9ixOKNfAOXa1ML0vB97BwY5tRRN91RXa4WoH24WbldLfoBwoj2uMPJ7k5e3uLukz3gm555aoPEZWdldTNzL9Tq3mmYA8HqhpebI/ykMZo3YeVKS8BhQlHzEjxm2uMChvYaZvQ6WZCyEtL98za57J2vkq7bjLqRx0XhNkPs0QLNsPgfVYz/UFw72s6d1r7e5cxtwIv4HbkRN5mQ/ldXOnLjQXggEW42PgBt/15QUt7mN4hy903Dt4T4HXiCpOM/J4vdl38d6vj4lYax6L2O8swGKv8oRyb+eTR3k+uQ2x3phvBYoTkEUYjHBmELw41XEVFTU7/QdLhPwtkj7iX5d4dqsOMdV52tdv2IvT5oftmmydiZavb1Aly28sOfIXRHa8xoeBxIfAqUL3XnMDXawES9XQ925/KtXHswVIT+NB9Fkhr53neFGvAowCD/NG+C62urmTIXDGwIGcsNTspjPUzpY3x7oigS4ONgRVDbZoCwdnVtIS2rkBhaXagRuXcGmm3QpeHR0oUzRWyae63k9WqKbXquhG/vnq6Fhdba9b6ZkzGoD46uSISYmmlKTyVKaQLs51Z4KSD1c3x3olCitF7AxTvoEghZ02cRkBzXOJ7jabxq2pbigvEc9ZFDDiHBjh8Q+iILmOHjQOwFXU1oNCZ3T+M2UaFQ1VAwvbKyCg+WbDF6kAKhurmE+q/SUMVEifYIYCJ5JFhDPBwuYm13YqYb4+wQUxbpUktGkvVU0KGyVhta2BOiCVlT4sVAdqgQCKpnrV3dpAhyzwamn0ttKFqqbLyCCCQ+nyxnavMoKMlyOzw/uWJFysHHCsn23UGs0ihaU+RWmzUCCuoS2LKRtrEjAvUzRSDrxWN1ZbauXnVypvD1dN2wIIBtgVUMDiKU5YOAZu0rk62c0ElenPnnlRprLWBqpyslAecGuuiFNRp6z0ICp8b6ODGWcytlhJg3mdeRv7YqN719rakVyBcgIC+HApm2oUV5IIVfaaxDVUpYRbY02cNz2oqqlWPSgpzadwMWhZHqZt7F9c0L68ChmVg/AkyGfUaOApRFy4hKWhR2GnR6o/q1BLqGrUDJAAkjBEKVXYMvKJwnWqRqlz3a1Ga+7SVAkRFt4BkjJebH+WtSEhnib4XOTwfqVM7E0PjBc3uVtBO3uPJEAeAsPVzyhFI61Rw9XUhIFqS2MFCivVnP46F+lmp3OYz253W3MmVYjcy0uZmZ5gnpc2tGs5E7sTL1HewwgHhxHDgI+4kPUrop4z1TUUFTY6CY6C4sE5CxUi/sMJEbJvcXN7GL1BzcBARc45wlsxa8MLrHuVMzI3mj4X4quDjabY0mbDcLNTehwVpXSrEFVRz/B0RDtRq3KtwXvV0tKqQjVQLb3KGJZ/we0xPk5uURCvCpmwK+kC5TuGZHAXCQhwDVjcS+3Y3GiWt9DS7I1WZSDtVagAcR9LgByKlja4h+HjHAv6AVKK6Ydhxv0Bsw2ORMyXixl728PzEwMWR/coYbw+AQULXMvIh0u3hurl6txAtxqcgFxQabFvV/k0ktUR0Fu4SPEiT8aEPUua2SuAgIFHOYFy8aCsHb5P7yoLuxk4RMdGR8g4RUnGm+3V6f2LnFzap5ABexEqSV5BBhM8RQAdfiEq6V6c65920RuIccCHTElyKGTE2g47T+j513RduMXy7AdcGrlUJIzfEIXw8wjIbFCGDnGP748Qj+1MvKp8gRbbbM21zphRV+iRqWxVSWtnZ56fsny0Pbg318AobHR3/wTFwQt1C2pA8CVX0sRcC5vaw/D4nnbIeDVBQik6CSp/so1lM1BTTLP8CUk/5wKm62uDim6Yl2cEEy/my5zdveLezoUKma+DAMXIK5ixwFF00DqJCm7EuJKvKa9yxuxdZAAnw1tw0JMW78xjqTRzARZtHIlxxd+dtOBDYUbfOpE+B4v8rC+s/zhDxXCwrMyYL29036Jm5iBEOXIUJS5IaUfuVdrDKocmKAPVUpRrCyjnCZXNtVJq6vRBAhUGr1L29S64tX/J2X3MXyLnB8H7kIme9A9AUYK2o+HA7ZmzQFnp0BwKFiaIkG2Rco+WlpaRioIng4cXditna2d4kMe7pD33/To7wwckLKzHx+G45EuDJR6lWMC9llCQDnzoK+g+ULAX6oLz7RbpcbBU/0EsgEtRy3P8I/T7l1vcs6yF+Q8PWlSnrdHCB6p2stcUKbSgc7RLly4cujw0XdyaqZibgz2KEBje4wiPTzH78i63tIO54/tboiah32O9L+kJfokKXDTaPGSKW51pKer8f3Bkg0HItsRHSMjD0eE9brp9jvLyeXqUm8eLzIQ8THwdY+ULN1/fz7M+Xyen+Iie48IHQoYwGXbu4YpvSc44VicI94I/+NOjAg/66jlPFOt/grhsuXlOEgVoNz6Gltf45yeGzBg7QrdjMQt7DRwTnMKSUJTU2oaulmbOWrAANQBVjtXscwr7eYXuJmgVkM5bIIDiRqqEcCxoYZ5FTe1f3hgtP/95wj/J8fh7gYHHAtrSU9Qo3ax0poJeRwYQ3Eyf39fg0uLKIvcqjwdJhzUlL48nmam5+T3N8AvpByJKgv3eZhgeg902A2+l2MCvMn0cKxzCvZ0+7vSIwIN8qFxtHsSl5kNabm60ZXuhLprzdM2/GvOeh5uTl+UpIvLJ9ZmFmct7mBzbn4RZ+QsrH21NR03x2lS/WUQ68w8FJyIJvloaunu7TUBvoAEWH8ELyr3AnfkX2R1h+J+Jh3VNfx6K631EGiz25fWkqUx7LfDWXFNg7WijtVQ1+gkgWPEyeoePZ0uES2xErGxjpHy8iLsO71C34TQCN3iURTCJ/7v0/MObzLTMu+QUb/Flp+GDSC45FxHEaUSOMH5fYCEiOPMhKIecyhPJv1SZOS712OJDYX6wD+pyUyN0BNRlvc8W6z+EEfEldGR+Ju8xcO9i6P4MA+fu1XbmSwoQAMSdaKgfc6tQzierVIqUzfWDQ6l63k9U+Rm6Tp8AAwe+pEubmTq8yc3/05AwLP4kNKxPC9GR40M0UQxYXFY7OeJojeQixQa5s7nJMT7+TGCj2l0BdCt+9EQn9K5d0znoaTgDgjE+RLHJxSDjjldZecHL+oCW4+tVir+H6XlBMP1D8d8IfvsRqeQAVBmSONThiJdonHFBz84Hhv8oxT+OcNmfwkf+1fTxb2YGr4JsAIsWHCEsRUdIW3I20BXpl7rs3AE0Cw6Gd/e1MmXIjMErhIt7lzUy94Gkg3fg6p4JatytP5WdvoQFrHMgJINLKfNKOxgdYeP7MMG7/kyk9yciozj82eiZSdc/AyRA7HGil0b6Q4GIaG7CYGRUuTTABqyLmVODnDv7G3RbW4TkvAV8FxxKjuhceN9v3eF1z717epTd0794VycBqOIyFH0cCmTYzywD7/eYWLb5dgkiN/jW4Yl7C0Oca0LiCgFedaYZ+ETAPrD4nPT4WsR6LwL/+JRmBsfS1HEryBcfEhN0ICw1F8qSg7ODqtzsoCw2e6jLC2cXbcHZRlq2eNlIfwUm6j/gjPxMT/Bm7gZPOEbX5/YrZcKeowMZ58BdOv1ErX9vDs1VkNBwD5QAuZYzYf41dnc4eUHO+oz7YjGlGPypyTj28JkRj2xc+1TEdHR0/ASmJDoKWgaddURY+BZS0Uw9fJnI3A3RcZLwjY0R8nyR4Hcw6MGd6oauhYWXZ3WtvKxn7W39ak/rVHtWf9LzXmrvey4/DptFYYw9gWIGV6EI41aGHj51uMHEt7SwVnzJMMSHRHIZv88zfEPM+mekNa8DTPYAMo28AuYGZ2JU8Zyv7IGkZK3g3OyhLDc4m6iLEpNYz4/Cbt7jJT8HGgeNfoE3yzMko9s72Jzbo4DR8hgRIPArJKEnXaGHwkKvVdTzAliEOBAnQ8TO5S3vz/KDnY2LiYmKmJ2FUz5pMxjCYDuflJiIn5+JYTY0tCfRVOchX5xrVOrWtanWUbN8CklA50LGCyPaYOHhFCPd+CTBT6Jo5VF4R8/KqzpW3tdKz+qKj8LG6ruwr7x+F3bU34T9FEhhcwU3bCytLMQTxzpEIYAAv0JkcabDEmeRuMEJwfUHw/X3Pfc5z0cv/gql2k+IUeA/TbTngUKzhaxst9BQl5xN5JWDlKREBIY9DzUiP4s7pKsT/BN8GT7Eu3NhK/MQtjx5Dh81viMIjYuwhcmpnBl7lTW2k+EJ3g4xPE5U3OPNxXcCGvkUl/F+7i8HI1+8VuKTspGmPxPBTpIceT0TcLWdq1DZUGeaO5V/1XNzJ1qWJFLOqR0i/i3R8e0xsvNaunhQeVbbas/qaoIV4IZ9dXVlVUjCxP5+D1W8CjEFYgGXQiTgWocwHsfpeMrvd+5dP/N17UcZPpUaZSL8CIvRda5Ud1EXzx7y0m4iI6+cbdSVg/Sl1dlKYE5L2sQeJswt72PqAG+GDB/jydwJ+r3szi7Q8GhnfodzaL+SpvYucXYvA2R8HqXnFen/sQ6/Hj/z0u9ivwyWdhgozZh8sN6OT8rx+NORDtMyGGixjTSjJPTk6OhW5/+DJDwMGyMtExk3D+ZxrupXet9j6WFhZe2qvgtVVd1EFy++lNjiWDLZNl/X9CfF9RHrn02EMWe/EgKcmG+FkbC3Xq676MuOzi7yot1HOwms50lfN8cCk/qWtji9j4mZ0SN83ZIVb8OS42Zj9hb/bmYHGPgyPMCvFT7+DTLzb4+Zz5vs/K7pL9LgMzrWP6ek28N4MP4zn38Mmer/Mptszesx6D0Ru375SNnJyXkTE7LqJCw072du4EoH6ySVNw8OKHjaYOCknJohIh0k5tcyAGL4d6/qWVZ8WvvLt7Wrvt6qQRAjVBjg4kUMGe/AWeVxtaR4rLmZSDlbe9gbH95ToBlwnS8jLzv7yIvOPkJiIvKCPYgxDwcD93cXpnZXdz0dO8+L4QGFp5l53cyv8WV6h2Ts/I4WmIh5xfD+L/87NjIu1u885+PYxXYocP6PzcrIlGEvDqOT1ygOv9MQ8O/fnhwaiurNUk1M+LmZska3kgUPsNhpgX2RbYmNhY+bfPwIwROv6rPq49rfPgkadpX3S/ihBIsCuI0PbO7jBLubOWRz0WP/QJ85DFruPGja73Q04wXDmmPPO8Fyxm0uj/APrNH4zhaaAx156TnSF8/OkZa++Bzoq/oXZCB4mbg1Ora0r+r3ZES/xzeD+rsmLH6mre1g9Bz9fgbQ8FFcS4r/+PEvOSXfieikwlXO/j+7eV2m5ianTEt9+Kzqlp2Yl6z/xodtwfKjWaZ3WOFgZygXBiKg8LnWBFJw2Gb66Mpg3gXhi3f5vNfqo/Crrx+FXeVX5SVxIgUBjFOOEWypSx1n50CXORYVreVU4ST/cnrwC5hDXoAmlMtIxHImZszc3d0ZngabkPdwwflQF86XwH6OlKQE5kPzDcyA8DIvamfiCj/3xcf1+DCIRqHnq0D+3I2eq1mpcXezw8vTYYY/P+mPOTMFDy78cdqNKjq9mRsz7Y44zoBXRjqGe+CgsYM+S1D42RpZaOqJnMJKx1JVaG0Cg3eTsUv72yIcnFmgYCXcH43DHedu+VmoqgLkUFVVOAIxkbt4QAsGdhTUpIzdzdBhm20Mm0zYlH89Q/gUZ5AXYdY4T6YEr9mTcC4tGW7lbe1j5gTh8N4VZq7wQOSuvAnsqOZKYX4ej9yo1MeVSETBLE+yGIZBhaBSqKw2w3FxHAgCgEDTKoXaNmT1aJpUAQQGAIAEEAMBxA8EAAHM0JwADit4IKd5vWi910b/J4lO7XnQ9X779teLn/b953qXSw5iA766hqS8QaAznHuuBXG8r6Iz+TOX7sZZztaG3raiGaDsmeoSZoL7wSyJ/PX6Ht8HeTDeh+M3k+cNm1s43Xvf/IVzbZKxzLuxSeemii4LRPr/5E3mV++zH98e/pYbAe8zoQcXnWu8g+2beYeiNYHXdZ+vJv3U+i+7p9+j2bDhFsy1N1S4MLzPMJ405rVIDvDWUlj7H+q8Onj+fPIp9+19x3zRXuLzfYdhsZZ21kZXq8o1eyJ5mHthHfs/S+bzSYGf+MIcy4j39eelxA2W1FwPxvlI9tq393hoLG42GMfUvhUHBwq/5yNxPIHxGxOgRnP5PaXjnzOTJxh77HnqZqRCB7IMA+xPL58sYk8R9DjDxBwIeECij5JtO/ncAGUBCPxN+Yn376hO2Nq+P/xhOD/4/UYg2bnZgd11ET7XykO1uKWMCIQGbmsLpWECuFjeW+mfuIhb81U7F3RQQ8YR/trGDsxZZpy3N49fSoE5m71kWmFU8os5ORFbefgCXeWN7Dr+a2LLpFl7IB18grrwN/73S+uD0zs+2F9kbC9qXMUuaC54Ezq0W0TzFPO0vYHE3IW0nQsZjOJvLJx259n1yFv/ecT7DIn8N8XMex/h7QU6vxTNia6ReKKPFj9Lnx9gPghvBb4CfXVwkef3+Iod9pzhWBt2Yo7BdsDu0ukxZltjb4yLhzfSzqXhCe6omPF7YkyrAHMzDsI/29G/c2j+7iu8AzkpSLzft3Pd4NfwwJsv82vfF9dCGNL5C3wsyJ+EWanQJRJ+YEEeNv9Dhl5IDjD2oe/fYtFYOEVyufEd+YN+83MHx/hzknejMnSHEERSoQdLOpvfPGXv78fKMsNYBq0yd/VUf9ymYNeHq4j+8om4pXAh2+Q1DMtmQh6HDGBYAuxS+RnSw3poaL8e0OPd3jvBbx/6i6L+d/qnbsxoAzQXJHZjs5MUfMLmBn+AeVGJJTdz9x9oXxEcLbHVtOnOrezfnrwH2M8/kPt3rn7DzPUHwZpWX8becm/AeL/o2Oxl3gD0G2p88O4mDO7P+L/lHYlx63VIR9DSL8pT16zpa1m0G9Tod2RMUD+g8w9sPhdYkP+/YX/sp+DrKe92rjt0u6FZkeQEZH8YfwPY+Y/0AbBofw6kT2oxQI+i9rVRzDevAzsJI/apGbKbXwZ9/wPU2cBd7C/QVcO/O/vTmOABpPgN6CsoOeBtGbYP8ZZdHf4PuF+orE/lbVqbQvjH7CnxwnWgd8fFl9t7jynk//O5A7zO/9s3ulfhsFxh36NwgWme4dqCUC8YVecNCHcjkg/i/ET0kzOE/qGEGuKwwBNjFQuM99sf/PuszXe/47xw+RrfNc/D9n38m3KLUoWv/+IJVoEz/AeYnv+Fi1d+//5Pd/s/rIe4gOLr2X9wWj+E4+gIPPHk5nWgfjzsAcrO84+2WzhfLtkv6OsC+QMComCEfoK1YLET0Le/rgka0k4BkcAc92of7r7wsv04qkrKfRuC2V9x/jTJ8Kdbfzam/573KwMCfMwylBw8gDK0AWPnBzwWjHXzv+7/f/z+svuT5qduPrC+Hjf3yxn/2O9BztuL3qfDyDXBJtY3CWHL9ictN0fIfgYYsH8BfILQvc+CDyq+B8Dc/WFZytlDXnqZEcIT6oPgFTozD/jhuDB4V/gG6DvtJTxndBaJBdnv7Hm/pb77fOkIfYXRdcRqzvevbI+jJt6PGEh2gf93/45dj6rBbPDB+XSgkQ9gfVTuBwyI/033Waz5rO+FZq33zXzNej7rb3ZevD9g8UHuw/29qOHD3Uh3vnwbaHt/DnzXIfJrnt0Dvf//t1j5AC4seLQf5CE6fQv+G2Ttfc5/7EOUkygmgN0DDgD6jXoMyCMm9jBvV/uevlFfgdq/h2E1tuvoFqTiNYr6j3+AX92f0oaPCU97gMQC1c0dph/1B/QDpk9QegDfAkAWxP8d8h5cDiDjPjnfYv7oc+mxHvlzxMcbsA/hPtBBrBGAFYB0nmbVtfy7tnAcsP/y1L7HjECsZ0Aegvu+F8qiwwvECRi80GdehxXxdkB1tc75qedmBqPcO/g5bNSxB7mLz+67r9O50fT5dKz/vn8C7wz/0UGi8pUz2iyvAcyG0Lyx5h2w2ACW+ZL9xhyg/Pdgmm/9wVbxu41/jwS9TrFimRHCVU70czFfqnUDJgfiX2z66X799s8ywP7Xc+DUgN76n/R6suPZuCD6/bmPB4AtaP0BxglmxsU6yOxlicuSdOcwwi3IjeeCfbBbQ79pYDhv0v9Ivgc04QPU6fv01RtT8ok/J8M3piP/U6YBn+sXXK7+Yjkg3yDDgK37BQ4kP/tTB/h5e7jzpLoftGvHs4D7c6cHlP3/cMVAJyrGEo5aPwA4AC87ADXPH75A2QcNbHi0IZF7cgJPYoK5rrlgfFNDj9/412khzxCOgbaspw7zeLlu7RU5n8MAM/T/0278ufaNvq57WhOE6vPhGMgOgCbUasEb0gPO/QPwExb9Y8+nmm+jAXXFAYX/xF40fC7d/8eH/bhX3u9dXPL+iwOpAWjzgIOPYHp9/1sP8HiBxqtTHdf2uMbQuKFzXL/PMyfTLP7KQPrx75ctD9n7Pp/vc37ox6x+IomCyIB2/OCC89APzAb4OwBvgTnPV8F3rltB/h89wA9o+DuAcV98/B7dkVw+eONB3+qAbf97/j8OFF5AXPAT8AX+8R9gNq7/ROdev7zO+GfUxT6Dntbn6RP5Xde1wUSdjlrptErd9mcRbyTL/xEH2nRAxE+DgwY0oewCS/CCmJ6vZL8PZO2vxfez73v/APH/qVaVziWJ8+/vFPWAof8efaBDA0QWywDi/9738fRRJL1Q7QDDutCX6QP4IH6ZAX5tNnzPm145C/+ZZJNVJ1D3fdsf6gDpqxfvfR7mS06yO+xc67W4ZANS2/mAqsMBvDNfyfuH/NQ0YN+VZffB/+33mVbvr24JPj//9L876/Q++AW2IOd+Cuj79woU7irB/JHuA+H7Hxtw/+d+D2Z//QBZ7f/zDbDUAwurQbHC97WWjyHuf/9gfvpDE7qisH85NPJW7f33X6Kl5kf5v+XMcduPXv7LuDIBFP9PvMGztwDlQrNiADTvsx5g55DSgu/A+wHx/7hfnF8/rf8+yWp+16Dsd9V+MQPAu68fB/wBFPtMCO5VqiPi6cJ9u4qk6wECpv+L/7zNA7fBc+UeWq9SSy4u0MztdziJq5Dy2H6aBjRQx/2QL/TNtT9DBTyQYCe4DHFA9UkUA9QLTgv8/fMOELkvvDeOqxU4Fg3/EfX+0H8f7Z1/nq9pfi2fq/WN4mNQTHsEC+6GdPq0v6XcQ972f4b31z2I8n9kAH6gbPuT1PcozAGey/iVHtRcLB7/xR/a72/1Y8bV8ak7Tx5wgKN91e+QeaPT7M/35n6Msl4rGviAQfy3DCc7A44DtRYHUuu/KzvAf79+crHdMCBz35j2/qCRrP0ukc3Psf/rfF3rn8L/s04YvorY23avSHhws+LW+BRd9zvtAG2HOn+e90vQ+9NzgZUvCM3LH10kmy52vTbfOPtFsAeKe+EknRz4LzAHNCetKyqxH3aQIeDLwc8iBZyOeaAhUfnALEcGfP/RDVg2IH8DDvs/9/vQboHOfsnOr+WR/XeO7Z/6/38+6e5XedgJB7z895EbW9nl0h7IG4bxGfWCXfcllvrzpxbV96Q98D6g7YCajc58pSUAY/l/FOfjYMDa73KBZJlEPoDM7L7sLrttUCnRf8CAtKwJ7/43598ByW8xeA+aWXYApQxI8WULjO9D4QLESBuQtiEB/X//X7Jjrf3ffVzb+0n/5/3PrULNgN76M5Fdmt7AiBkbH3DY/tX7jcYHeX50QGD/OwCm7ThkP1K/FthJHiAcYGccH+hOWAOKA7MfoNDif6POXM+/wbkzYL8fGPL/S0ryp+u8OaC6nalJeTCAw/+Y+6IDkv9AJH7M/wuDGbr3w34HHHDu3/h/T4ALBwbgrMdzjnliOmb8N2hAM4KcYfO5fx5Fz88HVAxgujcefMFwLUD5DusRdQDaphFsC2zMdF2nWxnuIAMIhvl35RAWFh/wkD18t72Do0YHbHWrb/5LAwdcB47/npjD/9+KC/cT1P+chGe6NSocYML/3a+Zlw79/0zMgAcHdP6BmK04zp2EbN9UJ6JrHyz/452DBef37L+HlagBDHc5gHGGBU4/QB0otvXiNyDpx/9x/+7/URuQqp6Nor28FUHijweoBtgXkHpgzbvOfbTM96OcoPb5T8uAlf/4v65xA//f7CfmPi3vaf3/2JV9P///5JkYsDe9IcsJ/Nnf+5ZFTWBvwuL7rvcNPh8QeYGPmo8t97PiP1j3v1W+HewGATIekQUZP+cHnhoQgflBrLjpdVpf7cfFSDyA9wLTAoEDTPfgsdIZ/Q9b/4scIMHT/6l0AK+MQt7p+n598/t9qbb/zwDoINXy+t9nv+o8WOsAmrf/BbmfMgBBB6jvMXwM31l9AMiHXubXfeD7YxQSTuKC5wMYTf7t7P/oz/+p+C90j/GfVHi/LexHEP8sOE6nuLfSH8BxAMh/yuD+5oBrfipoP45tH4pnzLc7+v36/jMOOP8f3vde6p3qbj+p9wPjyx7g6AEe6GfF3BvAPOD+KtnQFuwPy9ZFhweGHLDRSf/8hwcyHvy8Lkin/FpheMA3r91NbQdHGpD34zVIQNs/PY81HRCWpxSlAS9O/jyQsAG0//3OfNHz7d8J1C8gJv+6BhQ3cvoPDsjp/8yrgI6i2B9h861FesLvfoH3nABoN1o5WgeshhZAdaDe/+F+KOqABxPk1+/3+dH3fgPc/Bjhi5IDuvZ3dvbAMbwj15qguQXowQDed86/6v+1t8lH2w/hAQtY6xpYiPDAJKgD/JoDKMIA8y8O2Mj7TkHz3R+cZxmg/p/ft1bj1r9fnfvdVzGhywL75wN8pD/QDgbMFyD8A+D44eVHYXjhEPMgV//3hH9va71HzATuB510QApxR7vLTeYyh0nrQCS37RjQfD8K/iyAO+wq6QFWLLi3Exziy4WmM+gYA/x98Lt93o/Wfe/QB8hWYb/GsiW0K4tZnn+fB70BI3sss4EDIfMhwAa3n2nhLXl3te41p/H9YD8w8E3bUz8PKuJ+D2z+txkMmPBeDf8Ie8+/Xaj2Y3rnQMfapvsO+QOIjAPgXpD2T/yP7fc40SHvpw12ThdMjwG8MSvFmaGp875+QeyaAa4g64BxQAjX4H+xFrCbgJ5vwS7DR/LXbt8z74ERDyD9NOP1gvAA73X/gwhW0noNdH0GJTnd/vkMmA8c7wCWBWj4P4+ccK7Pl3J+OZ5//PQYIEvzi1tB+y9v0fL8v0HHWQCJyAdY8x/PgLu/zQTobw8qW/fzT+E21o4YUGPHfz7X17uAZL9x45v/A7/cXNT/JMlpntQP0/c9C95E3YDDa35F5osepNznyf2+hu/h/AtMp7Ge8/OVZTvN4urFr+P/0DJpoB2GfkLmwigd8A7k56RPsLPz/RXz+wD4wJ4D5jsJd2r+xpIjQER3A8g7APkl5qjnefqzeQ7vH7pfnJ92mP6/zBQHC6BFLCztgoMFaTRAv0emh6idf+Bnss7P43kMb/3/5v8/V9wxlmHW9vhPuBfO4UOeOIA+4CbLmhctqOeDuT94/+A8x1guZOTUVw4Uh20P+OwAn/T8283Nfg+sjdP1Tm88wOp+3QdI33CNB40G/9s4/vwB+g4AXPDyfDDAuMB8ygc/Zlt/Hljh2P/NksV/HE6DS9I/D04O6A5oz7X3NabvtAMQi9bBufnqPx8AvLdvDOv3uNf3/fJiTPaCeIJY9/3fVCK3dwDloGFzP+Kw/gP5w2Lf17YB/wPygT6ne//k82n5A+KrF+Kis0+GcWTPoN280uc/nk9/O58FsP53+Z/584MMQLCA8YG5E7BsJBE/oQmcB9L/ebr2nehe9PvOwlYdta8QnKUFzaOI6v0TmA1UyE2BwYAqdAHADihQcD/xKge4pfl3wk2P9WaPRy2s5vsavf5fdnzQ++IDTN8D6IKNBTBkwP1/DWu/+sXxZX8g2F/uDgj0Sdd8MmO98afp+XSA7v37G/2eVb2n93iO9+ppTab/L40LkwO+HOgMP/CpHQhwRZr1f/X6bw1geH77Pnr8+99C4+iBi1+7G/7PeXV81PnLAwN074/T/7H/R8YRHp9d/1dgCLWTj5lbE1YGscIDev9ejwrz+Xd64USb17XvV13znZVnAb6XA/By4JbJBzSbAeInam+Tz/vzfUD43+6nxUvpd/7973ptPfYlp/Yz6or/0en9H7eH3i/D3/WeJ1pPvxIbQP4nl/+KfJCT96sHoNku9xx/gvnB1uQQeM8eL5/727dfDcD/oXYN489N6xnllzPA7IG0vKQsO/KQXlVvK/gPUftHeN45Zb0kyv2srf7fivnVrwOBvj/nK+aYFvtjn96HS1w7YClXwL5Vv72KOJ3m/3MPp7YBFc98ettjs99jnvX+1P/0T8+P8jc/RrjbpFjsaECt05zLvCDoewwQvRGJA3f5+a9Wa//Y6wHAXx/8fn+7EWQ/s399/+9d/4T1QcL50+9+4EAwOiDj9+O745bfCev/aRs2zn2oPMH9f95P7BBd59CMxzlviFZj98gAr9rHcf52HuCrYsKgOI+awjrWOOxcrj1q1xn6qJ6sIuE8FcRwgOsAcB2APWRfIw52+H6tzj//u53/qf/D/+OR/dP88L5hXtjXlMeflw7Y7YfFWXP/M2fBQxdC/cHrduk7G+k4rLo0jzcN3Bd5wHkf44GigPq/fP9Wjv2a+k+1xf86hPVtAfQJzwd2NwAPdFqQxgcgOACsA9P/TTWDefel/WL/v/e/nsdi6PvfbjT7PTAQ9u99063vdGpC8B0ax12fe3/j5N7n23MM4NDMLMYaEP+H8v24DvCA9MR3+fWZB5f4AId9DWtTK9rg/dQoG33RavG4FSZNg91vNFRi76zXHxDGNhz46P+xDFBrY7+uvMK38Pzb+eEL5u8/1HsxY4gH4PXv/dTfe/vnh1iP3tcTNsDC61ldQZLzxMkOLCAgAw7f/V03ukjf2JT3mAUBv39AsCC16f/pDXDfWxn/Te3/uwncv8/lU1UDtmnrALoSAg/s7Z/SAbw1DOA8UGSDBO3/k4tKzvbr7kf2u8mAdN+3TM5/vvSf3F/MBzhePGF+mHjAHgh8+m/Gvc85I9+C6vwnM5KWy/mDwbUHpvv78soAgnwvu1/Qt/uxMwmtbECx9j2r2esHpBkDlDCgN59IeX/SPwr/5Pux++//K2T31f2izHL3vp/vT/rXBfX12wBXZlBA/QMevOna+Cf3ATov2C9IHSfIAnzQc/7ODliu4f/c18z8YMWfBcQwaEei/ERa17LOA3u1W/DkgDlgadC+M4gA3P+7rxbuN/tTFv+FfnqbnzBgrV8+EOn/g2wfaPS/x58vpsG+S8+76euF/tcD7gHZgOI/p/+GGeDohloTfj0Ybv0egCdAXACr+0A9wGDACf6r5/O1/5o03zrf4wfwhDVR54C185jvA4g6qucD2IB/YorHf+3/z7g/sh9P/qvy+/2GByh7n3Dcfrvyv5ffN/frwY3M9xrPS5d5/S4YZ2v/tAMqYUDyAyis1xPSDtgHOuYBYo/1AS4Z25ezf0zvdfSI590DTHZVjDKHBLw4gG/kHc8BU/4DfPJ/ygD0nPPL98O8T9/fu/bH66FxwHMe4v1zO9w/w8P+w9Zv8s/5xP/b77d/V9gvny884AH3xwsiuwBUw4NS2gPxA0QHOE94H5ADCgeSDg/dATr8fzVIOtasWa8EadI3wx1B0g6gNAmv/NRB1IwDIKL//+fXjMeb9s81P/Jh7/59P2D9c/8enjmN+nfQ7H8fNN9YcN574QHMd0AeCPy6UNYZtD/AKljsU4dlAS+cIbeMA9oDqj4Az/6dXgH/7eFRqcfEfLfjt8Dp8IDAA74HdMZLOW4GlM1BhtL3g4Ue3V8aD6bvt8DJ+2z43/cBSQZfDtNz91D1FX//R+3Dd3N8gOCCzn/cgeRzS2H32P9qgOvwbwW94KnUJg7AAfwDqt9LZapdNvgvOuZ/ZYQAHzjDPMQXOHbAMgqCPLBEjP+wgeyH/P2V+/4fvJ/QfuXnfVUu2IdYUAOUeD8eclrt8/m6znS101uvoR/57J9cg/+LA3zP/90YF7hn6uHRD/wZvf/X7oPKuTmUASj9R/L/MbV7AFpRfibQ4wQ24J//pCPtHzXA1LH71J4HyXilnffhYdzvqHZPQKLjX7mPzOx+LeD/4r28HyiVNiHEDv2DagDw+c8DtT+Q76nOt1LdLnbA3Pi/ue3heDFt2qDdR3wX1g8sYw7EFowHKDyTsp2+9AZQ7+99sLmP/H/m+jjEdhO3M74/15cKwy8+DvQ85R+F8IwxXrfK/rnTtowl+4pKA9ri3wHUPPqBP9ABxskH+PrvB3S2G3FeiTObl6NBb9FPBlp8wIUBqA9wGDRcGEw0gNbz9bafpDzvm//o3//M74Ttxz9Q391DYhvIJ5DKl2/1jrqHLOrPfZmcufJfLfSAl0Fc8IH55Hvh1Ys9oL/f/nr6tnvAApxXd+f/Ou7KfUBOMET2A13JxjFg/n74n095//96ffPpu78BgsO6tfA++2pA7tGGPe9dsqDJP72v5uMcA6CnPQD5AkONJ28/5HI3P/XiAcjdI8Zyf+8vg7tRKdAPwB4Ey5VA9n/NY4aVQvdettt/i9QYfp3Xs7T/7uv/yuZp978H5P0A1BcEygE9OH8AAfp/jeWAvIeHDfsvf8lkwMD5zj++nP+DfgA+r+9GBRgX2YDx3kwg703MrzODI9x9aOttTpv163+rszWwfQsOPp9h79fugHrAIAdEeHWvWc/r266lLEMtftB7UP+xdbRX1sFQ8+QBZzvxVt9I+8EDjvFg3zP8z/vfw6M1ed0/Hz7DrJfab/7FkS4TZNf0AExPew373Xe89nrr91jmwMvteJ/1L/7Xs0UaJRxA/4vdr9ppBnPf0kOObE7weZnvdaOmh5Dz6XGPiPh/gvshXkPCbwb9vv7/+7vrAPz67f8dW/Ng1wHsJyTdj7cHx+27fD8ai/R44SKv+PEP2mVr0ithAMV+KcJWJgprIX4kcnGveC6vBccR3gOs/nN6f3gDatX9xec33R+8T/PZhfI5UBFOsN//C7vTsPRm1Xu52zAcr5xnuO/9Pcn37hZD738JP1b4cPMPcf9vkHkON+T2UP94L++Wk5qBpx7EBsj3U+0AzX9raj2nxn5weE8f7+2sd8wBkBr/I3lZ3HX8Zy+A3B/4Re7t3o7xGo5n38szbg0h3hgLZto2CDNvmlmpu/64P44TZC6Xif8jh87nGqMM8O+/+HzHuow9pbNqfEXaPCYtua8XfAcaTh8gXY734PaYK4SH+0ZNtWJHUzGZJX/fYznbw40hD5QHqh6HejI3Fp//75JP9Drg6v97/8dD9fvx7yvC/3j3y/vRUf339/j5fE/zPNV13NMXNjm+G0Dvv3nDZLevAygM0LB77ekvwv4dUK8dgpwiyfdCNWjMAvpNypvHnzHFWllBPtZ0Ts+Y99T9zw/on5XG/63/8Bvs4Xl/dTBA4n70P+/7otwH35jv/Avs9O0253Zu6kj/atjzCOrks+/gQIdkDnJ/f//GjSX2zHjQXoe2KvRzwPMHKT54ZhaJFQwHUrlwACNlfh6m437cuc/lfw3g+y1+8J4/sR0YYL2Xs7O/q/OT/L0yT/zPCmhA1xs23cUlvF+csUnv5VgEZB8H1IFzk/efAXSwIAbsGTD8x2sJyvL+s90/120z3Ey/HQ8n2tuQ/xsDzFd/I8D7+o0n597XKmrd6Ame/cPDOWDpGRH5/8D7XAMg/u0ApBZk5nWh0n6ML9Bd2KKGPyveY2N9VZDPsvXMN71zHlP303v/4+/fSt4XoyvxBuCkedADXgMCyZNx6UDKP+PmvgEzv0IDiAXF/2fuQOBvPgg35CT/aew+6dXP4R4vgAP3+ekOBjJNlxrK3miA6eY83+d5fg/Rwy4fuAMUrQZY/sf94T5mAJ4Y4Ng8aYU31Xxd/9fBe5isHnu+2Omoec9y2PEBxH8DLBBUgOP5krdfLrM9XIfv+7f8Il0H/LxzAEP7K2c/6v++bMCwgIBnaMOLV6Iv9Oyx7VObHdinqc19ygD8382WvN70PBIsJVrlBXDgqF+z/9y5BP2X9Xv6hFn3zH6//L3W99t1/O122wD180Le1zF+fJL7GybuOb+PKHKGA6jut/w/HCBwPnojR0fwoLjpagx4V/qFh++/rZ+Ip/P03bdNKYEocTrcLh6DCgp/vgWWP2EDm9YBLv8/DSApgPvhv5fcn6/x/6L92Poy8BWCPyQDItiJ3Z0i/3dX+6/0VbnPL1bUff6Pdn/w0Aw2/R7mAiThAQ2y/yH8fkf/Ifuew78vn9fJ+zLQ/3u+HzZpQGrTxcDfzLI/Ef48CGoLyDqwmwM05ZHA/7tf/53zgfspeIBbutfvB8bs/R75f4iav2K/7X+gDdbSIy46YLJLF9QwPWdRscl/cwDfjzR8gPQfGqDej81+9dwvubyUbF+1nyM8PWE0q96N6IDiWzsCFcGOpCoDZnww31/xnxR2H9b+yZHw/yzA8r+X89Tq8Zt9JjKTBRZMZI9gAMj/sEir/KP/L3U/IGzT37zH8/QvdR+2u8d2f/mWCsigM4CGBzqzoRjwv2GQtc8Odnq/YH0XSrUiB1TvK3zukBEfMAeAyrdJs394q1Ux93JdKFqguKXOfcDRaVAGEHf+aVHf+weCdMkO0K9OpVcs/vdjtVh8y9oCd4L0AyO3QM+VJtrUn5M+I/rZgVI4d6C8Ah8YJB1R07F8H9zuyY0CSB98E5oo27kgzfi8+k5Ix4vpkn7/32uKc8APhC7xk/mgNN6A8Peq8OO4x6F9d+uxKuab8QQZlJUvZ43j1PoVm9adHxv4lun2Ob6XMntlH6TuVVICTKX7hQ66QXpxD46++ihYmuaf8LSB3aX7q/RPfx2BiYWacrrEMOZNUUhdDy2f8VE=]]} navigation_plot-editor -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} navigation_settings -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} navigation_upgrades -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} stats_cash -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} stats_level -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} stats_speed -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} stats_training-gain -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return {Width=128,Height=128,AssetId=nil,Data=[[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]]} LayoutControl ServerScriptService ProfileStore -- Session-leased UpdateAsync profiles. Never replace unreadable data with defaults. -- A failed Studio load can explicitly use memory only; live failures fail closed. local ProfileStore={} ProfileStore.__index=ProfileStore local function copy(value) if type(value)~="table" then return value end local result={};for k,v in pairs(value) do result[k]=copy(v) end;return result end local function integer(value,minimum,maximum,fallback) if type(value)~="number" or value~=value then return fallback end return math.floor(math.max(minimum,math.min(maximum,value))) end function ProfileStore.normalize(data,config) data=type(data)=="table" and data or {} local speed=tonumber(data.TrainedSpeed) if not speed or speed~=speed then speed=16 end local out={Coins=integer(data.Coins,0,1e12,0),Bank=integer(data.Bank,0,1e12,0), TrainedSpeed=math.max(16,math.min(config.MaxTrainedSpeed,speed)), CapacityLevel=integer(data.CapacityLevel,1,#config.CapacityLevels,1), TreadmillLevel=integer(data.TreadmillLevel,1,#config.TreadmillLevels,1),Items={},Found={},Discoveries={Eggs={},Pets={}},Claimed={Eggs={},Pets={}},TutorialDone=data.TutorialDone==true} for _,name in ipairs(config.EggLabels) do out.Found[name]=type(data.Found)=="table" and data.Found[name]==true or false end local seen={} for _,item in ipairs(type(data.Items)=="table" and data.Items or {}) do if #out.Items>=config.MaxOwnedItems then break end if type(item)=="table" and type(item.Id)=="string" and not seen[item.Id] and config.PetRules[item.Label] and type(item.Section)=="number" and item.Section%1==0 and config.Sections[item.Section] then seen[item.Id]=true local placed=item.State=="Hatching" or item.State=="Hatched" local x,z=tonumber(item.X),tonumber(item.Z) placed=placed and x and z and x==x and z==z and math.abs(x)<=config.Plot.Width/2-3 and math.abs(z)<=config.Plot.Depth/2-3 out.Items[#out.Items+1]={Id=item.Id,Label=item.Label,Section=item.Section, Rotation=integer(item.Rotation,0,359,0),Size=math.max(.9,math.min(1.15,type(item.Size)=="number" and item.Size==item.Size and item.Size or 1)), Equipped=item.State=="StoredPet" and item.Equipped==true or false,State=placed and item.State or (item.State=="StoredPet" or item.State=="Hatched") and "StoredPet" or "Stored",X=placed and x or nil,Z=placed and z or nil, HatchAt=(placed or item.State=="Stored") and item.HatchAt~=nil and integer(item.HatchAt,0,2e10,0) or nil} end end local equipped=0 for _,kind in ipairs({"Eggs","Pets"}) do for section=1,#config.Sections do for _,label in ipairs(config.EggLabels) do local key=tostring(section)..":"..label out.Discoveries[kind][key]=type(data.Discoveries)=="table" and type(data.Discoveries[kind])=="table" and data.Discoveries[kind][key]==true or false end out.Claimed[kind][tostring(section)]=type(data.Claimed)=="table" and type(data.Claimed[kind])=="table" and data.Claimed[kind][tostring(section)]==true or false end end for _,item in ipairs(out.Items) do local key=tostring(item.Section)..":"..item.Label out.Discoveries.Eggs[key]=true if item.State=="Hatched" or item.State=="StoredPet" then out.Discoveries.Pets[key]=true end if item.Equipped then equipped=equipped+1;if equipped>config.Economy.MaxEquipped then item.Equipped=false end end end return out end function ProfileStore.new(backend,config,token,isStudio) return setmetatable({backend=backend,config=config,token=token,studio=isStudio,profiles={}},ProfileStore) end function ProfileStore:Load(player) local key="Player_"..player.UserId self.serial=(self.serial or 0)+1 local token=self.token..":"..self.serial local blocked=false local ok,record=pcall(function() return self.backend:UpdateAsync(key,function(old) blocked=false if old and (type(old)~="table" or (old.Schema~=1 and old.Schema~=2 and old.Schema~=3)) then blocked=true;return nil end if old and old.Session and old.Session.Token~=token and old.Session.Expires>os.time() then blocked=true;return nil end return {Schema=3,Data=ProfileStore.normalize(old and old.Data,self.config),Session={Token=token,Expires=os.time()+self.config.Persistence.LeaseSeconds}} end) end) if blocked then return nil,"Progress is open in another server, or its data version is unsupported. Try again shortly." end if not ok or not record then if not (self.studio and self.config.Persistence.StudioFallback) then return nil,"Progress could not be loaded safely. Please try again." end local profile={Data=ProfileStore.normalize(nil,self.config),MemoryOnly=true,LastSave=os.clock()} self.profiles[player]=profile;return profile end local profile={Data=record.Data,Token=token,LastSave=os.clock()} self.profiles[player]=profile;return profile end function ProfileStore:Save(player,release) local profile=self.profiles[player] if not profile then return false end while profile.Saving do task.wait(.05) end if profile.Closed then return false end if profile.MemoryOnly then if release then profile.Closed=true;self.profiles[player]=nil end return false end profile.Saving=true local saved=false -- Retry one consistent transaction. A later request captures newer attribute -- balances and inventory together; retries must not mix generations. local snapshot=copy(profile.Data) for attempt=1,3 do local lost=false local ok,result=pcall(function() return self.backend:UpdateAsync("Player_"..player.UserId,function(old) lost=not (old and old.Schema==3 and old.Session and old.Session.Token==profile.Token) if lost then return nil end return {Schema=3,Data=snapshot,Session=not release and {Token=profile.Token,Expires=os.time()+self.config.Persistence.LeaseSeconds} or nil} end) end) if ok and result and not lost then saved=true;break end if lost then profile.LostLease=true;break end if attempt<3 then task.wait(attempt) end end if saved then profile.LastSave=os.clock() end profile.Saving=false if release then profile.Closed=true;self.profiles[player]=nil end return saved end return ProfileStore LayoutServer -- Gameplay prototype. All plots and test speeds are assigned by the server. local Players = game:GetService("Players") local ReplicatedStorage = game:GetService("ReplicatedStorage") local Rules = require(ReplicatedStorage:WaitForChild("GameplayRules")) local Config = require(ReplicatedStorage:WaitForChild("LayoutConfig")) local event = ReplicatedStorage:WaitForChild("LayoutControl") local world = workspace:WaitForChild("EggHuntLayout") local plots = world:WaitForChild("Plots") local owners, assignments, lastRequest = {}, {}, {} local held, eggs, guardians, collections = {}, {}, {}, {} local displays={} local syncInventory,equipSelected,editPlot,organizePlot local treadmills={} local commerce,updateTrainingGain,refreshFollowers local followers,saleQuotes={},{ } local Economy=require(ReplicatedStorage:WaitForChild("Economy")) local PlotRules=require(ReplicatedStorage:WaitForChild("PlotRules")) local function notify(player,message) player:SetAttribute("GameNotice",message) player:SetAttribute("GameNoticeSerial",(player:GetAttribute("GameNoticeSerial") or 0)+1) end local dropEgg, placeEgg, startTraining, stopTraining, exitTraining, plotAction local trainingPaused = {} local recoveryRoots={} local function endRecovery(player) local root=recoveryRoots[player] if root and root.Parent then root:SetNetworkOwnershipAuto() end recoveryRoots[player]=nil player:SetAttribute("Recovering",false) end local records, profiles = {}, {} local departed=setmetatable({},{__mode="k"}) local restoreCollection, saveProgress, secureEgg, returnCourseEgg, stowEgg, equipStored local DataStoreService=game:GetService("DataStoreService") local HttpService=game:GetService("HttpService") local RunService=game:GetService("RunService") local ProfileStore=require(game:GetService("ServerScriptService"):WaitForChild("ProfileStore")) local backendOK,backend=pcall(function() return DataStoreService:GetDataStore(Config.Persistence.Name) end) if not backendOK then backend=nil end local store=ProfileStore.new(backend,Config,HttpService:GenerateGUID(false),RunService:IsStudio()) local CourseCycle=require(ReplicatedStorage:WaitForChild("CourseCycle")) local cycle=CourseCycle.new(Config.CourseReset,os.clock()) local barrier=world:WaitForChild("CourseBarrier") local function setSaveStatus(player,value) player:SetAttribute("SaveStatus",value) end saveProgress=function(player,closing) local profile=profiles[player] if not profile then return end for _,key in ipairs({"Coins","Bank","TrainedSpeed","CapacityLevel","TreadmillLevel"}) do profile.Data[key]=player:GetAttribute(key) end for _,name in ipairs(Config.EggLabels) do profile.Data.Found[name]=player:GetAttribute("Found_"..name)==true end local ok=store:Save(player,closing) if not closing then setSaveStatus(player,profile.MemoryOnly and "Session only" or ok and "Saved" or "Save pending") end return ok end local function requestSave(player,urgent) local profile=profiles[player] if not profile or departed[player] then return end profile.PendingSave=true;profile.UrgentSave=profile.UrgentSave or urgent setSaveStatus(player,profile.MemoryOnly and "Session only" or "Saving") if profile.SaveWorker then return end profile.SaveWorker=true task.spawn(function() while profile.PendingSave and not departed[player] do while not profile.UrgentSave and not departed[player] and os.clock()-profile.LastSave<5 do task.wait(.1) end if departed[player] then break end profile.PendingSave=false;profile.UrgentSave=false saveProgress(player,false) end profile.SaveWorker=false end) end local function spawnTreadmill(player,index) local plot=plots:FindFirstChild("Plot"..index) if plot:FindFirstChild("TrainingTreadmill") then return end local template=game:GetService("ServerStorage").PlotTreadmills:FindFirstChild("Treadmill"..index) local machine=template:Clone();machine.Name="TrainingTreadmill" machine:SetAttribute("OwnerUserId",player.UserId) machine:SetAttribute("Level",player:GetAttribute("TreadmillLevel")) machine:SetAttribute("Gain",player:GetAttribute("TrainingGain")) machine.Parent=plot;treadmills[index]=machine:FindFirstChild("Treadmill") end local function plotLabel(plot, text) for _, label in ipairs(plot:GetDescendants()) do if label:IsA("TextLabel") and label.Name == "OwnerLabel" then label.Text=text -- Measure actual glyphs rather than shrinking every player's name. local usable=11*48*.81 local size=132 local ok,bounds=pcall(function() return game:GetService("TextService"):GetTextSize(text,size,label.Font,Vector2.new(10000,1000)) end) if ok and bounds.X>usable then size=math.max(1,math.floor(size*usable/bounds.X)) end label.TextScaled=not ok;label.TextSize=size end end end local function applySpeed(player) local character = player.Character local humanoid = character and character:FindFirstChildOfClass("Humanoid") if humanoid then humanoid.WalkSpeed = (player:GetAttribute("StumbleUntil") or 0)>os.clock() and 6 or player:GetAttribute("OnTreadmill") and Config.TreadmillPace or player:GetAttribute("UseTraining") and (player:GetAttribute("TrainedSpeed") or 16) or (Config.SpeedPresets[player:GetAttribute("TestSpeed")] or 16) local egg=held[player] local multiplier=egg and not egg.owned and Economy.carryMultiplier(egg.size,Config) or 1 humanoid.WalkSpeed=humanoid.WalkSpeed*multiplier player:SetAttribute("CarryPenalty",math.floor((1-multiplier)*100+.5)) player:SetAttribute("CurrentSpeed", humanoid.WalkSpeed) humanoid.UseJumpPower = true humanoid.JumpPower = 50 end end local function moveHome(player, toPlot, initial) if held[player] then notify(player,"Carry the egg home on foot. Teleports are disabled while carrying.") return end -- No teleport escape while carrying. if stopTraining then trainingPaused[player]=true;stopTraining(player) end local character = player.Character if not character then return end local root = character:FindFirstChild("HumanoidRootPart") local humanoid = character:FindFirstChildOfClass("Humanoid") if not root or not humanoid or humanoid.Health <= 0 then return end local index = assignments[player] local plot = index and plots:FindFirstChild("Plot"..index) local target = toPlot and plot and plot:FindFirstChild("Arrival") or world:FindFirstChild(initial and "HubSpawn" or "HubReturn") if target then root.AssemblyLinearVelocity = Vector3.zero root.AssemblyAngularVelocity = Vector3.zero local offset = Vector3.new(0, 5, 0) if not toPlot and index then offset = Vector3.new(((index-1)%3-1)*14, 5, math.floor((index-1)/3)*14) end character:PivotTo(target.CFrame * CFrame.new(offset)) end end local function join(player) if assignments[player] or profiles[player] then return end local index for i=1,Config.MaxPlayers do if not owners[i] then index=i; break end end if not index then player:Kick("This layout test has six plots. Please use another test server."); return end -- Reserve before the yielding load so concurrent joins cannot share a plot. owners[index]=player local profile,problem=store:Load(player) if not profile or departed[player] then owners[index]=nil if profile then store:Save(player,true) else player:Kick(problem) end return end profiles[player]=profile;records[player]=profile.Data.Items assignments[player], owners[index] = index, player setSaveStatus(player,profile.MemoryOnly and "Session only" or "Saved") player:SetAttribute("EggSafe", false) player:SetAttribute("CarryingEgg", "") player:SetAttribute("ActiveEggId", "") player:SetAttribute("Coins",0) player:SetAttribute("Bank",0) player:SetAttribute("IncomeRate",0) player:SetAttribute("CapacityLevel",1) player:SetAttribute("PlotCapacity",Config.StartingCapacity) player:SetAttribute("NextCapacityPrice",Config.CapacityPrices[1]) player:SetAttribute("CollectionCount",0) player:SetAttribute("SuccessfulEscapes",0) player:SetAttribute("HatchedCount",0) player:SetAttribute("TrainedSpeed", 16) player:SetAttribute("UseTraining", true) player:SetAttribute("PlotNumber", index) player:SetAttribute("TestSpeed", Config.DefaultSpeed) local data=profile.Data for _,key in ipairs({"Coins","Bank","TrainedSpeed","CapacityLevel","TreadmillLevel"}) do player:SetAttribute(key,data[key]) end player:SetAttribute("PlotCapacity",Config.CapacityLevels[data.CapacityLevel]) player:SetAttribute("NextCapacityPrice",Config.CapacityPrices[data.CapacityLevel] or 0) local discovered=0 for _,name in ipairs(Config.EggLabels) do player:SetAttribute("Found_"..name,data.Found[name]);if data.Found[name] then discovered=discovered+1 end end player:SetAttribute("CollectionCount",discovered) updateTrainingGain(player) player:SetAttribute("NextTreadmillPrice",Config.TreadmillLevels[data.TreadmillLevel+1] and Config.TreadmillLevels[data.TreadmillLevel+1].Price or 0) local plot = plots:FindFirstChild("Plot"..index) plotLabel(plot, player.DisplayName) plot:SetAttribute("OwnerUserId", player.UserId) spawnTreadmill(player,index) restoreCollection(player) refreshFollowers(player) if not data.TutorialDone then notify(player,"New here? Open Help for the steal, escape, hatch and earn loop.") end local function onCharacter(character) local root = character:WaitForChild("HumanoidRootPart", 10) local humanoid = character:WaitForChild("Humanoid", 10) if not root or not humanoid or player.Character ~= character then return end humanoid:SetStateEnabled(Enum.HumanoidStateType.FallingDown,false) humanoid:SetStateEnabled(Enum.HumanoidStateType.Ragdoll,false) humanoid.Died:Connect(function() endRecovery(player) if stopTraining then stopTraining(player) end if dropEgg then dropEgg(player) end end) spawnTreadmill(player,index) applySpeed(player) moveHome(player, false, true) end player.CharacterAdded:Connect(onCharacter) if player.Character then task.spawn(onCharacter, player.Character) end end event.OnServerEvent:Connect(function(player, action, value) if not assignments[player] or departed[player] then return end local now = os.clock() -- A jump must release alignment even immediately after another action. if action=="ExitTraining" then if exitTraining then exitTraining(player,value) end;return end if now - (lastRequest[player] or -10) < 0.2 then return end lastRequest[player] = now if action=="QuoteSell" or action=="ConfirmSell" or action=="ClaimIndex" or action=="RemoveItem" or action=="EquipPet" or action=="PlacePet" or action=="TutorialDone" then if commerce then commerce(player,action,value) end elseif action=="Collect" or action=="BuyCapacity" or action=="BuySpeed" or action=="BuyTreadmill" then if plotAction then plotAction(player,action) end elseif action == "Speed" and type(value) == "string" and Config.SpeedPresets[value] then if stopTraining then stopTraining(player) end player:SetAttribute("UseTraining", false) player:SetAttribute("TestSpeed", value) applySpeed(player) elseif action=="InventoryReady" then if syncInventory then syncInventory(player) end elseif action=="EquipEgg" then if equipSelected then equipSelected(player,value) end elseif action=="EditItem" then if editPlot then editPlot(player,value) end elseif action=="Organize" then if organizePlot then organizePlot(player) end elseif action == "NextEgg" then if equipStored then equipStored(player) end elseif action == "Place" then if placeEgg then placeEgg(player,value) end elseif action == "Train" then if startTraining then startTraining(player) end elseif action == "Training" then player:SetAttribute("UseTraining", true) applySpeed(player) elseif action == "Drop" then if dropEgg then dropEgg(player) end elseif action == "Hub" then moveHome(player, false) elseif action == "Plot" then moveHome(player, true) end end) -- Player connections are registered after world handlers and restorers are ready. local function rootFor(player) local c = player.Character local h = c and c:FindFirstChildOfClass("Humanoid") return h and h.Health > 0 and c:FindFirstChild("HumanoidRootPart") or nil end local function sectionAt(position) return Rules.section(position.Z, Config.Course.StartZ, Config.Course.SectionLengths) end local function prompt(part, action) local p = Instance.new("ProximityPrompt") p.ActionText = action p.ObjectText = part.Name p.MaxActivationDistance = Config.PickupDistance p.RequiresLineOfSight = false p.HoldDuration = 0 p.Parent = part return p end local poses = {} local function setCarryPose(player, enabled) if poses[player] then for motor, original in pairs(poses[player]) do if motor.Parent then motor.C0=original end end poses[player]=nil end if not enabled or not player.Character then return end local saved={} for _, joint in ipairs(player.Character:GetDescendants()) do if joint:IsA("Motor6D") then local side=(joint.Name=="RightShoulder" or joint.Name=="Right Shoulder") and 1 or ((joint.Name=="LeftShoulder" or joint.Name=="Left Shoulder") and -1 or nil) if side then saved[joint]=joint.C0 if joint.Name:find(" ") then joint.C0=joint.C0*CFrame.Angles(0,0,math.rad(70*side)) else joint.C0=joint.C0*CFrame.Angles(math.rad(70),0,math.rad(-15*side)) end end end end poses[player]=saved end local function attachEgg(player, egg, root) egg.object:ScaleTo(.5*(egg.size or egg.record and egg.record.Size or 1)) egg.object:PivotTo(root.CFrame*CFrame.new(0,.1,-1.6)) egg.welds={} for _, part in ipairs(egg.object:GetDescendants()) do if part:IsA("BasePart") then part.CanCollide=false; part.CanTouch=false; part.CanQuery=false; part.Massless=true if part~=egg.part then local weld=Instance.new("WeldConstraint") weld.Part0=egg.part; weld.Part1=part; weld.Parent=part table.insert(egg.welds,weld) end part.Anchored=false end end local weld=Instance.new("WeldConstraint") weld.Part0=root; weld.Part1=egg.part; weld.Parent=egg.part table.insert(egg.welds,weld) setCarryPose(player,true) applySpeed(player) end local function release(player, position) local egg = held[player] if not egg then return end held[player] = nil egg.carrier = nil for _, weld in ipairs(egg.welds or {}) do weld:Destroy() end egg.welds=nil for _, part in ipairs(egg.object:GetDescendants()) do if part:IsA("BasePart") then part.Anchored=true; part.CanQuery=true part.AssemblyLinearVelocity=Vector3.zero; part.AssemblyAngularVelocity=Vector3.zero end end egg.object:ScaleTo(egg.size or 1) setCarryPose(player,false) egg.object:PivotTo(CFrame.new(position)) egg.prompt.Enabled = true player:SetAttribute("CarryingEgg", "") player:SetAttribute("EggSafe", false) player:SetAttribute("GuardianGap",0) player:SetAttribute("HomeDistance",0) applySpeed(player) if syncInventory then syncInventory(player) end end dropEgg = function(player) local egg = held[player] if not egg then return end if egg.owned then stowEgg(player);return end local root = rootFor(player) local pos = root and root.Position or egg.part.Position release(player, Vector3.new(pos.X, 3.2, pos.Z)) end for index, section in ipairs(world.Sections:GetChildren()) do -- Read section number explicitly; instance child order is not a game rule. local id = tonumber(section.Name:match("%d+")) local nest = section:FindFirstChild("NestArea") local guardian = nest:FindFirstChild("PicnicBasketPlaceholder") or nest:FindFirstChild("GuardianPlaceholder") local function ghost(part) if part:IsA("BasePart") then part.CanCollide=false; part.CanTouch=false end end ghost(guardian) for _, part in ipairs(guardian:GetDescendants()) do ghost(part) end guardians[id] = {object=guardian, home=guardian:GetPivot()} for j=1,6 do local model = nest:FindFirstChild("EggModel"..j) local part = model.PrimaryPart part.CanCollide=false local egg = {size=1,available=true,object=model, part=part, home=part.Position, section=id, label=Config.EggLabels[j]} egg.prompt = prompt(part, "Pick up egg") egg.prompt.ObjectText=egg.label.." · "..Config.PetRules[egg.label].Rarity.." · "..Config.Sections[id].Name egg.template=model:Clone() table.insert(eggs, egg) egg.prompt.Triggered:Connect(function(player) local root = rootFor(player) if not assignments[player] or departed[player] or not root or (held[player] and not held[player].owned) or egg.carrier or not egg.available or cycle.State=="Closed" then return end if #records[player]>=Config.MaxOwnedItems then notify(player,"Your egg storage is full.");return end if os.clock()<(player:GetAttribute("HitCooldownUntil") or 0) then return end if (root.Position-part.Position).Magnitude > Config.PickupDistance+2 then return end if stopTraining then stopTraining(player) end local preferred=held[player] and held[player].owned and held[player].record.Id if preferred then stowEgg(player) end egg.preferredId=preferred egg.carrier=player egg.started=os.clock() egg.movementAt=os.clock() egg.invalidEscape=nil egg.previousPosition=root.Position egg.safe=false held[player]=egg player:SetAttribute("EggSafe",egg.safe) egg.prompt.Enabled=false attachEgg(player,egg,root) player:SetAttribute("CarryingEgg", egg.label.." · Stolen — escape first") syncInventory(player) end) end end local function insideOwnPlot(player, position) local index=assignments[player] local plot=index and plots:FindFirstChild("Plot"..index) local ground=plot and plot:FindFirstChild("PlotGround") if not ground then return nil end local point=ground.CFrame:PointToObjectSpace(position) if Rules.insidePlot(point.X,point.Y,point.Z,ground.Size.X,ground.Size.Z) then return plot,ground end end plotAction=function(player,action) local root=rootFor(player) local machine=assignments[player] and plots:FindFirstChild("Plot"..assignments[player]):FindFirstChild("TrainingTreadmill") local deck=machine and machine:FindFirstChild("Treadmill") local byOwnMachine=action=="BuyTreadmill" and root and deck and (root.Position-deck.Position).Magnitude<18 if not root or (not insideOwnPlot(player,root.Position) and not byOwnMachine) then notify(player,"Use plot actions on your own plot (or beside your own treadmill to upgrade it).");return end local coins=player:GetAttribute("Coins") or 0 if action=="Collect" then local bank=player:GetAttribute("Bank") or 0 player:SetAttribute("Coins",coins+bank);player:SetAttribute("Bank",0) notify(player,bank>0 and ("Collected $"..bank.." from your pets.") or "Your pets have no earnings to collect yet.") elseif action=="BuyCapacity" then local level=player:GetAttribute("CapacityLevel") or 1 local price=Config.CapacityPrices[level] if not price then notify(player,"Your plot already has the maximum capacity.");return end if coins<price then notify(player,"You need $"..price.." for more display slots.");return end player:SetAttribute("Coins",coins-price);player:SetAttribute("CapacityLevel",level+1) player:SetAttribute("PlotCapacity",Config.CapacityLevels[level+1]) player:SetAttribute("NextCapacityPrice",Config.CapacityPrices[level+1] or 0) notify(player,"Plot capacity upgraded to "..Config.CapacityLevels[level+1].." slots.") elseif action=="BuyTreadmill" then local level=player:GetAttribute("TreadmillLevel") or 1 local upgrade=Config.TreadmillLevels[level+1] if not upgrade then notify(player,"Your treadmill is fully upgraded.");return end if coins<upgrade.Price then notify(player,"You need $"..upgrade.Price.." to upgrade your treadmill.");return end player:SetAttribute("Coins",coins-upgrade.Price);player:SetAttribute("TreadmillLevel",level+1) updateTrainingGain(player) player:SetAttribute("NextTreadmillPrice",Config.TreadmillLevels[level+2] and Config.TreadmillLevels[level+2].Price or 0) notify(player,"Your treadmill now trains +"..player:GetAttribute("TrainingGain").." speed/sec including equipped bonuses.") elseif action=="BuySpeed" then local speed=player:GetAttribute("TrainedSpeed") or 16 if speed>=Config.MaxTrainedSpeed then notify(player,"Your earned speed is already at the limit.");return end if coins<Config.SpeedUpgradeCost then notify(player,"You need $"..Config.SpeedUpgradeCost.." for a speed upgrade.");return end player:SetAttribute("Coins",coins-Config.SpeedUpgradeCost) player:SetAttribute("TrainedSpeed",math.min(Config.MaxTrainedSpeed,speed+Config.SpeedUpgradeGain)) player:SetAttribute("UseTraining",true);applySpeed(player) notify(player,"Earned speed upgraded by "..Config.SpeedUpgradeGain..".") end requestSave(player) end syncInventory=function(player) local items={} for _,record in ipairs(records[player] or {}) do items[#items+1]={Id=record.Id,Label=record.Label,Section=record.Section,State=record.State,X=record.X,Z=record.Z,Rotation=record.Rotation or 0,Size=record.Size or 1,HatchAt=record.HatchAt,Equipped=record.Equipped==true,Income=Economy.income(record,Config),SalePrice=Economy.sale(record,Config)} end local active=held[player] player:SetAttribute("ActiveEggId",active and active.owned and active.record.Id or "") local profile=profiles[player] if profile then event:FireClient(player,"Progress",{Discoveries=profile.Data.Discoveries,Claimed=profile.Data.Claimed,Now=os.time()}) end event:FireClient(player,"Inventory",items,player:GetAttribute("ActiveEggId")) end local function updateStorageCount(player) local count=0 for _,record in ipairs(records[player] or {}) do if record.State=="Stored" then count=count+1 end end player:SetAttribute("StoredEggs",count) syncInventory(player) end local function removePrompts(object) for _,child in ipairs(object:GetDescendants()) do if child:IsA("ProximityPrompt") then child:Destroy() end end end returnCourseEgg=function(egg,immediate,randomize) egg.refillGeneration=(egg.refillGeneration or 0)+1 local generation=egg.refillGeneration if randomize then immediate=math.random()<=Config.SpawnChances[egg.label] if immediate then egg.size=Config.EggSizes[math.random(1,#Config.EggSizes)] end end egg.object:ScaleTo(egg.size or 1);egg.object:PivotTo(CFrame.new(egg.home)) egg.available=immediate;egg.prompt.Enabled=immediate for _,part in ipairs(egg.object:GetDescendants()) do if part:IsA("BasePart") then part.Transparency=immediate and 0 or 1 end end if not immediate then task.spawn(function() task.wait(Config.PetRules[egg.label].Refill) if egg.refillGeneration==generation and not egg.carrier then returnCourseEgg(egg,true,true) end end) end end for _,egg in ipairs(eggs) do returnCourseEgg(egg,true,true) end local function eggTemplate(record) for _,egg in ipairs(eggs) do if egg.label==record.Label and egg.section==record.Section then return egg.template end end end local function equipRecord(player,record) local root=rootFor(player) if not root or held[player] then return end local object=eggTemplate(record):Clone();removePrompts(object);object.Parent=world local egg={object=object,part=object.PrimaryPart,section=record.Section,label=record.Label, safe=true,owned=true,record=record,carrier=player,home=object.PrimaryPart.Position} egg.prompt=prompt(egg.part,"Owned egg");egg.prompt.Enabled=false held[player]=egg;attachEgg(player,egg,root) player:SetAttribute("CarryingEgg",record.Label.." · Secured") player:SetAttribute("EggSafe",true) syncInventory(player) end stowEgg=function(player) local egg=held[player] if