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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 4 240 0 -2 -310 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 -48 0.02 -346 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 -394 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 -24 0.02 -322 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 -370 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 -418 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 0 0.02 -346 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 -394 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 24 0.02 -322 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 -370 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 -418 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 FloorTile 24 0.04 24 48 0.02 -346 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 -394 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288922224 SideWall 10 36 240 -65 18 -310 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4285105741 WallCoping 12 3 240 -65 37.5 -310 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 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 4290235778 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 4285105741 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 4290235778 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 4285105741 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 4290235778 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 4285105741 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 4290235778 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 4285105741 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 4290235778 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 4285105741 SideWall 10 36 240 65 18 -310 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4285105741 WallCoping 12 3 240 65 37.5 -310 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 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19 -886 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290635233 WallTopAccent 11 5 12 -65 41 -886 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4283204505 WallPillar 2 38 3 -59.8 19 -910 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290635233 WallTopAccent 11 5 12 -65 41 -910 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4283204505 WallPillar 2 38 3 -59.8 19 -934 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290635233 WallTopAccent 11 5 12 -65 41 -934 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4283204505 WallPillar 2 38 3 -59.8 19 -958 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290635233 WallTopAccent 11 5 12 -65 41 -958 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4283204505 WallPillar 2 38 3 -59.8 19 -982 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290635233 WallTopAccent 11 5 12 -65 41 -982 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4283204505 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false false true true 0 272 0 0 0 4283204505 WallPillar 2 38 3 59.8 19 -982 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290635233 WallTopAccent 11 5 12 65 41 -982 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4283204505 WallPillar 2 38 3 59.8 19 -1006 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290635233 WallTopAccent 11 5 12 65 41 -1006 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4283204505 WallPillar 2 38 3 59.8 19 -1030 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290635233 WallTopAccent 11 5 12 65 41 -1030 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4283204505 WallPillar 2 38 3 59.8 19 -1054 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290635233 WallTopAccent 11 5 12 65 41 -1054 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4283204505 WallPillar 2 38 3 59.8 19 -1078 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290635233 WallTopAccent 11 5 12 65 41 -1078 1 0 0 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true false false false true 0 272 0 0 4294098590 ImportedSurface 0.025 5.37922 2.70445 53.25 0 -975 0 -0.369342857 -0.929293201 -1 0 -0 0 0.929293201 -0.369342857 true false false false true 0 272 0 0 4294098590 ImportedSurface 0.025 3.22948 2.70445 54.8398 0 -979 -0 0.369342857 -0.929293201 1 0 -0 0 -0.929293201 -0.369342857 true false false false true 0 272 0 0 4294098590 ImportedSurface 0.025 1.303 4.00572 54.8398 0 -979 0.907270487 0.169632969 -0.384818034 0.295229542 -0.908567051 0.295542605 -0.299499216 -0.381746735 -0.874396735 true false false false true 0 272 0 0 4294098590 ImportedSurface 0.025 7.50208 4.00572 54.093 4 -977.319 -0.907270487 -0.169632969 -0.384818034 -0.295229542 0.908567051 0.295542605 0.299499216 0.381746735 -0.874396735 true false false false true 0 272 0 0 4294098590 ImportedSurface 0.025 0.371657 1.14256 52.4976 8 -978.209 0.907268956 -0.169632969 0.384821644 0.295230718 0.908567051 -0.295541431 -0.299502696 0.381746735 0.874395543 true false false false true 0 272 0 0 4294098590 ImportedSurface 0.025 8.43342 1.14256 53.2444 4 -979.89 -0.907268956 0.169632969 0.384821644 -0.295230718 -0.908567051 -0.295541431 0.299502696 -0.381746735 0.874395543 true false false false true 0 272 0 0 4294098590 LevelSign 34 4 0.4 0 17 -738 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4281024813 TextSurface 2 24 1 LevelSignLabel 1 0 1 0 1 3 · Lake & Aquarium true true 19 1.0 0.9647058823529412 0.8549019607843137 TextSurface 5 24 1 LevelSignLabel 1 0 1 0 1 3 · Lake & Aquarium true true 19 1.0 0.9647058823529412 0.8549019607843137 AquariumWater 5 0.12 364 -56 0.1 -920 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4283408584 AquariumWater 5 0.12 364 56 0.1 -920 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4283408584 AquariumGlass 1 20 360 -58 10 -920 1 0 0 0 1 0 -0 0 1 true false false false true .72 272 0 0 1 4287420651 AquariumFish 2 1 3 -56 5 -785 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294226516 AquariumFish 2 1 3 -56 8 -855 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286435535 AquariumFish 2 1 3 -56 11 -925 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4292121053 AquariumGlass 1 20 360 58 10 -920 1 0 0 0 1 0 -0 0 1 true false false false true .72 272 0 0 1 4287420651 AquariumFish 2 1 3 56 5 -785 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294226516 AquariumFish 2 1 3 56 8 -855 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286435535 AquariumFish 2 1 3 56 11 -925 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4292121053 Section4 CourseGround 120 4 460 0 -2 -1340 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4286807703 FloorTile 24 0.04 24 -48 0.02 -1122 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -48 0.02 -1170 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -48 0.02 -1218 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -48 0.02 -1266 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -48 0.02 -1314 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -48 0.02 -1362 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -48 0.02 -1410 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -48 0.02 -1458 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -48 0.02 -1506 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -48 0.02 -1554 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -24 0.02 -1146 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -24 0.02 -1194 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -24 0.02 -1242 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -24 0.02 -1290 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -24 0.02 -1338 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -24 0.02 -1386 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -24 0.02 -1434 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -24 0.02 -1482 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 -24 0.02 -1530 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 0 0.02 -1122 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 0 0.02 -1170 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 0 0.02 -1218 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 0 0.02 -1266 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 0 0.02 -1314 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 0 0.02 -1362 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 0 0.02 -1410 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 0 0.02 -1458 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 0 0.02 -1506 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 0 0.02 -1554 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 24 0.02 -1146 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 24 0.02 -1194 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 24 0.02 -1242 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 24 0.02 -1290 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 24 0.02 -1338 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 24 0.02 -1386 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 24 0.02 -1434 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 24 0.02 -1482 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 24 0.02 -1530 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 48 0.02 -1122 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 48 0.02 -1170 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 48 0.02 -1218 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 48 0.02 -1266 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 48 0.02 -1314 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 48 0.02 -1362 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 48 0.02 -1410 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 48 0.02 -1458 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 48 0.02 -1506 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 FloorTile 24 0.04 24 48 0.02 -1554 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4287268254 SideWall 10 36 460 -65 18 -1340 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4282992736 WallCoping 12 3 460 -65 37.5 -1340 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4289566674 WallPillar 2 38 3 -59.8 19 -1122 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1122 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1146 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1146 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1170 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1170 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1194 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1194 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1218 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1218 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1242 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1242 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1266 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1266 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1290 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1290 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1314 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1314 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1338 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1338 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1362 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1362 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1386 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1386 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1410 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1410 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1434 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1434 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1458 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1458 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1482 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1482 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1506 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1506 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1530 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1530 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 -59.8 19 -1554 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 -65 41 -1554 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 SideWall 10 36 460 65 18 -1340 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4282992736 WallCoping 12 3 460 65 37.5 -1340 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4289566674 WallPillar 2 38 3 59.8 19 -1122 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1122 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1146 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1146 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1170 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1170 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1194 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1194 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1218 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1218 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1242 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1242 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1266 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1266 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1290 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1290 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1314 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1314 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1338 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1338 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1362 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1362 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1386 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1386 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1410 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1410 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1434 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1434 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1458 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1458 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1482 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1482 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1506 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1506 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1530 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1530 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 WallPillar 2 38 3 59.8 19 -1554 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 WallTopAccent 11 5 12 65 41 -1554 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4282992736 SectionSeam 120 0.06 1 0 0.04 -1110.5 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 NestArea NestFloor 110 0.08 49 0 0.07 -1545 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4289566674 EggPosition1 10 0.2 10 -42 0.2 -1534 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel1 RBX00001274 EggPlaceholder1 3.8 4.8 3.8 -42 3.2 -1534 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294240192 EggArtStyle Crystal StageBand 3.86 0.28 3.86 -42 2.7 -1534 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288710341 EggPosition2 10 0.2 10 -25.2 0.2 -1534 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel2 RBX00001279 EggPlaceholder2 3.8 4.8 3.8 -25.2 3.2 -1534 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4293831099 EggArtStyle Dark StageBand 3.86 0.28 3.86 -25.2 2.7 -1534 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288710341 EggPosition3 10 0.2 10 -8.4 0.2 -1534 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel3 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false false true true 0 272 0 0 1 4290494576 WallTopAccent 11 5 12 -65 41 -1990 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4283328314 WallPillar 2 38 3 -59.8 19 -2014 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290494576 WallTopAccent 11 5 12 -65 41 -2014 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4283328314 WallPillar 2 38 3 -59.8 19 -2038 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290494576 WallTopAccent 11 5 12 -65 41 -2038 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4283328314 WallPillar 2 38 3 -59.8 19 -2062 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290494576 WallTopAccent 11 5 12 -65 41 -2062 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4283328314 WallPillar 2 38 3 -59.8 19 -2086 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290494576 WallTopAccent 11 5 12 -65 41 -2086 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4283328314 SideWall 10 36 540 65 18 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false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 -24 0.02 -3102 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 -24 0.02 -3150 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 -24 0.02 -3198 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 -24 0.02 -3246 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 -24 0.02 -3294 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 -24 0.02 -3342 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 -24 0.02 -3390 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 0 0.02 -2742 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 0 0.02 -2790 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 0 0.02 -2838 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 0 0.02 -2886 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 0 0.02 -2934 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 0 0.02 -2982 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 0 0.02 -3030 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 0 0.02 -3078 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 0 0.02 -3126 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 0 0.02 -3174 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 0 0.02 -3222 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 0 0.02 -3270 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 0 0.02 -3318 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 0 0.02 -3366 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 0 0.02 -3414 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 24 0.02 -2766 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 24 0.02 -2814 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 24 0.02 -2862 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 24 0.02 -2910 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 24 0.02 -2958 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 24 0.02 -3006 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 24 0.02 -3054 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 24 0.02 -3102 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 24 0.02 -3150 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 24 0.02 -3198 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 24 0.02 -3246 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 24 0.02 -3294 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 24 0.02 -3342 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 24 0.02 -3390 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 48 0.02 -2742 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 48 0.02 -2790 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 48 0.02 -2838 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 48 0.02 -2886 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 48 0.02 -2934 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 48 0.02 -2982 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 48 0.02 -3030 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 48 0.02 -3078 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 48 0.02 -3126 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 48 0.02 -3174 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 48 0.02 -3222 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 48 0.02 -3270 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 48 0.02 -3318 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 48 0.02 -3366 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 FloorTile 24 0.04 24 48 0.02 -3414 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4292339436 SideWall 10 36 700 -65 18 -3080 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4286025632 WallCoping 12 3 700 -65 37.5 -3080 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4293718774 WallPillar 2 38 3 -59.8 19 -2742 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -2742 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -2766 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -2766 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -2790 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -2790 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -2814 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -2814 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -2838 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -2838 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -2862 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -2862 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -2886 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -2886 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -2910 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -2910 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -2934 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -2934 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -2958 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -2958 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -2982 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -2982 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3006 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3006 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3030 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3030 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3054 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3054 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3078 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3078 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3102 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3102 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3126 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3126 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3150 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3150 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3174 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3174 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3198 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3198 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3222 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3222 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3246 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3246 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3270 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3270 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3294 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3294 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3318 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3318 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3342 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3342 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3366 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3366 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3390 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3390 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 -59.8 19 -3414 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 -65 41 -3414 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 SideWall 10 36 700 65 18 -3080 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4286025632 WallCoping 12 3 700 65 37.5 -3080 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4293718774 WallPillar 2 38 3 59.8 19 -2742 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -2742 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -2766 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -2766 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -2790 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -2790 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -2814 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -2814 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -2838 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -2838 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -2862 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -2862 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -2886 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -2886 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -2910 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -2910 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -2934 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -2934 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -2958 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -2958 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -2982 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -2982 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3006 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3006 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3030 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3030 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3054 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3054 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3078 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3078 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3102 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3102 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3126 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3126 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3150 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3150 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3174 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3174 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3198 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3198 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3222 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3222 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3246 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3246 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3270 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3270 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3294 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3294 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3318 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3318 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3342 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3342 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3366 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3366 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3390 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3390 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 WallPillar 2 38 3 59.8 19 -3414 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 