not egg or not egg.owned then return end release(player,egg.home);egg.object:Destroy();updateStorageCount(player) notify(player,"Secured egg stored. Use Stored egg in Plot actions to carry it again.") end equipSelected=function(player,id) if type(id)~="string" then return end if held[player] and not held[player].owned then notify(player,"Escape or drop your stolen egg first. It cannot enter storage.");return end local selected for _,record in ipairs(records[player] or {}) do if record.Id==id and record.State=="Stored" then selected=record;break end end if not selected then return end if held[player] then stowEgg(player) end equipRecord(player,selected) end equipStored=function(player) if held[player] then notify(player,"Place or store the egg in your arms first.");return end for _,record in ipairs(records[player] or {}) do if record.State=="Stored" then equipRecord(player,record);return end end notify(player,"You have no stored eggs yet. Escape with a course egg first.") end secureEgg=function(player,egg) if egg.owned or egg.safe or held[player]~=egg then return end local preferredId=egg.preferredId;egg.preferredId=nil if #records[player]>=Config.MaxOwnedItems then release(player,egg.home);notify(player,"Storage full. Egg returned safely to its nest.");return end local record={Id=HttpService:GenerateGUID(false),Label=egg.label,Section=egg.section,Size=egg.size or 1,State="Stored"} records[player][#records[player]+1]=record profiles[player].Data.Discoveries.Eggs[Economy.key(record)]=true local reward=Config.EscapeRewards[egg.section] player:SetAttribute("Coins",(player:GetAttribute("Coins") or 0)+reward) player:SetAttribute("SuccessfulEscapes",(player:GetAttribute("SuccessfulEscapes") or 0)+1) release(player,egg.home);returnCourseEgg(egg,false) local active=record for _,item in ipairs(records[player]) do if item.Id==preferredId and item.State=="Stored" then active=item;break end end equipRecord(player,active);updateStorageCount(player) setSaveStatus(player,profiles[player].MemoryOnly and "Session only" or "Saving") requestSave(player,true) notify(player,"Secured! +$"..reward..". Place on your plot to hatch, or Drop to store it.") end local function renderRecord(player,record) local plot=plots:FindFirstChild("Plot"..assignments[player]) local ground=plot.PlotGround local position=ground.CFrame:PointToWorldSpace(Vector3.new(record.X,2.1,record.Z)) displays[player]=displays[player] or {} local display=eggTemplate(record):Clone();removePrompts(display) display:ScaleTo(.65*(record.Size or 1));display.Name=record.Label.." · Hatching" display:PivotTo(CFrame.new(position)*CFrame.Angles(0,math.rad(record.Rotation or 0),0));display.Parent=plot display:SetAttribute("OwnedItemId",record.Id);displays[player][record.Id]=display local collection=collections[player] or {};collections[player]=collection local slot=#collection+1;collection[slot]=display local label=Instance.new("BillboardGui") label.Size=UDim2.fromOffset(100,28);label.StudsOffset=Vector3.new(0,4,0) label.AlwaysOnTop=false;label.Parent=display.PrimaryPart local text=Instance.new("TextLabel");text.Size=UDim2.fromScale(1,1) text.BackgroundTransparency=1;text.TextColor3=Color3.new(1,1,1);text.TextStrokeTransparency=0;text.TextScaled=true;text.Parent=label local function hatch() if departed[player] or not display.Parent then return end local names={Daisy="Bunny",Strawberry="Cow",Leaf="Turtle",Butterfly="Cat",Honey="Bear",Rainbow="Dragon"} local template=game:GetService("ServerStorage").MeadowSquishies:FindFirstChild(record.Label..names[record.Label]..(record.Section>1 and "_"..record.Section or "")) local pet=template:Clone();pet:ScaleTo(.8*(record.Size or 1)) local latest=ground.CFrame:PointToWorldSpace(Vector3.new(record.X,1.36,record.Z)) pet:PivotTo(CFrame.new(latest)*CFrame.Angles(0,math.rad(record.Rotation or 0),0));pet.Parent=plot pet:SetAttribute("OwnedItemId",record.Id);displays[player][record.Id]=pet for index,item in ipairs(collection) do if item==display then collection[index]=pet;break end end display:Destroy() local income=Economy.income(record,Config) player:SetAttribute("IncomeRate",(player:GetAttribute("IncomeRate") or 0)+income) player:SetAttribute("HatchedCount",(player:GetAttribute("HatchedCount") or 0)+1) if not player:GetAttribute("Found_"..record.Label) then player:SetAttribute("Found_"..record.Label,true) player:SetAttribute("CollectionCount",(player:GetAttribute("CollectionCount") or 0)+1) end local wasHatched=record.State=="Hatched" record.State="Hatched" profiles[player].Data.Discoveries.Pets[Economy.key(record)]=true syncInventory(player) if not wasHatched then notify(player,record.Label.." hatched! +$"..income.."/s on your plot.");requestSave(player) end end if record.State=="Hatched" or record.HatchAt<=os.time() then hatch() else task.spawn(function() while record.HatchAt>os.time() do if departed[player] or not display.Parent then return end text.Text=tostring(record.HatchAt-os.time()).."s";task.wait(1) end hatch() end) end end restoreCollection=function(player) collections[player]={} for _,record in ipairs(records[player]) do if Economy.placed(record) then renderRecord(player,record) end end updateStorageCount(player) end placeEgg=function(player,requested) local egg,root=held[player],rootFor(player) if not egg or not root then return end if not egg.owned then notify(player,"Cross the course exit to secure this egg first.");return end local plot,ground=insideOwnPlot(player,root.Position) if not plot then notify(player,"Walk onto YOUR highlighted plot first.");return end local position=root.Position if requested~=nil then if typeof(requested)~="Vector3" or not Rules.finite(requested.X) or not Rules.finite(requested.Y) or not Rules.finite(requested.Z) then return end if not insideOwnPlot(player,Vector3.new(requested.X,ground.Position.Y+3,requested.Z)) then notify(player,"Click inside YOUR plot.");return end position=requested end local point=ground.CFrame:PointToObjectSpace(position) point=Vector3.new(math.max(-ground.Size.X/2+3,math.min(ground.Size.X/2-3,point.X)),2.1, math.max(-ground.Size.Z/2+3,math.min(ground.Size.Z/2-3,point.Z))) local displayPosition=ground.CFrame:PointToWorldSpace(point) local collection=collections[player] or {} if #collection>=(player:GetAttribute("PlotCapacity") or Config.StartingCapacity) then notify(player,"Your plot is full. Buy more slots from Plot actions.");return end for _,item in ipairs(collection) do if (item:GetPivot().Position-displayPosition).Magnitude<5 then notify(player,"Choose a clear spot farther from other eggs.");return end end local record=egg.record if not PlotRules.valid(records[player],record.Id,point.X,point.Z,Config) then notify(player,"Choose a clear spot inside your plot.");return end record.Rotation=0 record.State="Hatching";record.X=point.X;record.Z=point.Z record.HatchAt=record.HatchAt or os.time()+Economy.hatchSeconds(record,Config) release(player,egg.home);egg.object:Destroy() renderRecord(player,record);updateStorageCount(player);requestSave(player) notify(player,"Egg placed! Hatching in "..Config.HatchSecondsBySection[record.Section].." seconds.") end local function positionRecord(player,record) local display=displays[player] and displays[player][record.Id] if not display or not display.Parent then return end local ground=plots:FindFirstChild("Plot"..assignments[player]).PlotGround local height=record.State=="Hatched" and 1.36 or 2.1 local position=ground.CFrame:PointToWorldSpace(Vector3.new(record.X,height,record.Z)) display:PivotTo(CFrame.new(position)*CFrame.Angles(0,math.rad(record.Rotation or 0),0)) end editPlot=function(player,request) if type(request)~="table" or type(request.Id)~="string" or not Rules.finite(request.X) or not Rules.finite(request.Z) or not Rules.finite(request.Rotation) then return end local root=rootFor(player) if not root or not insideOwnPlot(player,root.Position) then notify(player,"Stand on your own plot to edit it.");return end local record for _,item in ipairs(records[player] or {}) do if item.Id==request.Id and Economy.placed(item) then record=item;break end end if not record or not PlotRules.valid(records[player],record.Id,request.X,request.Z,Config) then notify(player,"Placement blocked: keep items apart and inside your plot.");return end record.X=request.X;record.Z=request.Z;record.Rotation=math.floor(request.Rotation)%360 positionRecord(player,record);syncInventory(player);requestSave(player) notify(player,"Placement saved.") end organizePlot=function(player) local root=rootFor(player) if not root or not insideOwnPlot(player,root.Position) then notify(player,"Stand on your own plot to organize it.");return end local positions=PlotRules.organize(records[player] or {}) -- Validate the complete candidate before changing any live record. local candidates={} for _,pos in ipairs(positions) do candidates[#candidates+1]={Id=pos.Id,State="Hatched",X=pos.X,Z=pos.Z} end for _,pos in ipairs(positions) do if not PlotRules.valid(candidates,pos.Id,pos.X,pos.Z,Config) then return end end for _,pos in ipairs(positions) do for _,record in ipairs(records[player]) do if record.Id==pos.Id then record.X=pos.X;record.Z=pos.Z;record.Rotation=0;positionRecord(player,record) end end end syncInventory(player);requestSave(player);notify(player,"Plot organized. Hatch times and earnings are unchanged.") end local petNames={Daisy="Bunny",Strawberry="Cow",Leaf="Turtle",Butterfly="Cat",Honey="Bear",Rainbow="Dragon"} updateTrainingGain=function(player) local count=0 for _,record in ipairs(records[player] or {}) do if record.Equipped then count=count+1 end end local level=player:GetAttribute("TreadmillLevel") or 1 local base=Config.TreadmillLevels[level].Gain player:SetAttribute("EquippedPets",count) player:SetAttribute("TrainingGain",base*(1+count*Config.Economy.TrainingBonusPerPet)) local index=assignments[player] local plot=index and plots:FindFirstChild("Plot"..index) local machine=plot and plot:FindFirstChild("TrainingTreadmill") if machine then machine:SetAttribute("Level",level);machine:SetAttribute("Gain",player:GetAttribute("TrainingGain")) end end refreshFollowers=function(player) for _,model in pairs(followers[player] or {}) do model:Destroy() end followers[player]={} for _,record in ipairs(records[player] or {}) do if record.State=="StoredPet" and record.Equipped then local template=game:GetService("ServerStorage").MeadowSquishies:FindFirstChild(record.Label..petNames[record.Label]..(record.Section>1 and "_"..record.Section or "")) local pet=template:Clone();pet:ScaleTo(.6*(record.Size or 1));pet.Name="Companion_"..record.Id for _,part in ipairs(pet:GetDescendants()) do if part:IsA("BasePart") then part.CanCollide=false;part.CanTouch=false;part.CanQuery=false end end pet.Parent=world;followers[player][#followers[player]+1]=pet end end updateTrainingGain(player) end local function findRecord(player,id) for _,record in ipairs(records[player] or {}) do if record.Id==id then return record end end end local function removeDisplay(player,record) local display=displays[player] and displays[player][record.Id] if display then local collection=collections[player] or {} for i,item in ipairs(collection) do if item==display then table.remove(collection,i);break end end display:Destroy();displays[player][record.Id]=nil end end local function saleSelection(player,ids) if type(ids)~="table" or #ids==0 or #ids>Config.MaxOwnedItems then return end local total,selected,seen=0,{},{} local active=held[player] and held[player].owned and held[player].record.Id for _,id in ipairs(ids) do if type(id)~="string" or seen[id] then return end seen[id]=true local record=findRecord(player,id) if not record or not Economy.canSell(record,active) then return end selected[#selected+1]=record;total=total+Economy.sale(record,Config) end return selected,total end commerce=function(player,action,value) local profile=profiles[player] if not profile then return end if action=="QuoteSell" then local selected,total=saleSelection(player,value) if not selected then notify(player,"Store items first. Placed, equipped and held items are protected.");return end local quote={Token=HttpService:GenerateGUID(false),Ids={},Signatures={},Total=total,Deadline=os.clock()+30} for _,record in ipairs(selected) do quote.Ids[#quote.Ids+1]=record.Id;quote.Signatures[record.Id]=Economy.signature(record) end saleQuotes[player]=quote event:FireClient(player,"SaleQuote",{Token=quote.Token,Total=total,Count=#selected}) elseif action=="ConfirmSell" then local quote=saleQuotes[player] if type(value)~="string" or not quote or value~=quote.Token or os.clock()>quote.Deadline then notify(player,"Sale expired. Review the selection again.");return end saleQuotes[player]=nil local selected,total=saleSelection(player,quote.Ids) if not selected or total~=quote.Total then notify(player,"Items changed. Review the selection again.");return end local ids={} for _,record in ipairs(selected) do if Economy.signature(record)~=quote.Signatures[record.Id] then return end;ids[record.Id]=true end -- Coins and remaining inventory save together in one UpdateAsync profile. for i=#records[player],1,-1 do if ids[records[player][i].Id] then table.remove(records[player],i) end end player:SetAttribute("Coins",(player:GetAttribute("Coins") or 0)+total) updateStorageCount(player);requestSave(player,true);notify(player,"Sold "..#selected.." item(s) for $"..total..". Discoveries kept.") elseif action=="ClaimIndex" then if type(value)~="table" or (value.Kind~="Eggs" and value.Kind~="Pets") or type(value.Section)~="number" or value.Section%1~=0 or not Config.Sections[value.Section] then return end local key=tostring(value.Section) local found,needed=Economy.progress(profile.Data.Discoveries,value.Kind,value.Section,Config) if found~=needed or profile.Data.Claimed[value.Kind][key] then notify(player,"Complete this index before claiming its one-time reward.");return end profile.Data.Claimed[value.Kind][key]=true local reward=Config.Economy.CompletionRewards[value.Section] player:SetAttribute("Coins",(player:GetAttribute("Coins") or 0)+reward) syncInventory(player);requestSave(player,true);notify(player,"Index reward claimed: $"..reward) elseif action=="RemoveItem" then local root=rootFor(player);local record=type(value)=="string" and findRecord(player,value) if not root or not insideOwnPlot(player,root.Position) or not record or not Economy.placed(record) then return end local hatched=record.State=="Hatched" if hatched then player:SetAttribute("IncomeRate",math.max(0,(player:GetAttribute("IncomeRate") or 0)-Economy.income(record,Config))) player:SetAttribute("HatchedCount",math.max(0,(player:GetAttribute("HatchedCount") or 0)-1)) end removeDisplay(player,record);record.State=hatched and "StoredPet" or "Stored";record.X=nil;record.Z=nil updateStorageCount(player);requestSave(player);notify(player,"Stored safely. Placed pets earn; stored pets can be equipped or sold.") elseif action=="EquipPet" then local record=type(value)=="string" and findRecord(player,value) if not record or record.State~="StoredPet" then return end if not record.Equipped and (player:GetAttribute("EquippedPets") or 0)>=Config.Economy.MaxEquipped then notify(player,"Unequip a pet first. Test limit: "..Config.Economy.MaxEquipped);return end record.Equipped=not record.Equipped refreshFollowers(player);syncInventory(player);requestSave(player) elseif action=="PlacePet" then if type(value)~="table" or not Rules.finite(value.X) or not Rules.finite(value.Z) then return end local root=rootFor(player);local record=type(value.Id)=="string" and findRecord(player,value.Id) if not root or not insideOwnPlot(player,root.Position) or not record or record.State~="StoredPet" then return end if #(collections[player] or {})>=(player:GetAttribute("PlotCapacity") or Config.StartingCapacity) or not PlotRules.valid(records[player],record.Id,value.X,value.Z,Config) then notify(player,"Plot full or position blocked.");return end record.State="Hatched";record.Equipped=false;record.X=value.X;record.Z=value.Z;record.Rotation=0 renderRecord(player,record);refreshFollowers(player);syncInventory(player);requestSave(player) elseif action=="TutorialDone" then profile.Data.TutorialDone=true;requestSave(player) end end local sellStand=world.HomeHub.HubServices.SellStand.SellInteraction local sellPrompt=prompt(sellStand,"Review sale") sellPrompt.ObjectText="Sell to the game" sellPrompt.Triggered:Connect(function(player) local root=rootFor(player) if assignments[player] and not departed[player] and root and (root.Position-sellStand.Position).Magnitude<=Config.PickupDistance+2 then event:FireClient(player,"OpenSell") end end) local trainees={} local runningPoses={} local runningTracks={} local alignments={} stopTraining=function(player) local root=trainees[player] local alignment=alignments[player] if root and root.Parent then root:SetNetworkOwnershipAuto() end if alignment and alignment.Humanoid.Parent then alignment.Humanoid.AutoRotate=alignment.AutoRotate end trainees[player]=nil alignments[player]=nil local track=runningTracks[player] if track then pcall(function() track:Stop(.15);track:Destroy() end);runningTracks[player]=nil end for motor, original in pairs(runningPoses[player] or {}) do if motor.Parent then motor.C0=original end end runningPoses[player]=nil player:SetAttribute("TrainingActive",false) end startTraining=function(player) notify(player,"Step onto your treadmill to run automatically in the centre. Jump to get off.") end exitTraining=function(player,direction) local root=trainees[player] local deck=treadmills[assignments[player]] if not root or root~=rootFor(player) or not deck then return end local h=player.Character:FindFirstChildOfClass("Humanoid") local away=deck.CFrame.LookVector*-1 if typeof(direction)=="Vector3" and Rules.finite(direction.X) and Rules.finite(direction.Z) then local flat=Vector3.new(direction.X,0,direction.Z) if flat.Magnitude>.1 then away=flat.Unit end end trainingPaused[player]=true stopTraining(player) player:SetAttribute("OnTreadmill",false);applySpeed(player) h.Jump=true -- A bounded ordinary jump clears the rear deck even with no held input. root.AssemblyLinearVelocity=away*Config.TreadmillExitSpeed+Vector3.new(0,h.JumpPower,0) end local function beginRunning(player,root) if trainees[player]==root then local track=runningTracks[player] if track then pcall(function() if not track.IsPlaying then track:Play(.1,1,1) end end) end return end stopTraining(player) trainees[player]=root local deck=treadmills[assignments[player]] local h=player.Character:FindFirstChildOfClass("Humanoid") local leg=player.Character:FindFirstChild("Left Leg") local clearance=(h.HipHeight or 2)+(root.Size and root.Size.Y/2 or 1) if h.RigType==Enum.HumanoidRigType.R6 then clearance=(root.Size and root.Size.Y/2 or 1)+(leg and leg.Size.Y or 2) end local centre=deck.CFrame*CFrame.new(0,deck.Size.Y/2+.08+clearance,0) alignments[player]={Humanoid=h,AutoRotate=h.AutoRotate,CFrame=centre} h.AutoRotate=false;root:SetNetworkOwner(nil) root.CFrame=centre;root.AssemblyLinearVelocity=Vector3.zero;root.AssemblyAngularVelocity=Vector3.zero local joints={} for _,motor in ipairs(player.Character:GetDescendants()) do if motor:IsA("Motor6D") then local name=motor.Name if name:find("Hip") or name:find("Shoulder") or name:find("Knee") or name:find("Elbow") or name=="Waist" then joints[motor]=motor.C0 end end end runningPoses[player]=joints -- Standard Roblox avatar run animations; Action priority beats idle Animate. local humanoid=player.Character:FindFirstChildOfClass("Humanoid") local ok,track=pcall(function() local animator=humanoid:FindFirstChildOfClass("Animator") if not animator then animator=Instance.new("Animator");animator.Parent=humanoid end local animation=Instance.new("Animation") animation.AnimationId=humanoid.RigType==Enum.HumanoidRigType.R6 and "rbxassetid://180426354" or "rbxassetid://507767714" local result=animator:LoadAnimation(animation);animation:Destroy() result.Name="EggHuntTrainingRun";result.Priority=Enum.AnimationPriority.Action;result.Looped=true;result:Play(.15,1,1) return result end) if ok then runningTracks[player]=track end player:SetAttribute("TrainingActive",true);player:SetAttribute("UseTraining",true) applySpeed(player) end for i=1,Config.MaxPlayers do local plot=plots:FindFirstChild("Plot"..i) local plate=plot and plot:FindFirstChild("OwnerNameplate") if plate then local click=Instance.new("ClickDetector");click.MaxActivationDistance=18;click.Parent=plate click.MouseClick:Connect(function(player) local root=rootFor(player) if not root or (root.Position-plate.Position).Magnitude>20 then return end local owner=owners[i] event:FireClient(player,"OwnerInfo",owner and owner.DisplayName or "Unclaimed",owner and owner.Name or "") end) end end local walls={SideWall=true,HubSideHedge=true,HubBackHedge=true,SafeShoulder=true,CourseEndWall=true,WallPillar=true,WallCoping=true,WallTopAccent=true} for _,part in ipairs(world:GetDescendants()) do if part:IsA("BasePart") and walls[part.Name] then part.CustomPhysicalProperties=PhysicalProperties.new(1,.12,0,100,100) end end local economyClock=0 local saveClock=0 local trainingClock = 0 RunService.Heartbeat:Connect(function(dt) local step=math.min(dt,.1) local reset,remaining=cycle:Step(os.clock()) world:SetAttribute("CourseState",cycle.State);world:SetAttribute("CourseSeconds",remaining) barrier.CanCollide=cycle.State=="Closed";barrier.CanQuery=barrier.CanCollide barrier.Transparency=barrier.CanCollide and .25 or 1 if reset then for player,egg in pairs(held) do if not egg.owned then release(player,egg.home) end end for _,egg in ipairs(eggs) do returnCourseEgg(egg,true,true) end for _,guardian in pairs(guardians) do guardian.object:PivotTo(guardian.home) end end if cycle.State=="Closed" then for player in pairs(assignments) do local root=rootFor(player) if root and root.Position.Z<Config.Course.StartZ+4 then root.AssemblyLinearVelocity=Vector3.zero;root.AssemblyAngularVelocity=Vector3.zero local index=assignments[player] player.Character:PivotTo(CFrame.new(((index-1)%3-1)*12,4,Config.Course.StartZ+14+math.floor((index-1)/3)*12)) notify(player,"Course refreshing. Your secured collection is safe.") end end end saveClock=saveClock+dt if saveClock>=Config.Persistence.SaveInterval then saveClock=0 for player,profile in pairs(profiles) do requestSave(player) if not profile.MemoryOnly and (profile.LostLease or os.clock()-profile.LastSave>Config.Persistence.LeaseSeconds-30) then player:Kick("Progress saving is unavailable. Please reconnect shortly.") end end end economyClock=economyClock+math.min(dt,1) if economyClock>=1 then local seconds=math.floor(economyClock);economyClock=economyClock-seconds for player in pairs(assignments) do local income=player:GetAttribute("IncomeRate") or 0 if income>0 and not departed[player] then player:SetAttribute("Bank",(player:GetAttribute("Bank") or 0)+income*seconds) end end end for player,models in pairs(followers) do local root=rootFor(player) for index,model in ipairs(models) do if root then model:PivotTo(root.CFrame*CFrame.new(index%2==1 and -3.5 or 3.5,-1.5,4)) end for _,part in ipairs(model:GetDescendants()) do if part:IsA("BasePart") then part.Transparency=root and 0 or 1 end end end end trainingClock=trainingClock+dt for _,player in ipairs(Players:GetPlayers()) do local root=rootFor(player) local treadmill=treadmills[assignments[player]] local onBelt=false if root and treadmill then local localPoint=treadmill.CFrame:PointToObjectSpace(root.Position) onBelt=math.abs(localPoint.X)<=treadmill.Size.X/2 and math.abs(localPoint.Z)<=treadmill.Size.Z/2 and localPoint.Y>=0 and localPoint.Y<=6 end local h=root and player.Character:FindFirstChildOfClass("Humanoid") if trainees[player] and root and (h.Jump or root.AssemblyLinearVelocity.Y>5) then exitTraining(player) end local trainingBelt=onBelt and not trainingPaused[player] if player:GetAttribute("OnTreadmill")~=trainingBelt then player:SetAttribute("OnTreadmill",trainingBelt);applySpeed(player) end if not onBelt then trainingPaused[player]=nil end local active=onBelt and not departed[player] and not held[player] and not trainingPaused[player] and not h.Jump and math.abs(root.AssemblyLinearVelocity.Y)<5 if active then beginRunning(player,root) root.CFrame=alignments[player].CFrame root.AssemblyLinearVelocity=Vector3.zero;root.AssemblyAngularVelocity=Vector3.zero elseif trainees[player] then stopTraining(player) end if (player:GetAttribute("StumbleUntil") or 0)<=os.clock() and player:GetAttribute("Recovering") then endRecovery(player);applySpeed(player) end end for player, egg in pairs(held) do local root=rootFor(player) if not root then dropEgg(player) else if not egg.safe then local previous=egg.previousPosition or root.Position local delta=root.Position-previous local speed=player:GetAttribute("CurrentSpeed") or 16 -- Validate a continuous approach through the actual exit corridor. -- Replicated positions arrive in batches, rather than every -- Heartbeat. Allow distance since the last observed movement. local movementTime=math.min(.75,math.max(dt,os.clock()-(egg.movementAt or os.clock()))) if delta.Magnitude>speed*movementTime+8 then egg.invalidEscape=true end if delta.Magnitude>.02 then egg.movementAt=os.clock() end if root.Position.Z>=Config.Course.StartZ then if not egg.invalidEscape and previous.Z<Config.Course.StartZ and math.abs(root.Position.X)<=Config.Course.Width/2 and math.abs(previous.X)<=Config.Course.Width/2 and root.Position.Y>=0 and root.Position.Y<=14 and cycle.State~="Closed" then secureEgg(player,egg) egg=held[player] else release(player,egg.home);notify(player,"Return through the course exit to secure an egg.");egg=nil end end end if egg then local guardian=guardians[egg.section] local offset=root.Position-guardian.object:GetPivot().Position player:SetAttribute("GuardianGap",math.sqrt(offset.X*offset.X+offset.Z*offset.Z)) player:SetAttribute("HomeDistance",math.max(0,Config.Course.StartZ-root.Position.Z)) local elapsed=os.clock()-(egg.started or 0) player:SetAttribute("ChasePhase",egg.safe and "Safe" or elapsed<Config.ChaseGraceSeconds and "Head start" or elapsed<Config.ChaseGraceSeconds+Config.GuardianBurst.Duration and "Guardian accelerating" or "Chase active") end end end for id, guardian in pairs(guardians) do local current=guardian.object:GetPivot() local target, targetEgg, distance for player, egg in pairs(held) do local root=rootFor(player) if root and root.Position.Z<Config.Course.StartZ and not egg.owned and Rules.canChase(id, egg.section, egg.safe, os.clock()-egg.started, Config.ChaseGraceSeconds) then -- Model pivots include tall handles/signs; capture distance is on the ground plane. local offset=root.Position-current.Position local d=Vector3.new(offset.X,0,offset.Z).Magnitude if not distance or d<distance then target=root; targetEgg=egg; distance=d end end end local awake=false for _,egg in pairs(held) do if egg.section==id and not egg.owned then awake=true end end local returning=(current.Position-guardian.home.Position).Magnitude>.5 local state=target and "Chasing" or awake and "Head start" or returning and "Returning" or "Sleeping" guardian.object:SetAttribute("GuardianState",state) for _,part in ipairs(guardian.object:GetDescendants()) do if part.Name=="OpenEye" then part.Transparency=awake and 0 or 1 elseif part.Name=="ClosedEye" then part.Transparency=awake and 1 or 0 end end local destination=target and Vector3.new(target.Position.X,current.Position.Y,math.min(target.Position.Z,Config.Course.StartZ-1)) or guardian.home.Position local delta=destination-current.Position local pressure=targetEgg and Config.PetRules[targetEgg.label].Chase or 1 local elapsed=targetEgg and os.clock()-targetEgg.started-Config.ChaseGraceSeconds or 0 local burst=Rules.burstMultiplier(distance or 0,elapsed,Config.GuardianBurst) local desired=Config.GuardianSpeeds[id]*pressure*(target and burst or 1) local previousSpeed=guardian.speed or 0 guardian.speed=desired>previousSpeed and math.min(desired,previousSpeed+50*step) or math.max(desired,previousSpeed-50*step) if awake and not target then guardian.speed=0 end local amount=guardian.speed*step local nextPosition=current.Position if delta.Magnitude>0 then nextPosition=current.Position+delta.Unit*math.min(amount,delta.Magnitude) nextPosition=Vector3.new(nextPosition.X,nextPosition.Y,math.min(nextPosition.Z,Config.Course.StartZ-1)) guardian.object:PivotTo(current+(nextPosition-current.Position)) end local gap=math.huge if target then local previous=targetEgg.previousPosition or target.Position gap=Rules.closestGap(previous.X-current.Position.X,previous.Z-current.Position.Z,target.Position.X-nextPosition.X,target.Position.Z-nextPosition.Z) end if target and gap <= Config.CaptureDistance and os.clock()>=(targetEgg.carrier:GetAttribute("HitCooldownUntil") or 0) then local player=targetEgg.carrier player:SetAttribute("HitCooldownUntil",os.clock()+Config.Catch.Cooldown) player:SetAttribute("StumbleUntil",os.clock()+Config.Catch.Stumble) player:SetAttribute("Recovering",true);applySpeed(player) target:SetNetworkOwner(nil);recoveryRoots[player]=target local away=Vector3.new(target.Position.X-nextPosition.X,0,target.Position.Z-nextPosition.Z) if away.Magnitude<.1 then away=Vector3.new(0,0,1) else away=away.Unit end local sideways=Vector3.new(-away.Z,0,away.X) target.AssemblyLinearVelocity=away*Config.Catch.HorizontalSpeed+sideways*Config.Catch.SideSpeed+Vector3.new(0,1,0) if Rules.captureReturnsHome(id,sectionAt(target.Position)) then release(player,targetEgg.home);notify(player,"Caught! The egg returned to its nest. Train more speed and try again.") else dropEgg(player);notify(player,"Caught! The egg dropped here. Pick it up again when you are ready.") end end end for player,egg in pairs(held) do local root=rootFor(player);if root then egg.previousPosition=root.Position end end if trainingClock>=.25 then local seconds=math.min(trainingClock,1); trainingClock=0 for player, anchoredRoot in pairs(trainees) do local root=rootFor(player) if root~=anchoredRoot or held[player] then stopTraining(player) else player:SetAttribute("TrainedSpeed",Rules.train(player:GetAttribute("TrainedSpeed") or 16,seconds,player:GetAttribute("TrainingGain") or Config.TrainingPerSecond,Config.MaxTrainedSpeed)) applySpeed(player) end end end end) local function leave(player) departed[player]=true endRecovery(player) if stopTraining then stopTraining(player) end local leavingIndex=assignments[player] local leavingPlot=leavingIndex and plots:FindFirstChild("Plot"..leavingIndex) local leavingMachine=leavingPlot and leavingPlot:FindFirstChild("TrainingTreadmill") if leavingMachine then leavingMachine:Destroy() end if leavingIndex then treadmills[leavingIndex]=nil end local egg=held[player] if