WallTopAccent 11 5 12 65 41 -3414 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4286025632 SectionSeam 120 0.06 1 0 0.04 -2730.5 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 NestArea NestFloor 110 0.08 49 0 0.07 -3405 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293718774 EggPosition1 10 0.2 10 -42 0.2 -3394 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4293386439 EggModel1 RBX00001D93 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4294097372 FloorTile 24 0.04 24 0 0.02 -4654 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 0 0.02 -4702 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 0 0.02 -4750 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 0 0.02 -4798 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 0 0.02 -4846 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 0 0.02 -4894 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 0 0.02 -4942 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 0 0.02 -4990 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 0 0.02 -5038 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 24 0.02 -4246 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 24 0.02 -4294 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 24 0.02 -4342 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 24 0.02 -4390 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 24 0.02 -4438 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 24 0.02 -4486 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 24 0.02 -4534 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 24 0.02 -4582 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 24 0.02 -4630 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 24 0.02 -4678 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 24 0.02 -4726 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 24 0.02 -4774 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 24 0.02 -4822 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 24 0.02 -4870 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 24 0.02 -4918 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 24 0.02 -4966 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 24 0.02 -5014 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -4222 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -4270 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -4318 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -4366 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -4414 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -4462 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -4510 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -4558 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -4606 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -4654 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -4702 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -4750 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -4798 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -4846 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -4894 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -4942 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -4990 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 FloorTile 24 0.04 24 48 0.02 -5038 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294097372 SideWall 10 36 860 -65 18 -4640 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288902064 WallCoping 12 3 860 -65 37.5 -4640 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4294565823 WallPillar 2 38 3 -59.8 19 -4222 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4222 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4246 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4246 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4270 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4270 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4294 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4294 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4318 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4318 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4342 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4342 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4366 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4366 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4390 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4390 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4414 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4414 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4438 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4438 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4462 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4462 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4486 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4486 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4510 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4510 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4534 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4534 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4558 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4558 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4582 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4582 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4606 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4606 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4630 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4630 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4654 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4654 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4678 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4678 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4702 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4702 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4726 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4726 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4750 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4750 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4774 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4774 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4798 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4798 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4822 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4822 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4846 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4846 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4870 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4870 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4894 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4894 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4918 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4918 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4942 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4942 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4966 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4966 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -4990 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -4990 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -5014 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -5014 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 -59.8 19 -5038 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 -65 41 -5038 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 SideWall 10 36 860 65 18 -4640 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288902064 WallCoping 12 3 860 65 37.5 -4640 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4294565823 WallPillar 2 38 3 59.8 19 -4222 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4222 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4246 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4246 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4270 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4270 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4294 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4294 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4318 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4318 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4342 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4342 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4366 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4366 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4390 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4390 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4414 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4414 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4438 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4438 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4462 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4462 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4486 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4486 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4510 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4510 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4534 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4534 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4558 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4558 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4582 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4582 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4606 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4606 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4630 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 11 5 12 65 41 -4630 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4288902064 WallPillar 2 38 3 59.8 19 -4654 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294565823 WallTopAccent 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CandyTop 8 8 3 -54 11 -4640 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4293890247 CandyStem 1 10 1 54 5 -4640 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4294503635 CandyTop 8 8 3 54 11 -4640 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4293890247 CourseEndWall 140 40 10 0 20 -5075 1 0 0 0 1 0 -0 0 1 true true false true true 0 272 0 0 1 4288902064 Camera 0 125 230 1 -0 0 0 0.89100652 0.4539905 -0 -0.4539905 0.89100652 5 ServerStorage ThirdPartyCredits JamClown-MIT MIT License Copyright (c) 2025 lorenzolanglois Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the "Software"), to deal in the Software without restriction, including without limitation the rights to use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of the Software, and to permit persons to whom the Software is furnished to do so, subject to the following conditions: The 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QuaterniusZoneCredits Guardians by Quaternius, CC0-1.0. Pinned sources and pack-specific licenses: assets/third-party/zones-v021. Static adapted low-poly poses; original source animations are not claimed to run in this native build. PlotTreadmills Treadmill1 Treadmill 8 0.7 14 true true false true true 1 272 0 0 1 4281020983 -79 0.45 -126 6.123234e-17 0 -1 0 1 0 1 0 6.123234e-17 TreadmillBase ImportedSurface 0.025 3.6 0.164568 true false false false true 0 272 0 0 4280955190 -85.566 0.772128 -127.8 -0.338723065 -6.123234e-17 -0.940886117 0.940886117 -2.76404307e-08 -0.338723065 -2.60064976e-08 -1 9.36243475e-09 ImportedSurface 0.025 3.6 0.164568 true false false false true 0 272 0 0 4280955190 -85.566 0.772128 -124.2 0.338723065 6.123234e-17 -0.940886117 -0.940886117 2.76404307e-08 -0.338723065 2.60064976e-08 1 9.36243475e-09 ImportedSurface 0.025 0.5 6.48831 true false false false true 0 272 0 0 4284970875 -75.756 0.55 -129.6 6.123234e-17 3.98120622e-23 1 6.50180317e-07 -1 0 1 6.50180317e-07 -6.123234e-17 ImportedSurface 0.025 0.5 3.6 true false false false true 0 272 0 0 4284970875 -72.512 0.55 -124.2 -1 3.98120622e-23 6.123234e-17 0 -1 5.52808564e-08 6.123234e-17 6.50180317e-07 1 ImportedSurface 0.025 0.5 6.48831 true false false false true 0 272 0 0 4284970875 -82.244 0.55 -122.4 -6.123234e-17 3.98120622e-23 -1 -6.50180317e-07 -1 0 -1 6.50180317e-07 6.123234e-17 ImportedSurface 0.025 12.9766 7.2 true false false false true 0 272 0 0 4284970875 -79 0.3 -126 -3.38497619e-24 1 -6.123234e-17 1 0 -5.52808564e-08 -5.52808564e-08 -6.123234e-17 -1 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 -75.756 0.8 -127.8 3.3849762e-24 1 6.123234e-17 -1 0 5.52808565e-08 5.52808565e-08 -6.123234e-17 1 ImportedSurface 0.025 0.0959331 0.133795 true false false false true 0 272 0 0 4284970875 -85.71 0.69629 -129.6 5.99964598e-07 -5.12363173e-23 1 -8.36752561e-07 1 5.02025467e-13 -1 -8.36752561e-07 5.99964598e-07 ImportedSurface 0.025 0.292581 0.133795 true false false false true 0 272 0 0 4284970875 -85.71 0.502033 -129.6 -5.99964598e-07 5.12363171e-23 1 8.36752558e-07 -1 5.02025467e-13 1 8.36752558e-07 5.99964598e-07 ImportedSurface 0.025 7.19812 0.164525 true false false false true 0 272 0 0 4284970875 -85.488 0.3 -126 -0.3387236 0.0214998781 -0.940640249 -0.940885924 -0.00774000749 0.338635157 5.20129797e-08 0.99973889 0.0228506558 ImportedSurface 0.025 0.00376016 0.164525 true false false false true 0 272 0 0 4284970875 -85.566 0.327872 -129.6 0.3387236 -0.0214998781 -0.940640249 0.940885924 0.00774000749 0.338635157 -5.20127804e-08 -0.99973889 0.0228506558 ImportedSurface 0.025 0.0557428 0.15484 true false false false true 0 272 0 0 4284970875 -85.566 0.772128 -129.6 -1.86546044e-06 -3.98120548e-23 1 -6.50180196e-07 1 -1.2124727e-12 -1 -6.50180196e-07 -1.86546044e-06 ImportedSurface 0.025 0.444257 0.15484 true false false false true 0 272 0 0 4284970875 -85.566 0.522128 -129.6 1.86546044e-06 3.98120632e-23 1 6.50180333e-07 -1 -1.2124727e-12 1 6.50180333e-07 -1.86546044e-06 ImportedSurface 0.025 0.055743 0.15484 true false false false true 0 272 0 0 4284970875 -85.566 0.327872 -122.4 -1.86545952e-06 3.98120688e-23 1 6.50180424e-07 -1 1.21283121e-12 1 6.50180424e-07 1.86545952e-06 ImportedSurface 0.025 0.444257 0.15484 true false false false true 0 272 0 0 4284970875 -85.566 0.577872 -122.4 1.86545952e-06 -3.98120614e-23 1 -6.50180304e-07 1 1.21283121e-12 -1 -6.50180304e-07 1.86545952e-06 ImportedSurface 0.025 7.1997 0.0656764 true false false false true 0 272 0 0 4284970875 -85.777 0.648324 -126 -0.936346417 0.00320243077 -0.351062861 0.351077467 0.00854103565 -0.936307462 -1.94078647e-08 -0.999958397 -0.00912166941 ImportedSurface 0.025 0.0959329 0.133795 true false false false true 0 272 0 0 4284970875 -85.71 0.40371 -122.4 -1.82979782e-06 5.1236342e-23 1 8.36752964e-07 -1 1.53138512e-12 1 8.36752964e-07 1.82979782e-06 ImportedSurface 0.025 0.292581 0.133795 true false false false true 0 272 0 0 4284970875 -85.71 0.597967 -122.4 1.82979782e-06 -5.12363439e-23 1 -8.36752996e-07 1 1.53138512e-12 -1 -8.36752996e-07 1.82979782e-06 ImportedSurface 0.025 7.2 0.164634 true false false false true 0 272 0 0 4284970875 -85.71 0.69629 -126 0.582705449 -6.123234e-17 0.812683431 -0.812683431 -2.76404307e-08 0.582705449 2.24629201e-08 -1 -4.97625081e-17 ImportedSurface 0.025 7.19812 0.164591 true false false false true 0 272 0 0 4284970875 -85.643 0.355743 -126 -0.582705449 0.0185777834 -0.812471061 -0.812683431 -0.0133204767 0.582553178 4.49258402e-08 0.999738681 0.0228597711 ImportedSurface 0.025 0.00376381 0.164591 true false false false true 0 272 0 0 4284970875 -85.71 0.403709 -129.6 0.582705449 -0.0185777834 -0.812471061 0.812683431 0.0133204767 0.582553178 -4.49255591e-08 -0.999738681 0.0228597711 ImportedSurface 0.025 0.073651 7.2 true false false false true 0 272 0 0 4284970875 -85.8 0.55 -126 1 0 6.123234e-17 0 1 5.52808664e-08 -6.123234e-17 0 1 ImportedSurface 0.025 7.1997 0.0656764 true false false false true 0 272 0 0 4284970875 -85.777 0.451676 -126 -0.936346417 0.00320243077 -0.351062861 -0.351077467 -0.00854103565 0.936307462 1.94078649e-08 0.999958397 0.00912166941 ImportedSurface 0.025 0.0614984 0.0230585 true false false false true 0 272 0 0 4284970875 -85.788 0.617575 -129.6 -1.40985114e-05 0 1 0 1 0 -1 0 -1.40985114e-05 ImportedSurface 0.025 0.135149 0.0230585 true false false false true 0 272 0 0 4284970875 -85.788 0.519251 -129.6 1.40985114e-05 0 1 0 -1 0 1 0 -1.40985114e-05 ImportedSurface 0.025 0.0614984 0.0230585 true false false false true 0 272 0 0 4284970875 -85.788 0.482425 -122.4 -1.40985114e-05 0 1 0 -1 0 1 0 1.40985114e-05 ImportedSurface 0.025 0.135149 0.0230585 true false false false true 0 272 0 0 4284970875 -85.788 0.580749 -122.4 1.40985114e-05 0 1 0 1 0 -1 0 1.40985114e-05 ImportedSurface 0.025 3.59624 0.164396 true false false false true 0 272 0 0 4280955190 -72.512 0.8 -127.8 0.3387217 -0.0429662375 0.939905055 0.940886609 0.0154680158 -0.338368335 -5.20130176e-08 0.998956777 0.0456657101 ImportedSurface 0.025 0.0075148 0.164396 true false false false true 0 272 0 0 4280955190 -72.434 0.772128 -129.6 -0.3387217 0.0429662375 0.939905055 -0.940886609 -0.0154680158 -0.338368335 5.20127967e-08 -0.998956777 0.0456657101 ImportedSurface 0.025 3.6 0.5 true false false false true 0 272 0 0 4284970875 -85.488 0.55 -124.2 1 -6.123234e-17 -3.98120622e-23 0 -5.52808564e-08 1 -6.123234e-17 -1 -6.50180317e-07 ImportedSurface 0.025 0.292581 0.133795 true false false false true 0 272 0 0 4284970875 -72.29 0.502033 -129.6 -5.9996604e-07 5.12363171e-23 -1 -8.36752558e-07 -1 5.02026673e-13 -1 8.36752558e-07 5.9996604e-07 ImportedSurface 0.025 0.0959331 0.133795 true false false false true 0 272 0 0 4284970875 -72.29 0.69629 -129.6 5.9996604e-07 -5.12363173e-23 -1 8.36752561e-07 1 5.02026673e-13 1 -8.36752561e-07 5.9996604e-07 ImportedSurface 0.025 0.00376018 0.164525 true false false false true 0 272 0 0 4284970875 -72.434 0.327872 -129.6 0.33872277 0.0214999375 0.940640546 -0.940886223 0.00774000748 0.338634327 5.20124622e-08 -0.999738888 0.0228507118 ImportedSurface 0.025 7.19812 0.164525 true false false false true 0 272 0 0 4284970875 -72.512 0.3 -126 -0.33872277 -0.0214999375 0.940640546 0.940886223 -0.00774000748 0.338634327 -5.20129962e-08 0.999738888 0.0228507118 ImportedSurface 0.025 0.444257 0.15484 true false false false true 0 272 0 0 4284970875 -72.434 0.522128 -129.6 1.86545528e-06 3.98120632e-23 -1 -6.50180333e-07 -1 -1.21246935e-12 -1 6.50180333e-07 -1.86545528e-06 ImportedSurface 0.025 0.0557428 0.15484 true false false false true 0 272 0 0 4284970875 -72.434 0.772128 -129.6 -1.86545528e-06 -3.98120548e-23 -1 6.50180196e-07 1 -1.21246935e-12 1 -6.50180196e-07 -1.86545528e-06 ImportedSurface 0.025 0.444257 0.15484 true false false false true 0 272 0 0 4284970875 -72.434 0.577872 -122.4 1.86545436e-06 -3.98120614e-23 -1 6.50180304e-07 1 1.21318636e-12 1 -6.50180304e-07 1.86545436e-06 ImportedSurface 0.025 0.055743 0.15484 true false false false true 0 272 0 0 4284970875 -72.434 0.327872 -122.4 -1.86545436e-06 3.98120688e-23 -1 -6.50180424e-07 -1 1.21318636e-12 -1 6.50180424e-07 1.86545436e-06 ImportedSurface 0.025 7.1997 0.0656763 true false false false true 0 272 0 0 4284970875 -72.223 0.648324 -126 -0.936346953 -0.00320241589 0.351061431 -0.351076037 0.00854103565 -0.936307998 1.94077859e-08 -0.999958397 -0.00912166419 ImportedSurface 0.025 0.292581 0.133795 true false false false true 0 272 0 0 4284970875 -72.29 0.597967 -122.4 1.82980222e-06 -5.12363439e-23 -1 8.36752996e-07 1 1.5309739e-12 1 -8.36752996e-07 1.82980222e-06 ImportedSurface 0.025 0.0959329 0.133795 true false false false true 0 272 0 0 4284970875 -72.29 0.40371 -122.4 -1.82980222e-06 5.1236342e-23 -1 -8.36752964e-07 -1 1.5309739e-12 -1 8.36752964e-07 1.82980222e-06 ImportedSurface 0.025 0.164633 7.2 true false false false true 0 272 0 0 4284970875 -72.29 0.69629 -126 -0.582706374 0.812682768 6.123234e-17 -0.812682768 -0.582706374 2.76404307e-08 2.24629018e-08 -4.97624675e-17 1 ImportedSurface 0.025 0.0037638 0.16459 true false false false true 0 272 0 0 4284970875 -72.29 0.403709 -129.6 0.582706374 0.0185777387 0.812470399 -0.812682768 0.0133204767 0.582554103 4.49271724e-08 -0.999738682 0.0228597348 ImportedSurface 0.025 7.19812 0.16459 true false false false true 0 272 0 0 4284970875 -72.357 0.355743 -126 -0.582706374 -0.0185777387 0.812470399 0.812682768 -0.0133204767 0.582554103 -4.49258035e-08 0.999738682 0.0228597348 ImportedSurface 0.025 7.2 0.073651 true false false false true 0 272 0 0 4284970875 -72.2 0.55 -126 -1 -6.123234e-17 0 0 -5.52808664e-08 -1 6.123234e-17 -1 0 ImportedSurface 0.025 7.1997 0.0656763 true false false false true 0 272 0 0 4284970875 -72.223 0.451676 -126 -0.936346953 -0.00320241589 0.351061431 0.351076037 -0.00854103565 0.936307998 -1.94077857e-08 0.999958397 0.00912166419 ImportedSurface 0.025 0.135149 0.0230583 true false false false true 0 272 0 0 4284970875 -72.212 0.519251 -129.6 1.40985769e-05 0 -1 0 -1 0 -1 0 -1.40985769e-05 ImportedSurface 0.025 0.0614984 0.0230583 true false false false true 0 272 0 0 4284970875 -72.212 0.617575 -129.6 -1.40985769e-05 0 -1 0 1 0 1 0 -1.40985769e-05 ImportedSurface 0.025 0.135149 0.0230583 true false false false true 0 272 0 0 4284970875 -72.212 0.580749 -122.4 1.40985769e-05 0 -1 0 1 0 1 0 1.40985769e-05 ImportedSurface 0.025 0.0614984 0.0230583 true false false false true 0 272 0 0 4284970875 -72.212 0.482425 -122.4 -1.40985769e-05 0 -1 0 -1 0 -1 0 1.40985769e-05 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 -82.244 0.8 -127.8 3.3849762e-24 1 6.123234e-17 -1 0 5.52808565e-08 5.52808565e-08 -6.123234e-17 1 ImportedSurface 0.025 3.59624 0.164396 true false false false true 0 272 0 0 4280955190 -85.488 0.8 -124.2 -0.3387236 0.0429661189 -0.939904376 0.940885924 0.0154679607 -0.33837024 -5.20129797e-08 -0.998956783 -0.0456655798 ImportedSurface 0.025 0.00751476 0.164396 true false false false true 0 272 0 0 4280955190 -85.566 0.772128 -122.4 0.3387236 -0.0429661189 -0.939904376 -0.940885924 -0.0154679607 -0.33837024 5.20127066e-08 0.998956783 -0.0456655798 ImportedSurface 0.025 0.00751476 0.164396 true false false false true 0 272 0 0 4280955190 -85.566 0.772128 -129.6 -0.33872253 -0.0429661189 -0.939904761 0.94088631 -0.0154680159 -0.338369166 -5.20127908e-08 -0.998956782 0.0456655985 ImportedSurface 0.025 3.59624 0.164396 true false false false true 0 272 0 0 4280955190 -85.488 0.8 -127.8 0.33872253 0.0429661189 -0.939904761 -0.94088631 0.0154680159 -0.338369166 5.20130011e-08 0.998956782 0.0456655985 ImportedSurface 0.025 6.48831 0.5 true false false false true 0 272 0 0 4284970875 -75.756 0.55 -129.6 -6.123234e-17 1 3.98120622e-23 -6.50180317e-07 0 -1 -1 -6.123234e-17 6.50180317e-07 ImportedSurface 0.025 6.48831 0.5 true false false false true 0 272 0 0 4284970875 -82.244 0.55 -129.6 6.123234e-17 -1 3.98120622e-23 6.50180317e-07 0 -1 1 6.123234e-17 6.50180317e-07 ImportedSurface 0.025 6.48831 0.5 true false false false true 0 272 0 0 4284970875 -82.244 0.55 -129.6 6.123234e-17 1 -3.98120622e-23 6.50180317e-07 0 1 1 -6.123234e-17 -6.50180317e-07 ImportedSurface 0.025 3.6 0.5 true false false false true 0 272 0 0 4284970875 -72.512 0.55 -124.2 1 6.123234e-17 3.38497676e-24 0 5.52808564e-08 -1 -6.123234e-17 1 5.52808657e-08 ImportedSurface 0.025 3.6 0.5 true false false false true 0 272 0 0 4284970875 -72.512 0.55 -127.8 -1 -6.123234e-17 3.38497676e-24 0 -5.52808564e-08 -1 6.123234e-17 -1 5.52808657e-08 ImportedSurface 0.025 3.6 0.5 true false false false true 0 272 0 0 4284970875 -72.512 0.55 -127.8 -1 6.123234e-17 -3.98120622e-23 0 5.52808565e-08 1 6.123234e-17 1 -6.50180317e-07 ImportedSurface 0.025 6.48831 0.5 true false false false true 0 272 0 0 4284970875 -82.244 0.55 -122.4 6.123234e-17 -1 3.98120622e-23 6.50180317e-07 0 -1 1 6.123234e-17 6.50180317e-07 ImportedSurface 0.025 6.48831 0.5 true false false false true 0 272 0 0 4284970875 -75.756 0.55 -122.4 -6.123234e-17 1 3.98120622e-23 -6.50180317e-07 0 -1 -1 -6.123234e-17 6.50180317e-07 ImportedSurface 0.025 6.48831 0.5 true false false false true 0 272 0 0 4284970875 -75.756 0.55 -122.4 -6.123234e-17 -1 -3.98120622e-23 -6.50180317e-07 0 1 -1 6.123234e-17 -6.50180317e-07 ImportedSurface 0.025 12.9766 7.2 true false false false true 0 272 0 0 4284970875 -79 0.3 -126 -3.38497619e-24 -1 6.123234e-17 1 0 5.52808564e-08 -5.52808564e-08 6.123234e-17 1 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 -75.756 0.8 -124.2 3.38497619e-24 1 -3.88622748e-15 -1 0 5.52808564e-08 5.52808564e-08 -6.123234e-17 1 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 -75.756 0.8 -127.8 3.3849762e-24 -1 -6.123234e-17 -1 0 -5.52808565e-08 5.52808565e-08 6.123234e-17 -1 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 -75.756 0.8 -124.2 3.38497619e-24 -1 -6.123234e-17 -1 0 -5.52808564e-08 5.52808564e-08 6.123234e-17 -1 ImportedSurface 0.025 0.178836 0.0817804 true false false false true 0 272 0 0 4284970875 -85.777 0.55 -129.6 2.42976142e-06 -0.415872394 0.909422978 1.05879118e-22 0.909422978 0.415872394 -1 -1.0104707e-06 2.20968087e-06 ImportedSurface 0.025 0.142885 0.0817804 true false false false true 0 272 0 0 4284970875 -85.71 0.403709 -129.6 -2.42976144e-06 0.415872394 0.909422978 3.59974861e-14 -0.909422978 0.415872394 1 1.01047074e-06 2.20968087e-06 ImportedSurface 0.025 7.19812 0.164525 true false false false true 0 272 0 0 4284970875 -85.643 0.355743 -126 -0.3387236 -0.0214998781 0.940640249 -0.940885924 0.00774000749 -0.338635157 5.20129844e-08 -0.99973889 -0.0228506558 ImportedSurface 0.025 0.00376081 0.164525 true false false false true 0 272 0 0 4284970875 -85.566 0.327872 -122.4 0.3387236 0.0214998781 0.940640249 0.940885924 -0.00774000749 -0.338635157 -5.20130185e-08 0.99973889 -0.0228506558 ImportedSurface 0.025 0.366869 0.127867 true false false false true 0 272 0 0 4284970875 -85.643 0.55 -129.6 -2.40076287e-06 -0.329118668 0.944288569 -8.36752559e-07 0.944288569 0.329118668 -1 2.01527062e-17 -2.54240382e-06 ImportedSurface 0.025 0.103598 0.127867 true false false false true 0 272 0 0 4284970875 -85.566 0.327872 -129.6 2.40076287e-06 0.329118668 0.944288569 8.36752559e-07 -0.944288569 0.329118668 1 -2.01527062e-17 -2.54240382e-06 ImportedSurface 0.025 0.366869 0.127867 true false false false true 0 272 0 0 4284970875 -85.643 0.55 -122.4 -2.40076302e-06 -0.3291188 0.944288524 8.36752988e-07 -0.944288524 -0.3291188 1 2.01527142e-17 2.54240411e-06 ImportedSurface 0.025 0.103598 0.127867 true false false false true 0 272 0 0 4284970875 -85.566 0.772128 -122.4 2.40076302e-06 0.3291188 0.944288524 -8.36752988e-07 0.944288524 -0.3291188 -1 -2.01527142e-17 2.54240411e-06 ImportedSurface 0.025 7.1997 0.0656764 true false false false true 0 272 0 0 4284970875 -85.8 0.586826 -126 -0.936346417 -0.00320243077 0.351062861 0.351077467 -0.00854103565 0.936307462 -1.94078665e-08 0.999958397 0.00912166941 ImportedSurface 0.025 0.178836 0.0817804 true false false false true 0 272 0 0 4284970875 -85.777 0.55 -122.4 6.123234e-17 -0.415872394 0.909422978 0 -0.909422978 -0.415872394 1 2.54648398e-17 -5.5686097e-17 ImportedSurface 0.025 0.142885 0.0817804 true false false false true 0 272 0 0 4284970875 -85.71 0.696291 -122.4 -6.123234e-17 0.415872394 0.909422978 0 0.909422978 -0.415872394 -1 -2.54648398e-17 -5.5686097e-17 ImportedSurface 0.025 7.2 0.164634 true false false false true 0 272 0 0 4284970875 -85.71 0.69629 -126 0.582706247 6.123234e-17 -0.812682859 -0.812682859 5.52808614e-08 -0.582706247 4.49258085e-08 1 4.97624731e-17 ImportedSurface 0.025 7.19812 0.164591 true false false false true 0 272 0 0 4284970875 -85.777 0.451676 -126 -0.582705449 -0.0185777834 0.812471061 -0.812683431 0.0133204767 -0.582553178 4.49258402e-08 -0.999738681 -0.0228597711 ImportedSurface 0.025 0.00376381 0.164591 true false false false true 0 272 0 0 4284970875 -85.71 0.40371 -122.4 0.582705449 0.0185777834 0.812471061 0.812683431 -0.0133204767 -0.582553178 -4.49255591e-08 0.999738681 -0.0228597711 ImportedSurface 0.025 0.073651 7.2 true false false false true 0 272 0 0 4284970875 -85.8 0.55 -126 1 0 -6.123234e-17 0 -1 -5.52808664e-08 -6.123234e-17 0 -1 ImportedSurface 0.025 7.1997 0.0656764 true false false false true 0 272 0 0 4284970875 -85.8 0.513174 -126 -0.936346417 -0.00320243077 0.351062861 -0.351077467 0.00854103565 -0.936307462 1.94078667e-08 -0.999958397 -0.00912166941 ImportedSurface 0.025 0.0726019 0.0123869 true false false false true 0 272 0 0 4284970875 -85.8 0.55 -129.6 -1.40985118e-05 -0.168184244 0.985755578 0 0.985755578 0.168184244 -1 2.37114755e-06 -1.38976866e-05 ImportedSurface 0.025 0.0645005 0.0123869 true false false false true 0 272 0 0 4284970875 -85.788 0.482425 -129.6 1.40985118e-05 0.168184244 0.985755578 1.42687533e-13 -0.985755578 0.168184244 1 -2.3711474e-06 -1.38976866e-05 ImportedSurface 0.025 0.0726019 0.0123869 true false false false true 0 272 0 0 4284970875 -85.8 0.55 -122.4 -1.40985118e-05 -0.168184244 0.985755578 -4.23516474e-22 -0.985755578 -0.168184244 1 -2.37114755e-06 1.38976866e-05 ImportedSurface 0.025 0.0645005 0.0123869 true false false false true 0 272 0 0 4284970875 -85.788 0.617575 -122.4 1.40985118e-05 0.168184244 0.985755578 -1.42687533e-13 0.985755578 -0.168184244 -1 2.3711474e-06 1.38976866e-05 ImportedSurface 0.025 0.0075148 0.164397 true false false false true 0 272 0 0 4280955190 -72.434 0.772128 -122.4 0.33872277 0.0429662376 0.939904669 0.940886223 -0.0154679606 -0.33836941 -5.20127297e-08 0.998956778 -0.0456656915 ImportedSurface 0.025 3.59624 0.164397 true false false false true 0 272 0 0 4280955190 -72.512 0.8 -124.2 -0.33872277 -0.0429662376 0.939904669 -0.940886223 0.0154679606 -0.33836941 5.20129962e-08 -0.998956778 -0.0456656915 ImportedSurface 0.025 3.6 0.164568 true false false false true 0 272 0 0 4280955190 -72.434 0.772128 -124.2 0.338722235 6.123234e-17 0.940886416 0.940886416 2.76404307e-08 -0.338722235 -2.60065058e-08 1 9.36241169e-09 ImportedSurface 0.025 3.6 0.164568 true false false false true 0 272 0 0 4280955190 -72.434 0.772128 -127.8 -0.338722235 -6.123234e-17 0.940886416 -0.940886416 -2.76404307e-08 -0.338722235 2.60065058e-08 -1 9.36241169e-09 ImportedSurface 0.025 0.5 3.6 true false false false true 0 272 0 0 4284970875 -85.488 0.55 -127.8 1 3.98120622e-23 -6.123234e-17 0 -1 -5.52808565e-08 -6.123234e-17 6.50180317e-07 -1 ImportedSurface 0.025 3.6 0.5 true false false false true 0 272 0 0 4284970875 -85.488 0.55 -127.8 -1 -6.123234e-17 3.38497676e-24 0 -5.52808564e-08 -1 6.123234e-17 -1 5.52808657e-08 ImportedSurface 0.025 3.6 0.5 true false false false true 0 272 0 0 4284970875 -85.488 0.55 -124.2 1 6.123234e-17 3.38497676e-24 0 5.52808564e-08 -1 -6.123234e-17 1 5.52808657e-08 ImportedSurface 0.025 0.142885 0.0817802 true false false false true 0 272 0 0 4284970875 -72.29 0.403709 -129.6 -2.42976733e-06 -0.415871567 -0.909423355 3.46812145e-14 -0.909423355 0.415871567 -1 1.01047112e-06 2.20968717e-06 ImportedSurface 0.025 0.178836 0.0817802 true false false false true 0 272 0 0 4284970875 -72.223 0.55 -129.6 2.42976734e-06 0.415871567 -0.909423355 -1.05879118e-22 0.909423355 0.415871567 1 -1.01047115e-06 2.20968717e-06 ImportedSurface 0.025 0.00376083 0.164525 true false false false true 0 272 0 0 4284970875 -72.434 0.327872 -122.4 0.33872277 -0.0214999375 -0.940640546 -0.940886223 -0.00774000748 -0.338634327 5.20130568e-08 0.999738888 -0.0228507118 ImportedSurface 0.025 7.19812 0.164525 true false false false true 0 272 0 0 4284970875 -72.357 0.355743 -126 -0.33872277 0.0214999375 -0.940640546 0.940886223 0.00774000748 -0.338634327 -5.20130009e-08 -0.999738888 -0.0228507118 ImportedSurface 0.025 0.103598 0.127867 true false false false true 0 272 0 0 4284970875 -72.434 0.327872 -129.6 2.40075622e-06 -0.32911948 -0.944288286 -8.36752559e-07 -0.944288286 0.32911948 -1 2.01527559e-17 -2.54239755e-06 ImportedSurface 0.025 0.366869 0.127867 true false false false true 0 272 0 0 4284970875 -72.357 0.55 -129.6 -2.40075622e-06 0.32911948 -0.944288286 8.36752559e-07 0.944288286 0.32911948 1 -2.01527559e-17 -2.54239755e-06 ImportedSurface 0.025 0.103598 0.127867 true false false false true 0 272 0 0 4284970875 -72.434 0.772128 -122.4 2.40075638e-06 -0.329119612 -0.94428824 8.36752988e-07 0.94428824 -0.329119612 1 2.0152764e-17 2.54239783e-06 ImportedSurface 0.025 0.366869 0.127867 true false false false true 0 272 0 0 4284970875 -72.357 0.55 -122.4 -2.40075638e-06 0.329119612 -0.94428824 -8.36752988e-07 -0.94428824 -0.329119612 -1 -2.0152764e-17 2.54239783e-06 ImportedSurface 0.025 7.1997 0.0656763 true false false false true 0 272 0 0 4284970875 -72.2 0.586826 -126 -0.936346953 0.00320241589 -0.351061431 -0.351076037 -0.00854103565 0.936307998 1.94077876e-08 0.999958397 0.00912166419 ImportedSurface 0.025 0.142885 0.0817802 true false false false true 0 272 0 0 4284970875 -72.29 0.696291 -122.4 6.123234e-17 -0.415871567 -0.909423355 0 0.909423355 -0.415871567 1 2.54647892e-17 5.568612e-17 ImportedSurface 0.025 0.178836 0.0817802 true false false false true 0 272 0 0 4284970875 -72.223 0.55 -122.4 -6.123234e-17 0.415871567 -0.909423355 0 -0.909423355 -0.415871567 -1 -2.54647892e-17 5.568612e-17 ImportedSurface 0.025 0.164633 7.2 true false false false true 0 272 0 0 4284970875 -72.29 0.69629 -126 -0.582707172 -0.812682196 -6.123234e-17 -0.812682196 0.582707172 -5.52808614e-08 4.49257719e-08 4.97624325e-17 -1 ImportedSurface 0.025 0.0037638 0.16459 true false false false true 0 272 0 0 4284970875 -72.29 0.40371 -122.4 0.582706374 -0.0185777387 -0.812470399 -0.812682768 -0.0133204767 -0.582554103 4.49271724e-08 0.999738682 -0.0228597348 ImportedSurface 0.025 7.19812 0.16459 true false false false true 0 272 0 0 4284970875 -72.223 0.451676 -126 -0.582706374 0.0185777387 -0.812470399 0.812682768 0.0133204767 -0.582554103 -4.49258035e-08 -0.999738682 -0.0228597348 ImportedSurface 0.025 7.2 0.073651 true false false false true 0 272 0 0 4284970875 -72.2 0.55 -126 -1 6.123234e-17 0 0 5.52808664e-08 1 6.123234e-17 1 0 ImportedSurface 0.025 7.1997 0.0656763 true false false false true 0 272 0 0 4284970875 -72.2 0.513174 -126 -0.936346953 0.00320241589 -0.351061431 0.351076037 0.00854103565 -0.936307998 -1.94077874e-08 -0.999958397 -0.00912166419 ImportedSurface 0.025 0.0645004 0.0123869 true false false false true 0 272 0 0 4284970875 -72.212 0.482425 -129.6 1.40985771e-05 -0.168183485 -0.985755708 -6.72571189e-14 -0.985755708 0.168183485 -1 -2.37114776e-06 -1.38977528e-05 ImportedSurface 0.025 0.0726019 0.0123869 true false false false true 0 272 0 0 4284970875 -72.2 0.55 -129.6 -1.40985771e-05 0.168183485 -0.985755708 0 0.985755708 0.168183485 1 2.37114783e-06 -1.38977528e-05 ImportedSurface 0.025 0.0645004 0.0123869 true false false false true 0 272 0 0 4284970875 -72.212 0.617575 -122.4 1.40985771e-05 -0.168183485 -0.985755708 6.72571189e-14 0.985755708 -0.168183485 1 2.37114776e-06 1.38977528e-05 ImportedSurface 0.025 0.0726019 0.0123869 true false false false true 0 272 0 0 4284970875 -72.2 0.55 -122.4 -1.40985771e-05 0.168183485 -0.985755708 0 -0.985755708 -0.168183485 -1 -2.37114783e-06 1.38977528e-05 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 -82.244 0.8 -124.2 3.38497619e-24 1 6.123234e-17 -1 0 5.52808564e-08 5.52808564e-08 -6.123234e-17 1 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 -82.244 0.8 -127.8 3.3849762e-24 -1 -6.123234e-17 -1 0 -5.52808565e-08 5.52808565e-08 6.123234e-17 -1 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 -82.244 0.8 -124.2 3.38497619e-24 -1 3.88622748e-15 -1 0 -5.52808564e-08 5.52808564e-08 6.123234e-17 -1 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 ConsoleHousing 5 1.3 0.9 true false false true true 0 272 0 0 1 4281878093 -74.9 4.9 -126 6.123234e-17 0 -1 0 1 0 1 0 6.123234e-17 ConsoleScreen 3.6 0.7 0.06 true false false true true 0 272 0 0 1 4284196796 -75.38 5 -126 6.123234e-17 0 -1 0 1 0 1 0 6.123234e-17 BlueTrim 0.1 0.12 12 true false false true true 0 272 0 0 1 4284196796 -79 1.05 -129.4 6.123234e-17 0 -1 0 1 0 1 0 6.123234e-17 BlueTrim 0.1 0.12 12 true false false true true 0 272 0 0 1 4284196796 -79 1.05 -122.6 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 1 272 0 0 1 4281020983 79 0.45 -126 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 TreadmillBase ImportedSurface 0.025 3.6 0.164568 true false false false true 0 272 0 0 4280955190 85.566 0.772128 -124.2 0.338723065 -6.123234e-17 0.940886117 0.940886117 -2.76404307e-08 -0.338723065 2.60064976e-08 1 -9.36243463e-09 ImportedSurface 0.025 3.6 0.164568 true false false false true 0 272 0 0 4280955190 85.566 0.772128 -127.8 -0.338723065 6.123234e-17 0.940886117 -0.940886117 2.76404307e-08 -0.338723065 -2.60064976e-08 -1 -9.36243463e-09 ImportedSurface 0.025 0.5 6.48831 true false false false true 0 272 0 0 4284970875 75.756 0.55 -122.4 6.123234e-17 3.98120622e-23 -1 6.50180317e-07 -1 0 -1 -6.50180317e-07 -6.123234e-17 ImportedSurface 0.025 0.5 3.6 true false false false true 0 272 0 0 4284970875 72.512 0.55 -127.8 1 3.98120622e-23 6.123234e-17 0 -1 5.52808564e-08 6.123234e-17 -6.50180317e-07 -1 ImportedSurface 0.025 0.5 6.48831 true false false false true 0 272 0 0 4284970875 82.244 0.55 -129.6 -6.123234e-17 3.98120622e-23 1 -6.50180317e-07 -1 0 1 -6.50180317e-07 6.123234e-17 ImportedSurface 0.025 12.9766 7.2 true false false false true 0 272 0 0 4284970875 79 0.3 -126 -3.38497619e-24 -1 -6.123234e-17 1 0 -5.52808564e-08 5.52808564e-08 -6.123234e-17 1 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 75.756 0.8 -124.2 3.3849762e-24 -1 6.123234e-17 -1 0 5.52808565e-08 -5.52808565e-08 -6.123234e-17 -1 ImportedSurface 0.025 0.0959331 0.133795 true false false false true 0 272 0 0 4284970875 85.71 0.69629 -122.4 -5.99964598e-07 -5.12363173e-23 -1 -8.36752561e-07 1 5.02025467e-13 1 8.36752561e-07 -5.99964598e-07 ImportedSurface 0.025 0.292581 0.133795 true false false false true 0 272 0 0 4284970875 85.71 0.502033 -122.4 5.99964598e-07 5.12363171e-23 -1 8.36752558e-07 -1 5.02025467e-13 -1 -8.36752558e-07 -5.99964598e-07 ImportedSurface 0.025 7.19812 0.164525 true false false false true 0 272 0 0 4284970875 85.488 0.3 -126 0.3387236 -0.0214998781 0.940640249 -0.940885924 -0.00774000749 0.338635157 -5.20129797e-08 -0.99973889 -0.0228506558 ImportedSurface 0.025 0.00376016 0.164525 true false false false true 0 272 0 0 4284970875 85.566 0.327872 -122.4 -0.3387236 0.0214998781 0.940640249 0.940885924 0.00774000749 0.338635157 5.20127804e-08 0.99973889 -0.0228506558 ImportedSurface 0.025 0.0557428 0.15484 true false false false true 0 272 0 0 4284970875 85.566 0.772128 -122.4 1.86546044e-06 -3.98120548e-23 -1 -6.50180196e-07 1 -1.2124727e-12 1 6.50180196e-07 1.86546044e-06 ImportedSurface 0.025 0.444257 0.15484 true false false false true 0 272 0 0 4284970875 85.566 0.522128 -122.4 -1.86546044e-06 3.98120632e-23 -1 6.50180333e-07 -1 -1.2124727e-12 -1 -6.50180333e-07 1.86546044e-06 ImportedSurface 0.025 0.055743 0.15484 true false false false true 0 272 0 0 4284970875 85.566 0.327872 -129.6 1.86545952e-06 3.98120688e-23 -1 6.50180424e-07 -1 1.21283121e-12 -1 -6.50180424e-07 -1.86545952e-06 ImportedSurface 0.025 0.444257 0.15484 true false false false true 0 272 0 0 4284970875 85.566 0.577872 -129.6 -1.86545952e-06 -3.98120614e-23 -1 -6.50180304e-07 1 1.21283121e-12 1 6.50180304e-07 -1.86545952e-06 ImportedSurface 0.025 7.1997 0.0656764 true false false false true 0 272 0 0 4284970875 85.777 0.648324 -126 0.936346417 -0.00320243077 0.351062861 0.351077467 0.00854103565 -0.936307462 1.94078649e-08 0.999958397 0.00912166941 ImportedSurface 0.025 0.0959329 0.133795 true false false false true 0 272 0 0 4284970875 85.71 0.40371 -129.6 1.82979782e-06 5.1236342e-23 -1 8.36752964e-07 -1 1.53138512e-12 -1 -8.36752964e-07 -1.82979782e-06 ImportedSurface 0.025 0.292581 0.133795 true false false false true 0 272 0 0 4284970875 85.71 0.597967 -129.6 -1.82979782e-06 -5.12363439e-23 -1 -8.36752996e-07 1 1.53138512e-12 1 8.36752996e-07 -1.82979782e-06 ImportedSurface 0.025 7.2 0.164634 true false false false true 0 272 0 0 4284970875 85.71 0.69629 -126 -0.582705449 -6.123234e-17 -0.812683431 -0.812683431 -2.76404307e-08 0.582705449 -2.24629201e-08 1 -4.97625081e-17 ImportedSurface 0.025 7.19812 0.164591 true false false false true 0 272 0 0 4284970875 85.643 0.355743 -126 0.582705449 -0.0185777834 0.812471061 -0.812683431 -0.0133204767 0.582553178 -4.49258402e-08 -0.999738681 -0.0228597711 ImportedSurface 0.025 0.00376381 0.164591 true false false false true 0 272 0 0 4284970875 85.71 0.403709 -122.4 -0.582705449 0.0185777834 0.812471061 0.812683431 0.0133204767 0.582553178 4.49255591e-08 0.999738681 -0.0228597711 ImportedSurface 0.025 0.073651 7.2 true false false false true 0 272 0 0 4284970875 85.8 0.55 -126 -1 0 6.123234e-17 0 1 5.52808664e-08 -6.123234e-17 0 -1 ImportedSurface 0.025 7.1997 0.0656764 true false false false 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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 ConsoleHousing 5 1.3 0.9 true false false true true 0 272 0 0 1 4281878093 74.9 4.9 -126 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 ConsoleScreen 3.6 0.7 0.06 true false false true true 0 272 0 0 1 4284196796 75.38 5 -126 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BlueTrim 0.1 0.12 12 true false false true true 0 272 0 0 1 4284196796 79 1.05 -122.6 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BlueTrim 0.1 0.12 12 true false false true true 0 272 0 0 1 4284196796 79 1.05 -129.4 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 -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 1 272 0 0 1 4281020983 -79 0.45 4 6.123234e-17 0 -1 0 1 0 1 0 6.123234e-17 TreadmillBase ImportedSurface 0.025 3.6 0.164568 true false false false true 0 272 0 0 4280955190 -85.5657 0.772128 2.2 -0.338723065 -6.123234e-17 -0.940886117 0.940886117 -2.76404307e-08 -0.338723065 -2.60064976e-08 -1 9.36243475e-09 ImportedSurface 0.025 3.6 0.164568 true false false false true 0 272 0 0 4280955190 -85.5657 0.772128 5.8 0.338723065 6.123234e-17 -0.940886117 -0.940886117 2.76404307e-08 -0.338723065 2.60064976e-08 1 9.36243475e-09 ImportedSurface 0.025 0.5 6.48831 true false false false true 0 272 0 0 4284970875 -75.7558 0.55 0.4 6.123234e-17 3.98120622e-23 1 6.50180317e-07 -1 0 1 6.50180317e-07 -6.123234e-17 ImportedSurface 0.025 0.5 3.6 true false false false true 0 272 0 0 4284970875 -72.5117 0.55 5.8 -1 3.98120622e-23 6.123234e-17 0 -1 5.52808564e-08 6.123234e-17 6.50180317e-07 1 ImportedSurface 0.025 0.5 6.48831 true false false false true 0 272 0 0 4284970875 -82.2442 0.55 7.6 -6.123234e-17 3.98120622e-23 -1 -6.50180317e-07 -1 0 -1 6.50180317e-07 6.123234e-17 ImportedSurface 0.025 12.9766 7.2 true false false false true 0 272 0 0 4284970875 -79 0.3 4 -3.38497619e-24 1 -6.123234e-17 1 0 -5.52808564e-08 -5.52808564e-08 -6.123234e-17 -1 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 -75.7558 0.8 2.2 3.3849762e-24 1 -6.2125779e-17 -1 0 5.52808565e-08 5.52808565e-08 -6.123234e-17 1 ImportedSurface 0.025 0.0959331 0.133795 true false false false true 0 272 0 0 4284970875 -85.71 0.69629 0.4 5.99964598e-07 -5.12363173e-23 1 -8.36752561e-07 1 5.02025467e-13 -1 -8.36752561e-07 5.99964598e-07 ImportedSurface 0.025 0.292581 0.133795 true false false false true 0 272 0 0 4284970875 -85.71 0.502033 0.4 -5.99964598e-07 5.12363171e-23 1 8.36752558e-07 -1 5.02025467e-13 1 8.36752558e-07 5.99964598e-07 ImportedSurface 0.025 7.19812 0.164525 true false false false true 0 272 0 0 4284970875 -85.4883 0.3 4 -0.3387236 0.0214998781 -0.940640249 -0.940885924 -0.00774000749 0.338635157 5.20129797e-08 0.99973889 0.0228506558 ImportedSurface 0.025 0.00376016 0.164525 true false false false true 0 272 0 0 4284970875 -85.5657 0.327872 0.4 0.3387236 -0.0214998781 -0.940640249 0.940885924 0.00774000749 0.338635157 -5.20129403e-08 -0.99973889 0.0228506558 ImportedSurface 0.025 0.0557428 0.15484 true false false false true 0 272 0 0 4284970875 -85.5657 0.772128 0.4 -1.86546044e-06 -3.98120548e-23 1 -6.50180196e-07 1 -1.2124727e-12 -1 -6.50180196e-07 -1.86546044e-06 ImportedSurface 0.025 0.444257 0.15484 true false false false true 0 272 0 0 4284970875 -85.5657 0.522128 0.4 1.86546044e-06 3.98120632e-23 1 6.50180333e-07 -1 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0.597967 7.6 1.82979782e-06 -5.12363439e-23 1 -8.36752996e-07 1 1.53138512e-12 -1 -8.36752996e-07 1.82979782e-06 ImportedSurface 0.025 7.2 0.164634 true false false false true 0 272 0 0 4284970875 -85.71 0.69629 4 0.582705449 -6.123234e-17 0.812683431 -0.812683431 -2.76404307e-08 0.582705449 2.24629201e-08 -1 -4.97625081e-17 ImportedSurface 0.025 7.19812 0.164591 true false false false true 0 272 0 0 4284970875 -85.6431 0.355743 4 -0.582705449 0.0185777834 -0.812471061 -0.812683431 -0.0133204767 0.582553178 4.49258402e-08 0.999738681 0.0228597711 ImportedSurface 0.025 0.00376381 0.164591 true false false false true 0 272 0 0 4284970875 -85.71 0.403709 0.4 0.582705449 -0.0185777834 -0.812471061 0.812683431 0.0133204767 0.582553178 -4.49258343e-08 -0.999738681 0.0228597711 ImportedSurface 0.025 0.073651 7.2 true false false false true 0 272 0 0 4284970875 -85.8 0.55 4 1 0 6.123234e-17 0 1 5.52808664e-08 -6.123234e-17 0 1 ImportedSurface 0.025 7.1997 0.0656764 true false false false true 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4284970875 72.4343 0.327872 0.4 -0.33872277 0.0214999375 0.940640546 -0.940886223 -0.00774000748 -0.338634327 -5.20130168e-08 -0.999738888 0.0228507118 ImportedSurface 0.025 7.19812 0.164525 true false false false true 0 272 0 0 4284970875 72.3568 0.355743 4 0.33872277 -0.0214999375 0.940640546 0.940886223 0.00774000748 -0.338634327 5.20130009e-08 0.999738888 0.0228507118 ImportedSurface 0.025 0.103598 0.127867 true false false false true 0 272 0 0 4284970875 72.4343 0.327872 7.6 -2.40075622e-06 0.32911948 0.944288286 -8.36752559e-07 -0.944288286 0.32911948 1 2.01527559e-17 2.54239755e-06 ImportedSurface 0.025 0.366869 0.127867 true false false false true 0 272 0 0 4284970875 72.3568 0.55 7.6 2.40075622e-06 -0.32911948 0.944288286 8.36752559e-07 0.944288286 0.32911948 -1 -2.01527559e-17 2.54239755e-06 ImportedSurface 0.025 0.103598 0.127867 true false false false true 0 272 0 0 4284970875 72.4343 0.772128 0.4 -2.40075638e-06 0.329119612 0.94428824 8.36752988e-07 0.94428824 -0.329119612 -1 2.0152764e-17 -2.54239783e-06 ImportedSurface 0.025 0.366869 0.127867 true false false false true 0 272 0 0 4284970875 72.3568 0.55 0.4 2.40075638e-06 -0.329119612 0.94428824 -8.36752988e-07 -0.94428824 -0.329119612 1 -2.0152764e-17 -2.54239783e-06 ImportedSurface 0.025 7.1997 0.0656763 true false false false true 0 272 0 0 4284970875 72.2 0.586826 4 0.936346953 -0.00320241589 0.351061431 -0.351076037 -0.00854103565 0.936307998 -1.94077874e-08 -0.999958397 -0.00912166419 ImportedSurface 0.025 0.142885 0.0817802 true false false false true 0 272 0 0 4284970875 72.29 0.696291 0.4 6.123234e-17 0.415871567 0.909423355 0 0.909423355 -0.415871567 -1 2.54647892e-17 5.568612e-17 ImportedSurface 0.025 0.178836 0.0817802 true false false false true 0 272 0 0 4284970875 72.2231 0.55 0.4 -6.123234e-17 -0.415871567 0.909423355 0 -0.909423355 -0.415871567 1 -2.54647892e-17 5.568612e-17 ImportedSurface 0.025 0.164633 7.2 true false false false true 0 272 0 0 4284970875 72.29 0.69629 4 0.582707172 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0 4284970875 72.2115 0.482425 7.6 -1.40985771e-05 0.168183485 0.985755708 -6.72579257e-14 -0.985755708 0.168183485 1 2.37114776e-06 1.38977528e-05 ImportedSurface 0.025 0.0726019 0.0123869 true false false false true 0 272 0 0 4284970875 72.2 0.55 7.6 1.40985771e-05 -0.168183485 0.985755708 0 0.985755708 0.168183485 -1 -2.37114783e-06 1.38977528e-05 ImportedSurface 0.025 0.0645004 0.0123869 true false false false true 0 272 0 0 4284970875 72.2115 0.617575 0.4 -1.40985771e-05 0.168183485 0.985755708 6.72579257e-14 0.985755708 -0.168183485 -1 -2.37114776e-06 -1.38977528e-05 ImportedSurface 0.025 0.0726019 0.0123869 true false false false true 0 272 0 0 4284970875 72.2 0.55 0.4 1.40985771e-05 -0.168183485 0.985755708 0 -0.985755708 -0.168183485 1 2.37114783e-06 -1.38977528e-05 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 82.2442 0.8 2.2 3.38497619e-24 -1 6.123234e-17 -1 0 5.52808564e-08 -5.52808564e-08 -6.123234e-17 -1 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 82.2442 0.8 5.8 3.3849762e-24 1 -1.84590459e-16 -1 0 -5.52808565e-08 -5.52808565e-08 6.123234e-17 1 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 82.2442 0.8 2.2 3.38497619e-24 1 -6.123234e-17 -1 0 -5.52808564e-08 -5.52808564e-08 6.123234e-17 1 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 ConsoleHousing 5 1.3 0.9 true false false true true 0 272 0 0 1 4281878093 74.9 4.9 4 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 ConsoleScreen 3.6 0.7 0.06 true false false true true 0 272 0 0 1 4284196796 75.38 5 4 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BlueTrim 0.1 0.12 12 true false false true true 0 272 0 0 1 4284196796 79 1.05 7.4 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BlueTrim 0.1 0.12 12 true false false true true 0 272 0 0 1 4284196796 79 1.05 0.6 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 1 272 0 0 1 4281020983 -79 0.45 134 6.123234e-17 0 -1 0 1 0 1 0 6.123234e-17 TreadmillBase ImportedSurface 0.025 3.6 0.164568 true false false false true 0 272 0 0 4280955190 -85.566 0.772128 132.2 -0.338723065 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130.4 1.40985771e-05 -0.168183485 -0.985755708 -6.72567775e-14 -0.985755708 0.168183485 -1 -2.37114776e-06 -1.38977528e-05 ImportedSurface 0.025 0.0726019 0.0123869 true false false false true 0 272 0 0 4284970875 -72.2 0.55 130.4 -1.40985771e-05 0.168183485 -0.985755708 0 0.985755708 0.168183485 1 2.37114783e-06 -1.38977528e-05 ImportedSurface 0.025 0.0645004 0.0123869 true false false false true 0 272 0 0 4284970875 -72.212 0.617575 137.6 1.40985771e-05 -0.168183485 -0.985755708 6.72567775e-14 0.985755708 -0.168183485 1 2.37114776e-06 1.38977528e-05 ImportedSurface 0.025 0.0726019 0.0123869 true false false false true 0 272 0 0 4284970875 -72.2 0.55 137.6 -1.40985771e-05 0.168183485 -0.985755708 -4.23516474e-22 -0.985755708 -0.168183485 -1 -2.37114783e-06 1.38977528e-05 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 -82.244 0.8 135.8 3.38497619e-24 1 6.123234e-17 -1 0 5.52808564e-08 5.52808564e-08 -6.123234e-17 1 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 -82.244 0.8 132.2 3.3849762e-24 -1 -6.123234e-17 -1 0 -5.52808565e-08 5.52808565e-08 6.123234e-17 -1 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 -82.244 0.8 135.8 3.38497619e-24 -1 -6.123234e-17 -1 0 -5.52808564e-08 5.52808564e-08 6.123234e-17 -1 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 ConsoleHousing 5 1.3 0.9 true false false true true 0 272 0 0 1 4281878093 -74.9 4.9 134 6.123234e-17 0 -1 0 1 0 1 0 6.123234e-17 ConsoleScreen 3.6 0.7 0.06 true false false true true 0 272 0 0 1 4284196796 -75.38 5 134 6.123234e-17 0 -1 0 1 0 1 0 6.123234e-17 BlueTrim 0.1 0.12 12 true false false true true 0 272 0 0 1 4284196796 -79 1.05 130.6 6.123234e-17 0 -1 0 1 0 1 0 6.123234e-17 BlueTrim 0.1 0.12 12 true false false true true 0 272 0 0 1 4284196796 -79 1.05 137.4 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 0.95 132 6.123234e-17 0 -1 0 1 0 1 0 6.123234e-17 Treadmill6 Treadmill 8 0.7 14 true true false true true 1 272 0 0 1 4281020983 79 0.45 134 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 TreadmillBase ImportedSurface 0.025 3.6 0.164568 true false false false true 0 272 0 0 4280955190 85.566 0.772128 135.8 0.338723065 -6.123234e-17 0.940886117 0.940886117 -2.76404307e-08 -0.338723065 2.60064976e-08 1 -9.36243463e-09 ImportedSurface 0.025 3.6 0.164568 true false false false true 0 272 0 0 4280955190 85.566 0.772128 132.2 -0.338723065 6.123234e-17 0.940886117 -0.940886117 2.76404307e-08 -0.338723065 -2.60064976e-08 -1 -9.36243463e-09 ImportedSurface 0.025 0.5 6.48831 true false false false true 0 272 0 0 4284970875 75.756 0.55 137.6 6.123234e-17 3.98120622e-23 -1 6.50180317e-07 -1 0 -1 -6.50180317e-07 -6.123234e-17 ImportedSurface 0.025 0.5 3.6 true false false false true 0 272 0 0 4284970875 72.512 0.55 132.2 1 3.98120622e-23 6.123234e-17 0 -1 5.52808564e-08 6.123234e-17 -6.50180317e-07 -1 ImportedSurface 0.025 0.5 6.48831 true false false false true 0 272 0 0 4284970875 82.244 0.55 130.4 -6.123234e-17 3.98120622e-23 1 -6.50180317e-07 -1 0 1 -6.50180317e-07 6.123234e-17 ImportedSurface 0.025 12.9766 7.2 true false false false true 0 272 0 0 4284970875 79 0.3 134 -3.38497619e-24 -1 -6.123234e-17 1 0 -5.52808564e-08 5.52808564e-08 -6.123234e-17 1 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 75.756 0.8 135.8 3.3849762e-24 -1 6.123234e-17 -1 0 5.52808565e-08 -5.52808565e-08 -6.123234e-17 -1 ImportedSurface 0.025 0.0959331 0.133795 true false false false true 0 272 0 0 4284970875 85.71 0.69629 137.6 -5.99964598e-07 -5.12363173e-23 -1 -8.36752561e-07 1 5.02025467e-13 1 8.36752561e-07 -5.99964598e-07 ImportedSurface 0.025 0.292581 0.133795 true false false false true 0 272 0 0 4284970875 85.71 0.502033 137.6 5.99964598e-07 5.12363171e-23 -1 8.36752558e-07 -1 5.02025467e-13 -1 -8.36752558e-07 -5.99964598e-07 ImportedSurface 0.025 7.19812 0.164525 true false false false true 0 272 0 0 4284970875 85.488 0.3 134 0.3387236 -0.0214998781 0.940640249 -0.940885924 -0.00774000749 0.338635157 -5.20129797e-08 -0.99973889 -0.0228506558 ImportedSurface 0.025 0.00376016 0.164525 true false false false 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82.244 0.8 135.8 3.3849762e-24 1 -6.123234e-17 -1 0 -5.52808565e-08 -5.52808565e-08 6.123234e-17 1 ImportedSurface 0.025 6.48831 3.6 true false false false true 0 272 0 0 4280955190 82.244 0.8 132.2 3.38497619e-24 1 -6.123234e-17 -1 0 -5.52808564e-08 -5.52808564e-08 6.123234e-17 1 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 ConsoleHousing 5 1.3 0.9 true false false true true 0 272 0 0 1 4281878093 74.9 4.9 134 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 ConsoleScreen 3.6 0.7 0.06 true false false true true 0 272 0 0 1 4284196796 75.38 5 134 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BlueTrim 0.1 0.12 12 true false false true true 0 272 0 0 1 4284196796 79 1.05 137.4 6.123234e-17 0 1 0 1 0 -1 0 6.123234e-17 BlueTrim 0.1 0.12 12 true false false true true 0 272 0 0 1 4284196796 79 1.05 130.6 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 PlotDecorations FlowerPot RBX000028FF DecorationPivot 0.1 0.1 0.1 0 0 0 1 0 0 0 1 0 -0 0 1 true false false true true 1 272 0 0 1 4288112959 Pot 2 1.7 2 0 0.85 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4290605393 Soil 1.7 0.1 1.7 0 1.73 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4283711272 Stem 0.2 1.8 0.2 0 2.6 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4283926854 Petal 0.9 0.8 0.9 -0.55 3.4 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294165464 Petal 0.9 0.8 0.9 0.55 3.4 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294165464 Petal 0.9 0.8 0.9 0 3.4 -0.55 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294165464 Petal 0.9 0.8 0.9 0 3.4 0.55 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294165464 