egg then if egg.owned then stowEgg(player) else release(player,egg.home) end end saveProgress(player,true) for _,item in ipairs(collections[player] or {}) do item:Destroy() end for _,model in pairs(followers[player] or {}) do model:Destroy() end followers[player]=nil;saleQuotes[player]=nil collections[player]=nil;displays[player]=nil;records[player]=nil;profiles[player]=nil local index=assignments[player] if index then owners[index]=nil local plot=plots:FindFirstChild("Plot"..index) plotLabel(plot,"Unclaimed");plot:SetAttribute("OwnerUserId",nil) end assignments[player],lastRequest[player],trainingPaused[player]=nil,nil,nil end Players.PlayerAdded:Connect(join) Players.PlayerRemoving:Connect(leave) for _,player in ipairs(Players:GetPlayers()) do task.spawn(join,player) end game:BindToClose(function() local pending=0 for player in pairs(profiles) do pending=pending+1 task.spawn(function() saveProgress(player,true);pending=pending-1 end) end local deadline=os.clock()+25 while pending>0 and os.clock()<deadline do task.wait(.1) end end) false StarterPlayer 180 0.5 StarterPlayerScripts LayoutClient -- Responsive owner-only inventory, explicit plot editing and read-only live stats. local Players=game:GetService("Players") local Rep=game:GetService("ReplicatedStorage") local Run=game:GetService("RunService") local Input=game:GetService("UserInputService") local Actions=game:GetService("ContextActionService") local player=Players.LocalPlayer local Config=require(Rep:WaitForChild("LayoutConfig")) local Rules=require(Rep:WaitForChild("GameplayRules")) local Inventory=require(Rep:WaitForChild("InventoryRules")) local Economy=require(Rep:WaitForChild("Economy")) local PlotRules=require(Rep:WaitForChild("PlotRules")) local event=Rep:WaitForChild("LayoutControl") local world=workspace:WaitForChild("EggHuntLayout") local UIFormat=require(Rep:WaitForChild("UIFormat")) local forceCompact=false local UILayout=require(Rep:WaitForChild("UILayout")) local UIIcons=require(Rep:WaitForChild("UIIcons")) local artwork=UIIcons.new(Rep:WaitForChild("IconData")) local soundEnabled=true local gui=Instance.new("ScreenGui");gui.Name="EggHuntHUD";gui.ResetOnSpawn=false;gui.Parent=player:WaitForChild("PlayerGui") gui.ZIndexBehavior=Enum.ZIndexBehavior.Sibling gui.ScreenInsets=Enum.ScreenInsets.CoreUISafeInsets local function frame(parent) local f=Instance.new("Frame");f.BackgroundColor3=Color3.fromRGB(24,37,43);f.BorderSizePixel=0;f.Parent=parent;return f end local function rounded(parent,radius) local corner=Instance.new("UICorner");corner.CornerRadius=UDim.new(0,radius or 12);corner.Parent=parent local stroke=Instance.new("UIStroke");stroke.Color=Color3.fromRGB(64,114,158);stroke.Transparency=.25;stroke.Thickness=1;stroke.Parent=parent end local function text(parent,size) local t=Instance.new("TextLabel");t.Text="";t.BackgroundTransparency=1;t.TextStrokeTransparency=.25;t.TextColor3=Color3.fromRGB(245,247,235) t.Font=Enum.Font.GothamMedium;t.TextSize=size or 16;t.TextWrapped=true;t.Parent=parent;return t end local function button(parent,title,callback) local b=Instance.new("TextButton");b.Text=title;b.Font=Enum.Font.GothamMedium;b.TextSize=16;b.TextWrapped=false;b.Size=UDim2.fromOffset(110,46) b.TextColor3=Color3.fromRGB(244,247,255);b.BackgroundColor3=Color3.fromRGB(21,38,62);b.BackgroundTransparency=.15;b.BorderSizePixel=0;rounded(b,10) b.Selectable=true;b.Activated:Connect(callback);b.Parent=parent;return b end -- Compact independent badges, with real generated artwork and crisp dynamic text. local stats=frame(gui);stats.Name="EdgeStats";stats.BackgroundTransparency=1;stats.Size=UDim2.fromScale(1,1) local badges={} local function badge(name,key,title,glyph) local card=frame(stats);card.Name=name.."Badge";card.BackgroundColor3=Color3.fromRGB(14,29,52);card.BackgroundTransparency=.3;rounded(card,14) artwork:Attach(card,key,42,UDim2.new(0,25,.5,0),glyph) local heading=text(card,14);heading.Name="Heading";heading.Text=title;heading.TextXAlignment=Enum.TextXAlignment.Left;heading.Position=UDim2.fromOffset(48,2);heading.Size=UDim2.new(1,-50,0,14) local value=text(card,24);value.Name=name.."Stat";value.Font=Enum.Font.GothamBold;value.TextXAlignment=Enum.TextXAlignment.Left;value.TextWrapped=false;value.TextTruncate=Enum.TextTruncate.AtEnd value.Position=UDim2.fromOffset(48,15);value.Size=UDim2.new(1,-50,1,-17) badges[name]=card;return value end local speedStat=badge("Speed","stats/speed","Speed","⚡") local gainStat=badge("Gain","stats/training-gain","Speed gain / sec","↗") -- Collection progress is real; a player-level economy has not been invented. local collectionStat=badge("Collection","stats/level","Collections","★") local incomeStat=badge("Income","stats/cash","Income / sec","$") local cashStat=badge("Cash","stats/cash","Cash","$") local sectionStat=badge("Section","navigation/map","Section","⚑") local guideTop=button(stats,"Guide",function() end);guideTop.Name="GuideButton" guideTop.TextYAlignment=Enum.TextYAlignment.Bottom;guideTop.TextSize=14 artwork:Attach(guideTop,"navigation/guide",32,UDim2.new(.5,0,0,20),"?") local settings=button(stats,"",function() end);settings.Name="SettingsButton";artwork:Attach(settings,"navigation/settings",36,UDim2.fromScale(.5,.5),"⚙") local identity=button(stats,"@"..player.Name,function() end);identity.Name="UserButton" identity.TextSize=16;identity.TextTruncate=Enum.TextTruncate.AtEnd local identityPadding=Instance.new("UIPadding");identityPadding.PaddingLeft=UDim.new(0,8);identityPadding.PaddingRight=UDim.new(0,8);identityPadding.Parent=identity local bankStat=text(badges.Cash,14);bankStat.Name="BankStat";bankStat.TextXAlignment=Enum.TextXAlignment.Left local saveStat=button(stats,"Loading",function() end);saveStat.Name="SaveStat";saveStat.TextSize=14 local recommendationStat=text(stats,11);recommendationStat.Name="RecommendedStat" local cycle=text(gui,16);cycle.Name="CycleStat";cycle.BackgroundColor3=Color3.fromRGB(18,30,54);cycle.BackgroundTransparency=.3;rounded(cycle,12) artwork:Attach(cycle,"indicators/reset",30,UDim2.fromOffset(20,20),"T") local timerText=text(cycle,16);timerText.Name="TimerText" local timerPhase=text(cycle,14);timerPhase.Name="TimerPhase";timerPhase.TextXAlignment=Enum.TextXAlignment.Left local notice=text(gui,16);notice.Name="TransientNotice";notice.AnchorPoint=Vector2.new(.5,0);notice.Position=UDim2.new(.5,0,0,76);notice.Size=UDim2.fromOffset(320,30) local panel=frame(gui);panel.Name="BottomDock";panel.BackgroundTransparency=1 local hotbar=Instance.new("ScrollingFrame");hotbar.Name="Hotbar";hotbar.BackgroundTransparency=1;hotbar.BorderSizePixel=0;hotbar.ScrollBarThickness=3 hotbar.Size=UDim2.fromScale(1,1);hotbar.ScrollingDirection=Enum.ScrollingDirection.X;hotbar.AutomaticCanvasSize=Enum.AutomaticSize.X;hotbar.CanvasSize=UDim2.new();hotbar.Parent=panel local hotLayout=Instance.new("UIListLayout");hotLayout.FillDirection=Enum.FillDirection.Horizontal;hotLayout.VerticalAlignment=Enum.VerticalAlignment.Center;hotLayout.Padding=UDim.new(0,4);hotLayout.SortOrder=Enum.SortOrder.LayoutOrder;hotLayout.Parent=hotbar local controls=Instance.new("ScrollingFrame");controls.Name="ContextActions";controls.BackgroundTransparency=1;controls.BorderSizePixel=0;controls.ScrollBarThickness=3 controls.ScrollingDirection=Enum.ScrollingDirection.X;controls.AutomaticCanvasSize=Enum.AutomaticSize.X;controls.CanvasSize=UDim2.new();controls.Parent=gui local rowLayout=hotLayout:Clone();rowLayout.Parent=controls local navigation=frame(gui);navigation.Name="Navigation";navigation.BackgroundTransparency=1 local navLayout=hotLayout:Clone();navLayout.FillDirection=Enum.FillDirection.Vertical;navLayout.VerticalAlignment=Enum.VerticalAlignment.Top;navLayout.Padding=UDim.new(0,8);navLayout.Parent=navigation local compactNavigation=button(gui,"Menu",function() end);compactNavigation.Name="CompactNavigation";compactNavigation.TextYAlignment=Enum.TextYAlignment.Bottom artwork:Attach(compactNavigation,"inventory/backpack",30,UDim2.new(.5,0,0,18),"≡") local modal=frame(gui);modal.AnchorPoint=Vector2.new(.5,.5);modal.Position=UDim2.fromScale(.5,.46);modal.Visible=false;modal.ZIndex=5 local modalTitle=text(modal,20);modalTitle.Position=UDim2.fromOffset(10,4);modalTitle.Size=UDim2.new(1,-94,0,44);modalTitle.ZIndex=6 rounded(modal,16) local close=button(modal,"Close",function() modal.Visible=false end);close.Position=UDim2.new(1,-88,0,6);close.Size=UDim2.fromOffset(80,44);close.ZIndex=6 local list=Instance.new("ScrollingFrame");list.Position=UDim2.fromOffset(12,58);list.Size=UDim2.new(1,-24,1,-70);list.BackgroundTransparency=1;list.BorderSizePixel=0 list.ScrollBarThickness=5;list.AutomaticCanvasSize=Enum.AutomaticSize.Y;list.CanvasSize=UDim2.new();list.Parent=modal;list.ZIndex=6 local listLayout=Instance.new("UIListLayout");listLayout.SortOrder=Enum.SortOrder.LayoutOrder;listLayout.Padding=UDim.new(0,5);listLayout.Parent=list local items,activeId={},"" local progress={Discoveries={Eggs={},Pets={}},Claimed={Eggs={},Pets={}}} local growthLabels={} local serverTimeOffset=0 local rowSequence=0 local sellKind,sellSort,sellSelection="Eggs","Value",{} local renderSelling,showPet local receivedInventory=false local mode,selected,candidate,previewParts=nil,nil,nil,{} local localNotice="";local noticeUntil=0 local plot,plotNumber,homeIcon local hotButtons={} local refreshInventory,openMenu local function selectInventory(record) if Inventory.kind(record)=="Pet" then showPet(record) else event:FireServer("EquipEgg",record.Id);modal.Visible=false end end local function say(message) localNotice=message;noticeUntil=os.clock()+5 end local function clearPreview() for _,part in ipairs(previewParts) do part:Destroy() end previewParts={} end local function endEdit() clearPreview();mode=nil;selected=nil;candidate=nil end local function ground() return plot and plot:FindFirstChild("PlotGround") end local function ghost(x,z,rotation,valid) local g=ground();if not g then return end local part=Instance.new("Part");part.Name="PlacementPreview";part.Anchored=true;part.CanCollide=false;part.CanTouch=false;part.CanQuery=false part.Size=Vector3.new(5,.4,5);part.Transparency=.35;part.Color=valid and Color3.fromRGB(80,230,145) or Color3.fromRGB(255,80,80) part.CFrame=g.CFrame*CFrame.new(x,1,z)*CFrame.Angles(0,math.rad(rotation or 0),0);part.Parent=workspace;previewParts[#previewParts+1]=part -- A short front pointer makes rotation visible even for symmetric eggs. local arrow=part:Clone();arrow.Size=Vector3.new(.6,.5,3);arrow.CFrame=part.CFrame*CFrame.new(0,.1,-3);arrow.Parent=workspace;previewParts[#previewParts+1]=arrow end local function showCandidate() clearPreview() if selected and candidate then ghost(candidate.X,candidate.Z,candidate.Rotation,PlotRules.valid(items,selected.Id,candidate.X,candidate.Z,Config)) end end local function edit(record) endEdit();modal.Visible=false;mode="Edit";selected=record candidate={Id=record.Id,X=record.X,Z=record.Z,Rotation=record.Rotation or 0};showCandidate() say("Tap a clear spot, Rotate, then Confirm. Cancel leaves it unchanged.") end local function clearRows() rowSequence=0;growthLabels={} for _,child in ipairs(list:GetChildren()) do if child:IsA("TextButton") or child:IsA("TextLabel") then child:Destroy() end end end local function row(title,callback) rowSequence=rowSequence+1 local b=button(list,title,callback);b.LayoutOrder=rowSequence;b.Size=UDim2.new(1,-8,0,56);b.TextWrapped=true;b.AutomaticSize=Enum.AutomaticSize.Y;b.ZIndex=7 b.TextXAlignment=Enum.TextXAlignment.Left local pad=Instance.new("UIPadding");pad.PaddingLeft=UDim.new(0,12);pad.PaddingRight=UDim.new(0,12);pad.Parent=b return b end local function info(title) rowSequence=rowSequence+1 local label=text(list,16);label.Text=title;label.Size=UDim2.new(1,-8,0,76);label.LayoutOrder=rowSequence;label.AutomaticSize=Enum.AutomaticSize.Y;label.ZIndex=7 label.TextXAlignment=Enum.TextXAlignment.Left local pad=Instance.new("UIPadding");pad.PaddingLeft=UDim.new(0,8);pad.PaddingRight=UDim.new(0,8);pad.Parent=label return label end showPet=function(record) modal.Visible=true;modalTitle.Text=record.Label.." pet";clearRows() info("Stage "..record.Section.." · Plot income $"..record.Income.."/s · Sale $"..record.SalePrice) info("Equipped bonus: +"..(Config.Economy.TrainingBonusPerPet*100).."% treadmill gain. Equipped pets do not earn plot income.") row(record.Equipped and "Unequip pet" or "Equip pet",function() event:FireServer("EquipPet",record.Id);modal.Visible=false end) row("Place pet on plot",function() for z=-20,16,18 do for x=-24,24,16 do if PlotRules.valid(items,record.Id,x,z,Config) then event:FireServer("PlacePet",{Id=record.Id,X=x,Z=z});modal.Visible=false;return end end end say("No clear plot position. Move another item first.") end) end renderSelling=function() clearRows();modalTitle.Text="Sell "..sellKind info("Income is earned only by hatched pets placed on your plot. Sale price is a separate one-time payment.") for _,kind in ipairs({"Eggs","Items","Pets"}) do row("Tab: "..kind,function() sellKind=kind;sellSelection={};renderSelling() end) end if sellKind=="Items" then info("No separate object type yet. Current eggs hatch into pets; your existing pets stay pets.");return end row("Sort: "..sellSort,function() sellSort=sellSort=="Value" and "Size" or "Value";renderSelling() end) local candidates={} for _,record in ipairs(items) do if (sellKind=="Pets")==Economy.pet(record) then candidates[#candidates+1]=record end end table.sort(candidates,function(a,b) local av=sellSort=="Size" and a.Size or a.SalePrice;local bv=sellSort=="Size" and b.Size or b.SalePrice if av==bv then return a.Id<b.Id end;return av>bv end) row("Select all eligible",function() for _,record in ipairs(candidates) do if Economy.canSell(record,activeId) then sellSelection[record.Id]=true end end;renderSelling() end) row("Clear selection",function() sellSelection={};renderSelling() end) local ids,total={},0 for _,record in ipairs(candidates) do local item=record;local eligible=Economy.canSell(item,activeId) if not eligible then sellSelection[item.Id]=nil end if sellSelection[item.Id] then ids[#ids+1]=item.Id;total=total+item.SalePrice end local label=(sellSelection[item.Id] and "✓ " or "○ ")..item.Label.." · "..string.format("%.2f",item.Size).."× · Income $"..item.Income.."/s · Sell $"..item.SalePrice if eligible then local card=row(label,function() sellSelection[item.Id]=not sellSelection[item.Id];renderSelling() end) if sellSelection[item.Id] then card.BackgroundColor3=Color3.fromRGB(154,224,176) local outline=Instance.new("UIStroke");outline.Thickness=2;outline.ApplyStrokeMode=Enum.ApplyStrokeMode.Border;outline.Color=Color3.fromRGB(75,170,110);outline.Parent=card end else info("Protected · "..label.." · store / unequip first") end end if #ids>0 then row("Review sale · "..