FlowerCentre 0.6 0.6 0.6 0 3.6 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 0 4294956638 Bench RBX00002909 DecorationPivot 0.1 0.1 0.1 0 0 0 1 0 0 0 1 0 -0 0 1 true false false true true 1 272 0 0 1 4288112959 BenchLeg 0.35 1.6 0.35 -1.5 0.8 -0.65 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288112959 BenchLeg 0.35 1.6 0.35 -1.5 0.8 0.65 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288112959 BenchLeg 0.35 1.6 0.35 1.5 0.8 -0.65 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288112959 BenchLeg 0.35 1.6 0.35 1.5 0.8 0.65 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288112959 Seat 4 0.4 2 0 1.8 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288112959 Back 4 1.4 0.3 0 2.65 0.9 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288112959 Lantern RBX00002911 DecorationPivot 0.1 0.1 0.1 0 0 0 1 0 0 0 1 0 -0 0 1 true false false true true 1 272 0 0 1 4288112959 Foot 1.2 0.2 1.2 0 0.1 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288112959 Post 0.35 3.2 0.35 0 1.8 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288112959 Lamp 1.1 1.3 1.1 0 3.6 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 288 0 0 1 4294958214 WarmLight 0.6 9 Roof 1.5 0.25 1.5 0 4.4 0 1 0 0 0 1 0 -0 0 1 true false false true true 0 272 0 0 1 4288112959 MeadowSquishies DaisyBunny RBX00002919 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 RBX0000291E 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 RBX00002923 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 RBX00002928 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 RBX0000292D 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 RBX00002932 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 RBX00002937 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 RBX0000293C 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 RBX00002941 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 RBX00002946 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 RBX0000294B 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 RBX00002950 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 RBX00002955 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 RBX0000295A 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 RBX0000295F 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 RBX00002964 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 RBX00002969 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 RBX0000296E 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_4 RBX00002973 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_4 RBX00002978 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_4 RBX0000297D 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_4 RBX00002982 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_4 RBX00002987 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_4 RBX0000298C 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_5 RBX00002991 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_5 RBX00002996 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_5 RBX0000299B 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_5 RBX000029A0 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_5 RBX000029A5 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_5 RBX000029AA 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_6 RBX000029AF 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_6 RBX000029B4 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_6 RBX000029B9 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_6 RBX000029BE 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_6 RBX000029C3 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_6 RBX000029C8 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_7 RBX000029CD 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_7 RBX000029D2 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_7 RBX000029D7 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_7 RBX000029DC 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_7 RBX000029E1 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_7 RBX000029E6 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_8 RBX000029EB 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_8 RBX000029F0 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_8 RBX000029F5 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_8 RBX000029FA 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_8 RBX000029FF 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_8 RBX00002A04 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_9 RBX00002A09 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_9 RBX00002A0E 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_9 RBX00002A13 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_9 RBX00002A18 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_9 RBX00002A1D 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_9 RBX00002A22 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 AnimatedGeometry -- Bounded local geometry: original source clips drive actual vertex positions. -- Mesh API is preferred; native triangle fallback does not require uploads. local Geometry={} local function at(p) return Vector3.new(p[1],p[2],p[3]) end local function color(rgb,tint) local c=Color3.fromRGB(rgb[1],rgb[2],rgb[3]) if tint then c=c:Lerp(tint,math.max(rgb[1],rgb[2],rgb[3])>=70 and .5 or .18) end return c end local function transformed(p,bounds,size,uniform) if uniform then return Vector3.new(p.X-(bounds[1][1]+bounds[1][2])/2,p.Y-(bounds[2][1]+bounds[2][2])/2,p.Z-(bounds[3][1]+bounds[3][2])/2)*(size.Y/(bounds[2][2]-bounds[2][1])) end return Vector3.new((p.X-(bounds[1][1]+bounds[1][2])/2)*size.X/(bounds[1][2]-bounds[1][1]),(p.Y-(bounds[2][1]+bounds[2][2])/2)*size.Y/(bounds[2][2]-bounds[2][1]),(p.Z-(bounds[3][1]+bounds[3][2])/2)*size.Z/(bounds[3][2]-bounds[3][1])) end function Geometry.positions(data,size,clip,time) local c=data.clips[clip] or data.clips.idle local phase=clip=='attack' and math.min(1,math.max(0,time/c.duration))*(#c.frames-1) or (time%c.duration)/c.duration*#c.frames;local index=math.floor(phase) local a,b=c.frames[index+1],c.frames[(index+1)%#c.frames+1];local blend=phase-index local result={} for i,p in ipairs(a) do result[i]=transformed(at(p):Lerp(at(b[i]),blend),data.bounds,size,data.uniform) end return result end function Geometry.mesh(assetService,data,size,tint) local editable,part,center local ok,problem=pcall(function() editable=assetService:CreateEditableMesh();assert(editable,'Mesh budget unavailable') local vertices,colors,normals={},{},{} for i,p in ipairs(Geometry.positions(data,size,'idle',0)) do vertices[i]=editable:AddVertex(p) end for i,c in ipairs(data.colors) do colors[i]=editable:AddColor(color(c,tint),1) end if data.normals then local sx,sy,sz=size.X/(data.bounds[1][2]-data.bounds[1][1]),size.Y/(data.bounds[2][2]-data.bounds[2][1]),size.Z/(data.bounds[3][2]-data.bounds[3][1]) for i,n in ipairs(data.normals) do local v=Vector3.new(n[1]/sx,n[2]/sy,n[3]/sz);normals[i]=editable:AddNormal(v.Magnitude>.0001 and v.Unit or Vector3.new(0,1,0)) end end for _,face in ipairs(data.faces) do local id=editable:AddTriangle(vertices[face[1]],vertices[face[2]],vertices[face[3]]) editable:SetFaceColors(id,{colors[face[4]],colors[face[4]],colors[face[4]]}) if data.normals then editable:SetFaceNormals(id,{normals[face[1]],normals[face[2]],normals[face[3]]}) end end part=assetService:CreateMeshPartAsync(Content.fromObject(editable),{CollisionFidelity=Enum.CollisionFidelity.Box,RenderFidelity=Enum.RenderFidelity.Automatic}) assert(part,'MeshPart unavailable');part.Name='AnimatedGuardianMesh';part.Anchored=true;part.CanCollide=false;part.CanTouch=false;part.CanQuery=false;part.Material=Enum.Material.SmoothPlastic -- Match editable coordinates; don't stretch its first-frame bounds on changes. local first=Geometry.positions(data,size,'idle',0) local lo,hi=first[1],first[1] for _,p in ipairs(first) do lo=Vector3.new(math.min(lo.X,p.X),math.min(lo.Y,p.Y),math.min(lo.Z,p.Z));hi=Vector3.new(math.max(hi.X,p.X),math.max(hi.Y,p.Y),math.max(hi.Z,p.Z)) end part.Size=hi-lo;center=(hi+lo)/2 return vertices end) if not ok then if part then part:Destroy() end;if editable then editable:Destroy() end;return nil,tostring(problem) end -- Vertex IDs are stable and mesh collision is disabled; only appearance deforms. local vertices=problem -- successful build returns the insertion-ordered IDs return {Object=part,Mode='Mesh',Move=function(self,cf) part.CFrame=cf*CFrame.new(center) end,Update=function(self,positions,cf) for i,p in ipairs(positions) do editable:SetPosition(vertices[i],p) end part.CFrame=cf*CFrame.new(center) end,Destroy=function() part:Destroy();editable:Destroy() end} end local function wedge(parent,c) local p=Instance.new('WedgePart');p.Name='AnimatedTriangle';p.Anchored=false;p.Massless=true;p.CanCollide=false;p.CanTouch=false;p.CanQuery=false;p.Material=Enum.Material.SmoothPlastic;p.Color=c;p.Size=Vector3.new(.02,.02,.02);p.Transparency=1;p.Parent=parent;local joint=Instance.new('Weld');joint.Part0=parent.PrimaryPart;joint.Part1=p;joint.C1=CFrame.new();joint.Parent=p;return {Part=p,Joint=joint} end local function shape(entry,o,a,b,cf) local p=entry.Part local up,forward=a-o,b-o;local h,d=up.Magnitude,forward.Magnitude if h<.001 or d<.001 then p.Transparency=1;return end up=up/h;local back=-forward/d;local right=up:Cross(back) p.Size=Vector3.new(.018,h,d);entry.Joint.C0=CFrame.fromMatrix((a+b)/2,right,up,back);p.Transparency=0 end local function triangle(parts,a,b,c,cf) -- Longest edge yields an altitude inside the segment for both right halves. if (b-c).Magnitude>(a-b).Magnitude then a,b,c=b,c,a end if (a-c).Magnitude>(a-b).Magnitude then a,b,c=c,a,b end local edge=b-a if edge:Dot(edge)<1e-12 or edge:Cross(c-a).Magnitude<1e-8 then parts[1].Part.Transparency=1;parts[2].Part.Transparency=1;return end local d=a+edge*((c-a):Dot(edge)/edge:Dot(edge)) shape(parts[1],d,a,c,cf);shape(parts[2],d,b,c,cf) end function Geometry.native(data,tint) local folder=Instance.new('Model');folder.Name='AnimatedGuardianNative';local faces={} local root=Instance.new('Part');root.Name='VisualRoot';root.Size=Vector3.new(.1,.1,.1);root.Transparency=1;root.Anchored=true;root.CanCollide=false;root.CanQuery=false;root.CanTouch=false;root.Parent=folder;folder.PrimaryPart=root for i,face in ipairs(data.faces) do local c=color(data.colors[face[4]],tint);faces[i]={wedge(folder,c),wedge(folder,c)} end return {Object=folder,Mode='Native',Move=function(self,cf) root.CFrame=cf end,Update=function(self,positions,cf) root.CFrame=cf for i,f in ipairs(data.faces) do triangle(faces[i],positions[f[1]],positions[f[2]],positions[f[3]],cf) end end,Destroy=function() folder:Destroy() end} end return Geometry GuardianAnimationData Crab return game:GetService("HttpService"):JSONDecode([==[{"full":{"uniform":true,"faces":[[1,2,3,1],[1,4,5,1],[1,6,7,1],[1,3,8,1],[1,5,6,1],[10,4,9,1],[5,4,10,1],[10,11,12,1],[12,13,10,1],[12,14,15,1],[16,11,17,1],[16,17,18,1],[4,1,19,1],[9,19,21,1],[19,1,8,1],[19,9,4,1],[19,20,21,1],[17,21,18,1],[21,11,9,1],[21,20,18,1],[11,21,17,1],[11,10,9,1],[11,16,12,1],[14,22,23,1],[14,12,16,1],[23,15,14,1],[24,23,22,1],[24,25,23,1],[24,26,27,1],[28,24,22,1],[28,29,26,1],[30,31,2,1],[30,7,32,1],[7,30,2,1],[7,2,1,1],[32,29,30,1],[32,7,6,1],[22,16,33,1],[22,14,16,1],[31,28,22,1],[31,33,34,1],[33,31,22,1],[18,33,16,1],[34,33,18,1],[20,34,18,1],[20,19,8,1],[31,30,28,1],[3,34,8,1],[34,20,8,1],[34,2,31,1],[2,34,3,1],[25,24,27,1],[25,35,23,1],[36,37,25,1],[36,25,27,1],[38,39,36,1],[38,40,41,1],[41,43,45,1],[41,40,43,1],[40,26,43,1],[40,36,27,1],[40,38,36,1],[26,40,27,1],[26,24,28,1],[26,42,43,1],[43,42,44,1],[45,43,44,1],[29,28,30,1],[29,32,46,1],[42,26,29,1],[42,46,47,1],[42,47,44,1],[46,42,29,1],[46,48,47,1],[46,49,50,1],[47,51,44,1],[47,52,51,1],[52,47,48,1],[53,48,55,1],[48,46,50,1],[48,53,52,1],[53,39,54,1],[39,38,54,1],[39,37,36,1],[39,53,55,1],[50,57,55,1],[50,49,56,1],[50,55,48,1],[56,57,50,1],[6,10,13,1],[6,5,10,1],[49,32,6,1],[49,46,32,1],[49,13,56,1],[13,49,6,1],[15,23,35,1],[13,15,56,1],[13,12,15,1],[37,39,55,1],[37,55,57,1],[56,15,35,1],[57,35,37,1],[35,25,37,1],[35,57,56,1],[58,59,60,1],[58,61,62,1],[58,63,64,1],[62,69,63,1],[67,61,65,1],[66,67,68,1],[66,69,67,1],[70,71,72,1],[70,68,71,1],[70,73,66,1],[61,58,74,1],[61,67,62,1],[65,74,75,1],[74,76,75,1],[74,65,61,1],[74,58,77,1],[68,70,66,1],[65,68,67,1],[65,71,68,1],[71,76,72,1],[71,65,75,1],[78,79,80,1],[78,81,73,1],[79,82,83,1],[79,84,80,1],[79,78,85,1],[86,79,85,1],[86,87,82,1],[88,92,59,1],[88,89,87,1],[64,63,90,1],[90,88,59,1],[90,59,64,1],[85,78,70,1],[85,70,91,1],[92,91,93,1],[92,86,85,1],[91,92,85,1],[91,70,72,1],[93,91,72,1],[76,93,72,1],[76,71,75,1],[76,74,77,1],[77,93,76,1],[59,58,64,1],[93,77,60,1],[92,88,86,1],[92,60,59,1],[60,92,93,1],[60,77,58,1],[84,94,95,1],[84,81,80,1],[84,79,83,1],[94,96,95,1],[97,96,94,1],[97,98,99,1],[100,98,102,1],[82,79,86,1],[98,97,94,1],[98,100,99,1],[102,83,82,1],[83,102,98,1],[83,94,84,1],[83,98,94,1],[82,101,102,1],[100,101,103,1],[103,104,105,1],[87,86,88,1],[101,100,102,1],[101,82,87,1],[101,89,104,1],[89,101,87,1],[89,88,90,1],[89,106,107,1],[89,108,104,1],[104,109,105,1],[104,103,101,1],[109,104,108,1],[113,109,108,1],[113,111,109,1],[108,110,113,1],[108,89,107,1],[111,96,112,1],[96,111,113,1],[96,110,95,1],[96,97,112,1],[110,108,107,1],[107,106,114,1],[114,110,107,1],[63,58,62,1],[106,89,90,1],[106,90,63,1],[106,69,114,1],[69,106,63,1],[69,62,67,1],[69,66,73,1],[73,114,69,1],[73,70,78,1],[114,73,81,1],[110,81,95,1],[110,96,113,1],[81,110,114,1],[81,84,95,1],[81,78,80,1],[115,116,117,1],[115,118,116,1],[115,119,120,1],[121,115,117,1],[124,127,122,1],[124,117,123,1],[124,121,117,1],[124,125,126,1],[126,127,124,1],[126,128,129,1],[130,125,131,1],[130,131,132,1],[123,116,134,1],[116,123,117,1],[116,133,134,1],[134,133,132,1],[134,125,123,1],[125,130,126,1],[125,124,123,1],[131,125,134,1],[128,135,136,1],[128,126,130,1],[137,129,128,1],[137,128,136,1],[138,139,140,1],[138,141,137,1],[138,137,136,1],[142,138,136,1],[142,143,139,1],[144,145,143,1],[144,150,119,1],[144,146,147,1],[146,148,147,1],[146,144,119,1],[147,148,149,1],[150,135,151,1],[150,142,136,1],[135,150,136,1],[135,128,130,1],[135,130,132,1],[132,131,134,1],[151,135,132,1],[133,151,132,1],[133,116,118,1],[118,151,133,1],[118,115,120,1],[150,144,142,1],[151,119,150,1],[151,118,120,1],[119,151,120,1],[119,115,146,1],[141,138,140,1],[141,152,137,1],[153,140,154,1],[155,154,156,1],[155,157,153,1],[158,154,159,1],[139,138,142,1],[154,155,153,1],[154,158,156,1],[159,140,139,1],[140,159,154,1],[140,153,141,1],[159,143,160,1],[158,160,161,1],[161,162,163,1],[143,159,139,1],[143,142,144,1],[160,158,159,1],[160,145,162,1],[145,164,162,1],[145,144,147,1],[145,160,143,1],[162,161,160,1],[165,162,164,1],[165,163,162,1],[166,165,170,1],[170,165,164,1],[164,145,149,1],[164,167,170,1],[157,167,168,1],[157,155,169,1],[170,169,166,1],[169,170,157,1],[167,164,149,1],[149,148,171,1],[149,145,147,1],[171,167,149,1],[122,121,124,1],[122,146,115,1],[122,115,121,1],[148,127,171,1],[148,146,122,1],[127,148,122,1],[129,137,152,1],[127,129,171,1],[127,126,129,1],[168,141,153,1],[168,153,157,1],[171,129,152,1],[167,152,168,1],[167,157,170,1],[152,141,168,1],[152,167,171,1],[172,173,174,1],[172,175,176,1],[172,177,178,1],[172,176,179,1],[172,174,177,1],[180,193,179,1],[180,175,181,1],[176,180,179,1],[180,182,183,1],[182,184,185,1],[182,185,183,1],[182,181,186,1],[185,187,183,1],[185,188,187,1],[185,189,190,1],[179,191,172,1],[193,191,179,1],[191,193,192,1],[191,194,173,1],[193,180,183,1],[192,188,194,1],[192,193,183,1],[187,188,192,1],[187,192,183,1],[184,182,186,1],[195,189,184,1],[195,196,189,1],[195,184,186,1],[196,200,197,1],[196,198,199,1],[197,189,196,1],[197,200,201,1],[202,178,177,1],[20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Fox return game:GetService("HttpService"):JSONDecode([==[{"full":{"uniform":true,"faces":[[45,4,1,1],[5,45,1,1],[49,43,2,1],[43,49,3,1],[4,39,6,1],[39,4,45,1],[42,1,51,1],[42,5,1,1],[39,46,6,1],[39,8,46,1],[2,42,51,1],[42,2,43,1],[47,3,49,1],[3,47,7,1],[8,47,46,1],[47,8,7,1],[224,135,137,1],[135,224,9,1],[10,43,3,1],[3,55,10,1],[60,55,11,1],[38,60,11,1],[923,15,12,1],[17,15,923,1],[15,13,12,1],[20,12,13,1],[924,21,116,1],[21,924,922,1],[116,923,924,1],[923,116,17,1],[15,463,13,1],[463,15,14,1],[15,16,14,1],[16,15,17,1],[18,463,22,1],[463,18,13,1],[116,117,115,1],[117,116,21,1],[13,19,20,1],[13,18,19,1],[18,21,19,1],[19,21,922,1],[22,117,18,1],[18,117,21,1],[23,30,33,1],[82,23,33,1],[23,519,92,1],[35,183,501,1],[183,35,24,1],[29,25,84,1],[29,26,25,1],[76,28,84,1],[84,25,76,1],[27,76,24,1],[76,27,28,1],[86,26,29,1],[26,86,30,1],[86,33,30,1],[33,86,85,1],[31,85,32,1],[85,31,33,1],[31,32,34,1],[35,31,34,1],[34,24,35,1],[24,34,27,1],[16,36,14,1],[122,36,16,1],[37,38,437,1],[44,8,39,1],[8,44,40,1],[11,7,8,1],[8,40,11,1],[63,64,41,1],[54,63,41,1],[62,45,5,1],[64,62,5,1],[41,42,43,1],[43,10,41,1],[39,62,44,1],[62,39,45,1],[68,10,55,1],[55,60,68,1],[46,690,69,1],[690,46,47,1],[196,169,48,1],[48,259,196,1],[690,49,50,1],[49,690,47,1],[2,643,693,1],[643,2,51,1],[64,5,42,1],[42,41,64,1],[52,44,62,1],[44,52,53,1],[53,40,44,1],[40,53,437,1],[54,41,10,1],[68,54,10,1],[3,11,55,1],[11,3,7,1],[194,56,65,1],[200,56,194,1],[204,199,57,1],[199,204,197,1],[200,57,199,1],[57,200,194,1],[412,197,204,1],[197,412,58,1],[68,59,54,1],[59,68,66,1],[59,65,56,1],[65,59,66,1],[38,11,40,1],[40,437,38,1],[38,114,60,1],[114,38,37,1],[515,61,162,1],[62,63,52,1],[63,62,64,1],[114,65,66,1],[65,114,67,1],[61,56,162,1],[56,61,59,1],[66,68,60,1],[114,66,60,1],[59,63,54,1],[61,63,59,1],[6,69,70,1],[46,69,6,1],[51,72,643,1],[1,72,51,1],[71,6,70,1],[6,71,4,1],[50,2,693,1],[2,50,49,1],[4,71,72,1],[72,1,4,1],[182,73,758,1],[73,182,81,1],[751,74,75,1],[751,77,74,1],[83,759,79,1],[79,80,83,1],[170,748,75,1],[74,170,75,1],[78,758,749,1],[758,78,182,1],[97,76,25,1],[95,97,25,1],[27,74,77,1],[77,28,27,1],[519,23,82,1],[24,97,183,1],[97,24,76,1],[26,95,25,1],[26,92,95,1],[78,748,170,1],[748,78,749,1],[759,77,751,1],[759,83,77,1],[80,79,73,1],[81,80,73,1],[29,80,81,1],[86,29,81,1],[26,23,92,1],[23,26,30,1],[508,33,31,1],[33,508,82,1],[28,77,83,1],[83,84,28,1],[34,170,74,1],[27,34,74,1],[84,83,80,1],[80,29,84,1],[81,85,86,1],[85,81,182,1],[508,31,35,1],[501,508,35,1],[87,88,91,1],[172,87,91,1],[499,93,171,1],[93,499,215,1],[87,89,88,1],[90,88,89,1],[100,185,94,1],[185,100,90,1],[90,100,99,1],[88,90,99,1],[91,99,93,1],[99,91,88,1],[98,95,92,1],[171,98,92,1],[93,98,171,1],[93,99,98,1],[180,100,94,1],[100,180,96,1],[96,183,97,1],[180,183,96,1],[95,96,97,1],[96,95,98,1],[96,99,100,1],[99,96,98,1],[457,101,102,1],[101,457,103,1],[111,447,109,1],[111,122,447,1],[101,104,102,1],[102,104,443,1],[104,454,443,1],[454,104,762,1],[105,106,107,1],[106,105,125,1],[126,110,108,1],[110,126,111,1],[122,103,447,1],[447,103,457,1],[109,110,111,1],[110,109,112,1],[104,113,105,1],[104,101,113,1],[125,113,164,1],[113,125,105,1],[762,105,107,1],[762,104,105,1],[125,126,106,1],[106,126,108,1],[163,111,126,1],[111,163,122,1],[158,159,157,1],[159,158,149,1],[214,216,323,1],[323,174,214,1],[67,114,37,1],[115,17,116,1],[17,115,16,1],[124,115,117,1],[115,124,101,1],[115,103,16,1],[103,115,101,1],[471,915,119,1],[915,471,118,1],[119,915,332,1],[332,333,119,1],[333,121,119,1],[121,333,336,1],[119,121,22,1],[471,119,22,1],[337,120,336,1],[121,336,120,1],[337,123,120,1],[123,337,338,1],[124,120,123,1],[124,117,120,1],[121,117,22,1],[117,121,120,1],[122,16,103,1],[163,188,122,1],[188,163,168,1],[36,188,186,1],[188,36,122,1],[101,123,113,1],[123,101,124,1],[123,348,113,1],[348,123,338,1],[167,113,348,1],[167,164,113,1],[164,163,125,1],[126,125,163,1],[127,128,177,1],[128,127,368,1],[129,130,131,1],[490,130,129,1],[355,492,134,1],[492,355,132,1],[353,133,131,1],[133,353,359,1],[134,490,129,1],[490,134,492,1],[9,134,135,1],[134,9,355,1],[148,153,136,1],[137,153,148,1],[138,144,133,1],[144,138,153,1],[130,353,131,1],[353,130,357,1],[146,133,359,1],[146,138,133,1],[135,129,144,1],[129,135,134,1],[147,159,139,1],[159,147,148,1],[149,139,159,1],[139,149,140,1],[145,143,141,1],[143,145,142,1],[143,152,151,1],[152,143,142,1],[144,137,135,1],[137,144,153,1],[138,145,141,1],[145,138,146,1],[144,131,133,1],[131,144,129,1],[147,137,148,1],[137,147,224,1],[140,154,367,1],[154,140,149,1],[150,367,154,1],[367,150,175,1],[368,151,152,1],[368,127,151,1],[141,153,138,1],[153,141,136,1],[149,158,156,1],[156,154,149,1],[155,154,156,1],[154,155,150,1],[158,151,127,1],[156,158,127,1],[177,156,127,1],[156,177,155,1],[136,141,143,1],[157,136,143,1],[151,157,143,1],[157,151,158,1],[148,136,157,1],[159,148,157,1],[518,215,499,1],[215,518,213,1],[421,205,379,1],[160,205,421,1],[161,518,517,1],[161,213,518,1],[162,517,515,1],[162,161,517,1],[500,67,37,1],[67,500,187,1],[63,515,52,1],[515,63,61,1],[193,194,192,1],[193,57,194,1],[166,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KnightCharacter return 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Snake return game:GetService("HttpService"):JSONDecode([==[{"full":{"uniform":true,"faces":[[191,1,195,1],[1,191,3,1],[1,6,195,1],[2,6,1,1],[190,3,191,1],[3,190,116,1],[4,190,189,1],[190,4,116,1],[105,112,5,1],[112,105,106,1],[112,106,6,1],[2,112,6,1],[9,5,7,1],[5,9,105,1],[8,9,7,1],[9,8,10,1],[11,12,194,1],[12,11,13,1],[194,15,192,1],[15,194,12,1],[18,13,11,1],[13,18,14,1],[193,15,200,1],[15,193,192,1],[19,101,104,1],[101,19,16,1],[16,17,101,1],[17,16,107,1],[18,104,14,1],[104,18,19,1],[108,17,107,1],[17,108,62,1],[113,28,33,1],[28,113,197,1],[27,197,20,1],[197,27,28,1],[21,20,196,1],[20,21,27,1],[21,25,31,1],[25,21,196,1],[113,32,22,1],[32,113,33,1],[22,24,23,1],[24,22,32,1],[23,26,111,1],[26,23,24,1],[25,26,31,1],[25,111,26,1],[29,31,109,1],[31,29,21,1],[144,27,142,1],[27,144,28,1],[144,33,28,1],[53,33,144,1],[142,21,29,1],[21,142,27,1],[30,31,26,1],[31,30,109,1],[24,57,55,1],[57,24,32,1],[33,57,32,1],[57,33,53,1],[26,55,30,1],[55,26,24,1],[34,202,201,1],[202,34,107,1],[115,8,7,1],[8,115,35,1],[36,68,37,1],[36,64,68,1],[36,65,64,1],[65,36,38,1],[68,64,77,1],[65,38,37,1],[68,65,37,1],[38,36,37,1],[70,208,71,1],[208,70,45,1],[39,42,224,1],[224,42,225,1],[83,44,210,1],[40,210,44,1],[44,39,40,1],[224,40,39,1],[210,45,83,1],[45,210,208,1],[153,41,213,1],[212,213,41,1],[42,127,225,1],[127,42,43,1],[39,74,42,1],[74,39,75,1],[77,128,78,1],[128,77,66,1],[44,83,80,1],[44,80,76,1],[131,76,80,1],[76,131,163,1],[78,172,81,1],[172,78,128,1],[78,83,45,1],[83,78,81,1],[48,51,46,1],[46,134,47,1],[134,46,51,1],[133,46,47,1],[46,133,49,1],[51,135,134,1],[49,48,46,1],[52,49,50,1],[50,110,52,1],[58,135,51,1],[135,58,54,1],[52,48,49,1],[48,52,56,1],[50,49,133,1],[30,56,52,1],[56,30,55,1],[53,58,57,1],[58,53,54,1],[55,58,56,1],[58,55,57,1],[58,48,56,1],[58,51,48,1],[61,63,59,1],[63,61,60,1],[61,17,62,1],[59,17,61,1],[59,147,98,1],[147,59,63,1],[152,97,205,1],[97,152,96,1],[149,93,150,1],[93,149,87,1],[96,206,94,1],[206,96,152,1],[41,155,65,1],[155,41,153,1],[67,65,155,1],[65,67,64,1],[65,68,72,1],[65,72,41,1],[41,72,212,1],[69,212,72,1],[64,66,77,1],[66,64,67,1],[68,77,70,1],[68,70,72,1],[69,70,71,1],[70,69,72,1],[73,74,75,1],[74,73,162,1],[162,42,74,1],[42,162,43,1],[163,75,76,1],[75,163,73,1],[77,45,70,1],[77,78,45,1],[39,44,76,1],[39,76,75,1],[81,85,83,1],[81,79,85,1],[175,80,82,1],[80,175,131,1],[81,171,79,1],[171,81,172,1],[85,82,83,1],[80,83,82,1],[84,85,86,1],[82,85,84,1],[89,85,79,1],[85,89,86,1],[90,82,84,1],[82,90,175,1],[176,79,171,1],[79,176,89,1],[183,89,176,1],[89,183,92,1],[86,88,87,1],[86,87,84,1],[86,92,88,1],[92,86,89,1],[149,84,87,1],[84,149,90,1],[87,95,96,1],[95,87,88,1],[88,91,95,1],[91,88,92,1],[87,96,93,1],[93,96,94,1],[92,100,91,1],[100,92,183,1],[95,103,102,1],[103,95,91,1],[96,59,97,1],[97,59,98,1],[99,91,100,1],[91,99,103,1],[14,103,99,1],[103,14,104,1],[101,59,102,1],[59,101,17,1],[101,103,104,1],[103,101,102,1],[96,102,59,1],[102,96,95,1],[107,9,202,1],[10,202,9,1],[9,107,16,1],[105,9,16,1],[6,106,18,1],[19,18,106,1],[107,199,108,1],[199,107,34,1],[52,109,30,1],[109,52,110,1],[105,16,19,1],[106,105,19,1],[25,7,111,1],[7,25,115,1],[5,111,7,1],[111,5,23,1],[112,23,5,1],[23,112,22,1],[2,22,112,1],[22,2,113,1],[114,34,201,1],[34,114,192,1],[115,116,4,1],[4,35,115,1],[156,118,120,1],[118,156,117,1],[154,118,117,1],[118,154,119,1],[156,164,117,1],[154,120,119,1],[156,120,154,1],[119,120,118,1],[126,165,121,1],[165,126,122,1],[123,226,217,1],[123,124,226,1],[125,130,220,1],[220,222,125,1],[124,125,222,1],[222,226,124,1],[122,220,130,1],[220,122,126,1],[157,213,158,1],[157,153,213,1],[123,127,43,1],[127,123,217,1],[124,161,167,1],[161,124,123,1],[164,128,66,1],[128,164,132,1],[129,125,166,1],[130,125,129,1],[131,129,166,1],[166,163,131,1],[132,172,128,1],[172,132,170,1],[132,130,170,1],[130,132,122,1],[138,137,140,1],[134,137,47,1],[134,140,137,1],[133,137,136,1],[137,133,47,1],[140,134,135,1],[136,137,138,1],[136,110,50,1],[110,136,139,1],[140,54,143,1],[135,54,140,1],[138,139,136,1],[139,138,141,1],[50,133,136,1],[141,29,139,1],[29,141,142,1],[143,53,144,1],[54,53,143,1],[143,142,141,1],[142,143,144,1],[140,143,138,1],[141,138,143,1],[145,63,60,1],[63,145,146,1],[15,146,145,1],[145,200,15,1],[146,147,63,1],[147,146,204,1],[185,152,205,1],[152,185,151,1],[148,149,150,1],[149,148,181,1],[151,206,152,1],[206,151,180,1],[157,155,153,1],[155,157,154,1],[154,67,155,1],[67,154,117,1],[159,154,157,1],[154,159,156,1],[159,157,158,1],[158,160,159,1],[117,66,67,1],[66,117,164,1],[165,156,159,1],[156,165,164,1],[165,160,121,1],[165,159,160,1],[73,167,161,1],[161,162,73,1],[123,43,162,1],[123,162,161,1],[163,166,167,1],[167,73,163,1],[122,164,165,1],[164,122,132,1],[166,124,167,1],[124,166,125,1],[168,170,130,1],[169,170,168,1],[129,131,175,1],[129,175,174,1],[170,171,172,1],[171,170,169,1],[174,168,130,1],[130,129,174,1],[173,177,168,1],[173,168,174,1],[168,178,169,1],[178,168,177,1],[174,175,90,1],[174,90,173,1],[176,169,178,1],[169,176,171,1],[183,178,182,1],[178,183,176,1],[177,173,181,1],[177,181,179,1],[177,182,178,1],[182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Spider return game:GetService("HttpService"):JSONDecode([==[{"full":{"uniform":true,"faces":[[1,178,2,1],[1,5,178,1],[4,3,155,1],[3,4,12,1],[13,14,177,1],[177,157,13,1],[10,175,174,1],[10,9,175,1],[5,174,178,1],[174,5,10,1],[13,3,12,1],[3,13,157,1],[175,4,155,1],[4,175,9,1],[177,1,2,1],[1,177,14,1],[1,167,5,1],[5,167,6,1],[7,12,4,1],[138,12,7,1],[14,11,166,1],[13,11,14,1],[8,140,9,1],[10,8,9,1],[6,8,10,1],[5,6,10,1],[11,12,138,1],[12,11,13,1],[9,7,4,1],[7,9,140,1],[1,166,167,1],[14,166,1,1],[15,18,94,1],[94,16,15,1],[22,20,23,1],[20,22,21,1],[31,93,24,1],[93,31,111,1],[27,29,17,1],[17,19,27,1],[27,94,18,1],[94,27,19,1],[24,20,21,1],[20,24,93,1],[17,22,23,1],[22,17,29,1],[15,111,31,1],[111,15,16,1],[15,32,18,1],[26,18,32,1],[22,77,21,1],[76,21,77,1],[31,28,109,1],[24,28,31,1],[25,30,29,1],[27,25,29,1],[26,25,27,1],[18,26,27,1],[28,21,76,1],[21,28,24,1],[29,77,22,1],[77,29,30,1],[31,109,15,1],[32,15,109,1],[39,40,305,1],[305,40,33,1],[37,284,285,1],[36,37,285,1],[42,45,282,1],[282,45,303,1],[300,34,35,1],[34,300,38,1],[39,305,35,1],[34,39,35,1],[285,45,36,1],[45,285,303,1],[37,300,284,1],[300,37,38,1],[282,40,42,1],[40,282,33,1],[295,39,265,1],[295,40,39,1],[269,37,36,1],[269,36,266,1],[41,45,42,1],[45,41,44,1],[38,268,43,1],[38,43,34,1],[43,39,34,1],[39,43,265,1],[44,36,45,1],[36,44,266,1],[269,38,37,1],[38,269,268,1],[41,40,295,1],[41,42,40,1],[46,234,240,1],[234,46,47,1],[51,56,52,1],[56,51,49,1],[58,205,200,1],[205,58,48,1],[203,50,202,1],[50,203,53,1],[202,56,49,1],[56,202,50,1],[48,240,205,1],[240,48,46,1],[51,58,200,1],[58,51,52,1],[234,47,53,1],[53,203,234,1],[53,47,57,1],[221,57,47,1],[52,54,244,1],[58,52,244,1],[46,243,55,1],[243,46,48,1],[50,223,56,1],[223,50,241,1],[241,53,57,1],[50,53,241,1],[244,48,58,1],[48,244,243,1],[52,223,54,1],[223,52,56,1],[47,55,221,1],[55,47,46,1],[72,62,66,1],[61,70,59,1],[113,70,61,1],[112,68,60,1],[112,70,113,1],[70,112,60,1],[63,61,59,1],[61,63,92,1],[62,92,63,1],[66,62,63,1],[64,67,65,1],[67,64,89,1],[64,69,95,1],[69,64,65,1],[73,66,67,1],[63,67,66,1],[91,97,68,1],[97,91,86,1],[67,63,65,1],[59,65,63,1],[60,69,70,1],[69,60,87,1],[60,97,87,1],[97,60,68,1],[59,69,65,1],[70,69,59,1],[91,71,86,1],[72,71,91,1],[71,66,73,1],[66,71,72,1],[77,104,76,1],[99,76,104,1],[75,109,28,1],[30,74,78,1],[30,25,74,1],[26,74,25,1],[75,76,99,1],[76,75,28,1],[30,104,77,1],[104,30,78,1],[114,79,80,1],[79,114,103,1],[115,80,84,1],[80,115,114,1],[81,85,110,1],[85,81,82,1],[82,81,100,1],[100,83,82,1],[106,107,84,1],[115,84,107,1],[110,107,106,1],[110,85,107,1],[102,98,79,1],[79,103,102,1],[98,83,100,1],[83,98,102,1],[87,88,96,1],[97,88,87,1],[86,90,88,1],[96,88,90,1],[95,90,64,1],[89,90,73,1],[90,95,96,1],[90,89,64,1],[90,86,71,1],[73,90,71,1],[68,111,91,1],[16,91,111,1],[92,23,61,1],[23,92,17,1],[93,113,20,1],[113,93,112,1],[94,19,62,1],[72,94,62,1],[95,87,96,1],[87,95,69,1],[97,86,88,1],[67,89,73,1],[104,98,99,1],[99,98,100,1],[102,101,83,1],[101,102,120,1],[119,102,103,1],[102,119,120,1],[78,79,98,1],[78,98,104,1],[107,105,117,1],[105,107,85,1],[110,32,109,1],[32,110,106,1],[32,106,26,1],[84,26,106,1],[115,107,116,1],[117,116,107,1],[82,105,85,1],[108,105,82,1],[82,101,108,1],[101,82,83,1],[75,100,81,1],[100,75,99,1],[75,81,109,1],[110,109,81,1],[17,62,19,1],[62,17,92,1],[111,112,93,1],[112,111,68,1],[61,23,113,1],[20,113,23,1],[91,16,72,1],[94,72,16,1],[80,74,26,1],[26,84,80,1],[74,79,78,1],[79,74,80,1],[114,118,119,1],[119,103,114,1],[114,115,116,1],[118,114,116,1],[121,116,117,1],[118,116,121,1],[121,119,118,1],[119,121,120,1],[121,108,101,1],[101,120,121,1],[121,117,105,1],[108,121,105,1],[134,122,129,1],[126,125,123,1],[125,126,124,1],[156,154,132,1],[156,123,125,1],[123,156,132,1],[127,124,126,1],[124,127,176,1],[122,176,127,1],[129,122,127,1],[152,128,131,1],[128,152,153,1],[152,159,158,1],[159,152,131,1],[148,129,128,1],[127,128,129,1],[154,133,150,1],[133,154,130,1],[128,126,131,1],[126,128,127,1],[159,132,149,1],[132,159,123,1],[149,132,150,1],[150,132,154,1],[131,123,159,1],[123,131,126,1],[133,130,148,1],[148,130,134,1],[129,148,134,1],[135,138,7,1],[139,138,135,1],[137,166,11,1],[140,8,136,1],[140,136,181,1],[6,136,8,1],[137,138,139,1],[138,137,11,1],[140,135,7,1],[135,140,181,1],[179,161,180,1],[161,179,141,1],[142,179,169,1],[179,142,141,1],[173,171,144,1],[165,144,171,1],[171,173,172,1],[172,147,171,1],[169,143,142,1],[168,143,169,1],[165,168,144,1],[168,165,143,1],[145,146,180,1],[180,161,145,1],[146,147,172,1],[147,146,145,1],[151,149,150,1],[150,133,151,1],[151,158,149,1],[152,158,151,1],[151,153,152,1],[148,151,133,1],[151,148,153,1],[154,177,130,1],[130,177,2,1],[155,176,175,1],[176,155,124,1],[156,3,157,1],[125,3,156,1],[178,174,122,1],[134,178,122,1],[149,158,159,1],[128,153,148,1],[146,139,135,1],[139,146,172,1],[145,160,147,1],[160,145,163,1],[145,161,162,1],[162,163,145,1],[146,135,181,1],[181,180,146,1],[170,143,164,1],[165,164,143,1],[168,166,144,1],[166,168,167,1],[167,168,6,1],[6,168,169,1],[143,170,183,1],[142,143,183,1],[171,164,165,1],[164,171,185,1],[160,171,147,1],[171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Stag return game:GetService("HttpService"):JSONDecode([==[{"full":{"uniform":true,"faces":[[4,1,5,1],[1,4,2,1],[3,4,129,1],[4,3,2,1],[129,138,153,1],[138,129,4,1],[138,4,137,1],[5,137,4,1],[9,10,14,1],[15,14,10,1],[10,6,15,1],[6,10,8,1],[7,10,16,1],[8,10,7,1],[9,16,10,1],[16,9,11,1],[25,36,27,1],[36,25,13,1],[13,23,12,1],[12,36,13,1],[6,13,15,1],[23,13,6,1],[13,25,14,1],[14,15,13,1],[30,17,11,1],[16,11,17,1],[17,19,7,1],[17,7,16,1],[17,18,22,1],[19,17,22,1],[30,18,17,1],[18,30,35,1],[19,20,21,1],[20,19,22,1],[8,19,21,1],[19,8,7,1],[8,23,6,1],[23,8,21,1],[20,23,21,1],[23,20,12,1],[28,43,24,1],[26,43,28,1],[25,26,28,1],[26,25,27,1],[50,25,28,1],[25,50,14,1],[28,24,44,1],[28,44,50,1],[51,29,31,1],[29,51,46,1],[31,11,51,1],[11,31,30,1],[30,31,35,1],[32,35,31,1],[32,29,40,1],[29,32,31,1],[32,39,33,1],[39,32,40,1],[35,33,34,1],[35,32,33,1],[34,26,27,1],[26,34,33,1],[33,43,26,1],[43,33,39,1],[34,18,35,1],[18,34,37,1],[37,20,22,1],[22,18,37,1],[20,37,12,1],[36,12,37,1],[37,27,36,1],[37,34,27,1],[214,52,38,1],[52,214,69,1],[38,39,40,1],[214,38,40,1],[39,41,43,1],[41,39,38,1],[207,38,52,1],[207,41,38,1],[210,41,207,1],[41,210,42,1],[24,41,42,1],[41,24,43,1],[42,45,44,1],[24,42,44,1],[45,210,188,1],[210,45,42,1],[47,188,193,1],[188,47,45,1],[45,49,44,1],[49,45,47,1],[47,46,49,1],[213,46,47,1],[213,193,202,1],[193,213,47,1],[48,50,44,1],[49,48,44,1],[50,9,14,1],[9,50,48,1],[48,11,9,1],[51,11,48,1],[49,51,48,1],[51,49,46,1],[55,54,309,1],[68,309,54,1],[54,52,69,1],[54,69,68,1],[52,53,207,1],[53,52,54,1],[57,54,55,1],[57,53,54,1],[53,304,56,1],[304,53,57,1],[56,58,207,1],[207,53,56,1],[58,60,204,1],[60,58,56,1],[56,59,60,1],[59,56,304,1],[60,61,62,1],[61,60,59,1],[62,205,204,1],[204,60,62,1],[62,63,67,1],[205,62,67,1],[63,61,64,1],[61,63,62,1],[65,64,296,1],[64,65,63,1],[66,63,65,1],[63,66,67,1],[68,66,65,1],[66,68,69,1],[68,296,309,1],[296,68,65,1],[71,70,74,1],[70,71,105,1],[71,72,104,1],[71,104,105,1],[72,71,86,1],[73,86,71,1],[71,97,73,1],[71,74,97,1],[77,73,97,1],[73,77,75,1],[75,85,86,1],[75,86,73,1],[80,85,75,1],[85,80,76,1],[75,77,79,1],[79,80,75,1],[78,81,79,1],[80,79,81,1],[81,76,80,1],[76,81,83,1],[81,82,83,1],[82,81,101,1],[78,101,81,1],[101,78,93,1],[102,72,84,1],[72,102,104,1],[84,82,102,1],[82,84,83,1],[84,85,76,1],[76,83,84,1],[85,72,86,1],[72,85,84,1],[87,90,88,1],[89,88,90,1],[89,78,79,1],[78,89,90,1],[93,90,92,1],[78,90,93,1],[87,92,90,1],[92,87,112,1],[91,112,95,1],[92,112,91,1],[94,92,91,1],[92,94,93,1],[94,91,70,1],[96,70,91,1],[91,95,107,1],[107,96,91,1],[99,96,107,1],[96,99,98,1],[70,98,74,1],[70,96,98,1],[74,116,97,1],[116,74,98,1],[98,99,100,1],[100,116,98,1],[94,103,93,1],[101,93,103,1],[102,101,103,1],[101,102,82,1],[103,105,104,1],[102,103,104,1],[105,94,70,1],[94,105,103,1],[161,106,115,1],[114,115,106,1],[114,95,112,1],[95,114,106,1],[108,95,106,1],[95,108,107,1],[161,108,106,1],[108,161,181,1],[110,108,181,1],[108,110,109,1],[109,107,108,1],[107,109,99,1],[156,99,109,1],[99,156,100,1],[109,110,157,1],[157,156,109,1],[113,144,151,1],[111,144,113,1],[87,111,113,1],[111,87,88,1],[112,113,114,1],[87,113,112,1],[151,114,113,1],[114,151,115,1],[118,116,100,1],[116,118,117,1],[117,97,116,1],[97,117,77,1],[79,117,89,1],[77,117,79,1],[118,89,117,1],[89,118,88,1],[119,142,144,1],[155,119,144,1],[119,164,142,1],[163,164,119,1],[163,170,120,1],[170,163,119,1],[157,119,155,1],[157,170,119,1],[122,132,121,1],[132,122,131,1],[128,122,121,1],[122,128,123,1],[2,128,121,1],[128,2,3,1],[132,2,121,1],[2,132,1,1],[126,122,123,1],[123,125,126,1],[126,135,131,1],[122,126,131,1],[126,124,135,1],[150,124,126,1],[150,125,147,1],[125,150,126,1],[127,128,3,1],[3,129,127,1],[128,127,123,1],[123,127,125,1],[127,147,125,1],[147,127,130,1],[129,130,127,1],[130,129,153,1],[134,131,135,1],[134,132,131,1],[134,1,132,1],[5,1,134,1],[133,5,134,1],[5,133,137,1],[135,133,134,1],[133,135,124,1],[164,139,136,1],[164,136,146,1],[146,138,137,1],[138,146,136,1],[136,141,153,1],[138,136,153,1],[136,139,140,1],[136,140,141,1],[145,142,143,1],[142,145,144,1],[143,133,124,1],[124,145,143,1],[143,137,133,1],[146,137,143,1],[146,142,164,1],[142,146,143,1],[148,115,151,1],[115,148,149,1],[147,148,150,1],[147,149,148,1],[150,145,124,1],[145,150,148,1],[145,151,144,1],[151,145,148,1],[140,154,141,1],[140,152,154,1],[130,141,154,1],[141,130,153,1],[130,149,147,1],[149,130,154,1],[149,152,115,1],[152,149,154,1],[155,156,157,1],[156,155,158,1],[158,100,156,1],[100,158,118,1],[88,158,111,1],[118,158,88,1],[111,155,144,1],[155,111,158,1],[159,160,165,1],[159,180,160,1],[152,165,160,1],[165,152,140,1],[160,115,152,1],[115,160,161,1],[160,181,161,1],[181,160,180,1],[120,167,162,1],[120,162,163,1],[139,163,162,1],[163,139,164,1],[165,139,162,1],[139,165,140,1],[162,159,165,1],[159,162,167,1],[171,197,166,1],[197,171,186,1],[167,171,166,1],[171,167,120,1],[166,159,167,1],[178,159,166,1],[178,197,176,1],[197,178,166,1],[169,175,191,1],[168,169,191,1],[170,175,169,1],[175,170,157,1],[169,120,170,1],[171,120,169,1],[168,171,169,1],[171,168,186,1],[172,173,182,1],[1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Trex return game:GetService("HttpService"):JSONDecode([==[{"full":{"uniform":true,"faces":[[1,2,31,1],[2,1,3,1],[808,95,170,1],[14,44,4,1],[5,44,14,1],[801,6,154,1],[23,160,24,1],[157,22,156,1],[155,846,153,1],[800,10,152,1],[837,140,7,1],[91,140,837,1],[801,153,846,1],[153,801,154,1],[8,173,872,1],[173,870,872,1],[9,152,10,1],[152,9,11,1],[875,172,12,1],[13,172,875,1],[873,14,4,1],[26,168,27,1],[852,151,150,1],[197,69,166,1],[255,36,149,1],[15,141,16,1],[807,141,15,1],[17,120,18,1],[105,120,17,1],[120,105,19,1],[20,21,132,1],[845,156,22,1],[107,156,845,1],[156,107,108,1],[23,161,803,1],[161,23,24,1],[187,192,178,1],[192,187,25,1],[26,169,194,1],[169,26,27,1],[124,57,73,1],[28,73,57,1],[836,15,16,1],[865,29,30,1],[849,159,804,1],[849,804,850,1],[193,825,126,1],[126,101,193,1],[805,31,2,1],[80,805,2,1],[32,159,849,1],[159,32,158,1],[822,59,824,1],[59,822,33,1],[34,823,35,1],[36,94,149,1],[92,94,36,1],[162,230,37,1],[289,290,38,1],[62,830,61,1],[39,164,163,1],[131,217,102,1],[810,45,812,1],[45,810,117,1],[799,139,137,1],[30,866,40,1],[866,30,29,1],[807,41,141,1],[809,84,42,1],[871,869,43,1],[841,796,138,1],[840,77,136,1],[815,118,119,1],[5,171,44,1],[813,812,45,1],[46,104,103,1],[47,48,130,1],[257,49,181,1],[50,49,257,1],[180,257,181,1],[8,51,173,1],[111,51,8,1],[52,53,186,1],[54,53,52,1],[88,55,56,1],[124,58,57,1],[123,824,59,1],[822,122,33,1],[50,182,49,1],[129,216,128,1],[134,90,135,1],[810,60,117,1],[112,61,133,1],[62,61,112,1],[85,63,64,1],[66,65,67,1],[132,66,67,1],[66,132,21,1],[68,167,858,1],[858,166,69,1],[166,858,167,1],[70,71,74,1],[116,70,74,1],[256,38,72,1],[289,38,256,1],[28,125,73,1],[76,839,78,1],[868,174,86,1],[71,115,74,1],[200,79,75,1],[138,799,137,1],[799,138,796,1],[76,136,77,1],[136,76,78,1],[79,34,35,1],[75,79,35,1],[211,18,120,1],[817,89,819,1],[866,864,40,1],[80,121,805,1],[805,121,199,1],[815,81,820,1],[81,815,119,1],[9,83,11,1],[84,85,42,1],[63,85,84,1],[230,109,110,1],[37,230,110,1],[254,256,72,1],[869,86,43,1],[868,86,869,1],[814,820,81,1],[87,56,99,1],[88,56,87,1],[860,164,39,1],[164,860,100,1],[90,89,135,1],[819,89,90,1],[794,140,838,1],[140,91,838,1],[13,876,172,1],[802,70,116,1],[92,93,94,1],[859,803,161,1],[95,96,170,1],[97,96,95,1],[837,7,797,1],[7,798,797,1],[98,87,99,1],[158,848,853,1],[848,158,32,1],[860,857,100,1],[101,128,216,1],[128,101,126,1],[47,102,217,1],[102,47,130,1],[852,103,104,1],[103,852,150,1],[105,106,19,1],[107,844,108,1],[68,196,167,1],[165,167,196,1],[109,855,110,1],[867,51,877,1],[51,111,877,1],[818,112,133,1],[113,194,169,1],[97,114,96,1],[828,190,183,1],[828,827,189,1],[189,190,828,1],[874,875,12,1],[115,116,74,1],[116,115,802,1],[60,45,117,1],[45,60,813,1],[118,81,119,1],[81,118,814,1],[106,120,19,1],[120,106,212,1],[120,212,211,1],[3,80,2,1],[80,3,121,1],[122,59,33,1],[59,122,123,1],[35,823,200,1],[200,75,35,1],[125,124,73,1],[124,125,58,1],[126,825,127,1],[127,128,126,1],[128,127,129,1],[48,102,130,1],[102,48,131,1],[132,65,20,1],[65,132,67,1],[61,818,133,1],[818,61,830,1],[89,134,135,1],[134,89,817,1],[78,840,136,1],[840,78,839,1],[137,841,138,1],[841,137,139,1],[140,798,7,1],[798,140,794,1],[141,836,16,1],[836,141,41,1],[142,143,144,1],[143,142,826,1],[190,142,144,1],[144,183,190,1],[145,146,147,1],[146,145,148,1],[82,145,147,1],[147,184,82,1],[38,254,72,1],[254,38,290,1],[94,255,149,1],[255,94,93,1],[150,151,46,1],[46,103,150,1],[83,152,11,1],[152,83,800,1],[6,153,154,1],[153,6,155,1],[844,156,108,1],[156,238,157,1],[156,844,238,1],[158,853,804,1],[804,159,158,1],[160,161,24,1],[161,160,859,1],[110,855,162,1],[162,37,110,1],[100,857,163,1],[163,164,100,1],[165,166,167,1],[166,165,197,1],[168,169,27,1],[169,168,113,1],[30,864,865,1],[864,30,40,1],[96,808,170,1],[808,96,114,1],[809,85,64,1],[85,809,42,1],[4,171,873,1],[171,4,44,1],[876,12,172,1],[12,876,874,1],[51,870,173,1],[870,51,867,1],[86,871,43,1],[871,86,174,1],[175,186,53,1],[186,175,176,1],[175,185,176,1],[185,177,861,1],[177,185,175,1],[179,178,192,1],[178,179,188,1],[56,98,99,1],[98,56,55,1],[49,180,181,1],[180,49,182,1],[828,144,143,1],[144,828,183,1],[147,146,184,1],[185,186,176,1],[186,185,52,1],[178,188,187,1],[189,142,190,1],[302,142,189,1],[142,302,826,1],[145,82,148,1],[191,53,54,1],[177,53,191,1],[53,177,175,1],[192,25,179,1],[206,854,217,2],[217,854,47,2],[854,193,48,2],[854,48,47,2],[206,194,113,2],[206,195,194,2],[196,26,165,2],[69,195,856,2],[69,856,858,2],[195,69,197,2],[165,194,197,2],[194,165,26,2],[194,195,197,2],[79,200,198,2],[125,79,58,2],[57,58,215,2],[215,821,57,2],[198,58,79,2],[58,198,215,2],[200,199,198,2],[210,811,201,2],[842,210,201,2],[232,204,202,2],[204,232,243,2],[203,204,275,2],[204,203,202,2],[205,206,215,2],[206,205,235,2],[215,198,214,2],[215,214,205,2],[207,205,214,2],[205,207,235,2],[208,213,209,2],[213,208,241,2],[210,211,811,2],[210,198,211,2],[212,811,211,2],[211,198,18,2],[199,18,198,2],[18,199,17,2],[210,209,213,2],[210,842,209,2],[213,214,198,2],[198,210,213,2],[241,214,213,2],[214,241,207,2],[821,129,127,2],[48,193,101,2],[129,821,215,2],[216,129,215,2],[2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Wolf return game:GetService("HttpService"):JSONDecode([==[{"full":{"uniform":true,"faces":[[77,31,26,1],[31,77,1,1],[99,110,100,1],[99,117,110,1],[100,110,101,1],[101,112,105,1],[112,101,2,1],[114,2,111,1],[2,114,112,1],[97,3,95,1],[111,4,114,1],[4,111,97,1],[3,5,95,1],[5,3,102,1],[6,34,48,1],[48,262,6,1],[12,48,11,1],[48,12,262,1],[46,43,9,1],[43,46,45,1],[43,45,7,1],[7,8,43,1],[816,37,46,1],[9,816,46,1],[816,658,37,1],[10,37,658,1],[658,11,10,1],[11,658,12,1],[8,7,34,1],[34,6,8,1],[13,238,14,1],[238,13,339,1],[15,21,19,1],[17,21,15,1],[286,20,16,1],[20,286,19,1],[17,18,284,1],[18,17,15,1],[19,21,20,1],[19,286,18,1],[19,18,15,1],[284,20,17,1],[20,284,16,1],[20,21,17,1],[293,304,302,1],[304,293,22,1],[23,87,35,1],[87,23,30,1],[1,24,31,1],[24,1,81,1],[77,27,25,1],[27,77,26,1],[87,27,26,1],[26,93,87,1],[32,91,90,1],[91,32,28,1],[91,28,29,1],[29,92,91,1],[30,84,27,1],[87,30,27,1],[31,88,33,1],[88,31,24,1],[90,24,32,1],[24,90,88,1],[26,33,93,1],[33,26,31,1],[92,29,84,1],[84,30,92,1],[7,39,89,1],[89,34,7,1],[11,35,10,1],[11,23,35,1],[10,35,36,1],[37,10,36,1],[37,36,44,1],[46,37,44,1],[38,7,45,1],[7,38,39,1],[263,314,296,1],[314,263,313,1],[40,41,305,1],[41,40,299,1],[305,313,263,1],[313,305,41,1],[261,297,314,1],[42,297,261,1],[623,299,40,1],[299,623,295,1],[8,50,43,1],[50,8,51,1],[51,297,50,1],[297,51,49,1],[44,45,46,1],[45,44,38,1],[210,262,209,1],[262,210,6,1],[296,49,208,1],[291,296,208,1],[814,42,261,1],[42,814,47,1],[11,260,23,1],[260,11,48,1],[210,49,51,1],[49,210,208,1],[50,42,47,1],[42,50,297,1],[51,8,6,1],[6,210,51,1],[50,9,43,1],[47,9,50,1],[54,52,62,1],[62,53,54,1],[63,52,54,1],[63,53,662,1],[53,63,54,1],[665,82,57,1],[82,665,666,1],[665,56,55,1],[56,665,57,1],[64,56,57,1],[61,661,62,1],[55,64,58,1],[64,55,56,1],[58,59,60,1],[59,58,64,1],[52,61,62,1],[662,667,70,1],[70,63,662,1],[78,66,64,1],[64,57,78,1],[75,63,65,1],[52,63,75,1],[65,78,75,1],[78,65,66,1],[66,71,67,1],[71,66,65,1],[64,67,59,1],[67,64,66,1],[71,63,70,1],[63,71,65,1],[68,71,69,1],[71,68,67,1],[60,59,68,1],[67,68,59,1],[69,70,667,1],[70,69,71,1],[76,72,73,1],[80,76,73,1],[72,82,666,1],[72,76,82,1],[80,73,661,1],[661,61,80,1],[83,75,78,1],[75,83,74,1],[74,52,75,1],[52,74,79,1],[25,82,76,1],[76,77,25,1],[57,83,78,1],[57,85,83,1],[79,61,52,1],[61,79,81,1],[76,1,77,1],[1,76,80,1],[80,81,1,1],[81,80,61,1],[82,85,57,1],[82,25,85,1],[83,84,29,1],[84,83,85,1],[81,32,24,1],[32,81,79,1],[84,85,25,1],[25,27,84,1],[28,74,83,1],[83,29,28,1],[32,79,74,1],[74,28,32,1],[35,86,36,1],[38,33,88,1],[33,38,94,1],[93,35,87,1],[35,93,86,1],[39,88,90,1],[38,88,39,1],[89,90,91,1],[39,90,89,1],[36,94,44,1],[94,36,86,1],[92,89,91,1],[89,92,260,1],[44,94,38,1],[30,260,92,1],[260,30,23,1],[33,86,93,1],[86,33,94,1],[5,98,95,1],[98,5,96,1],[98,97,95,1],[97,98,4,1],[96,4,98,1],[4,96,109,1],[117,99,692,1],[99,106,104,1],[106,99,100,1],[106,101,105,1],[101,106,100,1],[102,103,5,1],[104,105,108,1],[105,104,106,1],[107,108,105,1],[108,107,683,1],[109,113,4,1],[109,678,113,1],[2,110,123,1],[110,2,101,1],[119,97,111,1],[97,119,3,1],[111,123,119,1],[123,111,2,1],[112,116,115,1],[116,112,114,1],[112,107,105,1],[112,115,107,1],[116,4,113,1],[4,116,114,1],[680,116,679,1],[116,680,115,1],[683,107,680,1],[115,680,107,1],[679,113,678,1],[113,679,116,1],[693,118,121,1],[118,693,691,1],[117,692,693,1],[693,121,117,1],[691,102,118,1],[102,691,103,1],[120,119,123,1],[122,120,123,1],[120,3,119,1],[3,120,124,1],[131,117,121,1],[121,134,131,1],[122,123,110,1],[110,125,122,1],[124,102,3,1],[102,124,130,1],[121,129,134,1],[129,121,118,1],[118,130,129,1],[130,118,102,1],[125,110,117,1],[117,131,125,1],[139,122,125,1],[125,126,139,1],[134,127,128,1],[127,134,129,1],[138,130,124,1],[130,138,136,1],[129,136,127,1],[136,129,130,1],[126,125,131,1],[131,133,126,1],[132,120,122,1],[122,139,132,1],[132,124,120,1],[124,132,138,1],[133,131,134,1],[134,128,133,1],[144,135,156,1],[144,133,128,1],[128,135,144,1],[127,141,137,1],[141,127,136,1],[128,137,135,1],[137,128,127,1],[145,132,139,1],[160,145,139,1],[158,136,138,1],[136,158,141,1],[156,137,140,1],[137,156,135,1],[143,139,126,1],[139,143,160,1],[140,137,141,1],[150,160,143,1],[160,150,148,1],[140,152,142,1],[152,140,141,1],[145,154,158,1],[145,159,154,1],[156,142,157,1],[142,156,140,1],[155,143,144,1],[143,155,150,1],[143,133,144,1],[143,126,133,1],[158,138,132,1],[132,145,158,1],[163,152,154,1],[154,153,163,1],[146,147,157,1],[157,147,155,1],[148,149,165,1],[149,148,150,1],[142,163,151,1],[163,142,152,1],[159,153,154,1],[159,161,153,1],[155,156,157,1],[156,155,144,1],[158,152,141,1],[158,154,152,1],[145,148,159,1],[148,145,160,1],[161,785,172,1],[785,161,165,1],[165,797,785,1],[797,165,149,1],[151,274,162,1],[274,151,163,1],[171,153,161,1],[161,172,171,1],[146,162,164,1],[162,146,151,1],[161,159,148,1],[148,165,161,1],[147,150,155,1],[150,147,149,1],[157,151,146,1],[151,157,142,1],[166,169,170,1],[324,166,170,1],[784,173,174,1],[173,784,323,1],[166,272,169,1],[283,169,272,1],[178,167,168,1],[167,178,283,1],[178,169,283,1],[169,178,175,1],[170,175,173,1],[175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EggArtData Candy return 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Desert return 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Forest return 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Gold return 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Lava return 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Rainbow return 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Volcano return 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LayoutConfig -- Milestone A: configurable dimensions and temporary test speeds. return { Version = "v022", StartingCoins = 1000, -- new profiles only; provisional test balance MagicCoin = {Price=10,Grant=9999}, -- repeatable test-cash exchange MaxPlotDecorations = 6, Decorations = { FlowerPot={Name="Flower pot",Price=10}, Bench={Name="Garden bench",Price=10}, Lantern={Name="Warm lantern",Price=10}, }, DecorationOrder = {"FlowerPot","Bench","Lantern"}, TrailMaxSpeedBonus = 24, Trails = { {Id="Red",Price=10,SpeedBonus=2,TrainingBonus=0,Name="Cherry red",Colors={{255,92,106}}}, {Id="Blue",Price=20,SpeedBonus=3,TrainingBonus=0,Name="Sky blue",Colors={{99,183,255}}}, {Id="Green",Price=30,SpeedBonus=4,TrainingBonus=0,Name="Meadow green",Colors={{114,225,149}}}, {Id="Purple",Price=50,SpeedBonus=6,TrainingBonus=0,Name="Lilac",Colors={{196,146,255}}}, {Id="Gold",Price=75,SpeedBonus=8,TrainingBonus=0,Name="Golden",Colors={{255,211,102}}}, {Id="Rainbow",Name="Rainbow",Price=250,SpeedBonus=24,TrainingBonus=.15,Colors={{255,75,92},{255,170,65},{255,231,95},{92,224,137},{90,166,255},{186,115,245},{255,112,205}}}, }, CourseReset = {Interval=300, Warning=15, Closed=10}, EscapeRewards = {10,25,60,100,160,240,350,500,700}, -- 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={10,25,60,100,160,240,350,500,700},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=24, SideSpeed=4, UpwardSpeed=10, PushSeconds=.18}, 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 = {1,2,4,7,11,16,22,29,37}, 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 = {13,32,49,66,87,112,140,168,196}, RecommendedSpeeds = {16,38,58,78,102,130,160,190,224}, HatchSecondsBySection = {8,14,22,32,44,58,74,92,112}, 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={240,300,380,460,540,620,700,780,860}, WallHeight=36, WallThickness=10, StartZ=-190}, Sections = { {Name="Meadow Village", Guardian="Meadow Fox", Color={156,187,105}, Wall={105,134,77}, Trim={183,205,130}}, {Name="Forest", Guardian="Great Forest Stag", Color={105,148,91}, Wall={57,99,65}, Trim={141,177,112}}, {Name="Lake & Aquarium", Guardian="Giant Crab", Color={141,199,206}, Wall={76,131,153}, Trim={189,229,225}}, {Name="Cave Land", Guardian="Crystal Spider", Color={131,126,151}, Wall={73,72,96}, Trim={173,151,210}}, {Name="Dino Land", Guardian="T. rex", Color={143,167,83}, Wall={78,103,58}, Trim={187,192,112}}, {Name="Desert Kingdom", Guardian="Sand Serpent", Color={224,195,132}, Wall={168,130,78}, Trim={241,219,172}}, {Name="Mountains", Guardian="Frost Wolf", Color={208,223,229}, Wall={119,143,160}, Trim={236,242,246}}, {Name="Medieval City", Guardian="Royal Knight", Color={188,177,154}, Wall={116,111,113}, Trim={218,202,172}}, {Name="Candyland", Guardian="Candy Crab", Color={235,178,213}, Wall={163,115,176}, Trim={249,223,191}}, }, 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" or item.State=="Decoration" 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) if item.Kind=="Decoration" then return 0 end 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) if item.Kind=="Decoration" then return 0 end 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 item.Kind~="Decoration" and 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. -- Schema-4 stored 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 if item.State=="StoredDecoration" then return "Decoration" 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" or item.State=="Decoration") 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 -- CoreUISafeInsets: coordinates exclude the native Roblox topbar. 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 tiny=w<560 local short=h<440 local out={Collapsed=false,TopRow=false,Slot=touch and 56 or 64,Stats={},Hidden={Section=true},Groups={}} local moneyW=math.min(384,w-24) local moneyY=w>=1000 and 8 or 76 local statW=math.floor((moneyW-8)/2) local moneyX=math.floor((w-moneyW)/2) out.Stats.Income=r(moneyX,moneyY,statW,tiny and 62 or 72) out.Stats.Cash=r(moneyX+statW+8,moneyY,statW,tiny and 62 or 72) out.Save=r(moneyX,moneyY+(tiny and 64 or 74),moneyW,22) out.Groups.Money=r(moneyX,moneyY,moneyW,tiny and 86 or 96) local playerW=math.min(212,w-24) out.Identity=r(w-playerW-12,4,playerW,30) out.Guide=r(w-playerW-12,38,playerW-52,32) out.Stats.Settings=r(w-56,38,44,32) out.Groups.Player=r(w-playerW-12,4,playerW,66) out.Stats.Section=r(0,0,0,0) local navY=math.max(moneyY+108,math.floor((h-264)/2)) out.NavColumns=(touch or short or tiny) and 2 or 1 local bw=touch and 64 or tiny and 66 or 82 local bh=(touch or short) and 48 or tiny and 54 or 58 local rows=out.NavColumns==2 and 2 or 4 local navW=bw*out.NavColumns+6*(out.NavColumns-1) local navH=bh*rows+6*(rows-1) -- On short landscapes use the upper right above native thumb controls. if short and not tiny then navY=84 end if tiny then navY=moneyY+108 end out.Nav=r(w-navW-12,navY,navW,navH) out.NavButton=r(0,0,bw,bh) out.Groups.Actions=out.Nav local bottom=touch and 184 or 12 local timerW=tiny and 164 or 216 local timerH=48 out.Timer=r(w-timerW-12,h-bottom-timerH,timerW,timerH) if not touch and not tiny and not short then out.Timer=r(w-276,h-84,264,72) end out.Stats.Speed=r(12,h-bottom-64,132,52) out.Stats.Gain=r(12,h-bottom-142,132,72) out.Groups.Speed=r(12,h-bottom-142,132,130) out.Stats.Collection=r(12,math.max(moneyY+100,math.floor(h/2)-48),100,88) local hotY=h-bottom-64 local left=156 local right=out.Timer.X-12 if tiny or touch or right-left<64 then hotY=h-bottom-132 left=tiny and 12 or 156;right=w-12 end out.Hotbar=r(left,math.max(0,hotY),math.max(56,right-left),56) out.Context=r(156,math.max(0,hotY-54),math.max(56,w-268),46) if tiny or short then -- Retain all four named actions. Secondary stats live in Inventory/Guide. out.Hidden.Collection=true out.Stats.Collection=r(0,0,0,0) out.Groups.Speed=nil out.Stats.Speed=r(12,math.max(0,h-bottom-58),132,46) out.Stats.Gain=r(12,math.max(0,h-bottom-108),132,46) out.Context=r(12,math.max(0,hotY-52),w-24,44) end if short and not tiny then local mw=math.min(320,w-248) local cw=math.floor((mw-8)/2) out.Stats.Income=r(12,8,cw,62);out.Stats.Cash=r(20+cw,8,cw,62) out.Save=r(12,72,mw,22);out.Groups.Money=r(12,8,mw,86) if touch then out.NavColumns=4;out.NavButton=r(0,0,52,44) out.Nav=r(w-238,96,226,44);out.Groups.Actions=out.Nav out.Hotbar=r(150,h-64,w-300,56) out.Timer=r(150,146,math.min(216,w-300),40) out.Context=r(150,h-116,w-300,44) out.Hidden.Speed=true;out.Hidden.Gain=true out.Stats.Speed=r(0,0,0,0);out.Stats.Gain=r(0,0,0,0) else out.Nav=r(w-navW-12,100,navW,navH);out.Groups.Actions=out.Nav out.Hotbar=r(156,h-64,out.Timer.X-168,56) out.Context=r(156,h-118,w-268,46) end end if tiny then out.Hidden.Speed=true;out.Hidden.Gain=true;out.Groups.Speed=nil out.Stats.Speed=r(0,0,0,0);out.Stats.Gain=r(0,0,0,0) out.NavButton=r(0,0,64,44);out.NavColumns=2 out.Nav=r(w-146,174,134,94);out.Groups.Actions=out.Nav out.Timer=r(12,174,w-170,44) local hotY=h-(touch and 184 or 12)-56 out.Hotbar=r(12,math.max(274,hotY),w-24,56) out.Context=r(12,math.max(0,out.Hotbar.Y-50),w-24,44) if out.Context.Y<274 then out.Context=r(0,0,0,0) end if h<560 then out.Stats.Income=r(12,76,math.floor((w-32)/2),44) out.Stats.Cash=r(20+math.floor((w-32)/2),76,math.floor((w-32)/2),44) out.Save=r(12,122,w-24,20);out.Groups.Money=r(12,76,w-24,66) out.Nav=r(w-146,146,134,94);out.Groups.Actions=out.Nav;out.Timer.Y=146 out.Hotbar=r(12,math.max(244,h-(touch and 184 or 12)-56),w-24,56) out.Context=r(0,0,0,0) end if touch and h<450 then -- Extremely small safe areas cannot fit the full HUD plus both native -- thumb regions. Keep four direct targets and scrolling inventory up top; -- money/save details remain accessible in Inventory > More. for key in pairs(out.Stats) do out.Hidden[key]=true;out.Stats[key]=r(0,0,0,0) end out.Groups.Money=nil;out.Groups.Player=nil;out.Identity=r(0,0,0,0);out.Guide=r(0,0,0,0);out.Save=r(0,0,0,0) out.NavColumns=4;local cell=math.floor((w-42)/4) out.NavButton=r(0,0,cell,44);out.Nav=r(12,0,cell*4+18,44);out.Groups.Actions=out.Nav out.Hotbar=r(12,52,w-24,56);out.Timer=r(0,0,0,0);out.Context=r(0,0,0,0) end 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 