#ids.." selected · $"..total,function() event:FireServer("QuoteSell",ids) end) else info("Select stored items to review a sale.") end end openMenu=function(which) modal.Visible=true;modalTitle.Text=which=="Backpack" and "Inventory" or (which=="Help" or which=="Guide") and "Guide" or which=="Plot actions" and "Upgrades" or which=="Edit plot" and "Plot editor" or which;list.CanvasPosition=Vector2.new(0,0);clearRows() if which=="Backpack" or which=="Edit plot" then if which=="Backpack" then for _,name in ipairs({"Pets","Growing Eggs","Sell","Index"}) do row(name,function() openMenu(name) end) end end local stored=0 for _,record in ipairs(items) do if Inventory.kind(record) then stored=stored+1 if which=="Backpack" and stored>10 then local item=record;row(item.Label.." · "..Inventory.kind(item),function() selectInventory(item) end) end elseif Economy.placed(record) and which=="Edit plot" then local item=record;row(item.Label.." · "..item.State.." · Move / rotate",function() edit(item) end) row("Store "..item.Label,function() event:FireServer("RemoveItem",item.Id);modal.Visible=false end) end end if which=="Backpack" and stored<=10 then info("Stored inventory fits in the hotbar. Select an egg or pet there.") end if which=="Edit plot" then row("Auto Organize — preview",function() endEdit();modal.Visible=false;mode="Organize" for _,pos in ipairs(PlotRules.organize(items)) do ghost(pos.X,pos.Z,0,true) end say("Preview only. Confirm to organize; Cancel keeps your layout.") end) end elseif which=="Pets" then local count=0 for _,record in ipairs(items) do if Economy.pet(record) then count=count+1;local item=record row(item.Label.." · "..(item.Equipped and "Equipped" or item.State),function() if item.State=="StoredPet" then showPet(item) else openMenu("Edit plot") end end) end end if count==0 then info("Hatch an egg on your plot to discover your first pet.") end elseif which=="Navigation" or which=="More" then info("Player: @"..player.Name..(player.DisplayName~=player.Name and (" · "..player.DisplayName) or "")) info("Cash "..UIFormat.money(player:GetAttribute("Coins") or 0,true).." | Income "..UIFormat.money(player:GetAttribute("IncomeRate") or 0,true).."/s | Section: "..sectionStat.Text.." | Collections: "..(player:GetAttribute("CollectionCount") or 0).."/6 | Speed "..(player:GetAttribute("CurrentSpeed") or 16).." | Gain +"..(player:GetAttribute("TrainingGain") or 0).."/s") for _,entry in ipairs({{"Pets","Pets"},{"Inventory","Backpack"},{"Upgrades","Plot actions"},{"Edit plot","Edit plot"},{"Index","Index"},{"Growing Eggs","Growing Eggs"},{"Sell","Sell"},{"Guide","Help"},{"Settings","Settings"}}) do row(entry[1],function() openMenu(entry[2]) end) end row("My plot",function() event:FireServer("Plot");modal.Visible=false end) row("Training help",function() event:FireServer("Train");modal.Visible=false end) elseif which=="Settings" then row("Sound: "..(soundEnabled and "On" or "Off"),function() soundEnabled=not soundEnabled;openMenu("Settings") end) row("Navigation: "..(forceCompact and "Compact" or "Automatic"),function() forceCompact=not forceCompact;openMenu("Settings") end) row("Save status",function() openMenu("Save status") end) row("Developer tools",function() openMenu("Developer tools") end) elseif which=="Save status" then local status=player:GetAttribute("SaveStatus") or "Loading" local detail=status=="Session only" and "Progress resets when you leave this session. This session is not saving your progress." or status=="Saved" and "Your current progress was saved successfully." or status=="Save pending" and "Your latest changes have not been saved yet. Stay connected while saving retries." or status=="Saving" and "Your progress is being saved. Please stay connected until it finishes." or "Your progress is still loading." info(status.."\n"..detail) info("Cash: "..UIFormat.money(player:GetAttribute("Coins") or 0).."\nBank: "..UIFormat.money(player:GetAttribute("Bank") or 0)) elseif which=="Developer tools" then row("Test speeds",function() openMenu("Test speeds") end) row("Diagnostics",function() openMenu("Diagnostics") end) elseif which=="Diagnostics" then info("Icon renderer: "..artwork.Status.."\nCached icons: "..artwork.Loaded) if artwork.Reason then info("Custom image rendering is unavailable. Enable Mesh / Image APIs in Studio or configure uploaded image IDs. Text controls remain available.") end elseif which=="Sell" then sellSelection={};renderSelling() elseif which=="Growing Eggs" then local count=0 for _,record in ipairs(items) do if not Economy.pet(record) and record.HatchAt then count=count+1;local item=record local label=info(item.Label);growthLabels[item.Id]={Label=label,Record=item} if item.State=="Stored" then row("Equip "..item.Label.." to place",function() event:FireServer("EquipEgg",item.Id);modal.Visible=false end) end end end if count==0 then info("Place a secured egg on your plot to begin its own hatch timer.") end elseif which=="Index" then for _,kind in ipairs({"Eggs","Pets"}) do info(kind.." discoveries — kept after selling") for section=1,#Config.Sections do local found,total=Economy.progress(progress.Discoveries,kind,section,Config) local labels={} for _,label in ipairs(Config.EggLabels) do labels[#labels+1]=(progress.Discoveries[kind][section..":"..label] and "✓ " or "○ ")..label end info(Config.Sections[section].Name.." · "..found.."/"..total.." · "..table.concat(labels,", ")) if found==total and not progress.Claimed[kind][tostring(section)] then row("Claim "..kind.." stage "..section.." · $"..Config.Economy.CompletionRewards[section],function() event:FireServer("ClaimIndex",{Kind=kind,Section=section});modal.Visible=false end) else info(progress.Claimed[kind][tostring(section)] and "Reward already claimed" or "Complete all six to claim $"..Config.Economy.CompletionRewards[section]) end end end info("Hatches are deterministic: each family becomes its matching pet (100%). Spawn availability is random; hatch odds are not.") for _,label in ipairs(Config.EggLabels) do info(label.." · "..Config.PetRules[label].Rarity.." · Base $"..Config.PetRules[label].Income.."/s · Equipped +"..(Config.Economy.TrainingBonusPerPet*100).."% training") end elseif which=="Help" or which=="Guide" then info("1. Train on your treadmill\nStep on to align and run automatically. Jump off to leave.") info("2. Steal an egg and escape\nIts guardian will chase you. Cross the safe line to secure the egg. On your plot, RT or F places it.") info("3. Hatch, earn and upgrade\nPlace the egg on your plot. Collect pet earnings in Upgrades to improve speed and capacity.") row("Got it",function() event:FireServer("TutorialDone");modal.Visible=false end) elseif which=="Actions" then row("My plot",function() event:FireServer("Plot");modal.Visible=false end) row("Training help",function() event:FireServer("Train");modal.Visible=false end) row("Plot actions",function() openMenu("Plot actions") end) row("Inventory",function() openMenu("Backpack") end) row("Test speeds",function() openMenu("Test speeds") end) if mode then row("Rotate 90°",function() if candidate then candidate.Rotation=(candidate.Rotation+90)%360;showCandidate() end;modal.Visible=false end) row("Confirm edit",function() if mode=="Organize" then event:FireServer("Organize") elseif candidate and PlotRules.valid(items,selected.Id,candidate.X,candidate.Z,Config) then event:FireServer("EditItem",candidate) end;endEdit();modal.Visible=false end) row("Cancel edit",function() endEdit();modal.Visible=false end) end elseif which=="Plot actions" then row("Collect bank $"..(player:GetAttribute("Bank") or 0),function() event:FireServer("Collect") end) row("Buy +4 earned speed · $"..Config.SpeedUpgradeCost,function() event:FireServer("BuySpeed") end) row("Upgrade slots · $"..(player:GetAttribute("NextCapacityPrice") or 0),function() event:FireServer("BuyCapacity") end) row("Upgrade treadmill · $"..(player:GetAttribute("NextTreadmillPrice") or 0),function() event:FireServer("BuyTreadmill") end) row("Edit plot / Auto Organize",function() openMenu("Edit plot") end) for _,name in ipairs(Config.EggLabels) do row((player:GetAttribute("Found_"..name) and "Found: " or "Missing: ")..name,function() end) end elseif which=="Test speeds" then row("Use earned speed",function() event:FireServer("Training");modal.Visible=false end) for _,name in ipairs(Config.SpeedOrder) do row(name.." "..Config.SpeedPresets[name],function() event:FireServer("Speed",name);modal.Visible=false end) end end end local function decorate(b,key,glyph) b.Size=UDim2.fromOffset(90,76);b.TextSize=14;b.TextYAlignment=Enum.TextYAlignment.Bottom;b.TextXAlignment=Enum.TextXAlignment.Center local pad=Instance.new("UIPadding");pad.PaddingBottom=UDim.new(0,6);pad.Parent=b artwork:Attach(b,key,40,UDim2.fromOffset(45,25),glyph);return b end settings.Activated:Connect(function() openMenu("Settings") end) identity.Activated:Connect(function() modal.Visible=true;modalTitle.Text="Your profile";clearRows() info("Username: @"..player.Name) info("Display name: "..player.DisplayName) end) saveStat.Activated:Connect(function() openMenu("Save status") end) compactNavigation.Activated:Connect(function() openMenu("Navigation") end) local function action(title,fn,order) local b=button(controls,title,fn);b.LayoutOrder=order;return b end local plotButton=action("My plot",function() event:FireServer("Plot") end,1) local placeButton=action("Place egg",function() event:FireServer("Place") end,2) local dropButton=action("Drop / Store",function() event:FireServer("Drop") end,3) local plotActionsButton=action("Plot actions",function() openMenu("Plot actions") end,5) local backpackButton=action("Backpack",function() openMenu("Backpack") end,6) local rotateButton=action("Rotate 90°",function() if candidate then candidate.Rotation=(candidate.Rotation+90)%360;showCandidate() end end,7) local confirmButton=action("Confirm",function() if mode=="Organize" then event:FireServer("Organize");endEdit() elseif mode=="Edit" and candidate and PlotRules.valid(items,selected.Id,candidate.X,candidate.Z,Config) then event:FireServer("EditItem",candidate);endEdit() end end,8) local cancelButton=action("Cancel",endEdit,9) local actionsButton=action("Actions",function() openMenu("Actions") end,0) action("More",function() openMenu("More") end,11) local testButton=action("Test speeds",function() openMenu("Test speeds") end,10) guideTop.Activated:Connect(function() openMenu("Help") end) local collectionButton=Instance.new("TextButton");collectionButton.Name="OpenCollections";collectionButton.Text="" collectionButton.Size=UDim2.fromScale(1,1);collectionButton.BackgroundTransparency=1;collectionButton.Selectable=true;collectionButton.Parent=badges.Collection collectionButton.Activated:Connect(function() openMenu("Index") end) local homeButton=decorate(button(navigation,"Home",function() event:FireServer("Plot") end),"navigation/map","H");homeButton.LayoutOrder=1 plotActionsButton.Text="Upgrades" backpackButton.Text="Inventory";backpackButton.Parent=navigation;backpackButton.LayoutOrder=3;decorate(backpackButton,"inventory/backpack","I") plotActionsButton.Parent=navigation;plotActionsButton.LayoutOrder=4;decorate(plotActionsButton,"navigation/upgrades","+") local editorButton=decorate(button(navigation,"Edit",function() openMenu("Edit plot") end),"navigation/plot-editor","E");editorButton.LayoutOrder=2 local familyIcons={Daisy="inventory/egg-plain",Strawberry="inventory/egg-pink-hearts",Leaf="inventory/egg-clover",Butterfly="inventory/egg-multicolor-spots",Honey="inventory/egg-gold",Rainbow="inventory/egg-rainbow"} local slotSize=64 refreshInventory=function() for _,b in ipairs(hotButtons) do b:Destroy() end;hotButtons={} local n=0 for _,record in ipairs(Inventory.slots(items,10)) do n=n+1;local item=record;local slot=n local b=button(hotbar,"",function() selectInventory(item) end) b.Name="InventorySlot";b.LayoutOrder=slot;b.Size=UDim2.fromOffset(slotSize,60) b.BackgroundColor3=item.Id==activeId and Color3.fromRGB(92,67,23) or Color3.fromRGB(20,35,57) if item.Id==activeId then local stroke=Instance.new("UIStroke");stroke.ApplyStrokeMode=Enum.ApplyStrokeMode.Border;stroke.Color=Color3.fromRGB(255,202,69);stroke.Thickness=2;stroke.Parent=b end artwork:Attach(b,Inventory.kind(item)=="Pet" and "inventory/pets" or familyIcons[item.Label],40,UDim2.new(.5,0,0,22),"◯") local key=text(b,14);key.Text=tostring(slot%10);key.Position=UDim2.fromOffset(3,1);key.Size=UDim2.fromOffset(16,16);key.ZIndex=3 local label=text(b,14);label.Text=item.Label;label.TextWrapped=false;label.TextTruncate=Enum.TextTruncate.AtEnd;label.Position=UDim2.new(0,2,1,-19);label.Size=UDim2.new(1,-4,0,18);label.ZIndex=3 hotButtons[#hotButtons+1]=b end for slot=n+1,10 do local empty=frame(hotbar);empty.Name="EmptyInventorySlot";empty.Active=true;empty.LayoutOrder=slot;empty.Size=UDim2.fromOffset(slotSize,60) empty.BackgroundColor3=Color3.fromRGB(20,35,57);empty.BackgroundTransparency=.4;rounded(empty,10) local key=text(empty,14);key.Text=tostring(slot%10);key.Position=UDim2.fromOffset(4,2);key.Size=UDim2.fromOffset(16,16) local label=text(empty,14);label.Text="Empty";label.Size=UDim2.new(1,0,0,22);label.Position=UDim2.new(0,0,1,-25);label.TextTransparency=.25 hotButtons[#hotButtons+1]=empty end end local function updatePlot() local index=player:GetAttribute("PlotNumber");if index==plotNumber and plot then return end plotNumber=index;if homeIcon then homeIcon:Destroy() end;endEdit() plot=index and world.Plots:FindFirstChild("Plot"..index);if not plot then return end -- Actual anchored world geometry: fixed size/orientation, depth-tested by walls. homeIcon=Instance.new("Model");homeIcon.Name="MyPlotHomeIcon";homeIcon.Parent=workspace local center=plot.PlotGround.Position+Vector3.new(0,48,0) for _,spec in ipairs({{-3,0,0,.7,5,.7},{3,0,0,.7,5,.7},{0,-2.2,0,6,.7,.7},{-1.8,3.3,-45,.7,5,.7},{1.8,3.3,45,.7,5,.7}}) do local p=Instance.new("Part");p.Anchored=true;p.CanCollide=false;p.CanTouch=false;p.CanQuery=false;p.Color=Color3.fromRGB(249,222,136) p.Size=Vector3.new(spec[4],spec[5],spec[6]);p.CFrame=CFrame.new(center)*CFrame.Angles(0,plot.PlotGround.Position.X<0 and -math.pi/2 or math.pi/2,0)*CFrame.new(spec[1],spec[2],0)*CFrame.Angles(0,0,math.rad(spec[3]));p.Parent=homeIcon end end local function pointFromScreen(position) local camera=workspace.CurrentCamera;local g=ground();if not camera or not g then return end local ray=camera:ScreenPointToRay(position.X,position.Y);if ray.Direction.Y>=-.001 then return end local distance=(g.Position.Y+.2-ray.Origin.Y)/ray.Direction.Y;if distance<=0 or distance>1500 then return end local point=ray.Origin+ray.Direction*distance if mode=="Edit" and candidate then local localPoint=g.CFrame:PointToObjectSpace(point);candidate.X=localPoint.X;candidate.Z=localPoint.Z;showCandidate() elseif not mode and player:GetAttribute("EggSafe") then event:FireServer("Place",point) end end -- Default Roblox keyboard/touch/Xbox jump remains active; only notify the server -- to release the training alignment before the normal jump is simulated. Input.JumpRequest:Connect(function() if player:GetAttribute("TrainingActive") or player:GetAttribute("OnTreadmill") then local h=player.Character and player.Character:FindFirstChildOfClass("Humanoid") event:FireServer("ExitTraining",h and h.MoveDirection or Vector3.zero) end end) Actions:BindActionAtPriority("EggHuntPlace",function(_,state) if modal.Visible or Input:GetFocusedTextBox() or not player:GetAttribute("EggSafe") then return Enum.ContextActionResult.Pass end if state==Enum.UserInputState.Begin then event:FireServer("Place") end return Enum.ContextActionResult.Sink end,false,2001,Enum.KeyCode.ButtonR2) Input.InputEnded:Connect(function(input,processed) if not processed and input.UserInputType==Enum.UserInputType.MouseButton1 then pointFromScreen(input.Position) end end) Input.TouchTapInWorld:Connect(function(position,processed) if not processed then pointFromScreen(position) end end) local keys={Enum.KeyCode.One,Enum.KeyCode.Two,Enum.KeyCode.Three,Enum.KeyCode.Four,Enum.KeyCode.Five,Enum.KeyCode.Six,Enum.KeyCode.Seven,Enum.KeyCode.Eight,Enum.KeyCode.Nine,Enum.KeyCode.Zero} Input.InputBegan:Connect(function(input,processed) if processed or Input:GetFocusedTextBox() then return end if input.KeyCode==Enum.KeyCode.Q then event:FireServer("Drop") elseif input.KeyCode==Enum.KeyCode.F then event:FireServer("Place") elseif input.KeyCode==Enum.KeyCode.R and candidate then candidate.Rotation=(candidate.Rotation+90)%360;showCandidate() elseif input.KeyCode==Enum.KeyCode.Escape then endEdit() end for i,key in ipairs(keys) do if input.KeyCode==key then local record=Inventory.slots(items,10)[i];if record then selectInventory(record) end end end end) event.OnClientEvent:Connect(function(action,value,other) if action=="OpenSell" then sellKind="Eggs";sellSelection={};openMenu("Sell") elseif action=="Inventory" then receivedInventory=true;items=value;activeId=other;refreshInventory() elseif action=="Progress" then progress=value;serverTimeOffset=(value.Now or os.time())-os.time() elseif action=="SaleQuote" then clearRows();modal.Visible=true;modalTitle.Text="Confirm sale" info("Sell "..value.Count.." selected item(s) for $"..value.Total.."