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sWKzfRMD60buo2xxcga0NOnjU2CxUoNCsCUGqfxUG/lExkk9DL+9NfYDHtQLqYeh3cSAkmX+6InK6YYQgCg1DszRmEN5ByKmLw/W1VJDOeRx+NTymVA0dAANPDNbQ0xiRJ9gXWCis993b2r8miUx9AYLKrnARoxAHm8PGDMIW0xvrf5Ll2xjAPjOms/QQxWv0P488IMqnFmLNoYSMHkKK/Ltz0V8EU6uMUT6LPn8yRD7IElpwxo8jbsV9C5RDdooy+YJ3eMVjHvxY/rRFfmqID4M7kPwYLEnyFjBJj+C87pBw6yWAp3Ux3ACuS6rqcHeTTGTBDSKGGHH/11VCS5TYifHnNfFfMlG4PrXDiD1Ea6ypYHEy1TxE3v4Nghj+VjRmsIZOrnDx/zVsqofyq0HEj4Yxa0TaxB3smmgmnIVKHolGsNaOMZgyZ9A8ovysEkDXFHA1BjeEMCRSJMl29z/LrypaX9UCN4wIgMfyI1d4KGHEvYp/UcSY+VVJ62fiK8t2atRdbaiZEz9sYoORI0kwFq2mjiWt9WF4tUkI7DCBgQYSJXpLmHvb3OXvTWVf5YT1LyRkqXLNhEiq9uFuBXe57s44Ku0fNSVfg9/VbY5egniJdPrXFmvgjwzEz44YcgQJlI1mUbs7JrWtTwK2FOPgQ6Jjra/oMWbUbDl02E7Rr6Zie8Sw+058PxCHHIFNoEjROg9T76ustHxFhqurnvATKHbLg4HGCySJSNwXna3k/Kou+y1E7oo/DoYdegUTd41Gjdb4jrOa8L76GH0otxEQhw0nYLT2D2TqxbxG4L2p7Pi+rhS5y2E6QocSJPuJ44xdzr16KMF91dt+zNncnQ352RA3pDyRgrOAGaMV39w7fPpcTHlfjcx7Kz7mlI5slMD/L4WK3uIlDBk2bvDsuZrQBaDmhiwuZNx6AdRxUaFbFX3YQJYwcXId5+t5cvY/DujGzT2atKceDjkQcQqV7We038mzB5CgS3lfnfZ9FsS5uxoolOytv4hRpLMzIF1o3Yeus6H84Dyx8O6zqd3WvQLNjABNFHESRe8yimpcT/bV3RAmO71XdOPDCiKpQmWH2f5uJ0+fd0LMTX5fpQr4LEUund0jElFulzp29PD5464VLWLUTDor6oDUkZhRC/CNYYmTOoZIoQQKzqLl3NHTB9AgZVOLy+tZTn8EXpHKlcP4+3DIoaKJc1nsM2ippRt5XT2104Gvsgo+ixF8x7wfqfBWwaLFixi8De3GLC6HBJYFIc8Tn/dmkUYdDTqRgoXLdjMHzw5UKMn0rjD/SGLvkcjK2E8FErxi2ZOPBxZTvrj7uXvR1mtIZP9UT7vBlVSCcItjvCr/J6G59teTxJ5aygKfG6GBt+T7jiJebClVsGB89aK7IUSNjTzSmNnZu489G0qBgle0su4BAQOLexGDRvtrxqS/okmTzv4vtb2+ZPbUqj/I+O8mldBbumA/s8YN7sPoW19jZ2rubW9OFtWfF5khlvGIQis7DMbueFwRI64wskppbW/OjnrQ4BWvQN/4AOp4LmEUte5zsd7+6Gvs9cb0epObE+41J7WfkrLw1YfwWZCsn0bJxA3XZhbb3Drbr7IcEhhaprY4ZyCBNyIDPzUANOdGgTSuaPEyxsy7uyMkMTJ391F1eO+sKQwSHo2VZMbvzPn3hMgx44sYfWaxjh5XakctyVKaa02g8OR+aooDhMeCRAnFO+FixJRJQ8e7KLE52wkqJVWqTsWBJxID+/SPronFOL8xsMaWLmHOpGETp84erEtqe9Td3t+7KT0+QAt/hsryz94tA9Ygo8jm33egQldbYGWuMa253uScs3t2VN6pPbyPRDUiwlc5wozqEZpxZwMHjyDs7u6TxtC0p+drrdeHB8CPcMEbslg9si+PK+kFKwoBY38B86ZOn0DNrndIYWYPF6rUTsWqxSCAExc+DBTl+k89H3Csr21oNYschblXMpOjIwUglQAXfD9VlWLCQxnSxF+nV+mHon8c7CeQorbXBQY85kgBCeF5oGC2rPL6xpT4YoE7BOLGGDJq+BRyRltg75XK3kfd+RF491Zcpv8P+f5IuILDZ1HC/LI2jP+OhzI6TRv8+lDSfRHz68zdRdmZMqDmcfCpq04g4ZH1aXb4KaXAhmrWwKFzB9B2S5ncTw1YZUHPBxwUfgaJppOCImhb5uwkqsT3CXnQZs4otonzJy/9HXm5U1J75+R8P9XnrKhipmwXwg8fhbS+HhIisX+kqHFRY9lDalxzxj1fkmNcC6nRXPuoUbRFRAiudYNm7Q9zlP2Cvma2S15AAFx5LEKcViQ1PZddgFt+GS7ye8myfD9ytr4RUNc3IvT1jgyN/aNEaf+oMe0hMUJ7SIvQ/tGitHe0iO0fMYqDPiRH0o/kmPeQHPfesZHvDQ2Kvhs0Z2+Ig+sN4C2/Wrfmwj+vvy6lI1y0S0usuUU3NyeNenXdto1rK2u9LRWIcykl8KU05A43FsbU4oqb+5buqyu7o8JTYsIBXEkDfl5JTdvRstK24rqecnJddNC5LzCvi9WuT5/wfa1KRFj48APIFk5uLZclWzSznFu6KL6OcU2cpSSQGYegglry0S1ujaappbVJs6QaHPTi6p8+rvUqk5c2JV5AtrolV5zV0MzW5J+hpbG5yeXkvX3uwNasRXbKMp8Cscvon1LofbMrLK0v3H7ltXp5US3cOpu3vW37/otiIZ5acwPClobclO624gsH1bqtXdviAejbu6uTypVdufW6ycPCYhX4WCQISz5Kl9k9ruvrxj2ztrr2+r74vLi0mn/mZfS81iwbDsriLIzdSS3oHACeWEEDt51w4IzbTJAIlZiQX0X05ioZP6wVblDKZGzzFtH8XwQ5sqRpkwxOhbftNOO2nkDZyP+pUyZLkVQA4gfTIH8KuiuX0n3B08ITKLStkFFl7tO6XyiGwiNLLTAnGZ5k0PBUqOmSpEFfIOQn0ZaM0mEMRcqFlWtYNjYxE42+R1KJXcRYoWLFYIxFgi6JDk3thaMUeU0SwmhbFy1c5Ecpkq/imVeqE67tZvydYvigQQjDRQsWg39IcP0RcPmdd/W7dW+Qgq05wh3W3e7OjCPPBiYheGJFCcjIEntH/sIwN3zzLdvx1R1UDyFI3JZ6QsVttQsW1BWDUz2Ig/nsj+bLuMve+rOVZTnQgwqiwwcRJARXsFAxjaTWWK6fY0+v+BDXiDFvOTJShqBrAFxBo8ehEa9iJYrekbg+KwZrbWga0u5DyljfZ2AMIFbM2HHYtu32nSX/+LH+K1m+KSbrEzhz54rBYtBNCT247x6HRJxM0fKb7bFE+Y8S3rR/2PvKaAOad1M17u2W+BeVSOEtXrsXMmHikLnlrGGqAm9gYWgkEf+7vxlqdcwXHK6DFFniQ5FPcoatwgGCncyJxVyMdbZiwBtGiBAxgqU4VpNT0Un+gbYcvTBGWMhmeKEdY/xbfMx/4hNL8WaD1RxUOZiDdEN6hfMHGkPwFzfzeJLPSqKUfBkS8J2OOx4sNqAY4s6lixgzOOdJKu8HgqFRGWBDyWogdN/uxT9X9Shfa2p+tVR+HoC3lR8e2NyzbQ6FGSICiWAoV5zNy0nVfCeEdVIQ5A49EpEs2a64M4HC+h4h8H9F4Uy1F0kiZWPN5v11lcp8KzzmlBYAhK1d6N7QhhaJRfDF+uoza/D/Wdh3UUMTYYTgkSd3TBw5dDKmuK+qUvsnMv5goLqIMgZrve/cofNjj8bJ9SvYB5bFPPEkUUHUOGKEijuejHb2aMqeby7oyDGONHE0N869riezlyChz+Xs0AYRT6hgreXg2cOnktvH0XKdlauh14WGD+v+pUARP44s2buNXwcUyM/aV5/t1Zjllk6GDzmUOLGCpcua64D+XKr7L3Qf2BJQdps5djTWgS6lQZ/P26pcryH0qs3dJDglkQT7xhjQGzpU6O35a9o2Tw0QQKJcJ8S43undg0FbBJgiyZQtrnPWmdA9hB9RJje+D8RmdWdyRYwT3X6YKqip4J3nNl0RJjq9X0MWp6SRq0WgYJzXxqvGrPdVat+HSXKjdizCaDc589mJcnK5vFqhCz5Qm6W7JTPrFDLHTAJYgfGdi6+yGnmBOWruCfg1WbJ+JVvMON6OjxyBZWkEL2aJNBniSxk4rr+y8Cy8oDdNf1Nm9m09lBPFJlw8kWLF9w1UyB15RRqjVPbvlLwGGMAeVDzx4oubMXmV9UWJ7AwUgzBOlCIIL3b3TQev+ousrJLYX4cP9EbL3ZSZ+haXq1LMR5jlTU42fa0sgYJnk8VNzyCVLcotLzFKlzRtInuqqAdgmiSjzCsDhxmjyMbdXREjxzCz/eZMMxDi/bDZ8rY1U52Gz+VtI+cGgNMJKa8FzBtPlHTs8p809m1vcmwRFrwaLPlOh9wCixd31wNoERbXGNtTSU346j/4LUrmrk5o4eK/t7suhKhxs9GFinMA+HwWs9xtxSycD+nVYt0TAKcZVLicuf8/FzUFteDg1VzJHV6AUcyTKOsjoTnl6KRPPbUhwmMpe9Y18UtCIaOLu5lFjJ3UXqlUGERg9ZBikal7w/n5tvJvYuFfyrCZc+e/MKm94Q1AUPfhwaexklszOxxqxBizfRCjR11hZWltctE7VKsKvLNSYBdI4a0gucIfyQTGEUbMGT04r2tWG/RvDwKGvWdXgRB8O2a0nC0nr40u0nVPC78mQY2jyxg0L4jS2KY8QUSROgBOeDNWkmvbRqfD+r5X5r+beSi+AXuEjNrWI0G0rKoML+VI1ost70Maoe+o+RWgYelD0CHD5Wws9Liw2GE9LB1gzLjPAaSIS1QdgDsYqbiU+CKl2bYtm5wNmcb9F+NpttZY6Y6yfm9NbnyrpkOeWqVlVwkqCYuCgKHoxvMkWnK5a1O+WU0NqVtCnHg3XrRcXxF9YXm1UvcohAs07vnfzoUp/TjmBYi/okQrjgYcZFjnE0iR2j/r9jQi+5Ftq6dNvMIj2sh6MDoQMRbb2PlDaFmprI3UKbxVBQ5/e+RbGSHixTxp5v0X/siWUjzsuIuBDin93V3/SVe0LKsjf3/iDSeHWFI2OnK4/nMfZYF9UsWX49tpjL3gaaRgPhgdo3sfSmhvrnUpdw15GLkDBYd/woPpQqSrhqt14H80+f8piaG5+YvSqHSrFKRaze5Wb39AHzpOMF/tC4QeOHxOn2soq9Hp1Vj1LaUIT4WM8R/p9yQeLO/k7lyY0aMNXh294vJ8/+2AfL31vwgLf0NQudMyiuq+yZ/2YBPnDh/GRUutr3dLZO+b0t5BwUm3fjwxyqfOsl0M8PjHVAx+goBlYgHqDkU7vx0SJUycTKX602vxe7dOOLxvIF9KE90XaEs+WxcENxC171F1fXkyWLFfQCx5SA0C1s2GKW2BXFMr+6D0sciiG5wLrckrLrAyNjm8PtYHWUCxiFH6alwYBFyPIWvyuCBDyWWz0pfZqhGd2s1C7t9TOr9bRepAm1thPHMgcWPn+mFUNsL6Kluj0/vg6aev9aa+wSAk7um4MNvqGStgdith7E8s7I+q3H+k8+fN90kuP5LX2BuUT29I1X8Vmg4nULwPGV6fdZNMGFvWQ74HUE60dLTlJZYWV7dXTbNUn1OrH6k88FGnw7fgwAXXJLSSB5EyUNJQ41bYOyY0t+dOZQel+v+isEhQgQbwDVtwudkTyJ2XKrs1GCDyD/4ntOXvDmkFRYptjroD0akiGBmph8cLqvP2Tq3kp3mlsMNYKatN0D7UeLOy2VXWVvd7s9LwPjXzT0VsWVYVWuqjkJ9OAeFBw/ZP323rLYyDn7poXfvXNPePaFAhRBdfeZH9DrUmd4cXOeZdC/p3Fovge6SF11MhDxl5zTjj5MUYZ4wz9sNL3g4wehiZwiWMGGiZL3NQzATxhiCCuquL17Xq4ToZdDHXQR14V9kwepWJMLGyhQ572ZLFClQ5BIfdVTaBh5UTtAkwu8pvBrouA72se0IPK9/Yw8pB8rAuEzvm3WJ3hcfYMTEaNGXEjDFzxkmQ6FVWFmGXdf/4tpJgD9S4bnJDGUqQGOOLseYEx4QdM2+hCAvLNO580m9OnNdNbACZhHFpAcCaMOaEynFwTjg8jUTFwN5V0oDd1e3zGLu1uT2iNcWlVjvf3JxOatxzxXn6BGQYmKpVN6zj5OKcb8687o8kw6IVq9Uwm9vKlsvSbvUU3IpBJMGYyub9hbbG9rayiZUC/MvKXR6cN0z1Zg9LU2O7bdiZ4dbsPlbGcqqwh2e0Lety7oBO7D0AXP8C4bqcPCGw9xmR/Q8JXKKE4MrYJzDjb7MB/5QF91NE7+udvUGnJpJW2uCk0D8Tc/cRB1z3OHY+iLjXfZAJQoIEswMqkd0Pifx56Hy4rojhepIE109Ir7sYXN008G/rak1BMOZGQ6MYRZICE/DoIXH9jyB2QIEIMaJYn5HQifyA/uwJVKMBvxEC+EU8uTxuZSUhb2vVsPXb2tORiRvZk5YGXJvUGTystbn8BbTyZ9nkItMgzA4jBqFnquKXpe1Axanuuoy18Hd5sPawEUPGjMJMWDhjFyZfU4vkS1GANzkBdIF5ULuQWN/Lwr7HQ3YvFPyggXoBQ4ZIEJErlE9pMP+Dtop2J5SxWDHekCEDYAhqJCAkJIfIn0RC+RLAWjY2D2kuDrMHDYBUEB86fECByES+n73gaortggAjIztQYFtovURJjmkVyfIfEbqzjC4SC8hIDCBgaB6GOgkSzbJTQ+YjSrFsezs78AlGcukdPIzQhDV0CFmyWRsX8sWQQSakAL2vNU77NtakwCAFHWMHEEQnXgUTJT91ivKri82XwmFuvVJlxYLKAtb4x/IFTM7Tqo+si8PMUPgx+KGDCRxGPMqXK5HVRAyZhULBb37MK6qq1rfVQlPQP4AY/o9hk//3LJ8TGeUDAMMDuPCHioErlABCRIhvLDdnttr41oxbFYDhTzUD662iiCth/VIZMKyIK0KchVaubEY0maGE4SEixlnGmHk2v6CAuxfPFxpCGArBeDvOa51IDXXRpGGejuQWRHQr+4KhowgSfhcPUuHZiC6h2YuC6QYhh0Mcu3l0X8jYEQEZZgxBTLz//4wcMZRxgFcOOt4x7vLFzdzMvB+lhv4LdltN5NYTvh3jZvKvfGUNJMkUfznUKiivd9LCrq2OhcgQi2x0m0peV39myXVWbjCKpWUQFXDGJ+I5d+h0aX0ZscUIOLQRKNd9i7vbobTmpce1wzDjQ4srWg7WZh/nSt7xhIKgBvo4sgTPyXllq6zYL5rF3eggI1EKFvfvw4fPY9yPIXIHTW+4bzlwvoct50O4FZqsk2FiSBX8Rs7WgaiS0th+TVnc19HgAUcSzAWroeOBMEXvngzdF8Jg6H7vIEGTzqIvCE0yqfxCx8LlUSKBkTiBEseOa0CDGAs59NVUyRz8RxOcZUsXMNndkKJkMhHL92PONJhIdGIFCxeM2Wg9OVCiZ9R8X2hNGOgyD+ON3b0xacf3asbwdLDxRaLgF2Mmu29GLK0tR6qAF+OEThEHFe7uZfDFyfdnlLWlM8UlcENvMvTiPBM7ipTtV5DekbgEHHg295dgvIQEZgDBg3ECjS7y0AJKF+06r8pmoy8ysNee8L76Ep4RTtLZ7NIUfOH7GvqStAACFnd396JEdinT2FNDURM8GChrIxjuvvk0YnVtSGH+lS5leMY4S3/LSKJZWEpJcIbGcDRjcuk6Apwvz7abW1Bxd3N9XTbyTm1vaZpB/qg79qx8JKmSd4I78OELxWG6kxmX89xdE+/Pgs24u0cS87/EBirUs0KEjwNm/bY5txdmFv2Q1tsd7hmFixBFKqLw+sbvZ+6i8FQ1AHxGOlhOJNrEXurYqxNexgE1bkqhpHvRuQbvhosdDzG2gFFkgw3p4QWgonLwYKLcRiLYGdjhBDrUVHOj2zMVnRDiC83J8rhlpmNuierwMuZm+YYT5dc34YyeB4toUCUdXYjfuPukNHe/y7MgR9FPWBJ6IKW7ozI4qN2qDHYY31dBgBAIzpY7lysVbu2Bn9nRhO4hRo7nvBs58SA7/H+kkwcJ/kyyDQ4GM6tvLzfpXohLXxVh4akcgbrWSm9kxibNA2DiPbJJBBHfh41WJoxC0YoC/98DrToVh8ipGA4KnkuTvK6tsZDz6x+DG7U0VYHHrbWgwPCJPq7+S3nIAxpFd31HJ6+0vNScdFuVABetrmgY8XDGYJ3A21qJVNlAHQq/ihNliQnY6/BT6qUqdT8KPhFSpsbi9UaRfkcJ/JHgRH1DFoczmi8W94fD9ueqlKnt2RdgBalNxESI17KE6bvdgIOdW+cQLtqaJGenWW2wpB8HfyrhDV3UoVVJQKWx2Shf7Iyt1QhNVXb7pkcZEh6HYDNv+aZCDRtl1FzGRi1MPqKT/6fAseGBxFC6swf6SGy6LAeSGGOt1468xMycw7NTTdVuEB0sDwHcGIMVOW59eoOiYpWhUqufWoXCegCw1HPDkoAHGT2rmCbn+701pte6Ot1smgxFHDzgg9Wrp+KSOZpnVoDazpmpgGZIIaw+xLWp1IBEVeq3Th3U7scKK4T8JUd/b1fm7KCWP5JqOAbOzsswtAcV9zrPUBVy69eIFPlRW2FAewyZM2gL7KF5exDeqY7sFJK629f638hjcqR7vDKsFz39yByUXUzRLMJIVjtjov/P5OmuVY4q64ZB65AQ2mlklhpvJTFNbpmf8cQinzekZLT1Rabm/Dw6Hu3rVus+7W4VSOKLjxZZT7lMM55kOoLcHUXyuj5IJrtabfeGbJ2l895qxDvkCDOCj8XI0ksm4+bF4g9PJXX9S0p7Z2z+u9bbUfKdEtZ7pi+0N1OqGrB51LZbw2kZtO0U0gumRn8fQC35apgNzA5DymF0ZXZlSFGSmeVV5oaKlYU5kQqRaTVkjVa30qDDTiI+cs9W5j0IoEk+Vc/YqhkdTfISS4OT3vH57ZHevXFxcEGLj4RclKRI+n1m2d9yhL4v5oqH5V1JTEQyRfb7McHrVRw2WbqDyj010zMKINWEDB0stNRVE1qWSn0kBOIlDmKLyVFcW2FP2Tq0DQ3tSdURVClSGhQAqJPa2eXxoVogIUOHtmUhVQR6aKmtYrRyNDmyewZzzRX7mZhOzDJ21AYGT62E91RKc68tQaV6AAQkiMCuagXZgjqd8SxkDSu/NxlNkPB+gh6Ws1UzqwcPbKg4APNXUhQp3QBDRgwZPqgsOURCRYuTloVThq31c8vfojrkRoavTsttiIL5QUWiYiCRYtDGjh9EljxhoiRJ4pA2khWDl1Mm7Rc4lw7n6Y+TiatmbPiZkKruuw8vCHEYDjGShMmULF4UzZQR8+JbofL7M1vMvq+NqUnV3WXBRdj/d4Mg8GuJ0vw8bbwe0Z5BjGJg/whR2DtKBPaOFImVqX0kRm5wba2jRrTWURFaywhRWquokFrbZ45aG+UIWbvhQLMttNvKZh6iWIvYdn4BausXqsgvBgvzA9nRwnrHoBqoJAreKzqtEKoRGAAAAABTU1kYBgPCRdO5IEX5AUTxJyVqOYSkASAAAAAQBwAQAUQAAkzQAETCQT1L+2Tjf/dq+nvhrl30Ptb++ELb/943nTIPtzCmdQB2fc593ujTapGJ++Z9rtKGfkizqr/XCr6+sIdPSr/pe1hrqwOs/wLsD6yT35u+Lm5KyROzzal/rcYJ/nufE3ng1AZfuH5TzLxHygcTL+K/a0wn40YeTTtRsJyhpr3uEy78GydhsPXkP65P3D6wmRz3oRNpToDdBDqOHIOWLrqqsAFuAnXlzZHrO74WWfpmYzKLuj3/yZ/9S4JJlUe+GNh7wIdAok79p0Uj4z0E8wXADWlJu/4JN+Fw5m+R6f5w9Qdra2j7Cw9qODD9eKpPeBdjMFyumz6W3Vvlgv4pYfDIO3j0DUC7F57aOwWfZ6vPJ7EIf9r9eN7JdjSb8APnjroBicwJDyDxDqWddeDs7C/3JYw5cpzzgQM8qlqmlXfc0CtxR5N9t3Ux5ddpYsDoHe7i/SCo7dWFoR7ot9QD4nrhe3iwvovO+xVXNWcW+7oDk9lqtcLDufAxRHcDEoHnOYEqylFXE689e249MXxmvttjRujH73uyQqDUKZ8+zp048YI7kX7gTx/EnPFMQftEBXwwVoq0hB5E/l8f+u0xt/aN3xvFC5gv5hWK22lBHf/TSrPnwhb9bCX7RRfuPvTXn0l30W++bcSJyv+h820P0K+edXyyvRfmCrn0DSs9Yg9LXQc9cHRRpPnjjdo3T/Xjt3NTp34gZpQ5d9t21ujgWuQ2ZPXmafuDNwlpqSrADy/rcYNDrp5P0Ca7pPQH3JnDtj8w8vCFFogvTOXhACwZiw8Qu+eROv73kNpAznvk6I/1+B/mifgWj0M4/+71oedfSJ6Bj3iNLdg9Hm2jMOl7kvjadr/wi8di22MeDGMrgOaL/CnN3fBI4HB02u7dfUd37uVw4lNiQW7i3qN+sFx5xMsOkRgkwL7C+HEt0NFAPS3neZl/tzmYeheh00uZkhuonnYm7+yk9tFIey3+ZyAnn2532OKEBUK46r//oZnBfqD70ZH/3P225c+BW2id+sMRdQsyQhOH8mKPVwrXbRh3JT2pJ1/6gt7stbi0kiwI5aQue2CfJf2Adr5++MGzZRu/2U7vhy4frXyTM5O+b8xg/kPLd2djPXTXBex4k0vtdfwG8vbxcb4glrWjRwPRG9mXHH4s6PrLmbKjQzI5fnH2pm8ffnRx5gLBAwDPDDEO8P9CR7EHePP/Cf0Iu5yt+61xkOFoOTOm1rXw6g85ZR083V0kmKA7376O7oaXS4X0QA5+aT9iu5Py7ena4sdEZx+fRdokbrp9Tx8CuvL6Vp0IIRyTOehl6H1S5nLtYVa4os9hoxwQDgZwMUeZu9Z3nHozfnr9C8J9+rWLiXOvgK0f2r4P5htCrqLdHe/Un3m/SIx4SBZL/eDAUHaAMA+o7pMqyAM4zf9BenriAF/oj/XEGzmEFOdqPvEnYX7Le2/Cu+qc81+w7xrPGX7ex4C9t9I6WtnlBMSm+prE+xJ/sDo/XsW5DkR+hPyL556Tek9ofki/bM7c53gZpFcvkR7utDhVyOtvjmcYOzuBATiwszbOVdzD1XOtkyBkOBzn+/N7vprTZz5neXF1zhOuU33dNaRyVtOjlQE8aObdMGfZ/m0PB+Si2Dqw66RtHlDef6Zff/rfmiwihz4IYWr4BoI/VBgflUXnA5c9vL1Y2cj5wPKgE3SSdQ8Mo2v6c7/fe+Rvor1VTi6C9Y/ie4u7R//Xno13nPV8k4ya1mPxNrDwKL4SjOzv0Fv7/4zGAcIb/V2rmPB/8u8OQvdO893S3g/yl+WYqeQrLTBjx5/5T34quBTkWVZ9B9SB4B947YHagKH/ew+j5X905Uva2P7h4UUh/g/P5MLuV8CQgQP28ew4v6wvZPumkwd/lD35/8L9k+/vLXb3RiAMuFCnA8oh/W+bGxUJ+0jKWtqFuD/oc06R/Tr2zNgrF9Xx6rWuO6/4mZfS9vd78FGe9Tnc/3lNsZ9xnUPXhSiNHenfQGO/beUO8nvydWPd6vO99gT/xkJjOtoSn85RBNsAwefktB0g86C00Tvpfm8YU55HwkMC2VfJQiveLjloyveM7rxouZztcZDeN7RP77Yz4Op4wKFrvXlSTCwL7hSOveROA+LVf4e47BP2FmnvDPPwOWT2PHL+UfK2HgcszjtEzL2PvAF30C+R77iqv3GeX/DA0wqB/6ZYAFCcF/TgcQH4Qhh+VK7VGaiYeaWtwww4niMSqQaAjh9geSaiJdEBVNnQzWL+yPthbBgQytv0NXoT8AcEZU/ux0UXA+t8GX/B7QHey9Y/r5ePPnlo5wGD9i5ol9bd3mpeXPDIvFfrnl//fUuPOSL6KNCmlZCahD1jjHF05B5a9lAve9f7u3v57ZP2gQ/13B3Z/4k1dX4H2nNIbT9MpOub8tuElQzmmRV89vCyaIBPDgjeb+xpgMwbw46atfuAoHikd2PYjSI2O2L7wfi+RlnIGMjrEOq/BN44tT72XxX8EZhzMWDlzcN6rEk/IupE9fveeMCSj+qJ+mCfnCtOsZb42tdy7Ws8Jpk3XO6soH5o8tNXh2IkV5p8APY7M+g8gFJoQst3AvZ5rYu9bhzq1/a3USuDv4nMrxrz7Zr/T7RzNtBPLw/penYdSz8gGckGgL8OCOnV/sZgyzeKw3PpExg5E34Rjvpl/wBs6T4ctHpotpyf5/86l1+Re8XWoW7zcWmPhKWj+vnBI3QA/DCYi0P7i3MWBvqQYMP/5tB/+0P+6DaH09DkBcEfOzP5jq9ifqwnvgEByZ/+DOiiBtgD7OfF3G2vb4XYAPOVlNyXfHvVexcOtxK4fZvTs2FeJ06qG4A/j2YbsFR39boNkJkBQM+B0NmI1TfmvfcEV7DQgVF4PnVRtxhE4mDmD3eukD8ijQG793XBb7r85DkoOqfPvCU+T6EmVf0GBHe3O+/n5uOrJXsccjjcqusI+4X/h/qxpZkHhAuAYL3owwhj/Iq3+wHM3eH0bjvwAGEHwN59udAGpHUBP+ob4o79M+OGqgTeC2i/7znXpG8y24JNo8K/miTW+WcvfgMmoLyfMQC4D2DiRsU2yot3lxGsvliA4lUTTLlfADbJgX0Uwh6KCC+YVRvP39jx55vBt/IewME/QIld7/r/dWqzSEqveyB/bPH0ezoX5a9BlLc7ro7t3ft5wLCTOGDEIsfCByy56zq4CwxPaP8sex/l/rvuirH1+H8uwbV5At899uztfOE8W/StdODMa/3GLFD5RJJuAypgwFp9osIbpR14oz82hgYc0QP3f6AuLvwq15tuxP/c8EyMtz/nC6cfHIRDwwViAFB0KX6AORfS3F/54fRvEHecd/fHsQz7nMb9xZpEDiGe9+0Hv2roY9bryx8uzt9dKQ0AjsflDPsGRGAAK50GwAOPfQAU2r/8P/sesGoaJ2D/uZ3sWdXW0K6f8d9J2/VxY91jUA0gV3BAqQFj0WSOA1if3ZB2ZcuhhoVnnnR5to8FfEeMPa+J/Q9QAno43D205r9/+iC9F4b9IfU2CCecAU9jQNCms71VWw4B/QRmy+W//33e0P/D97X5nvcLfcaEIO8KdzbK63dpB+DXhv0gLVihRXKhM30/rjm59VA6zxDIdTbP/d16ld8N66zs0shl+mY/oHV3ihk/IQwDyAfM7CIsNsC0J2r8t9rTNlTwX3OMz/h9y/v/z7ucArl3A3Hvuo6F39sfog1g8AcEosGAz3RAxbfF8DuPttJ3Tu0iCu8KmvwLbwL+vUd9G5k9pf4+uc87AT/kXl+uvXcv3RWuPqDv02ke+p83gMxipmnw410d9DLsD9Axn3j5x/jBofKsf0+3ZRP/DMXYcTpN42Ux/nxjgMnoHP3rrgaYC3PNGulqY9A+2Qo0a1s+zCd8/wFTJP9L2GgJfAq6xoFAvS/MP3mMbz//sMWRc8BXu6QlxwHIBvztD3SWbldt7H+toecRqN5Kd5E46X0S9gRZHxrUz6f5VqRn0P3gwDf73g2jASgG9AUHuIIP9gvab1xvT95XsPmE+wDY2vI/Z7CrWfdbzfsbX9ux0q09fVYQ/YzyvSCzIPQDgMdN2gHa/boBGB+RM/dYFPOrbTHpEf+PHl7r/ofaiLnwGjf8BCeAfyb/z7+PkbWm2cF7UGU6G8gBd/v6CQV+gAV5BO+HPNg/KLs/Rb8rfNYkg85J78v/Ee4c1v++uDUYuPEPzJvpASHxCCebnwUG8DHASXm7wPH/rrfc/YEp/8W5Ld5+Ufazb63HDf31mme8/8HPXeEi/jb0bs/ceo4lpnEAoKc+0dB5VBHUDlzsAecbFSyARrG7uPVq/SufBMyED/vfCMy+Fxj1wN4PBPP9fs/csxlPi4t058qaG8WA6EtIxhaFWT4xiPBD4+FjP/583HcXAOf/xjOf9LHz8sPetAcE8wHf7U9bXHf117kY0MbcjBhI72sE9991zmfN1++PsPtxzkf2vv3rrRrocvfj7/+OG5qeN/YN57bL2Pk6LKPfqgxoREaGP30Akgwoh41BFG0MHh7lPfiDzKd6jnR4ZN0f1ZHjAf9/mUPESNj/Q1mY7hEGNO9bf2iBvcv14Z4LDAB/L49lQq/TZJ28swzdL7R9+59DtP1vWCSstTd4B7nWOUnv2GLfAM9gzZjwFAL1UVrHy8gNG4DOs+vkv0pI54pz4v3p97fxxId7P1eFcYSCDS6+p3//F84lvwNE/zuf1n3CEjNgC84G/MaAkMIfp8xuNO4u3RysOVQiPscL+7k96b0mWjmi9xe3ePBoC/ldMIfsxxA+wI+zh/XTyjbg9nx2PDz0NYDXtOInRp9XKdYfBupd23IfYIJXGQ+A1r3Aufh/PD/pr1eK/fo/zfvJ3xBrMQcgbAdn7oJ8F8sBdDTX27rtcGMe/rtK80/vUs/NeODZL9S1+7rjt5T77f/vvhG+3N03/jn2cSMAB0JkHst7s3h/uHK75HDfgC0JtDnu5wHdT+3A/uLJHprGBouDSl6WPzEJKBf1ByGRi0L3ffqi8geW6hG3+DGNP4Aj9xQMEICka8Q83g23+gJjISdz6Hk/ce/fP/L7bfdftZbktc6iDQ3gjkeDe7q1AZgBwIpgwDAO6LNu63YO9fN1Gqg3lph092kVs7ibXpfqOQXi5G7j6wI6FNKak+L5vDWwHp/4fmoOYDNhbBjAecI4QDMb9clfRrojINgo5sYD+4to1PqeN/VqSk5xN9GGDBCe/i/77zwo4tBfeP//6cPjfb7k7L3z0BgeqW9AIWj5AGOcz24bmkdlEQB7v+l/9D7H22cMOsYdtP/xwRv/fhE+8P3lQdcDV+af6tSB+07e/J1P/N8B64DX8ry/Hq3HOdN9ftcWUrGW9BbldYA5/5zx/mXcvfd/Ff/ng+pVPegAQXNAF5DIbmGAaEOy///GL4T+57fRx8ZBsw7AtaOQH+n9C2cqcBFiTdQXWo5Ypkv/L2J5cR+69XFfoAcDXoguIqPZiOPLqroB9RX9aEYHVL1EDtCR/mIFcN3yoNuApg4AJ+F/URggXnoswj8Y+rfC97+/mdmeDHjUMIDayTSgUAMwutFFyXidoO2X+Afc5Ry4adX/tV8+n6My4W/WkAHCXdt1x/9pPGsI/0e2+QVnLYr6L+b/TSc9V6wBrZNOw9VWNn5scL/kPHYC5/zHdCfOTWjD9MrFebka2E/oeATU2IDwwxUljzzLFyP3D12PSlAL2gHB/P/YPaCuPzP7y6RTcvE/0sh17hDWL2z2uf9bShzND///uENEx696/kcPr7nAueh1NNeT3mG1Sq7EgM6AG74Dn5AdANB/jwHO2wHIOKfca+s5aB8/bPMW/t//+WCDb8CcB4LUAwk1QC+3//H8Jvtcos11+uww9x0O2B0Acj5qlfkwNY49vLpjEf7fMKsQSi0KMB+9ihZD/hfrTM7DgGD7YlkRt3Mi4ig9OVzs6ck/oQ1M5/zGjYHqQaQuTg6AwrP//d0H/A1jcOd3CI+cBW5ZNCTyIvOjwEaxbn/QBN8oZwvqhV7U3hJ7d2r+ntE3htnxPv8Hn9jX7EAt84jdO42XwWlb/EIMNc+H7eMU1mr32t0KxVgfOgnsr2frmjGu+is9s84t55lrfZP7xmpbON0GPH8yf4wsl+4X041ucWwucMrNm/UFv+QAccJNTB7lS2/xE/d/wI8A461dJys/pU3ygDdtTDyH1D4AMu+I/SyvlgUT3H9ZnLkN3wMej3g8blPlu0HqBYbQB37aKu0f7K9Fx02Sybwdfxy8lf35S6+LO2Fk+gfo2kFyGBTeqToJXM3zti7OpzNXQP+TyWjl4kH+2+FazidxX+f5De7v53Dc4BisW8OChgW2cfizHbq7JvyXsHw3wjCActK8j4HnAxHNhbg0lg3299IDkc2NTkZpmWBhjconZ8LG73Yudf6vsL5CxaZhVHi7xY9wiD6Ldv3nJtiahSKs7vJQlx8bEN0JP3rLYwIniFzZNUGjdB6j/uzlDW/XxPIB03iH/Fcvyk8H+rgTTTXYF3sjsXPaG9DD62CsC7e7Kf4DMjujQpjm3MV7Xefd1/WA0/vJ/uepzntD7AKQZw8A5hSifMfj8EgHBrpUZib38eYACfiv6y0qecA79uZBD75R2EVBc7E/oN8YD+485UIasduPzhVRZGWP/YmRCu1aj2+AyBjVqPxduGXu/sc6PmRb9P2Q++n4biBW03Cs2g37H3/w9rvwm9M4l9zrGQBU7sKq/7kmhe//v/4Q807ebnA6lht7Lw2eue183V2nJbLwvG5Mifd1YTstWjs3KK9L/mzrqCyRt3+iDoInvjz217z+UHS+eD9KaS3x2AP1OTTMBcfImQAXCH0z+cZOqA81xZydtSt8cczDXLgTRTF2xr8GUQ/9roV6gX94g0CPzjFtzMWLBxowvDvQgaHrh7zd76/3Fcpl54DAXglggj4Bbh/tJWot5sWKPpAfBSfP0uskWAA4PLQXy/TA4P6rIZ3X49zDVAS78HD0CuIlGUULRHEJ9UtpVs5xkqS5ofxoRc64byJjJqfeBZ+L97v3w64+gyab/5F94BzYfxIZoOoDXADqwQiQqwqHM7NYl9RVih+GPknsTFT67EGrxv3MLiF1fn+BMKNsDP6RRlbl/4HcA1mGFrLuBpWvPW0a9zlJ9GbgHrre/S16nkOeA0PHO/FZj3HszMSH0Ndh4kfMv/xHN96Cc4Hjvcj3tO9t2/Nm5ZmrP30A7e9A2+l/Ma5MXRs3XjIlPh9JZ5NeM3hALxkeNrDzf5FDtsTi9GAGyfxAmc67y1fWg0Alcnjif3fRTf8tRu8FhZhY6NB7kbt3aLD/xdh0f9Hp68Y/DvlfHpIfnrwHWiYtSr8xbgCNzUffexAHOZPfoJhMorBno1C7o2UbSngAnwOH9fV3wwX96Tbg3QWcMEYZh3NUhyj2O2D+V4iwOPTwHYLhpYPTie+fe3sEJKW+/ICUbxH6+MUHcsacD7OMhcUKrreeY+/+t3e54cL6//5xgtyGdLbzu8+d3/aw1TNk/uuPru3tedieXO7fjl0PHhIzPEDQ0Sn0Hz4cfn0kIhbnuViayEFhmZvTPXCT+EB6hP+wkLYqjeedFkbKa/UbT1gA7UYYfavcL4RF2MbS6Dli4+VIEsxJLnrf/UCz5Ff1D9WI1IcbGNHAH1g4timyCNW9rVXnp/zq6PlHi3/1yLl8RDNq7ou0mPICdI/e+Bi46X8son0lcW6RFwzd6FtvFD88xsT7ZKAxpYPx5KRPdokHJtwHVpn/P9x8T4yUa8DIBbtkrDKpwzu1T/01cL0o49zySGZejH3mkJ3H7KbH8P0DPTEk9/oRhx+J9/snjNLdI5Uq3PzO/z+ztW3lgO8yjva3uLeojczgEBvlprb49poXo/0+d7QVSG7ljxfgQd9ztkv8rTPORDXghz56wL0fq+/+2bpz7UL+HMnOD45uya6L4wkXJ+4LWBBOF8JD9vn5F2x86iO1AYb/JDmDL2NakGkizo8fXkTT2bV/PHO2EHf+c8GvTXvy/8O48sge8Tjw2/mtdCX1WyLLQtiQ5u5l9xEguCgIHzeIrJ37S/7Jt8aD/cs8MaLP/vkxD1xrNSD/GWEM/7T/S9f8ZUT+8+ANkfdl/F0xPkjSAWb/XXl4AK8wFNruz3aRD9zTHj5nEC/axu8STM/znf8h9WHb6AL5sEjkv7kR84rR7vkvN2V71L8etj8Gk/ob1FsdMA5gajtpL4uFQS7OUQM1ndvDnbJdzxIwfzsKNn/W2uLp4f/lvYu5+6ikf0Dzjqfr3zqWt8OdO/4HcJk512mZQflsd0seQXF04dchvvwPyPBAjQAXXvBkUcSSF8HH2EMbuo6PIPNJvB9M3gN+dYmLrOyIDUNqZNbrE3/jxka1Qm/Qc6tNVB+p+/68+wdepOH7V2NRvF8rlIR5Q9fh7ft1HzM/5pON3gkh8hgLO7ndAn7AzyTPlsbTa8dqG7xaXRSS1/s7PgU5f0v4k/R3Y3wd8JmkE+l9Tdi6XI/zplK+fy5grd81kYf6Xwgtou2Gr9wU/+NMEt7IO03cJ3VIdF6gGPDzAfEfaR3Hs0NW2P+28VOeFPEvVqWE/r/e8h8Aaurae9bZ63ze+5+975h/JQHOxLY+euqAQ/hsqo/e/p7PXmhfA8+VgHF3fZOXX56Femqq99WGH3g3APG83MNS4Fd+bwGY+IaHg+mdyzyazNlbt5OuHHAnX0tdH/PTRf7Q0On3YmbOvuFhan9G9mSiIG/CdKfWxcGEnQHtdf2Q/NXdUyRhHw9r7lVL/q+4d7GrbOG+5yGE3qV+CySefLcuOwR8X2wn8rbG2v0f/ATfMc5pu4sVvLdgcDxzp8JdzTaWW7MZIL7jdK6WQOcZzPkpX+/UHPu7kEHsPH5v8w+e4w60VQ7k4wA5CRtQywW6/qVvGMAVPBLElC9yEfDrrCLuOzxY/ZGNC/sTx+uCe6bx2d+uFxlZkqFHgFfr+7lAaPEovL90nyr/QyYS6+7z3efHVwABDwIumuyHexDsr5/szn8kDd/H+mwZA46Lxlf77qrR3dJitgnNrbiz+lmE/38l3WWx6DywnMXPP3b54D2f7W9dizmq9LdlOn7zeICqA7yO7yfRNkDoBwCHXm4INsre9Rt30j9Km45jv38W3nEIh3nbbV4EXzy+hIX7fY6fTdxhw+MF92gixg04D53+OAyi6doEwq+wuF/POYkNE8E3KOtOi8G79bkLfv+vsOSP7f1H7AHp6gPse+BmaC6We6Md3vTbL8SDHd21NxzrAe8aycbvvv8qFTy7CtKAJu3dMDd30IDnacDJIh4GD903AQ4QdABoM+mVfj6/8vl9sV+Ivjfe452/WGRY7xjNJx8S2Zh4ZESEQ+ABPKYwi0Hbf4ILh+YKw6/IvQn0XlDufPL808/W0U5B6R/Af0Es9CU7IBjzu907rm8+fwL/D2ze933hsbUfD015tUgY9fyAWwAyvoIeU+FtRx6qpDMxvB7sH+irCDI+F/ZXPWB4BtQQmiMTejsg2EIGvq9Uz7bs484/lX4fOxvMO7aH7bPQ9CjokdAHNLkD9gHSpfZw93MA/NhZgv2dfCT2fVPXjmzUazobbBX6UtqFJKQNEEgD7j77WQe66xjtfbBE7PtBlWwhY8/3T1PuBXDu8x/069k8E+pCrQPsdZkrM7v6749U3gBtA5pu1DQDFs/Lbmj8H7PaLwX+nnAfYu8XADpOfrlAcDqEqwnYEPyx9/2u6Sfwqh+wD3uAfMSqDYvQRTwMx7vA85/W+h6i2ybeAzw/S/QB98dDS6ZP6dH9xe7o/B/WA8p34rwL3MaRP/W+I0Te++JrhbheB/j5cew9P2q6Vt359tms68ZCYHiFmAHpjGw7ANzcA0g668vFEP0fYGk+NhPD7P4ZnTDIzMCOgdMDOYQ54wXJAT2nf+8PSMYDlrP0l7x9xAjur+4+4HAPcYWuVfc15vGPTcfpT//UBoAOdLQHDHHdvzioiDjn5c3XkD0WbNofvOLfP/vtGp0dvg1oZ2s+nv4eJIgbXSOmGLGXuw7VAOsNOP6nbe3vn4/OYROe3jdycVc3e+sXfoN1jwIJi0R3XdCDrXMGhHQRBxB8wwYPkMdF2H1aHGEPnKsdfvb/luL/4Jd621G9DxfOvjrv554Svt4Y3tEH1zlAbEBT+38/afde37Wl2BqK71Her/9X9Vz47pfXi3Fpanr67npJNggDPHCdLOzUgOQn7xGvASN90LntcskDvOCny/c8fyjzjh56GAniOtd7/ndBeu6Fea89jjScUPC5fwY8zwGY7PK9z0oYzlUd+7vNv8RrEd3nkOA7wvxDG27r7NnBIOVMvC+f0w6Bj2noAIUdF3zt99/313p8buprx6lz3fc+gc55UOP58q8StjHvOsu+YUzy6aIccwcwEasnBwdM+UUuTMCsZF0HkTq/QQPn+wLX//7u544E8x+x3odlEd7f8gja7Z0kPcB+pwOAHoB62/Wf6iceXug9iV+gYz4xO//OtjPqUIDTXiA9Pl5by1reutCt3ABh7yOL/nuf6gDj7jlNaE3/jc6y8wMgd8rHzefBd+eWa+B+uuz8zu+l/fXOCptPZF3Aj/kH4P+vSUtacIDKALc0JjbpQ1/oyZqa8l+9TwLPpO4Bvi/q3QfR+UL339d+Mf7dx7cHBxAzAJwdcK7AD6yE02GzlhiPFdPvi/hWJA7BdRDO2rfGjgTGors/lq9wQFDdVa4D0gEXXvdk3AgtRn8rdYf7n3EtidnZO9A8f5xDpvv7/DR+9znT+XkDpgJ9vjizI9jp/08cROrJCKso9QApvkAj5IHIrt0QT3bNl/75BWMb5Yq6/NQ3L4YrD4Us+6SHee+5x/78efKFw3TZBkQiBiCxLlJ+c1LzFs1XpQtN7C9aO9VrViZvBj9k5FWAf+Q53vD3fhFeC7YBwY2/2T2g91Q4cL3vZaX5YU6cz/ej+RY178TXFO+zZ4V73lPc95sHaFfr3tb1q/0rcZ5qTKBflJpVO1AUk4+GnQN+OGDW/9zKNLof1R1cWviTnondeFBUvRg8Awt8T+oa9Txukh+Y/ZnBQzWQbvABneaGATD2GPkQDb+pq19bRFqUrxD7B923hhWcTbmK9O9dt6DvDWcTZOzwAWJee0CsGJAAH1LMf3T/pfnxwm1jxw2v2Ppvjs0Zcvjne8SN/YwpjGV6mszymUmXPhceMPQAqeRiHLlhaEDxUfJr/xdeeuDwfzL4C2b2nB5WWkjMR4/5BP3CIU1EDnXjT1v+1etH66FZrh9U9lRfQAPELXCJh8Lw9Lmc+8/udBt86lz/LR/w/Q9aeK20jxb5D7W/Kf8M3EXBkmvQxLHJgPW1MN1gvg8Ey/Kvl4nqfibrcPOrGI7zfjutf+wFQMA1uKZFa+0FMtZiW4DfRtwAhmev7wqmpxQGANDXgLcbgesxaXnIHMKDot7Asgf6hST3C+kikLlIUGQQ6f3sP6+H3InD+YNtNCUvjA8h9vwOEOgPqLDAx9Dvx+63f+5PnNoMF1oJ/sxfZjyztrZf7H68eDbS+XN/b+/DezrC0wccmBADXAa0Bd+srw8zvO56cb/xX54zZGsLnvwfoN3f1HsP35Mch9XZ9+2zXUvz1G4q4Mjo/YooAgNAn7VSO+DzRBz0t4dCtQ4aro4XCbWDikwuAmTT7g/wP7WDRh4KrUT/v1qE5+EGaaNd0twvzzGgagBxPY7uR30lfT4tlc4Vx+htbng7xHPBtrp/d/uNx1mk/UXzD0iFEshcQ3sXQX+Ap73v5W4E/+c5r//twONCqLnC+iz69/5I7vfuX0TNtRn7W9tKhDdh8lefw7A0kjxzznSnLfoA7QXrUgq4EYN/wfQLm+Lpi/+XXfwB9mAx8kOoQUT4+/A/s9F//UPsBZGLy6fhq264A9jEB3G0vmxseWN9ZECCsld8cR+YazaIcNAvYlgS8jZd8T+6f5p7Pm58ENlb8gGM2v0IGKnuyiVmgIau46V/HQAt9ZXv2hEe+Fv7T5grcL5R/2P3I3bcTuPA/tHfePc7m98XB7Q418EObOUsVc6BAas0hgsLYpQiDtCqLkaYMMnp/AvfQ43SSz7wRdAcIvRwNO1HDWJsC76oHxJOMHRoENH/WQa4V3zqB3x8xG4kfe+qFv+DD4WqXmf0f8RBUqcYXhtD/8kfPON8gkpg7oCEP57XA1QVDCjIfIAXHZCfsIT/wY3V6X4hqzX2+q/9B+x//b9zqfPLxP8QYlum+yPf7WGT8eh/7Svc2wG4HfB92hgyLU8YEp9em7BoWNX/bcEiMXoRFD7E84jZ+O7iRBeV//RwhkFj8g2CDwDRFhhjvgP2KHikHDbk8RY90k1YRfp/h4uAv5X/FjH9P5/rrGLLoXUAKL6WiIvmmR1VrP3gZAii7h9tHPDrPG3dXw24PNeLWoTdkU4fP+DYXHT8Lvf/HvL7BUEGgP4ckbhv2rHdd/9/SgbHzutQkGjOAKW53Z7AGtAHGiC4P2A0Pf5S4pV1BXMAmH7ShUPisLA+MnACrZ8JF+M/+Y8OxiY274BdmASI+iN3/AY375Ud0MMu1d2dmutBeAckq6hF3+P/zi9x6KH+P8RzRcJchMz+80kn7oK5CHn1gESC7mHB+4jbGv+OYigu6gBID0j8jvuXje91iG78HxQ14Jsb+TA3AOC40NAZ7y4use7dZ1znXKJpYEDHfYeod6quKThAf4JjdW4vlQ+TNTLmDYlPaTTxbr0fhGmRvjiSHHr/hEY5dEX/Z81/xOlgHu3//M/1+d2HZjpo+gCWM+mbrBrsvYXV4zGqmNQb22xkUe1dYF6EOswiRs1mOBY7xaWVmLlgrgv+/rC3RE9zdNZpAK3ZsfejxX6g/UciXz4ezw60tHdBsT/0/uA/QP/Ve/ncNnsuRn8d/+OqEb6JTG1SYt0BfPUmoAGx36bVaU0MCIelTRK0gdwuznEsLuy/AAPHf9L/BXr04AmbZQzw2Pn88j7yD2Ly5KCTQPhPFxG+33M6pn5UwqNn+t8XZa8vuOj+oZjq4MX7/4DzIgB5r4dhciYOENw+wpfRBY8hTHq9msb4/kzu3w18fay1/nronbkpb15+SC6jSfFuz1xXExvwKAtYal4Pl8g5eADxDutW1p1t08yk9AHW/lUzBvW/dc/ivZiGYaociBqXqCwA1QNUfAAeEwJjvNeLwHXxQnwxkPNGO8CDcEEjSxk9XGqOiuKWYfWN4FGgVQ+RcYa6SOa5qdobcgrIP/CD458jh00u97oYkM2und112J3gvW55wONjsVi5CMSwyGPeeLhfNaHMQ/Hca/s12d+//8Me0SuhMFaCSv9/PiKdX2kdEMQTDFgGJmWf9rLX70lBpVU66LpG7/VS9ZWc9YW5xv0tAwAh4gHSXFW4kL85ncz5fbvErDM1+1kSPy2GtdA+cKG8kV5AamHGR3PhdqmTk8orngtomaT78UENt7dFVNzzbmqDoJ6jCUl7WDOID6HGjTqHlXDLxsMq5pA/Y9YDmj4FHJ/3fHnmlMXng43XIvQDbRvAW8ylNh6gL0WfOeD047clmz0ajx65WP2KOz6f9KyniVDzBJbz26jbhf7UlHGEDshsXZw02XBBBDzNqR3XeTur024ED8dCPy0Hf1nxXSjrg3+Bz90YDTy2Bzd/mxxP69Nsfjq2wf1chDuJ12a9nce/Hr4z23W7/YEb4XgcP0qadZOxe6rcqeeYk2fk8EcrzZqAVNFPWQC+abIHV/nkA3d2iv0/5kcag9vXc6hbLi6PWh8v6ww9b5c1o026o9J00DZajbEtZLP5+VgoY3zIPni451lutv+lORwDA86mrX8Qtpo2oCkXwjo85+4Zq9fbI3UoHc7aERd6btNGdPN3/kAPCOOkLsV9Zttwy9xIYiYHoaYHjCEJqQczN3w7aWndO3I7tNBnQ3cIeIfuIPMu4WLWm8/xM86Ps4xxQf0aMph36o/+Cb4lYQXiB9g/ss46cJwLCv0x4nXXgaugMoJ7WWB4pDdR+v9jksucC7MoTj8Q7feMvKfz79pb600bgLPSON8+x8EJuKNHfd4sCDOwqN085vc9kDkp1r3Dv6WRNR9vnb4nvCf0Zp79zXjfSYctILgv2Ild8l+4h9CPLOt+XtyrTR5gBge53guzn3Rg3uh93L/DDxyrOGGxFYziVTwjLX4NaxZ59pyDP5zHoz7Y8x5rjg6PyYL+Y/+IhGW6p457ZxjxG9yHXBUugnX/95rgxseir4j5wbfEItm8dd/7ju3xqgC07IZ4cefLdtZNr7xFYuYSb28bMy2+pG6ODIY4x7DvUAxAs61C8cDr+oHdBnfAX1bIftv/Oz2I/+qKZueq93VL+PhM5nrcOp6fQWnk1cd2o3/lRdm32M7aj5hh3OFrkDg+zFSl0ATgSX09Wu3g5k6F+0js4x05XqCJd3JLv/y/A4uT/dPw9G86Phk+1MHjc0p7VMq0EDqtxq/fPExvYdWGAeasRO96tW/8dhlor2Zzf5eH0WMk9YiT9j32xTd31F1SoC2rQfrQGy++9P0Ov8cu7IxqTKNwSZ8sUA4A3HNb/vsD/MIXaO6olNsnfBjVHi2q8cn96J5JpyJ3w27adfa45A8QyV1VXAuIC6FqPkLmX5/uX85Vt+uURj/Dg/rUuDnIa/ym+NPsibLR/cAxT9b9e7n/sXMfcPnFggHOQCfC+r5uIzwjyA/YPZi25L8yk+jFU38PXl7k9/BtQ/bLeqoxF5vyV7nAO4Azvqd6J+y25O9a/Xb+nAS4EN8OSrPTSfFZNK9f8QPNutxg6BKMFiHiW+T3+/899e+SvWY2Vrgz0radDiZ6q93QN+Bv/zkfOOgg93iAzDHGcONc8v8eSMMvhPpo2NzvgEWZD+A1u5AP4mNy5PlK2cgx+0hji5v288v84jFpA/qFcHLLb8AjDv/HxT77K9acnvUWePtP8206LnnqRQTjtrDTRHe4Spr/V87nI3ZXmIFnHkX3uUu+Gzo0/gc/992vWl9DzikvWmIX5BGx1/ipkGfk3f9bzucyPcTFP507O+8lNCAKyAHDehT//7bDd9I0AYPgvzz+1/ADM2EeCEeChIGDmEXfNyH0zU0HD6YMZ4jXbRygMkH2IOT3q8IgijyvV29HvK32/vbocu4//w92R0A6Q1nqb8Yfb+eAhPL6E5wzRDZ68xmVGhwTExDzHvau2L3Hxe1r2x+y/ZTe79zLQo/Te9O2k+nZzmUOO8c0krvR20VPjRTrq2E+XcwfL3ACj9s1j+n8IY4DDv1x+4BvtOeXJ3hj083JhecZamZQ4X/cHxOiw0OxH/m/cjY71SMaH4zr0oEWYXkbQ/rf6q0GooYbJbzvOL7imgFBMxf0RNPlxybkdR8Hanvj/84V6jkRlrXEv8ASMA4A7Z8n+Rxa7DhckwFT/+OYeR/PfxIq2nvsJei/w0CUOHAHzGdAzIBb0MXAY/7MQmV+m3vX75WYp/GYA4P+5rybUP/BGOwCDjQ3/fGTXpwkf5dx/2ucdHjX7lM26FX35aDvOX7omzDpgcVbemfE/Q98oN44ltX+POp7520vPpfl3Hgt1KAe/t7FdbJ+cwl+p3r+bb65L78yDgD2ftBziPgCG9KWb2jXBgy9CLsdqPFDLo8xqbxw2aj9SOCy//X9DweQ64fMYtP1Q9T7ISa4bf6AgtUDdIM6QL33mR4qXOLvcT/kUkDFVS8Hk52Lj+bMdvC8R8v7faUxLe8/msYX+nMOZ3g3pvZHsXWZa3t4mbVu0hL3j3kdFe1T1pK2Tqn7SWe6/OvojeBpA5ovjmfM1AYI4P/MEwLlbQCKG6Ar+g9AbMgAhofQC8rvE/gwwpocWu+RYAy0y5ycxHvDu3bj4tt8MSKoR+Xww8skivsZ9gjMXG267Poont7FQRBXnksHMTL3lb6wXHxqoXbU6EPb7KUDsNg6Br6L5y71d4LP0XznWGsN9S/+u8G/w36OOzLVebzaWqvMGb7fs6LHYNfZ4h8AHc5dpfBcNcCCf1SFeiycAaYXlAUJcya97843XTtPl/uoofXkJJEfUu0/nHvJSB6NUdg/wtkP9FDGAQ4PDrk6uWu+OB5Sn+eDe5sdfJDByNT+4sN4XMx6sJ+wr6y7aGKN+G/Z/Vn9H4ptZ+uPo3PmUK2230E8VOvcnM1sW9u3nBvgTgac3C1wReeWu9RvDMDThK9qQMw9/3W/cv/Qg74GnvGZ5/p9WOupPBSzCN57upfELhjc0wj//gUX3gbUQ+9ef9B1wMOiuegF4/4Xuhvn90O9ZdvNfnhjNN/n8Lb3FMwZuUqqu+cCf6LxuzfRfzRfB75Wh3eYufvOMlQNv8/pa1EhNm6u7v4QzKfDGZm7s47o/Vko/oBiL78OQMpLugHl+IBxfiNNzJcYvg7+4/zzqw81BwMH/zts1G2GJ5oHWR8kSPNieH9K/qbhMUAWO8Dcq+vW/UfOHWZwCLv39PH286+Jqf4OcpanCM69203tEczdtpwDBK0TYN8Qd7N+3n+cU7xfKreOOZd1i+vZuoVcr3r2+PnyZpy3wy9pDXg05wClM+Rm9wOQvhhoGsB8ovOS9c33Mhf7ezb/2/+82O2SsBciIzf3YfJeBvr5FbtI34QrdxmV8AD/A2Tt5coZhJtz6PU79xF9T5vtc1i8rXCJreYbXJI6/IBpixeMqORO8fa3/QuW7TD+dRUZ9zlF143c8xxmxnGj57FVX/ZPiFtTDAiaxaUN+APUXoAMILDpLk+HH05k7st3yzSHhifOovyktVC3f4YUzLOwe8RCfOB6YpGtR2CAcEAZT9SzFoP6vMeDuvp7Ji3Kwmut3wD+nnHILmn7vUOsrWP1wkVaBiA9gNe7f3yQGkO+tVtf/ofeEaJPz0PjtDn6W5v7v2F26489bbpyFnyuYjfnA/uNEgxQ72EIIxsK+3PI/3PFAfvce7/MCf3eeJ7xcf8UsNh4PxR0yu1hB+ApaTpgk2WfxZj/v8vXCTGYi/B2/NPlv5h+m3tWnWL1VmH0FN0xvv2LcHf2DDh2tyCcBrHW5v36n7O85ztaz8XYvv0Ez/F8/lWw3//h9K8j/0aA8TNbmjIwAB9xmvs1C+sXmk+kuPr1fv/1D2aC43xp3zH+3IH9ZYs71nyabcM+RanvHgB+7uz7k3f73+930Lg1oGKhnxN30Hzt1Vuhzn74w5+3bH7umPNmgGZAoHCA9wEg3lWEjuNZd8Dclm2H7kBc+/zjMeQzqf13DevB3DYy/xlL1LjO3L/fW16ea/nBAQdbh85+XkS/YgOgfyUwVtQhSj5A+xFctsGy3xL19yvxP8ls/473BefNmP97D36wGoO4/8JO0OIRFm43CBaIyf9tLOABtgxgOzwvC1d1fxIu/zfCPQQcqplf5pj/anah+dinawcc6785eprj/2+7BlQHmIlhwNBrjXXeydXpXh3GOw9yf/p+PJ/icch1vgaYq3pss//bCrc2XnZGsl9k8l3edSA5oPgOa7A0cHJzQN3FcABp4znZj/CSaOPOfPT+Lf5vZU5aP979zWT/TO7T+SHZM6/xyRPsOt7vhfZoJyt77jFmrqcBGIta6tp/B2EuyLNCTFsY/BMBS/Bfic+153EQd7nzpP0x2QEW68jmZOeYx1vhjofw6kr+I/aDsQ86X2O9LmTf61vvraV6feMxwf9tu2PTWVu6Duax70XwYkuU03r5AUILgAMq62YeNaFbI8awsFJLg+aPWPavrxc5v2Gh/5DOl88zQd9G9pDBMX0GlIcs8P/7St92uiPOYMKhVC9I/d6ox//5WLLWskGQRzY+9A69//05Claxd7oBNyDr+sBn4cfkv/zevv0z1+b/aZjLxf1w68HlPne2G1qD5lk28/vPgt4XPQYIzIvrWBhfF6O2ehuP0e1BRbpPOh599YDXPJwN2oTP8yM3EHUeKOCg6duigf6/7+F5EHIpA4cZZP0H/VEWeQPs9s/KeAD23n9//UfvcfuDcB/UITxbF/9FOfN/Zta+4yC7xsCG8Y549RcBb0DxT/9dMFj5f8Fc2y/m8/F8p8413me879f3Lb+FcwufWxr7ZLca3+C2/wuezfCNrZsk9UxY8bIPcONiLRwQ6tHTX0b/Qsk5K9bVnJ949H4L/oN23/khGlD0OZgfeIGdmTk2ANcDut798s9ccS6Dd4dB4A2yhHs/0fe7Q8+dlvcjfJGcxFioG6v/H3RmuulBOTQgq/S8F+4eX7k/8eYS5X1E44CZ7+fb1/1H+w237YFz79tEy2ktbn143Y5T4GrR76xuizM1oHcb+As7wFJeHpK7fXEAi6mF3VvMeP1/sIOGM++/+00C/2pia+R7NvfXd0IGmgVlDAyIeyewzCEbZS6wrjh0PnUltsjf/kv3m3Gv5QdZzq1FJG37iNQ/6pHDc3c7wLTMls5+8r9i/2VvI/+/+1XoHP3Pj+BOzftA8+tvu78ZbRZOb5tEbviIIngj7YKGWyFLEB9xxAyQF+Bzb1dX/qP0f/B/dK9B1jidi1gYPYQr909MInxf+lIK5hm4/w/of+8DoLwdHGj+a9D4m4fwP9F4YR0CF9X+39vkcLfYMXBf68doCp5K3uXdBV3rnrs3IDPs/fbe8szckJvdL0/GnWudnqradWX4N7mtq29lyLpgDXWlhNfGGd8H4B+Tkg+ng0iH3v3koN3x/xtg7REsmBceQHyQF3bEwA2Q8ZH/EngbMSgH1tf370LnjwaDAf0Q8fS6FoyA/s/8jfz/648yWkvk++15/nY3/NFlvg3WOqEDyXX1j0+/d1sNd/Hp3g6T0/PdN/4z517vBo791/trvq+i71wf/IsMhpcPznhd6Q7bcl1S5UAJRJcdsHSQPfVPzD9E2tPwH8Lh/fwPuf/0RA4fBnoQ8B/pSGgDXKAHxPvbembRwhdh/nRvA8C9WvxzYR7KB3RX+Kd7oNFs0BzyFtxBMXGI/X/m+Ppb8g9evaX7kz0MEiz8/1/cBa/nu3VQ/M5/6d/XvQbEfyL7f7mf5bU4P8c9xuvu98oBERBybZ1vee73a0aLx0MkAAOSA81RmivTRj99FjWP7fwhbv41HALyP7eG1oCb/zyLwH+44ExksbA4VNxD7SKbiA2Y2WD4yV5Kf9/8Rdj4GzLbAAPcoXYt5p8vDI5DxP25+p//P8+JYF/7//+fzi+g1nYOqfDRuf4DSYowYM6bM8dg/u/+52lAh/ZDxP9K5q7+u6PHbzi8+U9+f8zd8jmtGabL4vT10xf5oNKB5crci3KOkEu5R3hEMVx4cUiICTQRPPRdZPn/qvxXPTLwkTZwCrGgm8iC7N8/Hl3j4HpBMzkxXALvZfEj+wgCY/9/5j/DZFj9Szj0UFkEeKs1kNErEgcIPiX6n/A4fPcyt4B1a+y4J+k/cXf2zv86HPirQVkXE6x9XzaCfIYVaQ3/6tdb8f0u13BAxkA+aq+0TvPILVgsDG1jf5Gbs0o8Av4FzACAMtYH7voPjRAWJStpk3Lxw6U3rTsg+U8KGLyHoVhMO6BxkJUQPPi6v8KBRVVaep7P3Aeb6Z7BX88HnrcafDy0G3Pzf281cP3fiTTdhPgTZHpn3x+R3/qUM5Ybc9TuW0sjqBfqbOI+IH3I/3aSG9sg9MN5JBl7LP3nzvAHptGuDxNtjy4COIT+zhl3sA/YvdA9Ph8ZEKkXdANNBPvj7Ju9lVrQAcYxF2V3+9NDG+D/A3Yf7qfKz7P3xEKvDv5zzL8ZO4c7FzQe8j/O8evfdz1l5pjd63mHnH4y9JcL5J7dBU9+egOYbvwOHtDFrkzolcu5yXx4fh5S6uJwv2VSebD0gN03v24I3E/IIcLD2o83fWDN/3tPmQ8/4L5/+V2Q5CAG7/eSecfU9SXupKdoV4/7rL9fSpqMqxICzLcFmvaf+y8I+gfnD+QNZJJ5mYyK6hsu9k6ywP24SsFd5eCgYFo3orHt+r3zsLD8d09S7GG53kvX89kH+23O3jnHPcM+410bIptMTDy8hT9WG8vT81G4/cS60xhHD7rc+OEdC3nefd3crro9hcOc2NqScY9vFhmCyY9fvGC59E/hMarHQT7BkeSfw8pDld9gDJe7viq5ObtV/bWpm8au8+OZ/+N7fHxiwgPcTfBrQ6z0zNbfvNfgyXv898jWdDx3dny5cT/+02+QPX7Z7rM/JqU+9u6mj54Qs0dyT1vBQ33eaZv75iQ8g9Z9oD14+8QKuROdztyrlRFlqA5QTI10Q79CH6gPi98iJjDv9IGYuIR6DA6bIj3UoYBYxMSe7Xf+MLxUYX/ceCf3MPrasKOS/Zwu8HcvGfE+6gQMm7nu04t59lP1XuWO9F8i6ID4GD8ukg6kWn0RWv22GNAFZ4oWJt6L+dpa+Yd6EW6kYYPSPWZc2NOBJdj+eG792h47v3SQ9g0fP9EVe2XS+iuBh+AY4z5iEwnGt9f4o2/w2gbrp9t9eSpmjlu6s0vpOa0ZBsz1ZtYvThQ2mT0Q1qwB91FC4BEszuru+jBMjPPTrmIhlRe7Vy5I+GGjJ9nrSvJ/UPE/gk/jbXPhsKT3kgt68CD+xNuaXvv4+TF7KpY9CONq/YkbTOqNKy8Ie6r3tR8hHyYT79aUH90/aReBj2vajl7TxWhcPAkZKQfGQ8zTn5w/ioKdbNGP0ijTc90E6OWx46FNKPbOGDWIp0769LXQ79n7F/Ya72WPuQe60tAbpPUE6h81BA==]]} actions_close -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} actions_move -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} actions_rotate -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} actions_save -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} actions_sell -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} actions_sound -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} actions_stats -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} indicators_guardian-alert -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} indicators_reset -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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4VYyW6xT4YNcqEAHNcfbQhYszCT4+UhJs6cgD2Dn8hZ2xttd2Bndt6e+Wlv5eZeVv1RVWBmPRVlfYGJy1lZXBXdoZ/AW2nb9e2rnm0s4zWFhWBhXDynVj2NkGFwajoKMVAwassRERBWHg4+NmwTbriECLTR3LzmGw7CzLt1c27uLq8vqKbzBsVr7FtHPqAS39OOdsi5WCFrQVsUYURGBDUdEsA7DhFZV14UgoghoREYs0oS2UtKFtGTShLd0Z0FZPwU9WMIFP9hCBT1bR7EfLWOaDXTTzwRIi2Gb3yHywc8qyMxoEW9qKAp/skQVBW7cHQ0EdLigVcbUNMDKKwQUVx7I8z/d9ax3b2oC8iIkNQbGyIjJCVmAISgKrnzZtZvTdpk08y/I8z3RbHM9G5Dh9m38j0uVYtBWeSU95qFMa8IEbzetDh0SegXbAp2T5SZaavzfUHJNW0XLYgmxWNvFgBroJxDK4Su02g7jfBZim3Jsk5fV3MunIzQCFuIzsF9NlxAa4DlyHkHjshFgdNzVAp+fd7pdMT5vPIfDjc+YSTzjZesvT17/+fftX5YIda5C5ZNGOl4qJeSYY3OhbwWdVBdtfBZf+Dh0F/5qGkqnP85d5OnmWl4IEzJ8IVbhl3CRNmYEx3ecIcOEF6KEfyDopCYLNc5GL2Eg27JKzdxQTAKijTuCy5ao/S+75g7i14eOjQ1DOFdry0h8rxwOqcR0+Z5eADXAOMtN7xFWXUkKG+hDZ7Hm0Mx469eYvD2Ca1xkAcjlygj+0dL2k5upDWcGvVbmPO8p8MurIQ8sWfLmpZenq6mvVr6hr19Gz+zyGo7e7M/k5d5aPMmTLowxZOGSs5KJJZu4l8zq818XlbzX2wVQR+avm7VnIW4+jP3xOkIz/BQV541CWUwmg4l9gs1wEDau9QIEesu1LyfIBzPLdkLH4XRbmrFxRoEI9NPbwp8czhaAcldHoyK1kmKeO4cUF2elM5LPToVncc0qNn95e2uBTq+h+R2nI5ZjMnY9R9IeQnayhXNvLagPMH5V4HLTrbMtPM02fmvqjfp/6nzMRTyDo29BFHs0axQ+JoeRXfjJcM45y0iQ1Xyrq7Mf5yqJ9m/brcP7kGF8jV/gdtkUdEazQKBE+Ab6IydobKiqWjxTHb5AUdVYKWv4VYOVdIChfHWIS5IqEg1m3C2ZtHPAvW+OAPjmSfPnd5OaXRFiORHvhabTTyWKhM6Aio/0ODXVmbO8BIZ7/gQnx9rk8yOcdil7w0fSSpN13ttoX5dqLbl9OifTjplpdHpr25aueqV9F/dY/7f6nXfum3vqNn6/vWyx9nb3Mw6EjeS5f8pyHWozhnapeBFaHk7/n/IAK2DzDm4+Ey2E9PElc9hVy1NvIIy56JOaoVLeFxmNKuLuZDxJWjgTYIDNMXYlbMvYmMBTFKwOac5GqvAtgykmDfHrc0O2EhISGiI6SQU9+aRoAzVuP0lyPmzbBu+ahn8VEh4sXPE9WcU4mMX5kCxrHbO24Fy10brdnKPpCytHuP1tfh7buUaHlm0hBvlpG5qIUzJy1E/WqN7cu7f6fk6GvJ4w0PR4g5+3uKC9Xt/gnRcZcSAEPr4tPHJOGe+qXCwSlfUUGcrIuBYvgXOQHPxEPeNsc3eKoSnJf5YqSe+mT3Lt3B8vzkOpAh6vm+A4YNjvfsZGrDVoh1HsqHiDP71sL8ptBmnuV4M49mvLPHyFf3Op4YfbGC7U3ctxQu+OIij5E3gikZGjKLy2/uqTmqgDCvA/ox1Fgwy4m/4ihOOZRlnO98vz4+ESHvnwuiMaxgJDyM2sCf0ew84CJo1+kTP3lKPegrPXo66er/c7V+qL2/cctd9eUYnJXNDb//HF31NTXo4Lvk3Ltg3q2/pmp4E+Kcr8IyDj6PIGbmrfjV3kwY+y8iIWshhNyEpW56tUZA7IcmODvgRFj3Qed9SQy2UPEAu6GBXufNgjXnacWQHPSJy0JC7zcKX5CYeQ0gY0GeoHY7Afpnxy6kMGymajN5vjhni2PJ/4AOSMkEJNPCkW5JREcFzJxaepeSymdeRltiLPRTVWfi9ua0OlrTcQmuZyT28PI+HI3dojHQ/R8oGPp90SifrFS9YyZrYf87L6y9PvLU/A5Ve2TvtoXJdz86B3Kg2qm/p6p32eadg/p+XpDSdTzGX7eDl/m7fLoYd5Oj/Jp5PZuRcUSEdeLZTxzi0XOu9+xKKG/577/AyvzGPHVhdBc5xFvnW1OehEawh+1V+i8tUuPtYCco0a9WTUQ52+AeNAKhF8Q1GTbEShsjV5EuLJgROCtI9K89grzmknLX4ukPNNHiI4fZnU8UdsDyB2FjjwyaMo1jbacE0kpzD2VyJy5qNOAJyo7v6HovLLIym/4oDU9Spwm52vvX4F3jZq7ZJ0BQA7mA9zjtuA5Hb3I3wnk/Bw9nq+j5/N4gZ/XIwR9oOLoDx9Pvwdz9YKXqt9LFO18XqDn8fR0Ho8f5+voZT7OXeXZ0Hl8mDR+f2Ni5k0y+PiWACjuF/to+aqU3SKZVWL4WFLDYDjVv3FKQuBMaK/LkAm8wwx1NNgV9yTK8vLLw0t9mrMTwfkVTmjzjAhbIhsOtP4hKeteE21ef4l57cTlr0ZTzrno4+N7tj2u6POjyCOFmLySSEoXMUtlLsrUJHfTuThfpTLgtfeDEb4bZfcxQy0eASt1G3pbHEcdMPcvlh/4ntss3/sJ8jRZQ+6lA5VvAYLmWrjc/Yvc4NHYMX4uj+Tt/C4/pw/zcvQsP3c3eTZ1IK/GrvFn5hQvRg3guWyp8yk/wNyJBiF/QnXiX7Ijnhff+KV2S9dBI6OZForK8K3mG/ZkkRgGkuWgdByzgY+YA5wHXfbEKTt3RRB4rpjfuV3dVzADQtT/yApxcBd2lok0cJvAdQ5HVveeaHObrMxrAV7OTaryTqAjdwQKIuSMQET+KLQkypYxcQcNYAYLj9gddvhFJyw38RN2DjHV6bAmDjrAjCCYWKDt/URC8z3zk9OJczxuyMW9RMG4ljEc1yKByLuEiPItLKp8iwsr17JiyrGEYHIrE3r8rYzGt0yteBkiFI8Tu/hg/OOUPlncfDWM0UawGP6CkAzXcqjh2803fGi2JpwiDnsTPb+BjHQJcFgMBy1Kc+7Ygz1e779aeTNWfyQsRRK07A9dAkN2SJYfoIowU+bfAF5erxphOaUQkj8GITlk0JJDCj15pdGVMf8EJXV6avNUKSo5bzVQ565ZeWF/ECyfajXnbkNsdwBH9nDRJjLgsQP2x7b66i6qVOaXQHB/pJkcMR7i44HxjhvGPK4YAzkkTeSV2ifnBMryqxKY87fHFutagywN33ru8OuQzdMl+biKOOofhpyetQ26BJnqdbONnzbN+SsCxXsVHAYKFt4vVu+Dq8RXm4ADdugbtrewQJfEYOX3GZp3l8T0/Vpxbiop1OSTRE9Amcyo+egp1Js6O3+92vLqM1Nr3GKk4hXmpYuJIXwSKYqhGZgX2JhtIwgzFOwKPFOAlgYGf9VNQO3fXFbDhF9lwkPis8PQOj0F0dMtbJsON1s4pxCYv3PNEu8dIxysv7cKqQkXEK+AkAWKl3QEMV2CzfQbBxDK6F7TUf1rMN6reVQU5ZlIWA66ROajTaiqrFRWd+70EHz4tLzd1JFvoOOy8wXZ+OjWnK3AAyY4A5sRHjD71mhpaGdjW1eJjpcHmzH9/Xf/3vI9Ilmd54jZvsHEdrv0FtquD/oEuT31RbCHDO3xQaOdIfOrMD6/BsDKrtEg+PjMsTw3NmfD9E8jy8Gdd225NKVKXp55ZOWcogEEsHkqlOtrFZ5zsfLKCA9vO0reNVKPh3XlKbBUBxOj3W7+8MIkIg/Vqtsg+tcRHCwi/ruA7Cs2eK8YYWFh1+EYooIIKN7mdH/j/XcV0yOe1X0JDeIP4iRtUTgBjXQl2QvPNPrShcBoBl58XKNw+VWQ+NuG6h1fBAaFyjTOsD/vIkL6pgq52w6WNP6E3B8G4rlNaB76yRTmpQLkjjoAThw671p9/ZmdGTZofIQUvd0WerAQ1/eFaTkNbNbp5A7PE6e4nXnFA4d8vJIq7qkKBO/loDnjxulttxmdB6/ApDy4DUMFDSTcPG87If3NsP563tuF9u09+3eW1rt2aDyelJXnmB1cQ6x0FPLRZ8gCHiYH3QO2KzxH6yMs2vTm3AMJBNcmUIoIve0ihATLg7tsb/flLsDVWn8HaLpNJiBiuyRKJcczl7QWXAt2frzUP4iUm5sGYBqzZu6s3Ko792bl2Xtku7Dhc/S2CNLbB1FEiv07ZFnuIi7wPVrGHX+c/BKAlVMCOTnlkJNXIll5Z9SZm4LhvVXC4ubBSK5swZKlTPeHQyf3ZYrouTgi76VAeFY9Wh+vEYO9QTxkA4SsdBGz1OOyKu5pZEYv7DoW+O4XYGAhopp9gZPVG6Q++AtGk/w8WIv3Kwg0+DeKgu0bGZ3NiuWjDSW9k4WbsD0BQh5W3U+ZyDw0AJmfPrG5qpScuxao866Xa68PMIHhwWiKjK8hQFJy4ARRamqXSL3NYvUHK0FjQMePSAo5OSpXyquOXZqHPoX5ZxOYgwoY81ACah6KRXdSrTkvJaUiQOemVXVOmkXnolt2L42S81IgNc+UrdyP3vEp2Qd/gTXwGjTVh8xbRxFDPY02+o3sghf6PPnqk5y/juk5N6wL8N6wwMIHjz+F2n7BZK/+PROb1KT3QrAM30ns+7mIs7W9aRWEAEy1bYs+fxXL9Q0sB+E7Bt+9XgTg/Gtg7qlNcSdtKnNUqCm7v1bd3aslBkZwaFe4vJ1h0/P1h1ESqeASIlZv3+dhwk4xeitNHx4IlOO3U5zXV3Z37vLu3lWwAO+vaXjeugCB2IG7cxf4HTb+GBJP2mX3OQCCnIRP2VVsuy5lJjsYOcGXxFzfEC+9BHbrbn5qnLFz7pfevV+xMbPageNtCZO/hhAsTl/T2PJZv9ZSh8EdQMPfF6VhsBPuTVA1OIEYjwKtVmskSwFWe2PJV2TSYvDdVUru36Y1d31Sc1MBZp4a1eatVHPOvdra80NgqPh4GwIl5u0OnLdBiJqqplDxqgb8t6k9OMj8vYL7Sw19b1Jk4XlYUs45BuetaHkWCgkFf0sY/E0BAyLj7w+Rv0lI3jUE4y/V6txOV5QrCdD2DD5VV5pprLehO9xJLPYW8dNRzAQ+RkvimENbviqA7qtWds6KZQfPu1x6f4KEiAenMR6sFml/AL39Yofqw7X3drjWtMPgHa9hbgq6DWO+YcJP0RCPGEnQq/6rwAHv3AJp/pVa89apNV+dYnNXbhbev14HEthojpOvKWTe3lB6okX3to7vbShVgmAxhAO+8PlvA0zR1zlSv7YkdqSyIaZnYOK6DqoJZ+J14lvIcBwNAiJHY1bERlNmxA4z9sPGEnbDXrK1wqZBheETkLqKbiNbdjrYEocRUz2EPOBv2LUvAi05alKalw5Y81IpOJ/z1qu8c7n4/q3JBNEW2TakIPP9WW37Dtd1Ha7tuO+7KlTtawKZPJkRFDiMjvkWZLM+RqLS5ARr2CFXrdmAE9DRAyl4IINz79YbNmc1QHeu1t2/YHyANoMIGDpfizjlvv7B5c5kamvfsyh6UO79d96u7X9+EU+dvcvLseH7lCNwLwJDyJXUWPItWNpgel9TfnavIMDxRfnIVwl4u/fZnsM4YnCordmIPLspmMGfoCVw16MhLD44o3igfILF28wTDiZSFrKK5/ba4yFD1Hnj/X/ab31lHjh2hMdxIsY3BChwGUqcEMFyXUiV2r8s2fJIUm6pJWEk67e8eHM7wKeV9zvB469MyZjdHMBisRygdQSZ3VaUV3zPzOKFc4onkpkffA2NAck9laLqrhr1RNdNLLL3y9VWz3+CSW8nL/EyHGy4h/joXGK0x80Q/gYv6+F4WA6HAwXJhxiXDGV9/ZNmHk66Pu4K3eP8uLipK9cdLDPH3/GCuxQtg2PCsZn2IROVNudLxsZfAFz4j5q4aHHEecUXuchol4MFseSiq99VNMAjitnzTM9O1U/702a9HsbSU5mR5D1iqrfRVjiZmcHpZDt8D5CMRwYJ5fgeohnnCyrxdS4+oNwUtQt+zb0RJVf/Bo7gvTiZOCcQ3FcN2HW5NxniJRHEeZg2SJYzw+Y5QBuQ0pYyLkCoFcdhMvE6SckpaRifbGSkXVyLfJl98lKwgwV6V7SjfOYmqve2wfZtUE49jqeHE8fwO5wUfE6OdvC9LAhGJR0w7gQqwv0SNcGodf3EOHiQj6J14oy0kjy3Sx8EHu0ngC2ViqWmFUJqMuQkmVVfwJ8AGP9mWkpiZcDJCf6XbfHLbZSjCmhzVqm6OIkPXXD3xD/OY3K2ElL+Ue4O4in9HG9JKHlOy8+P2rb9UdsW1fR7TP2UH1o+RNZ6nZ8LFG4ZFESDVMonw5lsgPE8O4rfm47eN3xUvXyTshU60vDdVmB41wmMZyOysrtnErBGAkz8/HBa1bI2yUO3N66ptXFLLB3DzMXbVVelHiCeU0GdHx5+Uu4xHm+pxPc0OjFC7fhiVY9r0kk8aQ0+p6Cj6oWkCPIfcYHL8aFwvWyIV0I6DrlZFh15ifkfgBZnEk/dylKDj8mB5XoKO8Guq62drv9go+rt+DrvZEKNGCcVcMavVkD4+gLl25YO3K6wRg9JiVZR7bjXNNRHBy2j7IHaGFW+GsUA8ZoK7H64+PlFKnMfjE8ctArun1laV1SOnBNInJPeq6GGkqXfqyGixtPrtBRIQALA8cukHw9FcmLC5nhGJ54mC+F3aA6nEoMdClfbz7xNoh4UMfOTcXmvbPN3yjeAr4Sj55yRnRet7xM2poL+rUOPF09tUtPnfZvmTQjQmgu0xdvTq7gAZBSPf5dMf3j8U0tlTvDBrYxv2kUtOLzmmZwjOoJuBkYe8grJSwtk+aiBKhfFsvJRrCs//fJyUjiMF/3d/TdTvaWZf2LjyXcEjd2LjOBuZrYSf0zaUeONRaAAgrwUgJKnSjlx9zbbCccTInFFox3PA1Kh9inz2OEq3PgdnsaXfu/vNUlfuJXolOOES1pD7sno+URM1ysghvzPlOnMXuDvEp9X8dTAntsczFQf4q2pgdnnj1E5lAD5eKmnNsezzGkn3Ma4wjrH8JwI5HwPY+joqN3kS+NI/nTVDeRZ+TRv6lof009R9Hj6Jl8lRY8rmbkuvHgbGcLvsB1+uTTkoU9P3vmk5O2nbGbu2gbydyDrHeWwD96IZFj494MiwrsksX0uypm3pq7afI1XWf5ZNeWeVVIemnWlyC/PiHqvVyj6Kx6CvE8UaczeH9rg7xShRzEA7Vv0nGGNhnLhYxSKJW+fCGXjtRKTr6YG+bgpEI+jfqEfBFmJQ0fObc4xuh8Obv7Ty/r9aOlvSr89oq9rwmHGpcTBTqgB5IQ/9IQVF62q8u4EOv/C2fydev+2Q3rLA1a+Rgvhg44A3Go8kahGjksa9fghmTxa0FzVdPWdJND89EACMCdVEOanaHHXxBD3UsrRP2Z2/m3Cje/FM/4JXgH6DwHK6jU2I0pAhAJUYvFBxfiZnlx1NejHVb1EQ64my3Y8PyTuCfQGhwBUnNefX3Mv5AStQdvokFDiTeLDIBiPHOIM6tE1hMUZnXw8M83LKRNU+RwkFH8LQnHRqy2XFCDklZNEN95oZOOMRUU6DrnU43uKZlzNF4iXoqbaq96jQpI+9VH0q4+jb1UEfaun6lPB9wsZTy8nz+SfmKm4nlBwDR7ru622eFcVnqdwpGVPccsmYI9kn8yoqMKtGkmOTzfF4vfT21Ndi4K89UjI7yUmryPU4XU/Hv4JNMW1NSpO6VacD8YhPrPLWv+udIKvkeDCkcwZAsW44yKRm41n+uy4K5PAb8JgczorEa9Tm/E6Ogw0nseL3O2IsXM1gtoWD93K8lDMpRpXLDqy8T1DMY459eR4Cqj456Tlv6iq75Ob23MmVm1PjIG8tDYDfATJj6KgfJpQk31alUGbNNsJm5rHRIX4XXXlq01D/i3g5F8rKL+zrLxQqcXZZDPcU8jJ31m57Jxwyd0pQz1Z61JIzlXRr4HT9x1hFD4l3jqcrIUTBsU4I5GNN05qFvk4a5PAZ9aoe56zHDfd/OSC1vcXKz9/xw3L6wAAccgmIDclizsnASlPLMKmOCXWgjLPK4tx1dTUf899rcwDBH2YMHd/S6qgZA2ZBcwvdth7F/anliXDZvoIB9EAOe5SRiDpiJKD31hYnoC1pvzOjAJyNJlBSMSc28pFNLHmjKCdv+3acTM19HJq7vzHVYN/uTsUmnHFIRtPBMCZFOTcLXvuSWPO9ShAclTPUS4XfJpKGbh4Ohd2/A6RiF82LXmqgjVfdcv7lwzlD7eEnBCKmNu/6+/+QL/FSRoO99RSuaqBOkC/3yBCH6fOC5uxdw4Fsc89YmjriquLyq+KJQXCFX14fJOIy7lUWXeCfzxA5oSOo7cdino+xNGTAQPnRwacPc7PJ8QjH4dunBGAjT8Cuf3StQrhPVu8OaEDJ18dTf0XMA7O34iluGCBHYdc43LCBUtO+ANMt06t689CyNTfCcp4Ox5ZxUGFwNwbBeupHPAxy13KslpZjqAWA9kfMLZNOihVkR/r7V8vKnD21paf0Vq4He2JawJZifNulZ1jRsklHtP1vuji5eHos1BB8xxIYCfTJyk5lOORRjpe6XPjnUtB3s2y55wbytwPTchVT1P/vSmq6jP5DF9pJ/hRyc1/dBMVrEfzWCDEPd6JBNZ3w1A9DCguGwRSxEWid/ymeb4f1IvwzfUFdnOBed6QiYuhJfzS54mbUyi6/8WA88ZTz9DQ19TzLZJeS5MwtxG09S57jkI4/ih5tCPHQaOWPH60A5rrSRPyVFTUf//9Xbue1PtHenLfx6ZN4L8IEHHIbJN/Op25PSZYm8K4/AMAVFxdswxhjd7eMdvgWA2AigAJ4buMS7gbVuV1GBiW3wa0fDKAj1+ZFzxyO+SkTFx58vAOu7QcsDXUdQ+l6fP2gF65k+3Xz8Rnz+Mz4otCNr44dKQDx0m13g6ms3xohzIvrKDkqqys9961zQUfQqIebzD0WYB8+Zq57ZVBcEe1v2aC/4oB/mZhekMPdc6F1dqz7Dk2YweM+BEgy7G8hQGNwciKy5YsB1tRuY30dlYw2AbXk51xUyIveVh4/s3M09J3Stb7kp+sv4Or0eRR4sQOXgjE4o1CN4445HZEoxxu9xzD8toO5z8zkPmhhyln5b6++/+P7m7yRcxKaHYZGP5G0j2WAzpOdW/Rd1sbBAs00bdKPoF5+0awI98qKv82TXm3CMptHynP04K4G6wGK3f9tkrReZ4JWi74aXjJ+jJV0rwKrfW6+cENMYt6PJIIxxmPcMi4ZZiVe+FYXnNNyw9RfL92Xbve3zOper5C0meRsuZOfBgccmaywAZRedcfoddwxIUDAjYoLhA4Jc9vBDT8PjPz16MlTZ7KypkGy3ZLn6U0dx8jfCTUlc+JCzyoa6kr+IFMIpg4Gj1DKf5YZOOQRTd2vHIzAdy/ZyoveeDJB1dcse9ttV3/h6j5IwxUiHgmEBa9PBrezHYYdQyLtRoxhCTEa/a5B0hBGBrw1TMvV1VS8lEfID7eue3x0i2R05k3nG/b4qNCXuzuxbIKvOOgyvcaT695Cv5NT0TMwoIXFsk4YlGNLxLReKUs46MSwrxek3nJLicXpMHlrf9fvW+t62MCVl5RSyhq/RmYpzD0ZKrAORyQWhH7rKyCEu5fTGW4khzHcwywWfm+bznGSp3YMolGyXVVLl4PmHLISUms2zOx9IuXwa41+WjXKu+uWHp74RqBYbjyaEq4zZG5MGGma1iUdbLUPtyGGU8TKzhiEo43Lul45JHbRVvI/Stn85EHonyPEDLdX7VO3PzegBrf80Pjjh+03LX19V77V8wT/KT8E7QVzxOzOOYP3F238BDcQFL/qGJQ6FJzHA6jZQ0UtEK0LCtI4SPEWFYgthAkdVdFesWJ/80nLjijeCI2xrnICy63DfFNITl/xcoT5h74C3uz7oTtRAUJ09kthiFHV7n3++4ID+YoS+OjBeCuyuNL4xfFmtwQytfugukU/tHIx1ETpLlmASi/zIHm3nezDOlyLlgLt6SlXBTsveHuD7li8SUrxCEeSEiyF4UsADtacta2kg3If5kgC9+TNVHhdeINnxNr6HA2soX7kLk+OMqEpqu1x/WkY7vyPIykj/zknvPzex+xjp7rneU4otSOK3olOSMDKI9Ek9f61u73nzTqHmpV5aMOxJwSKskvo3BLQVfBN4Q83bwaub8HebpwQvnHOwGAufeM8K7yesYUfxerZRdrWyEEEbBDoFQCpAzQTzKjma6X/fA3a+K1y8URXiaG8DOyhAeJuz6FXjupkJizWtF5/TpupZwuB5vvRa6ekfP1mJqpd12cfKehauvt+q32z0q6+kwMYz6qBffSSSYiB+WTvOkZL1fPN9j5O0HUYNxNvOKYQDbaF0cnC6Y1Lnvwa84GTbUVMVm1aYc0Dcj010gI+1Nj7vodLbHZqTyRy/42K/gWGHewNL6qxOavXK8W3gGFihxOFbzrLa5+cfP1901fPzVPz+nYeVZXm/Wu9f3X00fQb1pNuaqTlZ+WqfmpX+ZRu3+DnM8D7HwUGU8uJvZwyh8qcLwcHH/LuQ+HDUxsYGqWN6toLISybdC8rVOggB2vezjaehipETfTZOJSAGS4jO3ZH2QJ/IsusvqQI7HWfexowiQmOw3Z6ofYH1+NmuNq6bniKQF5XRzh/RZZ/9j5Slrqanp6TTvF65HC8cMmHX+cUeau3m8r+KikdYwHbZu7ZMRs/R7g5u8C8izHQF6amrRtsrLmFGPbrButeTasmuVGqlkOLDDLa7a2TSOSkuQ2BT9axSpMGAvktnmGAgZDyVyyZFpOw8pYwkXTL8iw2DG12QcAmn5W0dBPGKlm6jKmlWeZKsOWSAEbVihDGq2FkTb/7BCSYPYhUjZriSCYfYAsmH3cHsxBKRrMQBbQaO1QgbatkpVMyx8Y+Pjovcavb7yw8xcEICCwC0BZ1jdh6Y8427qUFBdORUXbmZjoEFYRgUE4CgCR/YYgWyVBO9SWpv1REkZv1xCKfqm+pYxpcoDNWjYF9FYKw7YICooMmVbb9B0wy2BUA/PcIsH8ZuCtBIQgHzKcCIkPp0LjBRUZKd7VtPSkmgpLAq02eygmJssBZABFUVhAAzWxkuk9U3uKakpKHuVTQiZv1SjQRQCqFEXFA1gcHeWZwV8BR0BE9gB5/kbJKhBs4QoUEKwigmHsZ3Kc+IsJE16EBYqPaYLka7BUORknS17mSJCH8WHjZ1BPNYEvC7Q/EFAELXVBkAXKzJqdbgFQNZR9lKTEZC9BQVJZQPuYefg5immsCVohxvtrGyj6yf6DmYEL0XB2GhQUvIGAbxh1K43Ag+129JYC0n7NjQtPQqLtR1ageBssVO4np+6BeXjHg/Pmbrxw+ZooSz6GyI4jGDDfNPgpgNGSVNdc9PQMs9Vl/KAd/Ah27UvoCFeCZMgM4TrktLuQD1yDbPUFM9S75KL5RURKYAKxV2um68LmLAUGNJCCCj5GlFNNCZ6MXkYG28W4hXgTExtOBYaJhyGi4z9MhLiBIKD4+/Rli6bFGmSB5NtGCjqeIiC+xa3FsfTQcTpm9PL8knLyi4eH77tj53C6aDkaJkSuJYeMbykh3UgWIGOfJjO9Bh12LzSF3zGcZdzgQaSJJWXQlFdaAk355I+TN26VHDFb5H5saBRPQkN4iHnrY3IS1sn1HhChANPpfng4lRQejkItwneEAPErP3gcDRyVcBwxXI5DxIcfPclyeDPACSUutWzQKtapgrbX0wTE1QB5cSczYJwN3JTr2cn55KPjRUVFn0hYeD05ca6GSpSPCYLjUVyYOBWAInvAATnoKGQCp3L3OM87LiuR4G6ptOWXAcB8s6lTgJlzOnE2xX2TM8CS6BGXbxK9/fBHyNloVXxHA7kpHMX0p3lmuwrwuh4cnmTEhq+AsHYgI0I8DJMjp7MmTZjQry8MmAfvdGK8/MupKVxAlrsIHsxIJYaGKG+qKfljYKQ9MAqLEzlB4l6OAHkdOTSfnZ2Bento7oUIkHe5AeM/OmB4lI+P1Kw9hSfZMA2HpGv8ku7xx+yPKwIVeWORlF8qdblnqJo0olBoDvr56eTkxGaNmiMvh/xpEl6DRRFOQYeFDdBAYSSZDUvpczoovEhbhauAoHYeHjpcC5Egt1Nz5oN9e+FQUNDv+fM7hQMHrrJkWS1tu00TNUvgEnDNLSnCWWaYCEvJUeNuuGB5nx06VywkpIykfJ4xT5pciQkRhwLCwylkZd0qu72QnywNLg441wgyRUyTgKcBTEVxJx2KeymRmZuakiKlOUIDYDSJSYBcFJswadOZ8CaALOE6QDbCOLJo95qLjkTHH5Ljo00xPe5FhwpfoaZ2GxkuvMqOHH8j5ssB9/JOKRk5Svr397GnJzvM3ZLnAw9+fmYPB94k9MYGhPCglBphJjKeKPkcNGbud3fnkY2Ob+V+r3cn71LcaPyIh7arSDu72YAmLBT3k3U8cCuEyujTgFIAZ26apOaqVHN3PVDnXAp874Ig/JcF42sblAfjsDxYx+XBLj4snuvqQM9Xxe5KSZmi2tx0ys1LpdyER6HWhE2bjHyE3Aat4E4cEnAdhgMGb+FA7TcwXDgUtxlPA/f2PHZ1TzQ0bG19PeemJ1EcYy4pOp3C1VK4c4xbWMyPGqeiw+1opkA5HTRnzjenzu/o6v6FCZMXGSHiHRCMXUISgWuRKVxxD5bIHYmqnFOJzOhTKlbdX8FHuIj+7mL6v4nem+PyriogrxpC8aYZCD9aAVDPRSsMHnUC4rkYHg8+ofnP+PztBnr7ROa/Exbfmhr19CZMOlrK1OadRF0uJ0vjJYTEzoCqwD8kKPsPDh0upkmSz0kT9788d9fU3HzX/j0/Q7+IqPgyK6sfzXDC5jkMiz2THIfpdlAIJ4ZB8iQuWJzKDRvvUmTIr/DQcSgsVnxICA+X4IV1FFsvF4echdwRE3QJjaiANBclPTrz1W4HQM3fYEhfL+G8q4nGf6rx/bHBnBdWoLsgizkn9JHngkz+3jcF8Hmm6DleFL/jScJ3vB1552Nh54Eb5DwRwptPos09NO3urhEK/w6Vv0VccDwrmZ6bU1KnN22uWXTlbHxQnAST10OgIXgUGjN+582aPzo2ho6WPnOz81GSJKG6Q6QRAclpatpjE5gvUC19UwyOw7mtuFsHDc/RluE9NmR4CwgMjuApwH3ICV4YY49gMeMkpRqCjOhP5vStMiDvubZ3Rwx3HvgD8H5vIkevSHnpyK0fExcVMVFvyHd5Py16nqdizQEPePnmldy7CwZ/f+C83Xb51gSBcdzAoYrj5DqKFjyDGdmf6Mjxy8hJScLBwZdNETiVgS7sA7VtkOfUTIed5vlBUzaAHW9Iib9gU3sMtgePELb1rCEAajuu+IPkm0lhHuqpZOafTU2vHPTcBhN6OwrpUS0UHlICnhM6KfQ8Y6Sl631aOWpfkvR+ZGXqLS9LPQPxgNHzuw9mnohlW5gM1xwsw66srFNTqlF1WC5FaMM1dJkdShA9g+HJSszviAHj55rpv5Kt/ZxGITE1BTWgm27CiOpRPpydRNrYwQYwvYsO+pdYDhINFTVK81WvObffMv841KtySPzkGt8JuzQe0RJ80zqwLqvF9a5gXFEKXef/TEZT7/XySP6OhVz4cGpK2JRAm/DNBhmuLUSGuV94YVYpOOFVuocanfmaIBdviwoLE+GhIyxXxsy5iopeW40RkxNMiH1M7yb52gxygQfObQ8To90C/XQOF+Kkr4nbzijjiHLSJTMvVTpz0gBp5OT+igHwNpnSc21IflKtzgmtILa+svvrmXg78UolJK/UevJPzs7PcFhvbzJsB0SWcOKRkvAqFp7wM1CGuw4Kw6xUqnVs3jf7CBPhyvAHW1euBmb6q61IyepCPGRZ9QT1BPTibyZxN/Eam9fvYFFgFlG5qdMaNWzg3IvD8bcW05cq8PueEnjf4+gtrX/NUhhbvrhZgMo/ReuH6YTZC9PhQhLWTNoSttUS/4Wg+NVUpyg6OgF23/y5chVz1pa2WQ6wI1ZKxAJLJc2xWQsIVxM/eFzM4ELkrMPRinjkjOSaAK7IqV6+RuL5TzA8H7SieMXTzmeW2vcLWVx5++eCg2K23mE9jKJhOxRdwotIS/heqzHiwSmAOXTlGLYGbqt5FqImB0mJmeqIzTvksWvWtSlzI6ZiG0JFgCuVnH+nbN57w/KVZncXXLzUNEVV/W1N1WuegLtjUY57UlU56QIyJ+Vk/V3vcKNpHbabUud5mHy4ORgB4l/BDKyiFtgzJOVn26c72Vpy7DXDYid4GArwJE3+ucE/mmmti845LrwNjxjrPwIbTU9bn+r+XbL5r4zISwoqmj7S9ccs1Tw1/PB2yqEdN7XSEv5UBYdFJVXv05XpexwBQ166rqtWdVBXlYKIvCtbdKvZS44jy7BbphVBUwraYqPuVQAHWKaHat0+QIBw4CfkqdvNJuKuevrUphU8w/JeFpSHNKN74eLpL8GvBIy8J+fpQbucqaufTNP3yysLdC+dQvjb4bAno+gPB03g0whw8dAhMK8IAOnYqTPnrkhzH+NDz1TKZJ+5Tpc8U83bB/6cSHEystravcQNviLLIKbRFThdD4i/jc9Thsk5IODoMQl1hCHxwTRJz4t+07Y3V6/60EbQgxZ+ZloqdtqfU0N4OatJbv5NS/wrKyuVnaNOzbkqEpu3+Dl7gJk+a9HM4UH8U9sCrGgdvPNMmjWyhDOJx55kjrdH2KCutpr9OIDneuJsfnKzU7P0gk8yXrkHQI4PniE5KCYpJyfoF/zJCPrPGaN3vldv2uFdtfbu3PlqlwrPK5O23CyrBK6SYzpbuJhtNnISFy12DZhSwzq9NDuDwwQKl4vZPiSPcR4S5o0bOHYH2wB9KoPBG8I1PrKLGdrjzSuNgLyyQJMjCuk4opqUf2qa/qurt33RRzJ37qhlzkNZu42hSNR8j3ZrbWXNouK7maIXFzDL9Qg2HxkQnu582o7ppi6ObOFVYgS/wkj/kOLE5qarAdgw/vth8osi8twxFfUGH/JFml9mUjnJccshdaEnJTwSh+KPk0TekBpeup6MBiRHjIWE+eHpbvG9dUCcZ/DBOjgrcChMjIToFWPDs4qt1b9y6uILl5PZfkT+el4jts1VnT8G6DfP6i64x3lNV9NM1Ieueq8pIu6fSks+ygDNR+lMHrS2Pwd7jLmgpoEo74SC8k0KY1oxRevXsfN4MQNKnHPLZS9P2HUrT/jG8gvHWfpxAfT8LKx4niewaTtAiIXCUU6BnVsat5tTJ2c4Fis02h/nIacMemtqo+Tm3g2Rf7VgeEIgeI9sPU1NFR11/aiZxJMKej70860/bYzC5oabUU+uGRqhD0xI6X2YH2NeJ7+4KtObbl44vAEo61GyGa2V5zuO58biLAES2apzgYB8eB2Zw+XIGj4XYziS2OtxKLFNUAcIcPNTJzdfzbpz+0XoMynY3bBxlPX3649ayQPNObU9Hmra4c1NCTk/etu7+bctFUzu7coLv3Llhe+uwK+Zok3BaNpqhNYJq0R8hBpmkuXbGQpx0jNyhBOZvV5IB2hzr4bGcz00PrGJ4Cu9muBP+6idqi+NIeeqPQLPCmnKClppCj5gI/dYfng5G1rE3L0JuvSctKrN1bZO4BtsnodA0NZoMP/EC7JIN128w4MHV4Ve8Ec5SJfUVDsF5z/Z8FzRk3NzU7W+bV/0p/Wt+vr96e8zZnYvBw/zWLK2VP7qheftjg0+ilHbu/QQYLXYO83IHSdMqsDRDyCxf4mAXE+I68lt55NBaHjkXOSjq6tc8AXIN7rAc8hP1k7Wuv58Jqr3mZx//dPXmaXfE1Z2DwZHPOPNvd/vHVg1Z29SrxlLZWL75MTjB4lzC4ppTlGHowLpOF8cgoSI78kerkQOe5/c4pJaJleFgjMgAuNVG+g5YhzjN+/6QEfU/zGiflCy9Y6f4Hem/pHzezhzh487WnHNn6w6B+sJnrSszhn4PNn2VSyHtWQ5gwO1C3SQ/agsGuialVoZ95NHHFA2geJ25A2fIiMQovLWV5B8pwM8AZM2qBRt8TNhSItiLAcqRRhDRbXOAWOxYBwKhAEBoxqVQtsDdNNHdVqMSWIAACIAgAACAAggBkIACCCAYHgFygK4Yx4zt54F4MY3BO56udnPEKw+MXrJd+jnfHsoZKGWCo2bPivSttp8inOBaPgbAeJStm4s4ms2+PuEWcxENXGjDcTeAus6+xtyh34sjB033VPlsl+sfdII1Xj7H7jN3A7je7y08pm26yelH6dmZb9fkX0c+DTdBKx3B/HHOQm/r69/NZoqPaDA95C2B05paHrPZxM6/gMbR7z8YvxWY7qtRw6xITfUlp+acf2nfe2sk5w/igMJ7LcFjrG0PtB5YuIQ/e1Z8gCLl5LSIsbM+Jjnx3BjZaJctdkiHC21jpkL6GXLunt3o4qtTf577wv4K3Tn8cXXHGE6ADdO+/8n75T3dSOH9ceh3sJJ8+qJffXSsqJqpQAOPMtgCenx9AOnf542+zqizc6/Fp7Pnraa4twx9qeqVgpr7hz4mLujJ+0Xg2fio7tX6e7OFmod9PGGKv4djnH05gcq7wUX9UfZ3RKs+3IDut+WMO+/U/3/7QWV/C6DDfW69Bd3zBq7h5QesX7SgdpvcQrz3VWqhXxRH0ZP6lzLKeLVkDmNfbJ68DkR44Ew5mff9CTLkV9rYF0yB1e7hqylms8Y7g/mYN2S/wbjF1SBNCEPvGQ5X2LW7tepHKB7B8bgaRw6e7WTjdGmygfht3yzacr3p+VwWBRY48/5nePzf3g+5lzfETTHXYXmqveO7GP8T9cXuOLUm32Jqax+L975Gu7PIFN5/8e2u8Ox56mT8wD4AXPrLjkgywWWvIp7xPIg08flmmP8DXDdsW6ezG1xbm0G8pdXvt8/D/Ln9/R8yGL+J2BlwQ2Un5A/09zLCLwi1+YJ4L/HiZTaDGyLeVkiqo9rcQBkL+QCq/Psfo4/RMowjOYd6DZL65Z81WBkEP8y7L8o6mp3z2HmLnFm/N/q7PH3X7XMwngvWXq2YDOF0ZkQDBXfg0dYuXiB1I41PtJ0oND/Y5PqvfZuP8iwgP0zMg7vx/2S3wiSLG7EOFpFTv+t3g4zLsHTJn+VLVns1ebG37m/e/Gve/YFTDc5rxY4BZC3G+J6eEe3bKipnbJxmXpI9BCTff+AJSdQ2UfoTrvufa7sxNBhSiT9M0NQ4oEkDo+4LvZdV5+fldXjl5hNSf79fQ8sZ4mpPge8vbw8HI8vb3ab/niBPB2cC27FjztbzZLxd8hH/c4MtRsRVo5gcRJV7mOu/Lzc75/M/a8iDqBquttNNvw/XovHy0vtH65G9+vPt/tcdJuz6wDWpuFyoD/Qc7/9jdg/ru/Y776Ox7jcos3XTyHd1n4JTv3LHGGfeveNLu55JzAxL45cOZfraGflA/QZwNxojDzAvihpfd8HpAdU8C82Ho/0sf8Oj7A/3gtLctkvj+d5P50/XeMx7uieKfDvfEdaorvYx1fyu7/4LWywTA0AWfso7JbHsfb/lc8+n//A/nfHgkf7e8idtd58dH9wXF9/ANSyjtbnm/s+9xYrofmb9gis7r4Rw1334V7dLgmlbf634grFWsUHwYLWBWarircHwDmrUususfxBRne5v+loPLmuo85Ei/wtrO/wiZZX8vdR/bf8vy+0PAWE3df+rzlPQ6Y2a+tVPPmp8dCaG285N+v5bdqJSyxz4nngnf+He/292X3nQdaPQ7aft/L2prxBVrrv+vcex+7fqHv2O7j79Rvmvt6C4yqnPf2PpvtHoMloN7S2zdOL+B+sR+E/ZGXiatlRvsDr6mI+OdVdbjV7+te48GtzI3igW2YEoTgA6v9B9fp2+PiI2+uf8/3wAvc+KS9vwdvM8K91++oLdFvqmyLG9z3VrqPb1wvs/DhzQCuXD/dd4T8Bnt0+oyGY+usI65tS1aHW8APJnlLDBUzEdFDtHfkh7tSYoNBD/w31PUZ7n1iYd1twv7tcIRZgsp2oJzl2vk3/UDIcnwzJjrfffzo+X+CXh2q8GA7xfe14bcPXNlz7AZOxm2R2chuc/vS0o+shP/PeUzEzhe8eyO2o/cETVsDYq47QXfPhOSCs30smshB65wc7r6un8HAfy6f5maToodd8tBF1z494j/F6d8C8j7+Ixdnk/i2KjPk1+j55+AVvb5/s9Y3X5dO26SSwmydl42rlkYiJ8/S2QRZdcZnzAfjtgvLvieSZkP+6JTf/Hwds78f7wJ8f+v8O3HNY2RfvqZmGjikaKh+Oth+YTi88BLMBIdfxMbosATszVuGpiLd7bv3+HmE8mO7njDVafdNzt97sA3wbMKycwFemz4vL33FW1D/gv5mxy9F/jKg5hjtFPXGJpdf8dKb9yQR9gVN0f2H8R7+XVZv+vr+n34v9fD6kgvv/tKNZbub7wSbd4L+HYGZx/5fdgM4XScMRjNEGZL/VuP52ZMI9YNbgOKu539UfKOCh25vDk+z7hXyyABzwtIkneq3wZ8B6QsAE2YdDz43FMMb3FJ0+b33uv/qQyK8Dz7Kl+6VOzWG+vEvpBa2rFJgf7/uZ/d1qReAO0f9/yQRxHtqWfbqSMIAzU/62a5xXzJ6uE4rs+vN7Hq9getyWE9EDvu4UNI//j+QH8D404YA7xm6yYAb8Es8LoamMu3L98e+viequ93fzw52/+t+i/896j+jvcIXrN55P523BA2Xqu+AXuPPN9yLfsx8wH8APtnLv9/vvV+83HUDuJYX36j/bzzoceAw+vsWn2fq5hwVHc/Pu8W7H/Ux/f8/9m3giWVaG+ZDgD0RxcPYHRx8u3c6CgQqWmq3rJt42/1H/jQH7B5z9IuaH8QHo4PsgzRd0/7HX47BEUXy+dXAVJrO9gZ0y332/w3l7d0O3UPQXabBCe0f6V2j/wM8ifX7NwTNafwz80vfBaZ/Bn539WMH9wgkPOgcK9fmxvUIucGJFPoL9u1AqyCIssUGXyv10+L6i38Pcv0/9M99rv7hToeeH8P+6P2F+c7//v0jv53p/onfaDFvc4tq/pw/AU83sJUP8YTmR/+H9c4CNn3S8p25ylaZg/bgye5+d2fJ8dC9QLTfvnO+0+/h9Ya/4a9MHqg4F48PpLWwNWPNlwR8wb/l+4TjyPsO6EukccEPj/x3Jf2Hne7lPBxwfHNIgx61wi/0f3kPX+5d7kfx+VnaGAVj+Kow/2/J5xfZifNyCOA4mQg+Y6PwcT5pH3ff6dP67z52I7XlienSBlM7VzL9fhxyeOVyDIZ/q7QT/36NohOPhUfv4zjiIav03SZl1hx9VLiOIOmD09/cjzv//f987+f/7SA7n8xtC9ncMyN9rn2889kPcL59/pndZMsLzOLxqJPhhIi4J3/DibybaFa/yfybsvmMcLoY79udqequT5K8n9LjhB9aaAH6Y5uFJXGfLhdkPEcOFseiENfzWvbcWpScAzYK8sqFvafdz7PrZPv9cc74IA4bL8tMFixZqYb6fY/+N+2X0B3j/7iBH8+NPYeXzLNtMrdejj4tz9nzqdWx683ey9Xhy+4elfTtebjPft0bcjt0fl7CYYC9o3w760OrHgsF66aPL1qMwV3xb4RWN5gG8+cKHTiz8ZBWEJRTCRm6iFzOL6BI7NADoCsucyvgvA0T6AIs8IHso/vfReLx8DWg+/Zeg/x2tDuji3mQ50To8Bs/zhu9B37K8PQFkKW6s6QGuhH7U3BP/7uyQRpS5WH/iXESdvzmvz6YPOjyn2Og12hgMkQsReocr/xH3gy6Dkv/oAES6ntyL+U/5K/r/6AEofQayoOFS512y+/f/PAcDJPa5s9+A+H4Xy8F5ut3a+fRfXwaQsB9sMZ+L3xLJIueAfJDF46exHELJz+vv1Ncln4SLSU/2roVU+1JZ1v4JlrbxsbzZabYHwM9n5BPvQeq5QG0HwCodl5E/BmZwQl3vZv8+ZetJLR+oviiC9fpGZzz9iF734QP0/4hO3le4n43OO3Yf8kfGO62Pn1QtUCbvUZ7nl3jHPfeP3BYP1bx6Ka7LA3aznmx/fVvuDsAFPjwMenkwqAdkeEC39MX7vwvN27ozickHYRiQ4zrnGPbt0QDFPtCeMDmgej+D/k+U/+MA+U1odoC74kD/JpX3p/wvPkDBQCzY/941+Ab88P43IPOvn89az1l03dKq25vngM/HoXA+cTsAj7/E9bIPeL62w8VXmvGgPvYz3U/Gd8QyZ+tTNIC/7m97reCnRwR5t/2htAl8P2DBvM0XO/kDehDX5EBJ9ivw/1X7X+gB97emB/oX+LOAxf9un2RwVwU4oGu9G7nuy/w4+C///ytxoWTjAzryvMmBy3/63pT3/xW/GH4a7Y/nzeIiuN9DzANPyP6OHV9VGZSd4F4vxN0CVPime3Df5/epj/A+kX1GLQCzIPtPlgHLncVOIFEO1O1LWcDD/xT/SUn/y/YLvs4g6+8HZMGIeO+uy2L7Zz6g/+clJ7//+YP9nP6fNX7vB9H7O8t3/T6vh92rI1HJwOycfKDr0ed1SfUT0yTG8CYvivyiXAcs/L0TMudh6zUaUHjh4cPxaun6r42PZL5POGFhAbQBORdB4Twi8VmxwL+h+QF5PrC1YYHqZ4CU1xn2n8KNYP/jvH80/+ki3txRgTsoC6n3+uwTDYb8hMYy733z/V58V3C+f27GwPXYutr8SdqFfm58YDeuXlCv+Ehn4fsgM4BfLtzWvejZ4UO3lnvwOgDyAWBnjj4P+OQqNtl/goDEgw3sv/QFe7Vo48j5f19/OH8AA86Atb8b/N8PSHvvN/ULB5zps163RsL6/rr7wVpvPSCJkbR75uddyzEM3+F7egUPctkRxAAHvsD6Qn5r1lDbz3yewYtdNODC58/A/crzrQT+AegAJib+dvABlzkeANPJGOD1H9CW/56yLL0fSP/PcxEY8F9cv1g0IO7XmwP2ZfEQ1ja98x/UQbN6/hmg01Hl39M4QAPamm94O2rba6/joeZTm67Ttxz4d+bDPekKk3X3Nxr2vaBvGXq7s8vxBQX+pF6kgn7g+Hfy/k3PRYQHRDKw6qysE4oF/Q9sBthxODwewCHEAZ36YCi6X2g9woPIfsj8b8Tf9tMR0/xL/2PcId8rhPkfnNTvmoPCnu+17nJ+5bfuKx2Xz9NEMx7qbCg3ffz+Vvw5up/gBhOsRuh7J5kyxrQDpwtQdSvXqs/Sh490ZleYNEwakJ0Digj4j6R3/QAR4wWSHhk5B3L5/nsxQIMB7P7dfVUT3ws+LOWHEYkrwMwfZT3I3vsDoW9r8TGIJjUe4Kwi/Xmtw3dVbMW8PdfnIrDxAP2E6fSF/y71C+ZHrRb3rwHVu7HWzS9/HsnCl72WiVduEWJMJFk94OTBtAGjASL5f/SCEdXqmumXhSamDRj+/7uNPz7R3Icn0v08Fvg6QXvgvG9u/Ra5vjD+KQXjPqST7ttZhM91lvuJAf+89vb8BToC7nK/+yU/jLHXjBOH02jc6EMAPBDyAkqew/ZNf/f4gCq9NKL/0P0X6zynX1QOmYh9jzc8MCAo/k8AmRiwDkgOuP2L/w8fAH1hMjY4GB2TFQZ4Dhjjf1721zwqvOeP92A533SAD1g6Dab8Q/tdd23a/e18xv0wtrXjP/f1vFx1LCb2Au4cFu8KiheSn72utg3o9/1CMPWglnX0wXsGN8B9QPHvOTDAA/B/HxDHP09lUTsxoAwNhhxABAY4jkK+UPN/YjgY3JNeW+J+uxlQgzzA/Un/KLH0Gvz3WP+GbH/3mL5I50WaLvo9qm4W5jOTo8Op/2IfcscibpbmV+vZy/nlEoeB9GR5oKHJ0zYzvNH/6b4XwUk1+6kD6gdA6YC6CF+aVOilkwRBUJ0HXDUPQPGhCeBOA9Oy7wvtG3R4EPWAvJ+hATHxHv7Xv8B6vOM7bEA0vD/+cjYn9P67R0I53TuJuYdUmi7A8WKbLn8GpJ0x62PoYsOvJ6eYT3dXx32Wr7/Kf3Tx+f1ocqyAH2B/0ozjF98k9QEGMAD0i4vXH0QxZ9MBtgOctR3wPm2NmvFJciQ/x7U/lq500rO9ZN91oJsxjBcA/SB7c+8/9p3EaQj9AC5dhW5767si9yGiHOaH/ekPEL6XWvA6Mg01n7XXEr4DEj0oh+TXY3g/ytc6DzwvD3DhIBwj/rRB15fZwynzJx645X7wdzPkvpP/zJqfbTFFdnA+LihtBLNlbQDnzZupyc/zB5hWtK7A9rq7KuDTw3XZ+Lwxi/2Rt5d14CfaWOyXDt4N+a99BbA7cF/Q/y/ttQF5ByjXdHxF/QT3t++A6d15YQKs9v+fel+QFt4o8D0Ad9+/+6fji888/gQk7/HPF9E/4C9qnNz0n6Xmax2cvryszvIFdt3m3fD4y8tzZHmiB2hAVcy+HoV4T7wfyMBgfQQDwvlgZz9Kt1b45ALl/Bcfax1wD1ADkJEHrN6gw8hljcTXAW/+d3hEQ8Nm7pDtQOxP9ifeT/Kv0V4YR/NB+7wqLeern1Sd8xqR7P4f3A4ri9rw62F/j3e7Sz+e8N1uF8vFclst+DTAe0E8BQuE2fl/UOLiYztAOvlf+X6EZMCtOVyQwL8IlBuuOXlHOR8AbhfWA9ZbGZCftfgA8U6l3IbovvkqBsh/3jCJSPdXk1/2P+N9nPxYMvkpUMuChwrfzhOSz9a3lkuhBWEMSNraj+9uJeR/AfZ/615dG+Fk2ddh1gDuE8p/mGRDCP/OgDY9YDfaAd/vv14/cIBfwM31gICB8xFDDwDcLragPExjgIvGDxQXnn9C+g+r99V3JDuYKPM+JwaI8l0KEMYnza7ZS6kSzH6QG9xvxD9ZCt5Ck4a+mPk0eJ/4VJQvORyIFfH+ZbtfwfgPCAxYdCDAQ/nI4xqgniunHhTtN0CxFjvAbQCkUfYn0fERmP3O/bfz6vGn8T6AzxfPT8gebR8877rPbEPbC8/4/m6GlndVexo+PuM3/zMgnP69ewnZvPT+lc/rzsbJbs7uLzihaP5AoC+RZ9agwAF6gQI+P+kE7AHWa9LsQZ9+4dkekH6zwUI4IKcZwP+IdSH52AV98cz/1XrJP/zAAtFJXbO7s5hfnSWR2q/c93nsx8Nhz0P94wT34ie693loYEGs/jI/63kz95/Ta/67WyXOhI77g4mG9z/9feT/PPOAH30AjAP8L0TFpgHpQOb/p7HA58YE4weu98H4aUQ6ADUpumVGZuDGP5n7DDs1vyf1ur2T5vwv2Q4jH/1+hG9obDu8aN1yjqi2J/sfSTxrO/Xr69q8bJn6f77HP1s8pvcztM/O/3Y04AavKZ2ATL7/orXjFimEHBkQTbgaEEHWd9rDWwfEvOjMAGsL+kGsA0fWswE++D/RgVo8QPPr/TWfhi/A8Cexq0PhX+g+AXsN2vwp//AtQ0x7wLnrDwrPiXDnfH6ym2uXt3hNsk9zFP9z6ACo3E7V++TdOTofGJtTW9f8YZ8w+AAQCw6+73IU1QfQt9jXFeuY+nOA2X97sEKUFQUcdgcG0wBo98Ig8srSe7rOaPXnX3BH2SbkqgMAWR+wf/j5/ktuN/Q0vJNzed67nyp/qPoQP+g6S1N+XSty5MaBrQOAs/U7igPiy8RNfFypV4qNGR/uo1IGHNeYeJ28Uao54A9AnVEgzJrlCajz6tHHekQ8oTY6QgyADzezQ05Ajv2Fd97b/wMTzpBPvwc/XWa9+LrS3ZeJeJ8tfQ9t5dnlP7Zmfem9iQZ5j60B+ICHCb7twSyPgdzriQfbL0Dp/17W9sMmRF8AO4DeJ+F+WnsgTRtvsVPqRbw/BmTnKF//08zlo8gt6YdTzz1glg/u0L9+XMyM0wINEOOkm1/PX3n8qbNFL4PryP+ZWbyd+85+dBm+62PRXF9g+F//B2ABF/dfHfXfM5Igf76BA7g3dmSS9bTzfZT3UfGc//P7L6A3BA7kP3gS/2cUQvamCOoQCo2gpvev1IYrzHzYe+QVQ1DnBW3+HhvwZCcL7+913taP9m/73oMJdLQOx+lYztr2k/9T2i+SufvMdX0cWHhxyy39lzbe7xcSC0XlsPos3/8Ald6dAZ98b/WBZLbp+/2Mz8NgA3bOs/AMOHgJIAM8S2zrzewP14mzeXUjPCDuJkyqMq2mK3PA9R4e9O/9PylfZvrz9OUbvuif8Je3n0vN68KbvbnUYYjyvwN3H+V955P+Lxaw3LyrLN9PWBk08x/6v6zlQJsTTgyAkfe7M393F/jjqn/dggN3hKE/qlb7s4v68Ep0BsN6dT8JzbEgpA6Q8Z/TkE1fP6dXXpfzL4NX5yZXqqCPz39poXQzGf5BfCgdubAW/qwJkf+6VM/DcVIq5z3VvZG62S9ob7X4/xVyAAVPc6T3AQ13UNRpZ1mSkD66BxAff6P92+5ccP/aKA2oGk6vxtmneZQu59vky8ERG64NNHu7ztwXRefHXTr1NgCuCnxgubDmN6yvMQJlAZOzWTlwpw40skJrAPp3Gn1dj31iQPeuog58WNs1Fn1O9pw5hza/gSzXf8QI4PwAtQIlkiRBS3cy7+6/Hq/MckDNZv67gnhbHx94pCc9iIPBHUA7esIuJT4ByP8IH348WPa//F2vTv3vk5tSZ5r15Zd++QKfA6cWUOaA6w7oK/kGYhL9EaiBweY+nGAD5KA5ydoC2P4BgHcD9b5/eP/ZAqQL3ebvFtI772v4V3+Xky53usfERwv9tObpWT5o8P/z/8B/eFy0p69YFxOG/of9u3KaYcFhvPC63/vA3fMd940gfvoNI0M