? Your discoveries remain recorded.") row("Confirm sale · $"..value.Total,function() event:FireServer("ConfirmSell",value.Token);sellSelection={};modal.Visible=false end) row("Cancel sale",function() openMenu("Sell") end) elseif action=="OwnerInfo" then say(other~="" and ("Owner: "..value.." (@"..other..")") or "Unclaimed plot") end end) player:GetAttributeChangedSignal("GameNoticeSerial"):Connect(function() say(player:GetAttribute("GameNotice") or "") end) player:GetAttributeChangedSignal("PlotNumber"):Connect(updatePlot) updatePlot();refreshInventory() task.spawn(function() while not receivedInventory do event:FireServer("InventoryReady");task.wait(1) end end) local elapsed=0 local lastCourseState Run.RenderStepped:Connect(function(dt) local active=player:GetAttribute("TrainingActive") -- Running stays centred until a jump exits or physical occupancy ends. elapsed=elapsed+dt;if elapsed<.1 then return end;elapsed=0 updatePlot() local camera=workspace.CurrentCamera;local viewport=camera and camera.ViewportSize or Vector2.new(800,600) if gui.AbsoluteSize and gui.AbsoluteSize.X>0 then viewport=gui.AbsoluteSize end local layout=UILayout.compute(viewport.X,viewport.Y,Input.TouchEnabled,forceCompact) -- Wide HUD joins the native top row; compact layouts retain Core UI safe insets. gui.ScreenInsets=layout.TopRow and Enum.ScreenInsets.DeviceSafeInsets or Enum.ScreenInsets.CoreUISafeInsets local function place(object,rect) object.AnchorPoint=Vector2.new(0,0);object.Position=UDim2.fromOffset(rect.X,rect.Y);object.Size=UDim2.fromOffset(rect.W,rect.H) end for name,card in pairs(badges) do local rect=layout.Stats[name];place(card,rect);card.Visible=not layout.Hidden[name] local small=rect.H<50 or rect.W<120 local iconSize=small and 24 or 40;local iconX=small and 16 or 24;local textX=small and 32 or 46 for _,child in ipairs(card:GetChildren()) do if child.Name=="Artwork" or child.Name=="ArtworkFallback" then child.Size=UDim2.fromOffset(iconSize,iconSize);child.Position=UDim2.new(0,iconX,.5,0) elseif child.Name=="Heading" then child.Position=UDim2.fromOffset(textX,1);child.Size=UDim2.new(1,-textX-2,0,small and 14 or 18);child.TextSize=small and 12 or 14;child.TextWrapped=false;child.TextTruncate=Enum.TextTruncate.AtEnd elseif child.Name=="BankStat" then child.Position=UDim2.fromOffset(textX,rect.H-22);child.Size=UDim2.new(1,-textX-6,0,20);child.TextSize=14 elseif child:IsA("TextLabel") then child.Position=UDim2.fromOffset(textX,small and 17 or 21);child.Size=UDim2.new(1,-textX-6,0,small and rect.H-18 or 26);child.TextSize=small and (rect.H<40 and 16 or 18) or 22 end end end local collectionCard=badges.Collection if not layout.Hidden.Collection then collectionCard.Heading.Position=UDim2.fromOffset(0,46);collectionCard.Heading.Size=UDim2.new(1,0,0,20) collectionCard.Heading.TextSize=14;collectionCard.Heading.TextXAlignment=Enum.TextXAlignment.Center collectionStat.Position=UDim2.fromOffset(0,66);collectionStat.Size=UDim2.new(1,0,0,24);collectionStat.TextSize=18;collectionStat.TextXAlignment=Enum.TextXAlignment.Center for _,child in ipairs(collectionCard:GetChildren()) do if child.Name=="Artwork" or child.Name=="ArtworkFallback" then child.Size=UDim2.fromOffset(40,40);child.Position=UDim2.new(.5,0,0,23) end end end place(settings,layout.Stats.Settings);settings.Visible=not layout.Hidden.Settings;place(panel,layout.Hotbar);place(controls,layout.Context);place(cycle,layout.Timer) place(navigation,layout.Nav);place(compactNavigation,layout.Nav) compactNavigation.TextSize=14 for _,child in ipairs(compactNavigation:GetChildren()) do if child.Name=="Artwork" or child.Name=="ArtworkFallback" then local size=layout.Nav.H<50 and 24 or 34;child.Size=UDim2.fromOffset(size,size);child.Position=UDim2.new(.5,0,0,layout.Nav.H<50 and 13 or 22) end end navigation.Visible=not (layout.Collapsed or forceCompact);compactNavigation.Visible=layout.Collapsed or forceCompact local editing=mode~=nil;local carrying=player:GetAttribute("CarryingEgg") or "";local safe=player:GetAttribute("EggSafe") plotButton.Visible=false;plotActionsButton.Visible=true;backpackButton.Visible=true;actionsButton.Visible=false;testButton.Visible=false for _,b in ipairs(controls:GetChildren()) do if b:IsA("TextButton") then b.Visible=false end end rotateButton.Visible=mode=="Edit";confirmButton.Visible=editing;cancelButton.Visible=editing dropButton.Visible=carrying~="" and not editing;placeButton.Visible=safe and not editing or false placeButton.Text=Input.GamepadEnabled and "RT Place egg" or "Place egg" controls.Visible=layout.Context.W>0 and (editing or carrying~="") slotSize=layout.Slot;for _,b in ipairs(hotButtons) do b.Size=UDim2.fromOffset(slotSize,layout.Hotbar.H-4) end local width=math.min(520,viewport.X-24) modal.Size=UDim2.fromOffset(width,math.max(150,math.min(400,viewport.Y-90))) notice.Position=UDim2.new(.5,0,0,viewport.X>=1100 and 76 or viewport.Y<440 and 94 or 160);notice.Size=UDim2.fromOffset(math.min(340,viewport.X-24),30) place(guideTop,layout.Guide);guideTop.Visible=layout.Guide.W>0 place(identity,layout.Identity);identity.Visible=layout.Identity.W>0 place(saveStat,layout.Save);saveStat.Visible=layout.Save.W>0 bankStat.Visible=true recommendationStat.Visible=false local speed=math.floor(player:GetAttribute("CurrentSpeed") or 16);local earned=player:GetAttribute("TrainedSpeed") or 16 local gain=active and (player:GetAttribute("TrainingGain") or 0) or 0 local save=player:GetAttribute("SaveStatus") or "Loading" -- Show earned speed growing during training, rather than the treadmill's -- fixed animation pace. Off the belt, show actual movement/test speed. speedStat.Text=tostring(active and math.floor(earned) or speed) gainStat.Text=active and ("+"..string.format("%.1f",gain).."/s") or "+0/s";gainStat.Visible=true incomeStat.Text=UIFormat.money(player:GetAttribute("IncomeRate") or 0,true).."/s" cashStat.Text=UIFormat.money(player:GetAttribute("Coins") or 0,true) bankStat.Text="Bank "..UIFormat.money(player:GetAttribute("Bank") or 0,true) collectionStat.Text=tostring(player:GetAttribute("CollectionCount") or 0).."/6" saveStat.Text=save saveStat.TextColor3=save=="Saved" and Color3.fromRGB(166,235,180) or Color3.fromRGB(255,211,138) local phase=world:GetAttribute("CourseState");local seconds=world:GetAttribute("CourseSeconds") or 0 local root=player.Character and player.Character:FindFirstChild("HumanoidRootPart") local section=root and Rules.section(root.Position.Z,Config.Course.StartZ,Config.Course.SectionLengths) or 0 sectionStat.Text=section>0 and tostring(section) or "Home" recommendationStat.Text=section>0 and ("⚑ Speed "..Config.RecommendedSpeeds[section].." advised") or "" if soundEnabled and lastCourseState=="Closed" and phase=="Open" then local sound=Instance.new("Sound");sound.SoundId="rbxasset://sounds/electronicpingshort.wav";sound.Volume=.15;sound.Parent=gui sound:Play();task.spawn(function() task.wait(3);sound:Destroy() end) end lastCourseState=phase for _,entry in pairs(growthLabels) do local remaining=math.max(0,entry.Record.HatchAt-(os.time()+serverTimeOffset)) entry.Label.Text=entry.Record.Label.." · "..(remaining>0 and (remaining.."s remaining") or entry.Record.State=="Stored" and "Ready — place on plot" or "Ready — hatching") end local largeTimer=layout.Timer.H>=64 timerPhase.Visible=largeTimer;timerPhase.Text=phase=="Closed" and "Course opens in" or phase=="Warning" and "Course closes in" or "Next course reset" timerPhase.Position=UDim2.fromOffset(68,6);timerPhase.Size=UDim2.new(1,-76,0,20) timerText.Text=largeTimer and UIFormat.clock(seconds) or UIFormat.timer(phase,seconds) timerText.TextSize=largeTimer and 30 or 14;timerText.Font=largeTimer and Enum.Font.GothamBold or Enum.Font.GothamMedium timerText.TextXAlignment=largeTimer and Enum.TextXAlignment.Left or Enum.TextXAlignment.Center timerText.Position=UDim2.fromOffset(largeTimer and 68 or 40,largeTimer and 27 or 2) timerText.Size=UDim2.new(1,largeTimer and -76 or -44,0,largeTimer and 38 or layout.Timer.H-4) for _,child in ipairs(cycle:GetChildren()) do if child.Name=="Artwork" or child.Name=="ArtworkFallback" then local size=largeTimer and 48 or 30;child.Size=UDim2.fromOffset(size,size);child.Position=UDim2.new(0,largeTimer and 34 or 20,.5,0) end end timerText.TextColor3=phase=="Closed" and Color3.fromRGB(255,194,112) or phase=="Warning" and Color3.fromRGB(255,135,125) or Color3.fromRGB(211,232,198) local carrying=player:GetAttribute("CarryingEgg") or "" local state=carrying~="" and (player:GetAttribute("EggSafe") and "Secured · "..carrying or "STOLEN — escape first · Guardian "..math.floor(player:GetAttribute("GuardianGap") or 0).." studs") or "" notice.Visible=os.clock()<noticeUntil or mode~=nil or carrying~="" notice.Text=os.clock()<noticeUntil and localNotice or mode and "EDIT PREVIEW · Confirm to save / Cancel to leave unchanged" or state end) local stripes={} local stripeClock=1 Run.RenderStepped:Connect(function(dt) stripeClock=stripeClock+dt if stripeClock>=.5 then stripeClock=0 for part in pairs(stripes) do if not part:IsDescendantOf(world.Plots) then stripes[part]=nil end end for _,part in ipairs(world.Plots:GetDescendants()) do if part:IsA("BasePart") and part.Name:match("^BeltStripe") and not stripes[part] then stripes[part]=part.CFrame end end end for part,base in pairs(stripes) do if part.Parent then part.CFrame=base*CFrame.new(0,0,(os.clock()*Config.TreadmillPace)%2) end end end) -- Engine-native animation is server-started and replicated. A local procedural -- fallback runs AFTER Animator evaluation for every visible trainee if loading fails. local fallback={} Run.PreSimulation:Connect(function() for _,owner in ipairs(Players:GetPlayers()) do local character=owner.Character;local h=character and character:FindFirstChildOfClass("Humanoid") local active=owner:GetAttribute("TrainingActive") and h local playing=false;local animator=h and h:FindFirstChildOfClass("Animator") if active and animator then for _,track in ipairs(animator:GetPlayingAnimationTracks()) do if track.IsPlaying and track.Name=="EggHuntTrainingRun" and track.Length>0 and track.Priority==Enum.AnimationPriority.Action then playing=true end end end if playing and character then for joint in pairs(fallback) do if joint:IsDescendantOf(character) then joint.Transform=CFrame.new();fallback[joint]=nil end end end if active and not playing then local phase=os.clock()*10 for _,joint in ipairs(character:GetDescendants()) do if joint:IsA("Motor6D") then local name=joint.Name;local side=name:find("Right") and 1 or -1;local swing=math.sin(phase)*side if name:find("Hip") or name:find("Shoulder") then fallback[joint]=true joint.Transform=name:find(" ") and CFrame.Angles(0,0,swing*.8) or CFrame.Angles(swing*.8,0,0) end end end end end for joint in pairs(fallback) do local character=joint.Parent and joint:FindFirstAncestorOfClass("Model") local owner=character and Players:GetPlayerFromCharacter(character) if not owner or not owner:GetAttribute("TrainingActive") then if joint.Parent then joint.Transform=CFrame.new() end;fallback[joint]=nil end end end) false WallMovement -- Predict solid wall contact and preserve tangential movement. Never teleport, -- anchor, damage or ragdoll the player for touching a wall. local Players=game:GetService("Players") local RunService=game:GetService("RunService") local Rules=require(game:GetService("ReplicatedStorage"):WaitForChild("GameplayRules")) local player=Players.LocalPlayer local world=workspace:WaitForChild("EggHuntLayout") local names={SideWall=true,HubSideHedge=true,HubBackHedge=true,SafeShoulder=true,CourseEndWall=true,WallCoping=true,WallTopAccent=true,CourseBarrier=true} local barriers={} for _,part in ipairs(world:GetDescendants()) do if part:IsA("BasePart") and names[part.Name] then table.insert(barriers,part) end end local params=RaycastParams.new();params.FilterType=Enum.RaycastFilterType.Include;params.FilterDescendantsInstances=barriers;params.RespectCanCollide=true local contactNormal,verticalBefore,jumping RunService.PreSimulation:Connect(function(dt) contactNormal=nil local character=player.Character local root=character and character:FindFirstChild("HumanoidRootPart") local h=character and character:FindFirstChildOfClass("Humanoid") if not root or not h or h.Health<=0 then return end verticalBefore=root.AssemblyLinearVelocity.Y jumping=h.Jump or h:GetState()==Enum.HumanoidStateType.Jumping local direction=h.MoveDirection local flat=Vector3.new(direction.X,0,direction.Z) if flat.Magnitude<.01 then return end local length=h.WalkSpeed*math.min(dt,.1)+2.2 local forward=flat.Unit local side=Vector3.new(-forward.Z,0,forward.X) local nearest for _,offset in ipairs({0,-1,1}) do local hit=workspace:Raycast(root.Position+side*offset,forward*length,params) if hit and math.abs(hit.Normal.Y)<.5 and (not nearest or hit.Distance<nearest.Distance) then nearest=hit end end if not nearest then return end local n=Vector3.new(nearest.Normal.X,0,nearest.Normal.Z).Unit contactNormal=n local sx,sz=Rules.wallSlide(flat.X,flat.Z,n.X,n.Z) local slide=Vector3.new(sx,0,sz) if slide.Magnitude<.08 then slide=Vector3.zero end -- PreSimulation follows the normal input controller, so remove only its -- component into the wall. Do not normalize and accelerate the slide. h:Move(slide,false) end) RunService.PostSimulation:Connect(function() if not contactNormal then return end local root=player.Character and player.Character:FindFirstChild("HumanoidRootPart") if not root then return end local velocity=root.AssemblyLinearVelocity local horizontal=Vector3.new(velocity.X,0,velocity.Z) local sx,sz=Rules.wallSlide(horizontal.X,horizontal.Z,contactNormal.X,contactNormal.Z) horizontal=Vector3.new(sx,0,sz) -- Remove a collision rebound; leave ordinary jumping/falling alone. local outward=horizontal:Dot(contactNormal) if outward>4 then horizontal=horizontal-contactNormal*(outward-4) end local y=velocity.Y if not jumping and y>math.max(verticalBefore or 0,0)+6 then y=math.max(verticalBefore or 0,0) end root.AssemblyLinearVelocity=Vector3.new(horizontal.X,y,horizontal.Z) root.AssemblyAngularVelocity=Vector3.zero end) false