5yTkT0IGK2E83BAvA/IPtAM950CaQXbDv4MhYhjewo1ua4IgZAsEDQ3kAACvq6BHF75sHPpRcUgeSA/1dDQCqXd5wt53nn69rv3A/lf7T75fp/vwSnPaVPDiWcsFTC5Bv2QEPjvtvA+xYuf+Foa5WmYTgwMNE/05wHgfIOvAu8B/boP7L7flAigdtoEwQXED1BghmeqRdL2qlBqAGLx/E3zIYIP/ec6CI39eeTh9cB3sR/n6b6faz5fP+DtsXz9wG7Gf6idTYJJOXIHwBgf4//2+IrF/B+H3LnosZwM2SjTx44EeD0JoHuLI/zv+tf4DYw+Wb7rz8xhx8QHgottzyAeK/RUBNgLMOEBvj0efn95lvKd9926ZKq1PRaHfKfZHF+w/Hm2aKlJaLYMXY4MGUw4YzrJrLG8yCP/RprT8LOAGvCbb/3vM/KA5uC6D2/0FvjsV95ZVtrg31A2dQwvVb2XXHO+lOaE9SQfVh0gXaeoPY25C1d60nB7zu20qsse5+bpb+bvzTpfr3+x+mHc86niqkW8tcvy4O+D6ApFf8ocv0AN2x/zqpMRdGBwAHAlzw+R9gcR/jAbfe7jh5n1f/Yu+dd0Lp/71DwAJ6ihG7fABti1yi+Ijftn8vdr+5ifHurgfc2j94eT7psNot5bTnz/nV34jXP+Avx8dGv/tt/rd+QdGZAoxt46NyYHKAniRP5e/DLmJQ4uTtMIAHqtp3mefFJuTAz2F9I53+gpuuSTkQJyh2dxzQwL/7aQWazRnRvC8oaIYA26mSl+6v7BuSdWnHFTc7c/LeCr/tjw58zqGbBrc/D7DhaNDxr2rnl3ehuJSDNpo59G39MDuQ6Tb2AeE8g32A6f8Cvla4cFK4y+2D+/376/jBrzu4wpif8/fj9PzyA+S8wz9bIXh86VvsAXPXBPUOfggdqP97hTDN4XyixSYDIqLfTiyniWuht+Hk/ID+H5B+MXE9G0b2i7lzhebOrqOPbxWUZhWCjrYFvB4gd4jEx/ZtvbP7zvn4X98bgV/Pbc5zLnHSKH4f5goO0lHYAy5sAcrdwANX3tPPmZLp9lMWu+1x0Lmu7x+d9t56O/b/ZfLt4PNc2mZZHCiOlXop29Bowfau/UH28pUUzoghwHHOAXAojaL79lMDCl+4dsL7Ua0v437/qy2sx5znMV5t32KTaeyv+xM/iYGhHjiPH5xhBiNxWHpDWrke175MQ+31+j/tlWDtm3QiWuOG/e9RiZxuXsWk2hnQ2rQNYDAHaJ6eGxEaJe6X9f/cYV3Bft0ujK1P1bePa9jnWclc7wP4KJJ2u/t1EVzCD7oBOPT46APKG7kz+twDkudp2geMYuzjq6JMVRjvXWeTyVnb0gT9E71tZ4DjZvr4rA3ID5QP0Aew4O6y0IHtvj7mvL/8d5CFyX3pjf2DnV9llt+to+v93zZAv4rMbsn9N2efNOC4BDi5PK++NvM303C4ri8dT/+27vdN76IcMFw7wumQ1McjZ44DtIgw7kAcA04SdwXxuB/c7zwrr2Uszvc7um/XmF8y/uLXof1RAx1HXo/5XO6Ch9ue1Gq+HufU5QiTLbO3H5dng87EH7v6/cOGM5/oqeWu5Z/ZZMdjK/KnDgS7O+QB3t7e9R+w8Uzl/9R0KIEOYBemeYb5vDJqRw7VJyFukG2arv/1+cbzaUt/913dgPNh8/GZ7++jA/oHva4TsN2aDkm2kEcOV8sM2GfujMiIvoLMx52A9MSDHqwtoCXlDW5I/kvw1vrqu+R9OLD57eb8td45d53yH0jYFmO78ziL22GqpZsuAqoDTozIgXud0wFluxVU5g5Yfhv/r5/N2DQ97Rf519/f8l6U9b9B3jX+3/01ro/s8vvzfv7GWPI4r3u3FRu6A7vpMBtCbDBouw/coLtbadLjysqjPv+3OC8+vvCdX/Zer39+Pz1rW5giPoLcSZpt3+mmzdz2EArI/K/b1b/3c9frd2zj7oNAz8P5ew0Sn/PbJstDWS/aOWMUw6w+oGkawGk8uFmz9F3dPql7noCKt8o/uWefPp4K+o/uf/vp86HWUzPe7y9kLKPeI54f7zHwnQ2+cH9z2yDu/z3ODvcj/OXj3nTvAdUCJ7zcs5LLSO4uZC4YwpqN48aE3sT+rYLnzQ6FI9uMSPx17300LTbZeW4CvuQf6jexjx7deb0SI/3PW/fG+cDradlirdWfGRDPHuaaDDLQhvMDt9fdy7J3uHDHud49Ez+mc2vc/7tB6v/Jj6f9ftbD5/6R+Zr3XWfT3L03h20yzevwz5p8B5mfjtUzeI49Is2az+ouuzjRxrP1u2XtAH/4WUBvi7GXYG/+6n27C3blW5Ou82l0gOK/kT7ui3nP7/l75qC0FXaQLt9bJ/J2TAPR50C6OfmSCm8N3Cj/vS4Cjc8+QOofuj/o7WWeN+nf10T9v7K/7En2f3lahffJd28plrm8/3I9/Rnbey3Tb43ZZxZ/JzCefJafx3qUHItoY6f2pHtspYsrdu+NslLxkbiPdCcuafwIK+Jf3Pt+7TyqxbKBQn+HEWcX+okN2GF8TP9JpL7ZgjzbMLJpxdrDvjtu9Q9Xdcn8b+J/+m1G3+iBmP4f0/nxNK6u5WmM/eLZ9fnc+c77XF84OY8csEG9n+4o1t++hZP8r/V+w86e90oeG/UVAWImeLvivtPu4/vbSPL9SJ+Ij+f7kfb5I1ftfOilV92PnWR/no6XO626rnauh7X6/JEmLgBX8YdsqFEN0ttp/8VY+EfY/2Qb8e2h8N/+2r5sxTTo+7F93VfyOGC17QTep+uDsCwHXxSumdYS0eNYPyZh28yhZPL+Gek0XNpfxBtP5wPqR7yN5OZanrzUdZJ9A5H1gvdaqPXYmy5Q/w8oz5QF6QUzyTQZ+mCyAwryO/7TNga3dfq3/dT91G5L8TOK/euH9X2Y+Xu7jP9pB8jb7KjG5R79pu/L1n5hQm46JO3NcZ1X7sv/gHXA/IC4/+oXqI0UTvj4vNF7cp2VhJ/h/vu4V31EJfpi0pD4Us/vOO34Lhhj2p+5gdaAdlho8M3ut2B/omnmNMAxmWf5pjkySODD+5nf54d2/GywyBYdOzTtDECPvyu2xO39lBuwI6WRXlJf0sj9/foj08aG/ZHaA8RrJXcXucW+VbKN3y0HwqPNst4LCmpU7/QP6KPj29q+tnAtEMoB6U0G5PuG6Lcd12uKbRnnrzYA78F8/Xp8FuK07veZzywA/SBMbmVw5H9pABIQDqCRcv/jvvrvG5E/avYfDM6XyB6wXonsb7ucYXYjEB5Q2xaoJwDCOaUbwm5wHYcHxwEfgBzA37ZO+ZT9Y4GuD5MMSLt3PLD99sOSu4qU94gfoPVb72/IqsyJDzJf9LDBNsnGXZD7xTbhXacrI+7kXvnIgsfJ/JHof0ru1+5aRfgf1S5CD/zN4n61ZsQac1gH3H1DbX/bWI4Nt22/PTpbF047wPw+g8j86/k1q/F4lLfTc7O4PVz/r60rkb+Ocb5WuYXXdaP3obx4d7GtGT0Vu9RYAJV/aQxYGIA62ykqA3p9mT7eDNyv/n2ohyD3O9NzNPVKpl+LD60PuKzJWZb/t9UXR2xC/BcnzCtT8xE9o8QX2QFh76tHqIKMn+La4Y1zPGRUH8ZNci6it1tuLJ0OLj/TlQ3YMoD0wOAkzEwUvqh09ceLr1tdp+WYbDyGBbtrtDshB6j9AD6HkeMEsnBw24xMoN/4hCri4l8+cLjldvg5ez3ST+9Ro8fu2c0I962nH9gD5FAMiFlJfjAbZn7nAbgSxh1bEf/v7bsMwNIBWsVtSbnA8w6Emw8UO27uq2AXZwnmO7hIFmp94f+pnCvyuvpKd8AMOXabkfy8r+wfaDngY+3/xX47UzbDaXQBuxc80uy7welPrG6P0AHA7r+P5vQxQV9EW+bgPu97T1A1hr1X0G3lAGb7ZFYLQOQBdOHn+HlNFq8BMV1XaNccwtgA92M47chr4h1gEWmLyydS7j0n/w9E1CqiOkf+WYfyX9UOgQ5DcBT05rOAD/uPvjjNndE0fM8MPZK+XAaIH0fVsjdrT7ohaONNbJwmr6g99NRuSNftfPpFFFDEyyb4Q6zlwnYc4PW+7ruHGw3uu2sKehAfgD5yI59FmWg+LGFuzNc+HeuB+/7A8FL5a1UuxXzpTgef5GmTC0SXb3PhB5yce1Tv6f98XNLfq1Nm0QGvdwTGR7kjIx7HJceg/scNz8POi3s9Vu1nCLk9uUO+2x1164cT9kYO/Ub71ptVVHhM2Pt5LFMOl1IDvvXDyv5rmdTlmpLM4V1La8aokntar9l0xCirtuxY8gS0E8bb4DUe+N3tqWXey1B5+ty1DnfjEfxm/iQ5wPFS4yUu+Dz8oFxOwPwoBlA53mmDEXx5etbjuF7XAjWAfBvdIT+AnG/fM995eae7xHgszb8x4GoO6htuhPZXjZlqYo3RWQDB4oLBCHwy1z2k223bj2dS7C917+vv85WMeL4ZWJrrz5af0bWbu73+5doL+YUfqKslUP/TL+0uTruUH33rLbsQ0P+LIXL/V/SCf77JWcFeSH9C/TsgT93mPCjpLxPl18fXeZFvAb5WPNL//qSUTWj/7/zsn/WIv0IS3Kz99KjqeIC5us5vhXZAKaN4oI+s/fPfWI2Zj2ASVy+YZ4E98qgvhfMo95n7o90ihFvmRWxY89v266iAfjbXczPX3uwW6Zgvm2/QEd8kP6uwOKf5vYrrvpxH0XbuKfJRxwJ8GZ8fF6s+Y6MP0mfIqSGPwrkZu5X/54wUO3CX72b5wnzH66KN/62M3+4dR8EYyjdiLDrMCWAfGdEB7OO+Xca1INAeLWhdCpcUaS9DMN6LRU8vfJoD/Bhk4620ue0hOG6veBhgJp6/X6a6vaO7BShj3+0Lh1gLBSJYzaTIA/hnQikPCQfwT8Djm0Ja6AH03GjC87mv+ANu5rrKu2AvF/F/9y9wRyFqTbobxz/rnY51ew77rUfIGUjvzFWnw2mBeoGJG4IF8PrTDsVePa5fn/fGng/Xv5wP3V7lRiw+9SR+H5t7JSuPEY3YhbBRic2IztC1W3m5e3BHUqPxd8Tjpdk/jMWJ8WVt8JhK3qHIbkMnLLiQ5AD2AN2G1fSo44+7Ye0+mDsiyAf9kd8x0XZS5wG03dnL9N0NTj+O8qjdP+/GdD/jjRoWoPZHqxPQDhoYU/N041oPPrMvms+81nyRiqc30+N5f7vXaO33e6cZ8G+88Y86NFfALxmH8sPp9dui7MwX0m8cczvF8Va+3Hgf/48qeW4YtSrgeYF8w45j0OJDzlCOIb7vnmd/ng32WvJwDSnoQOqMZjon9oq8LX5fNCG7//SZmx6tvswllXzP/guMb5gMzHvVvsYSpPzFTb68EyLnny6PjIhqYTr32JrdoF8Lk9PnR571wVsXhF4bJtkeQTMq5kiyzIxILlBvvHVyLXntxU+0Dyg9jE1th6H5uCnz+vBufNHsTahfGI4owmEt7C4Xo7PuqaxjfhD2PmC94D7wHfKSqsex1IElCnrp6vdO9xg3Aw==]]} indicators_safe-zone -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} indicators_treadmill -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} inventory_backpack -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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UejOt2N+J1Y90SrHv6Fa/CCb2enP6zjHtlVraVlJZD4Zl17+s5LpXlV33wtKeGeaE1fH6IEQNczMFpMy4mXevn8DjMo0O4tt6aXUfo9HnYGfaGxDU3gypH5autl3fSHG9CVDRS3gUfYA90Y+pWf8lpn0TTPu0GnR6Dw5vJczMnEhwidOeS0z2bN47gkm8PpFp2yEocWeRRU+a6dP5aW9BUnscm9oLueGp/YlO7R1kal8Yqb1cofbOOu3F0ND6mxA7jXcIYX0eU2YqJ3CJx6BeOQklUIlXwWX6wXujz6WR1eM77LcNPi6Go82bSxa9eUXTm1xAXczLp5tpufSyJIO6TcaXvpPAYuWjw1uhRry8sAKXaQ7BZE7zRRRM3j2CSnxBQ2W+t6HpZddnWHOFkoWtgWRg6x/Ykn0m76Igvq3hvS2i8baHTBxLkJlqIVziu8IjvoeESfWJIygzrRXIVFvBZW4JCwmRtx1M3pZweXuQmZ6CNtU7gk2VhiAzzxEiM1YJ3GsX6HV0MLhMVQQu8w7oUg3yXKo//pZqjCcza4AycyHUSzUrZOaM800z3JuH3ItvbSujsK0GJ3oFi9gbSNW+0EubdbDJbAuR+RXhMmcdz/S+mSDPr4RXl65EVxarqd0u2cay8kuNfTpl2i10WNR5FyxdTdzUqYIClLoxgw/HMt4fI9Rny9T/MgKCBK6faLOeDql+l0r9K5P+HIN+PSMgZsFi2SSIViyyA6v1qEHVesSAalUtoFqNE0qRWlUJo1g158NF/3tOs4HkOQ3Gs12OIxc4OdgLMot0Wwa9QCFP9yAq1o/k6oN5cynatu3RtBn05ZuMp9A91++PolAn+5PrZEszQWDIaXjywl0Va/EbkV91hUSirIVK5K4IgS2eKvYyQEHWXRchQnbc6Mct7wz1YWOtRTts/IIIdF6oVB08GDDJURFBJ783qETPhulfO7SCbMauZ4HUnyOqzwZU/wgiICNGxPrQqlUfNZxq4wVTrNGCqVZTCaLYFEIoT50u2KSoytNU0Mmcq3xy0Iyx8kt25LcsCI+re0TuBcFKmfc1uXMPZQidyBg/BzECynPbjN89NJ0eChbq23dg0ZtARP2sLJEW9rdHFMl6ZSKXL7HfU7Qax0w0Xfo0FPFA9BB5b2Xo4Beo5oNhUJAnJkj0RxSvNaFr/LD6qT0kYOULWtD614UIo0j18UKqTk4QheGe/Bn/+YEL9WgrSdxqZApc3ZZDsd+A6t6jgw/bbjl02WovFLR6OULWK1etDAGrlSVmtVJ5opYJWp0c8eFVGzeoEiWAUWcAqoDnOi7PykM7T/ni9KV/Aeao+X3j8ns25cm+LGcSZvldijifTgcYIuqMDxk1FtCocaEiQ48eZkXV1Sj9X/hIkT81XlBzZQrgYU8dj+tLvLmSoBILGEymDtp+EkL57bBLFJoVCREgPHD8WMu+EJx5pqkfwGxs724fjE+ooavHUgiiSjXywqkOIwHBU5/jtyR/TiI+NVGqbBB7OVD/WJUSTheKzUAL2wiurChutZcKW708QauZKWo1c8UttslcoSJFrlytRIGrW61AqtUHnrqznJI2Ig8c04U5kvDO76zYelPBoDu5LwP2efqnp+mcQOnqWpArwyp0iqioc0ZsxGYBjlj8qPEASZEaGzL6fSJ60sSmqxXSdTQVCrvrV0r75nUnFWRwmcMEfH3lQT7VqC4Kqv2BwE85K1sSxbtWZIiaD/YrrEJb54pfemz58t4STwFHrqdxODVh1JEWTNE6GIhsBiP6t1HK1IqtVAFDNaJgqsDVXjSia1NGlG0yW7BLFrvWpRLFiRO4+kgSswy8/bhRqeC3Ds2hNwBrEEDPM9DzH6A/fJ799ND55RN01Y1Iq2EkKEFqNrP4QCQWG5DUuMCkzgYQVBJc9JTBpJvFoXU0IxYlXw2IrHnKNEyOE0TC1YX4DaF4jAf7sLgNSRJFNB08WCVZiPaZs6Maf3NOuT+IcepvIFQ1fgBq1JMXTj1ujISp37kuv27GBMd3NdonuawHIOr9tqh7KcOFC13dbM5QbNaLBst6Ob1qrGt0XdelCxa7Oqki15cscv04IG3Gjc4Jv3Zvfhcj00MUMmAo0NMMzYKEngYKGtTnaCco/YvDGY9W02Zo6lxAUk5QiUVgyZKlMTSxnnapC3tMpW81XFsfK7dnMomdoP5UtenYCmAHAhD1bUuy3jYk0egPVi1r0fKpzVWA+HrwMyZvLcZl5BE/IGq6ExA+tVGCqGZ6UHU6I+udGNiaHLMBOc6HYcDirH2X6r2Gh2UyYSiyXmvTBrsyo80Y67p2U8BYiBvL8PQ8sAamp6ADq1BOdOjp4KFnQkO/gDK2ThfkVZyPfIBS56wAE8tiBQgwIUKi9LM9uF6Gp5CF4MJmEIFGbOg5iBdG9/SDql8IbkvWy3YketeMKOK0IWU2FuuMaa2hLycxDaa5ldtrYKbvVuDa1MawEq1ORyR6JOIfIX/OhIfUCK2tt+prtJczos2MobiDPavjCweOHGw02qTBrs0aLSPaXkeMmOj5C8PTDC30JYFEF1tQmOipoaJDRo2yYeGiHy3kwXU7HU46JKEsdVZwqXPagNODT5066NQ58cA9kABT38MRn362ZLP+fmnPhMJp9XN6tYVGZBlAPqTXkRgqwJKbwl42IlEfPdYzHaubEi/GX0bOCVTV1g7uOeR4KGp1mojp081SuPoaDDwyxySSVEJ1JQwmjXVtHqyOs84d17HWuNF93KCK0LFXhWcAUa4SFkL0S9io0fOho6c5Z5WApF8vBpFOQ9Gut4HI9Nsk8bRvTOcFnyy1EemBlaxGmqCFLFGrjyVotTFErFY3rOqMESjI1DgR0y8YmVoPw2LaH8ncWvfkArSG+bLJQfxUvN75AC8A1deuC6sWjd4zHuxN03HmRUCKHzYyETQa2zC1DJcDwapV4wNPJ0MR60wIl9qI/DIzbDh+setIKv8eqb6ep59Jw8myYj567ADT0Sz75TxyINxzrHzwNM8w0d1kjPqXBUyPKhEYMOnHApCOV2LTkQQYHTsF6XQagVQjlyx0tZKFLlaZAhebNHFrPYGLRZrAlcuWKUya+iZ9rDpYoV8900/CWVe+PgF6NvwZzQaQiB7jvjXs2hAWp+2wsWP1CsOwBxBjHYLqkWUmAY9WQVMfG3Rqo4NNX2IwdczHpsd/Vbsdvzbaf5VZ/9fKEcuKGSlCpFl2bEyMSBAgYD98NAvm4+wXj+7Ra6sa/pgRjvfcfKkg0iPEEPU7GInSc3ogEyhwCSrI5/iLQ6JWptDVTBjRFbvYdU2q0MUiUeRikckTudijCVx9RHEi1yhOfY0rTN0JqG9s0//as65/gYd59PiMxlxPo7rYbnkq2F9cCKgHe9eA7NCxYrQbrJEsRduXKkFB+dtL004a/d5E1NPIBp9azQIOLen/4sNjAV9+f/CJfnBWf85P7+gkPzsWdmQMyREjRYSAAQGi+NTCqmO7Ks9gH37//jzNQ6abMPsgwNLTA5ieDRxAwOk5TTAg08tGiLraCz03x2UsrgTR6swXirvYZQtFVsliF6tcoYtNIlfo6uSKXJ1ksauPJGZ1jhCqMQNQqc7M0z/KaV8GyNbqZ5dXJivZ7mXt0ACfUxyY1OxV8/FjxWk90G6wGG1GL9Ih2XBB8XUEePFi3XLs6ZyL57kpfXxoqDEAKz9+zWT8ZgxIohcQ55WjWbaJk7NkTZawYyxLtkRJs2NJkDQr9va6oautx9M0Gr+Bik5IZNTSAadjA5meJtjU6TmBgk/PCBQU+HQBYGxd8MaBuVp35E4bb5adsbJNGSwNRZYZI8rC2NXMF7t6uWyRq9MLphqnLVg9OYePHlHrs0ysNTReJGfWvSPzSA+Vfu8DAFByrDx0yHDRT1M+/4QLA7Am33VpDMckjQePEYlS2kNJwfLig2WnUJkiJcqTJkzIlogpmRGBrMRTAEt+BSGdgRJUH0GGACdPn0KNygtEibqGProuOAVXkScNwzTYj7adOVbWC4czR7NNHI3Dxloj2k0aazebMTis6hvh1FUbsZ6Usz5sUXu7MH1YQDV5Qwi+CFSPeX2KNSjD/kzajhWbxWBxGZmMezkfvC3t7ymJTROO19J85NDxe4Tw/IYjsUCpsSJZrJhRmVJGNubkV+IEj469MjzzrZH0PGDTjYmfrjIAdbXBKFLPDEg9ZZA+SCz1MQ+njqRT3+5G2IVCLUakjfbX148ezbaXDhsgKhCx9SSd6N84te2X40iuvtznZ7y6AI/qYr/xnZhACEcOdoXB4hZXw0I8gOrl5ib4tAbaCrUeN/qa1ejfi0jlNy1P9B1WSt3/l7MsaFfOqlQxKyNzwh6JAirnuInheBDQj4mZ/jaD1ZEVHJQydSpVIaR6CqGBqYNtSHUJU2h9uaDSsZmMDqOBqsWOtB02JAgr5A0WpNv5g22nj16vph2q7DoYoP9P1NmnAQWUkm8YEos3RncZdPplE9L3zAZ7z2rQWHEcEsC/thb4bIP9zVPym3zQFw1H9yWLkRIeGrS0XsdeH5bMm42MmpqXLly2nGnp7jMs77Em69MRu47rnDyTnfhlc3HqGgyFYPUcwZhKmLDqqgRVV68CBs85N9oBaTKxIkaKEBnS/SWkiA4RK+QuLfK0/ol9LRoeLxeoFECjMec7N4zQ9eO8LjHYa0bjhQsxFCwWG2MiPu0sgOKvAj+/xsS3ePGrpFDhOUat5yvtV8xi7yR6ZgrLxu1Ns1nDqo0REwbMFy9gvj5vkPV75uJpnRRPR9CF1kcIiqpq1coVrKcUWrF6kOprMVrd685h+TLBmC6z0q4t5qQJEyVgS5Ic6QYzggTKd904wtaRPXS9WSd6qKv2hk6ydCAGQWXiP9gGdfErABB7y2Cwl6zFChXYxI1OC8e76d28zJ7aaPUrYtVvMvFjLn6vgKeDVt7sRG+oTaUFjZxc3J2203DebW7WsKlJk6aWRgbNK8iPH2w6BvPw/KRzYwRU/zFpvYUyt34btDpSw6sfM8CKdSMGWTdagPXjhVfPFF59rMOiH+3FKyAXizGpy7a0a49RmSJFylssyhMxKE+gvMOeUHkrHpliSvRxjX4Gr9geJGCgXWp6IvPE4G5s0eoYO/DkI8WJ7r+la8fL6aJjDAfjFw/4vUgGx8oCV1uc+uURav2HLy99AgXAq5t7x+U53J07dei83ea0xWFbU2OzRomDcA6KX8RID+uw6koWKb7uBq1Ys37coCHDrCM5zPqNEOuCT2r9xrLBpGcASF5GBVebZazsCpmV7rE1NMtljTTRG5BQCFL0yUR2SQJF4naFjkVQ84tiPabA6rivTF8wE+wdY8GGkWjs9ALxseWAf/nAyXEQD5qenRJ+799vWni1Ap5fHe3d1kQXUzW7mCqXnMNDw8LAPkOE7AIBsqPjsycPnu63O11njh0wfVVFI4HSqoNRVynAuteHWrRs3TJysEXrRRrtOgo8cmPenLDmaGlaFswXL126dJNtOZOHyQwlHna1RyDDxlcDeX7HI67FQnx7bm7Bc2KkxmMs+oqdYK8Y2Ahnh3tpeNs9PslG4Mgl0ec8YtMzgSyMnvZIsv6HqRyTWEWPJh2RAKS+AEHAv0V7ijrvEN5dHQA5OLg+77Y93W5jqQawEc+Ff26s8OpfJ2bd+MHWjyFu/ShChK5di0YRuhaNIXAdCQLXjx9ufTni1mfMYU83A1aRmyHxdLU3LXumu6yMmTJk0gT68uIRJvoFJUS1Wgfh2tpB9SLCg0e8/qnHO0WUsNCqCnvDSrAhOnS4qmzwNKbc06WEPT9OodFPgewIIqftX1GDA6iSJD6yRP0NLjUBSQMOddQN6OiN3nuM3gHs6gz1D0DQW27QG66JC+c8l8V4VqDpZyxo3YPZjBC6FJ9MsS4iU0QXkylQnNh1FeMDjro8rU0/LQ0tDU6/zd68zxrN78nozBEAhBTP4u0pRLHCAroYVDbwO95FaDJtwr0OiznHXx0nQuobZqLvlwj2OkFwYK/Xhg9nYgAXmxPxO6DRl2kcbgcm1ZNd/ttE1732SHwwJVfoJVWr+MjKiVC/AwKWKn0ApXcXTnoLRnoDQnr37S1i/3a8ajjS/E6IdQdlcr1GpJ/JIvrkiuiVyRYwYiRduIjeUMyN9RdAlovpcNReTc7aa2tqd+qgpdmp8wcu8DsEpqTZa2jV3karWuyhHt5iqTK/ZhbE/qnIReeJQ8csFI8zxPrl89JXWaGv80NzQ+NlhXulARw6qbjFenm18GIBAlarPnZwxeqoIdWPZXEOTfyLyTfmN8Suy43pdxGsoaRtNbhU2faUSlyGCpCV+zJ0dOdp3JTP3fSHa4ifc5DpgWFgPY0EpziBbMRaP2pThTNPRx1ytRGErl19PKHYKonon6gxwRMQf+oA1FUTT1WBFCFanjKx9QhCp1SwXqzOJrN5++gUOTP1O5gx7kgojTV4flzh52VCDP1sCaOP6dDzZgQlT6o5+PK4XLDpqYJGV8M60OovGNFdrNNFlHW+UGxnjOidMtZ7KUeImNVJECiC3PnJ/C7c68YZGrqXC1aP8KllA1fkaD0FKlWnoBiDxUaLi7FH51nuHg/YdqDSCWRpdbcLGOnJBG6ul8jU84AKxeoAJkB49eTRxIpOJmn0+jRJrRwIfownfqOekEQjN65hHNyjVWfciZf+DKqNG1g9GSLWl8wmjOi779yVK78wfCyFuxEBlV8Og56iMPQII2LtuoHBVP9fKsBJsx73JM8i863wSuQCHk8CyHEwGW8wGdEvGTJW9mtGz7DRYslcOlvgetoPRVofg0MA+LGw5TLDUw+Y1gAGSAh6Jo23feJ8r7/CPThx2Hm+r7nDLZh0Nc0GBFT68wVWKF0Flkpnu8AI2UJGL5nIG/20NevlkEkwOViwAQVrzHiFmBmoGg8WDmociKexn5vOfGY675HJemWO99AE5jk2PBCp048ZVD0L5nl2M3IwZh2IYw1POtH6EVzt28D6DGrvJMSHvZ+sdlFAqFqP+7BD7V6IaA6WIwzMxg2wsLAYMZRqc1Tc3pB6WBjgw9CYBb5GFuFqzgIvSxZ2HDTFrAKNme+Pzx/Od0YMzTuj4m9q2vuUY3f74iCq1CdTq0r1TTz1m6HWk8kYNtqHkf69lGNd1u+JyVnz0KnawYSiC7MxFsodWzYAADMlSWO3tyNGGh85prvyNoEq3ejMbzcqsPLLQM4rsOl0M7v+rP/yc6i90osEMD8mYNLlTSqZDkCArQ89fvzS8K8Zuxosx3fs4MHy6OGj22mjhgz2flvCnBHz6F8pgIstE392h+Vn0DoHE4DozMI5T2N7sBqzn0AjHisVmNm4MgSXjgH/YFlD3v10BAAdL8mt81WpRcpVGz+0sMH2kvmjv2w6pWj5v7p4HXaKtlJSDCFoqQeMYw2ef8xq1xCBW7KkfWC2IH3binTbkf/Ac1qsXKlkcC+wBxbofAqpWj9copFxteNqMqZUYnTnCjMP88LpdJ/aG9BUZuBgGhg12ZC2x3pEe+xHs2JAhIB97Ad7CQHKRC92hwmdu38h88rkuQr9c2nX6QBAOBuITAVTQ/aZ1afJDdCU35SYLQf/OOiY0/3A9cQ4tzo/sMBBBC7FM5tBvJZAabAxMz8cnT7e2aL1Do5YSEH4BQDmeQKsVMdrMhp/ffh1ajhO4U60vyt2vbkhSevGZDF+fGYDxJlKtgW/CtY8LYeh06D1mxViTzYo+jNI7Zw3Xag5Ew8ZZp4mhe526MbgxZWFYLosCRAhY2JDiBQhwuSjAamjR2tjEeXM+3flG5IfjwIK/XhYiFCrGWIdzEOiFWo0YhnPYy7RBua8gvVhsfTs/GrglsfjZi3YQ0hj61WnHmitWPtMIUuitBhZme73EfqASOzj9PSbyFqfeDeoOb56bwjJiMCU8JviJxJSx4JxstLLQgcRJ1awwGVq88KdSTrEMsez4iiNUaP2zDMVT2/CWYLT1L6Nzaav6XH1wQ47pnQZkyHRLjPCGhlDkgTEnzs4RO3RDqi4Eiv4MW9MH4+IjiQ18sjg05k5YK17ZXFRlPClxi8L80iqQ+Mo1gGOrYEuDCNwtXHFjZXJufTFxPxnbP4+QZT6WVb1Edn6IeH6a5yANGeo/fKiymVWcIAYBwjI92PT70gwAQSOHEM8MozwSCbgkca9J5GX7vI9XUYIgeLHYSaOvzwcmUyUO7LPUMwJ62g64tggRu2XNPTciQbV/17QYs8lx/qn1NcC1fqAWBJqHDlATJtFabvsyNplSpa0k49BacJi8cRey6f1dnaD3pwnbnzi6eMxQag+Jnrqo4NR3URia8V706vyRLJ5QpVqhY2O+dw0PsNkKD6Xv47XTPuSTE3ILkW2iViXMX+bnP41bOmkeFBr/x8msfcwq5/mY9RTF6qeAZsc5wPPyQE3Xrcbj3hXAYi40QCXGz0U+vQsY9XzjVm1nuqg9RRHrOe0BSdFcn5EUOXHPxo/ulF4shn4Zb6zeza4Ufngy68LpuGZ78jVwHD6WdgaXNkaUDfjAukjou1jtd1+Va7oDfGoak/A1F+INzMEatcnUH6yKlaybNjDnpCsPpc7P2kmXXkkvNFoeOjHo4QJp36MYKqPGV51GBRXK5/aW1uIkemiP5yudRkBYQAzMFikKfce5qDP6aq0T5An2uqL7qZTCRUvdokY+ERtdb9RC79mlujLztaoIxAJGvOSPKPIRYj4AEIESKcqdKSBKE8uk333wnMHw29fykX4vWsgfu/4hPwi8HIVhqErsYy600+ZVCcU5Op0GqHCdRiJZP1tUa7nHXhE6kw1C3fWIHWxKU1WtgqrpcxLP61LJ/aYcvWrXIo+ACMgZ64aC1AwxcqViimXVqiXUkXgUozwOkl1HJqDUNjOy//b/IJwP78WD/vRXkUjxb5LEvki08234EGmPodO/xdYvxowPyTIxVnfdHo5OSLqyEQmT43PthvVRGDagSO63jiFvTIMy775hr1TDnuvN2a0RK82ia4tBE/A9OTy8Mk6EYcehqPSqgcu+vS8M4KudqPLj6eA0CVifkP8+VHJqIO1ufWvSO3hAGG1N0yzhPBkCSPRh1H5w7C8xaxg4dLlS5jG0790qz9Ksd8kE/s/SxDSCk9VBx080FLKIYnzDyJzWsd3PNZq1wAswHVaZHSuS53Pa75QdQNjvlwRA4jtK6gEYdOk/t2g/lkySvRvNumiRdbHavy5UgCNp2AInm8h2410Kn5l1PrFOXogEdOY3NY+9aTo0xxBUvzapOjVLB3sToprsJauLg1kuXMSiE4dBq2WrZLeqP4eJVa3a4PobUDGQCFs8jtBzXONRVfTg+tsK5A8TVrQg6gUro95eZN9eY996R4L0ydzLrnEfm37tFb2ODK1B0QE6062Bz5eHTki164jVUR3/QtM23codrQSXKpLLOCpqg2Yqot9hhfkeK5Ki5N5FfiTgI8bgSgeDAuYfmCiXiuzFjFb43LraEIUPYxCkyPd1FRCBrwb12LouEb6STLs1+xctac7xb4Nka6PhZH15g9VT6ogFWqCplYlTNCQ6UimjU//MtPH1scWhWmfB8Hc2IT+OnjzZQxCZ3BK8cZ72biZ8y8BTWovJ6r9HV4kVbd7o+hvRNI8zMIgEQzQtyMDFj2J4tTBooiZ+cvO9M3WOGrFvm3Z38rVyUsOYOZHmmBhhLF+yaO/RkfQUFDGFFKxvgYCojSmO64dz4i82ItCF7vS3ulE8W9youvp0L6sZyYBguQNjK6vIWH0MAxTjqwbcXyRGfDYiSOCH7MJUa3iMR2p/w7VvybH1pcwIoRC4GlBWsBSX0NJfQUfLfqFIlrk6FkDm1uDOn/Tgul9otq+ctg+GlM8h715aUapVPu/U/+TEqrfuRHU8GMW/I9vgDXPCCRdWaPVyc7epOkPkKX4xW57MZMrUCCY/KYangow9GMyhg0b7MOOkEkDaYU2ka1h8uogXKojMnunYJi+DVQ96gv3BIeH46Vfr/tCO1oNQyfj0i7x8bQsuX4mhNHJOFj58i4n/CI9/IbNOI8afw8bSvphffp5qyTdYNVA1K8mNXhA1csOqDp5oVT30RgBVKtqmogPG/V9EmpyYzZU0ud5e0od7lLbfWR+EfrBwgr1ncs/faMeO+wxnTyhKJU6k6wZ4r9h1PDpZFhwPSzOT8AP+13stZBqH9io1r1umpE/+UIHmhU70b8Navspo8etAIdGo4xnegW0gcMzyFg0UuzD5bLZ1dTmxxoEOZsQSz9T8upiRki9DIegj2Go8qSd2FkP/Cfn+VkHzH9G42o6eKOYgmcYuI5xnO3LvSESkcpYAdWqf414dTUYtM4241abuaDVYCdgNfPDqUZamNBpE5sqQGSkIg/FEHpgJlpghLrfJL3lLAGw9MtV+uPe1Br9Yof6zGMf9vnOetzXadfF9C4AByz+azfmKQJIsz635z9Tin2fVGt7PzCFjlUHeI5k+viPRapMWq9hT9CrVRAAXGuoXj2ETLUHtMCdw7gmGI1Gu7gSrMLx6O79WWp2L7HAr715OJraGJ6ZQ50ioKSoEJVutcAYHdF7wenHcWr/1iiqKlWHV9cTguuHVtYDNmEPwMeuVqNhq8VWyGpniVfHCqXYIwUJodSUgSZLlbA8VRZY8yUOR3fQSvF0l0bpfere6/vEt9fpD7Dpv8PEHk5S0wsvUakj1b0bZ4IZuPLe/XgsgOI3LkoRW2dfuIYhmSLUmz36yCR9ryz9JJ1SKR4RU/vDI1QImSmHQCN/ODMN8OnLIBWkJ2wPFvcte9HHMA3Xy8hD0/y4e7+gD8cVGAX9EBDQiM0jA+RZKeHHVMUqdcr6tUicjvwAy9YliIk+RB0y/cEp3XhF1n7TkavNXtDq5ghXndyQylhBAinWCOETqz74xOYDlZ4DlHl6LPxlQOZoWFJdi64+YWCpPtVtiKpbgKpWAKrfsFQf+gzV7/PEaFP7AGXgbjynNxyUuTItwpO37kbjgGOyFTiuucPV5wq1fw5CdSMZHppcTy5hT+ZlPRpRfbZln8TUD2W0ii2Uc8OX0rCSpyD+8oCfvg6CCGF7zJDR6piI66nLA+Z7PzyMPwDPxB1ASPTk4IBFjiA9Ytmsh6bxWpA24ueNdjSedbQsXFkaXEsRse4sYesigijql7jDnoKaLWwDOul206GrvUh0WNXIC6dWo1F14ImF9gkE8iWd9n601FpPQJXhqr6AVn+BBA0gvOozaNVf4KqPYNVfqOq/27QeyuoFlt8Da64SaX9z/LdI+9xD8SoGPE+6ZTjyzl1dPqDx32ehy81pDyDImV9s4cfkFvZrTNla/6FVewEkULCB1wMhksAU80W4ck+GrBivDflxRqNVshTOHzBN/9oafIIFSQcrgAjSDUxi9cyg4bjx6sXpVqWsV5P0uzVlxLoSWeGL4rlc6guBwWHBGCEmPrhikxxY9liBFKtSiMCmiZoE24wcJxf8jjDzP07si7TR9jxw9W/UYtmH6GCBVr+Grb6eXf1K628p+kU9t9j7qNVeR6lZ/wKccSQXT/9CZh86jomwVzPMebKMwY/X7tmrLg2rG+E+ZLnyxvv45B0YqM+KZc9pluKiDFvtIoIqY9ZCI+YzJBDahw1UWqvRvzOW9V+qXu/e15EBHoOHSt3mgNJvmuZcgACemB+HkbiKFPC0BKnuJRv2bZ3am7XZdWWHELROt0PXwXix1F+SY8Sd7gBHFGW9UsUeM1yocIpNKZBaUwijVhVCKDZnui3PR8Rjo4EbC3ccDMib69Wx9AKaXn1ErX4PLnby0HEU7bcr+zaqGF38jyd07uhNJ6Y+FkjxZMvro4+ZtMc+at2ooMqVycCrty3IMfPC0wmhfuwROF8zvstEg95lc/nM1y8GmUOcTqUCzGqpP6xiKlTmB4bAazzmpfiS6MsZ0C5oIGHWJelLifRqAMx5Uh++K3R5thaSPdlBNgct6HahA900sH5uF9i+tMTVD4yP7VOisX/p8TjXIr+cPlGhgVcle161M6uARDoOh2BI5Q4S4PkBBYV+mADRARMsOl4CR59LhPQ1BZA+ZiDRnQL6HExQzcn0lPSaWwi2Lixw9UOKET5X38WLfjnNE4hzDyZfxgQ6YRYveXa8vBpf0EDPM0BI9AgG9LzAYZsPAoI5IF8fl+f1bXme35fXAZI5XCCboxUC+nGAouMCkn7TwTp3srF16Dsn3tqX1X+R795r8mLh76ZlfiNuRftyejS5ED9iDbA8XfkA090O55wOAJCrvfn42BqPBlO70WBhaju6jG3H2dx8PC6uyAEAoHtyN7S+M28+6RxavIbPNC3WZqLb0rNOlBvREepIdIO1AisBr7cVqiL/By2jAfBiwKumJfpuDvGX8wS/NNXju0YhbVc9E67FLzTO7+CaYwiWKqR/ZljMuFlVnp2t8bjbm5C7qd3xlTlstAZG4W1wQQ44iOYJBJT5g7wb3WAOBIugDHA1VIZ1IKoxfxhPGLvLhUH+qOo/fKuv5VTnoXAevoABHo7jnXH40YvC8QETFyaMwbDRaZrmjO+ZjJ+p7bgaW46bxS2R8fTm/TI9HOt5efMDqHu1/Thbm48/86KcwV+TR8B70QvUDKyIfbiUH07FOPC7qZcdvjMU9V9+Nmb18O2+v3t7D+O+axYSeQ8GaB6iUMoP947cbq7Hx8A2pBdSVMAD40bnnGN0SgbjSTKxNPDGVEzGy0hgOliE5QgZN5bZuBmbkPfhSbkCPydfoGej+cYA135uYuKHsbp2pFS7uGfohOsDcRH6QN+ODzjUciiBNNcroOYAEMW0nJ4MNq2Z1f4hUMh1JIq5BEAll3Oj0eJgZifeNDumOXatylR2tiPn/9kGFmPxVJn7lHZQrjw1nuWQ8cLF1bEaL8sLPNPwsTSOpSNDXP/U5bHiM6t8QDjnVJAa9GMNmWg9oc7CRRCIchEN7FwCg0AfgODP+xD3HEDgnLMZ9hF1YwoKk37HKFyNwF2Pw7XdeBmai4Mty04cKTbi6peH5xAxdv1aMMXFho8fObclUbIESRE1IGZhV+/p1wY3JDfGKUnPeDw123GZKezcWYHSgqdHwTeLZ3Er+u5Lb9WEA7s9/do2APZ2E4ArfuNBmp+AwOcGCMg5gL4wB1OqALT80u+IxEBvssm4Hh6Ro4GpBU52xuLNsueMyMGVEDZLYeGivE2JkiQtiKoqIfyaBblXYp+Hecj0QwiRZzQhQZ7Jcvw41+RvRtYzAzj5+1GQDqbfAoveBPTSb2wZ1j4kGSuIU1JDAHPOeJ6eeWUFT/SJOBMLay5Dwp0fEpY5mjJJp6WRKV6aQ8AUgmzD1dBe3K4PzAUDxdypPLxxyeBKo9iJVtMMRkIBiaclarHY7Qmb36hUscJiOAAX0unywo0qYY434Yzk+vHOyhEmS5A8ZUtC1kDOm7hMza7KvfwILPpNkOlGRD5Pm5PReU05FtQJv5xTAKH2zvSu5EGWK8mQ5xDW8rZg8dJKvABrWuXDw8jWM5Kp4cw5K21UW3M7jqHoNGPl14JWx3hCJydY2DULe+W0yM3RZTFivucxGT/WYTlUDMEbJ1Wi5DYoRZzsODIMTa3G1eSSXOx4iEDRyfKINJ6TjoUOQnMayFAapeAm4Fk4xDkQQC8Po8tyr2aAMp3cY9OAGo60isdqK34s00GlVWTdlp/hqYXPTg+dYiMNG91Yg6m5KlpWPLdlxQC2sBjAXBf20n2psxMT5kvHnekAG0HlYIRmjrzbQuUYzgoWzCblXxMUHQmIA6+CdfixKVYGd4QwwaOjBejB7jHRWCjOs1A8bfxdnNc3QON7lhwP3Lzvz8vFlkg/OX189iFMZONL+5QFp2PVDcpzCuBKZ7AkM7HvksKKm/HgUxWI2lZyUbh8WXEdHRgW14UpgyYvQJrOT5kTrlTpooVLlzgtVFJo+k0ZXG1SeKrWI0enx2Vajy/dktyIb4RSh97WdiEwp1CeGDevKUBAQaTXmUTIciMW6hzq1+VlTuXemx+PauAfQ4wqqVqfxBLsYMhb0zePTSeVYBkaIxvMYNFYTMW9hM8gRtBKE4ZdsZ0YNmc+Pj12D07frOLloJuz2Thlhm5OTBgxVm5Wgc/7tOx6PtvxbMxpPzIaj07TfHSqRqTdUEJ1McIs3accW3PaJecWKVsigIVj+cDnDgzHPC0AmIPliTmzz82RRjXFAh4hEEGLvYZWRnBRU6jvMXmmovExQZiKw2MLbrDgHBc2748Om/3m/NWhw2I/Pbot6vHAlS8J4/wPzHqngTtgzpT58mZgmgsWmZNy+My2JkQtSOe1IXRfLrQ6kwGgDvAVFw1Mcx7AQIzXH2Eg5TokyLkdH5iHMZHHFDrAkidVV2noutuj3+tmMBVonoP6HpVtNxBnvLgRsItCO17KsI0zxsaU8JftyY9+a86gzUOhMXdq3MSMeT5ipMix25NCqistQGq8L7ib+Mv4DFXfvewCsrtXySDnGgykuRnelzv31HTSmKYDKCUygHXmkuj7Rr1bIHJ0NYEnI4c9bMTo62CJIp4xaeCwGTCPnj359oHuyWk7ApswoALqcBbUPNXDO8Z1iHeOHOTzu+SQ4vmtLYkSJVOYEwY13tH5J8aLz5xugmaVS+Bfxn5918gu5t3bH+wgXAqHPh+Emrlzyffmxj87rf7x6UUEKjW+D2hFf6AJ5ixE63GUiEelB4vvtbH+aYxn5g2fPiyG/hEEJDiIeJjImKFPMx6bp3l5cJ4DzOHLe3V+6+Ac74iqw9lAhmDBRkx3rtviJLvJQUUoPukHYl2AOY3SzLtl+IjfxS6eKm4kw5/H7YV5M6n+BU7KBAoCrc+lUTwK5xVYGDq/pQ782HuGg8CSqKDG+Rmo8JBAI0vPxtxmpM1VPztXA/fy9NnzFM/5jpA6VIutrxBp2LBZr40bNGF6Sn5jkuXYwKOrLXTdDE3A7Y5xLBQNQfSZHhefgoAZpz2xDD+cGxDjDnDvawzw8RcT9Nwsz8uZyD87fe53+/I0BhyQ2KU9B1lNnAC03ElTVQIrNPfRCrgcO/GxEqIjiM2FLB7QyBKbN3Fi2WM1HyKJ87cYmg6AB6lfvT3Hgem103O+HJk+gU0Rvjls5ovD4j05bzoHUPMWxQjhzdFy3Pf2upxvkEzzkQlGBQlzHhSoYuccnsD+Xdx4N/9FASXfkGjnX3hhrvSbM+fZDoOhuNqA2TbFjJJQc4RvCNQw8ETREJ/OhodYRZFSB54cNPjEsnhj1Htn535JTv0wzKw/gwgZKlSAkJwUC3o6/+Fh898d1u9OXppnOi7PcgAQTLpRhq2TjRX+7CjgYGIDEv0OLkN0MGfJcqwWnxezfmx5qvMtCjB54gA4V9Z9CUvxNBXwrI5NeJ77g9KF7fYl/h5YdPUGqe5M16VO2mmFV1cP5/RVE3IhRPlBIFAiRQ8ghArFevqx0QiX5NduzwdIMXUKb2gNIkwkqJkBCojN0EA/LH72YfOzD5/sl6dzX1yfnKcz/q9CH3AHW9Px49LurJDtQWM6AKrKWdPSQjyZZ+ZQEwWs/A/wTIUfjWQUbhykgFmoeKGjr6KQC/yq0LjuiyALsewcqwXaSBEWF3Bzi9ChRWyOAGoCqfxjXABBL5Bk1DWIYZUFpBeq6GIWJl3PCS02x00NggqxeNAQIUGdAwHx6fx83o3JJGa9CQLPz8KQemueeiHYs/4dM46DWwvts4559+zn50i8NHm/MeaCK808XEWkMOrVNZDg0p0gOoXisRqVrDdA4+aExnZ9djiJonV1wJ0jOwYcd8DzfEWIrUKLHLGfRpFiM4VO2ZwHXH1LglwmQHx0ApQutNHZUmy6gz2ATA2dDxmxhYgKdYYGagwVdIfM8QRRV/IA9TKm3sWYFsokunrBVcvhfbD1NKZ2e8pJgM+bjW/SURkrAyGW1HvYnxUGoY5sQOlxMzrd8MvAoCMFHPqhmFl/YCfXHayRdeUFH7SO2LrQODUgJgsK8jSq84ZbdwawGfF5RKDjLD9kGerGpFK1Ua2AqnNKocFemqsq4lW5J4YkpQcyZZp0OhmfTuLpBaLTSCw2VMRmQkJCQ3lBpjehtCG4GPOOy48HKlywwz5TFk/1Ao4tSHSm25Hf5eTlnACOpyIo9es36EZECnNyvRDJqDMJIELUSERK7QV3wlMfDyl9epKK4pNgSPT5vc8rjfnqBALVOEKpTgnY6asiNnvdlLA6XvymKxjxQCyQpmkFChNQsSqGVSzyQyx2ecIWy3wxK1Vhlrofqb6npFWlA5o+eWJB6iPmRMM8RWAJI7DEsiwW7PN7WWkxCFr5kUEnGavWPbO2lvCYSgJMBiDzu6fncUq85xmXrzOEg+lwOES9LYXzEM5VOC52AiH1DQSkxN6/S+wVsGlTLOQUswk59jR+Avp0SvEqgTkEdBxrdGkb21iFYBInU2xq4RSLKVxYNau/Yih2DBhrf3mi1vHVVA+w0AuAeXUFZRAVpImgGKjJCKzIUnSnChQkZrpE6fleWhBbQO81FwWUrSuTtGwd4IP2UWDSqBLAD543Xey3kTH4DWT05R7eio8h0HS5IJ7+QM6tky1o6vDwpVc4mInt5ClaIJmhM6CeD9EbCcRZUuQ6TTA4/mEqRqpFmQIqJ9iN7hozol7pArkqBdT8Dia6CT+47iDMq0qjrj6Q8ODUmRdGXXmVjcarUp48deqUFXWvL+3HFuS42AVcsvwyIUYpqFIda9UE3hSrWgr9jOzC9zL+HuKck2UA9QhsYN2JCOgXKeJzHJCcjgunO8GgunNGm8BDTpz6Inr61HdAqL4FxqgnjA6akARUnYJY18S1DfEKcSxG4RkJrBWlGmyacEpWh9Ww0SvYjbNgNjq6RqPOGTJYuCZHGvva/AomeoczsC6o45MCTaSOyewg1Q290Lrgl/+mFbnx7kkvlyJcNXMErB6lQngQygFO1HR8QdW9xCDs+FPCYtfL8rSsnAoksASTKlwfEr/FkvPqQ/Sb9+Zry70Hep3dLgEgoS8RF/2+jbmZAh1QYh176QMiS9+4Mqc+JSjV+SJQ9S8ot152JNLpeNmgs92XzplCqk5HtBgDv2rMDEXXMZe284hQGSM/uOqwGzeaXW2wUSeNXln21qajsi8Am6t3X54xX9+goE+unvQga9U9QLhjTzC9TLH2sqk8WjilpmlmwOnZg6t/oWlz+N2LzkkbOcBqo92klrXTYaUWVHlUAcUp+7I4aKIzdzuyPZBs73EGIL1ZQdKjKhfL8ec3S51dJ0O0nswRGkxrVI1S9ZRCrAeyuNiy0KQ7tcCq01SwC4LGxzqcNXCqtClXf9WIsmA0ml2/arBfTtWZoQKRI50YzjwSODOZRODgxzETUwSZmvUgBarc+mWS6GWCPG9qMGa4oKpNtbHCqU5PyEpAA/rmnZVaB8sQq2X7fmBpaR0znKdeqrwSMM5vWhfmcoFnhI9bgOl7WGa9jANblC+L0HlaxR4BrUKkAPVNsKpVq+qGWxpuPQnDUMYzywy+5YmT44zgKTTIUy9WoscRLnXjajAaNryc7fRacavxnZenyxTwzgt3L2benW1jCK56IV6pQumePBpedQtyIwRST9TSNwOx6dg5op0BlWaotIfUD2iScZJkSQw5hJyaqU0AQ9F4IAqEAQEy8rjA3AC01haaEikAAAEAABABBAAxEEIAEQBGowtiA2AH7zn6b5j0B6l/6gfy38hwxm90y6V2rBizXTAsk6B6ZEoS81lh3KD0ElTrya8f9AB8QmDfp5dWdAVZetF8MFYa3frN+R8cuT6qKkUcoP4Dnv1xi5ietPfNejfTCvW8801GtAByfZw8XG4uP2bgBKhoK1R+n+rRg/ZvG3pXwesPXMEM2xZZw6ZZnexJsecrDBY5uE88HvoxdGKCL2Gb9oe/B96FM/6h3ZmYyNtnpZ8tUO/J5kti6RBsTepJsn2Nn9atquBBUz1IT9g3jP3O9abs3iZvPVwu9kkyj/4Yhk0ZKrsVx5s2E7ITaYOlzNHWD27qBfmy/hsa600gPze7j2dur4kfV7d6tvVdKDwbKKuFsyPLJz5RJizVUWoDQNLR7UZVKzqIffsJ/QD2eYP1L0oU9+pJev26DXvxosLd0NtqHjyWw/HIg1fMAZ3z/Oc7Xx8/cK0guzblOXDO/Fqq9UO7nxQRhyU4x/y6TqzxSfYHv9Y1KT5v0n1i6ohitWXHffwGBbet1id6qaPXwd/7byXu7zrLZv+c6v/3Htfy9JwTXsHjD/nOneDfdZa9Lv9/3XGPyA/4jJAncIQb/lhtsHXklOfl2FOOfuflE/Asx2r4fendNLh08Na8h6LbB7ftqQ1b7vy1zxQnMj3ueDtuoTVFFkFzqRd9LRcbe6fjV27fcp/0PIunfi/putKL2XqDOhy+29ssGbfxvjC9yNgW4PaG9fBtvU8S10AXDMxwL5nRuFpg/D/BTUtBrk/XS1gI3rjz/jCtXfO/mQjU+vd2xAe+D5xd4Jq99EW/cbqOYFzu/Lu4V0bwPwqxW+r3OU6/z5txmq2wX71qwSU/2rpFmZtxeixydcodjvguCzrpu4sn2bCzjVNgQQh+ySPWN+P2GJ4OdbnUueD+3LFD3w/6mzu6fdD/bnBQyfTse2RdN3F8wXW6zadfdj9rwD9BE0zkmpwGgtfFwv+bxWc7APCBysXZ753w/hdyjJ2WrQNdAOZHegkGYX1/Li4Y88Gq8gKXVM/C7y3Oh/nug/kqN6X/4ts9cu/PAh8+7nNH7u/gSi9FYkAuc+A+4AMHsP5L4+ejT/f3r7wWnfhNyc8/6/+kknNu33uUQxzfA2+3l156qelS9YE5bQLfGTh3/cB0K7gp1unsbH39Vz70NVRx5BLfvrzjwA5oj1BNprzXBHQL4DnweDk86DKGOWm1/vxwUyPPk0yf5sCjDJl9H198/jz69hpxjnabS/oBQg/gD/IE9gSrER15A3JWMPBqg3H94+v9PAN6MW20Kwqd8KEkbEDzn6r3qf/PEe+370P9vE9D7WYni99wszFad1Ac+VXHx202tpQHOMwfa4Hy5S53v2YHDjx/7oCwGPLUAjb5OiIrprTT769W+xZtJN7fnB0q8rxx/Z8o1kD90djX4VbnfBxg4j065LmznpNeRaDNG1i3fSCuTS9xRmpCvlfmzg8J/pOmNd95yiUY/3/bfqK+an9K1oeup2SdxMcfRvSiIY31gn3Tml3Qd7lmMgBWFbMfn+frMwDnKcns8Nj+L/542djWmrfSnnPsS4TEi2/LAeXH1Pwt67UgD59drQ8O+XnuvEvkc44c0RuHNvsdDs85bq5YwM9imGxa5aJn//H9X9v8U8+psv+OC8cAYX//mk/8CQGOqiTMnzku1/zWXde38+Av/vle23uGX0k7e2m/gA60xwzfzTeA8f7E99G+Z/2OyXk9vJzQcH9fQOXAyMP5pu5bAjLPzz/76RRm+xww6f4szvrlPFzK59No20Hvxh9u56uMtg3xZxMN3YO5od+F1Hf+8rG6pp48x/om+z48/21fpsjBBIQOMH7AOnDuXb3t/+7hf7zBLXP5Xhk2Z30FUyuY7TD5xEid3ftmUI80Zf0PDCcPZE/AeMf0PoAOxKz92I2q3mS5O7jvAwg/Iw7vopIJp2vTH7bH839jPoruknrNBq7ktfDnAD3QuLj0ngUSE7r+ZC61Qf+BfqkZ/P/nE6P2a5dAr5zEwER3fOD4aXLXrUNSDdD/S+5vv8CFP8ZtwYDq8O47oNl+Ff0ajs/DIjj/Wbd/+t3YI3lS7jsfic7ncbrD4ZYuvfwKTQAHIMdzsr93t0sq7st5UL2V/QG5kJLbiLv35AN7IlzpOBkjjH/mNC9g5ZKx5XkwVj3OXpghZOPJN+eBUR8H/72d/3cbIP/jObft20QGTMa/i1PuU/4AVz3ATJdlDqj6/jyb653oB3AHTLMwP9wPdeM81zwUFV9+WhJy595r16fvLJanK/2jfuaE0WhwVnrn3/vl3/FUeB8GeLf+Duno0euLy1uAhwd19IDNG8c/A5kZjn9QzeGmUQgP+IOAOC0Afi6IbhhwmKrz5HbAE54jlY+z7LD/vuPd//sD5wyia3r3n2J9k3UmvBU5/viAsiD4gcuNkjMg91+UNT0eHZyaXDI38U3qPOoN5OY372JOXvJtue8uuqanTyrlKZBysiI+QFZdESLNW5w3j8KLSetT3lPm2Xls383SHloqA9zGeJIL3G8lDqO7uwyE8PIwFrn0fgquC8/nOmsz3jcxFFwmnROu/3539vm3bckH0TxVlmnCRgSn2ByJUPYLn6xMmzwOULGAOscjsx/Gn9Sw//4DHGyi4wL73ZnEgpejmgd8fN/bAbdTf/wnL4Jl5imKOaLSN+ZxgIOb6fazY/r9BP883fHgOgK1Y//8I3XwBVZfZtYnUuqe09ddv9zfnR8E7ZLix18zbh+pZqgP/v9D53NPH3j/rOzoeRm/cE6GrtweJMuTnGnYntJfD62K8dp22pcMSJBPfmd3/l9fDx3QLhhO9z1gbi52A+g9zyUSPGDUAvFXxCQmexbR8/25h3m9HMsviR2EA/lgON5cZQ9a/ujOiQ242308U2XmvHWdENQb7xt+7O+HTg5sF9j3B/gF7o2yFzfO6Hk5sCtzzsttnwNnTDmC8zHRyH3sCxOOcuwotnG51mci8tHc8q9BZ3lzLdP1JweWDLidV+6NMLHeh3E4oHEBWi5+1pEDhgbYDXI+OoZH10PpJBh3r61Yf7+6jPI5BP+gz/ny3nv1+nWZgwFxyGdT2u9LmsI9mCW4ZyK8b/VTqzZUncRnZ/e5hc5sofw0fXvc8WLOMrjpr0BZjwcgh+j+/T958f/M/V6x00BXnXKlf1tE5p3XdEr2QDslzfWMc9BybVwD+b+ZAXlA/Zfk+p/vDv22FtMHN77eyDZYx4Ddc+pNYv+TXYJeocaJ8f78f74LQsuBzlnO1Rn6XXOMN/9BmPJH4NcFAhvtfOrdQ2yq6//b5S2f5Ad7F1aPRBpAPgyutyr96AvAu9ce3g5EdKl8P4z95WXkDYDpDUvmw+h/bOsbLGh1gvNar6+Bfb67CcrdY++vG8QWsHdk4oNQHdD/3NkoA/+ZaMDhAxfjG2wx+HkAjVGfHfUz2z/hVN9invrNJLR/+wco3PfMe/ZTTPj6P/k6nvGRVYspv5CuAeHxE5IHjhLh/1o8n2He/vNbmK3M1/AEXKkHbbyI8c4/7w0cB7au7bcDaq3g6ZoZc+jFlTsy+UnVt/cL90uFf2Lz/wcq4zOdWb6e6/Nntb5b/YAjtP+yYodnSAAHMJ67AWxdOdYpO0C5HQ9m9yrtAAoeYzlPnQPWVsw7oJ8KH8k7Mp7+GbSz0+f73qdg60eki+su/yyMit5IbQHsXTIDhDeBNrHsm++0wY7KGtC/pj+D0Q1G2KH/SNPdhL73fGG+UPqDV/pN87mvvHriD3P3txccUNe5/yk3w9fm93U5WaX2OHYFnEfIHaeQxtWSxY653FZLD8TbPg4ZNYTkvy/fyg5Bvr9uQAAnDk6yd3++3P/zAP1V3ky0OdG/vfC0JT11Qf2Hz/cfJ+T79r6JA/+o2ByFTerfL+oDEG743agdP/0AQrk7d/7IzufC2FOy7verD/OJ8lga+CcT8n4QBn+3nQhOHl44ZO/OBGFfwiQHLgycnhDPzyT+i6+vEe2fzzakMm83+09Kt/I/WfvBiQOqTc1Ht2tAXib9kXTeO2VBcTvT/wBrzu4XHHAdFj1W5D4CfXbTP3btx32a65/e7+B4wev82AZp95wut8+A+Olu97by6j8pM5c7DnzeHAOOfSdw9NLPZfp8spdt0gbYkdhujQ+EZLz3L9lDo+xhE3mweFZzMxDpUsYD0Tc2pvFuC3r4WYLOZ7Of6v+zvqf4tq9jl/m3I9+re6jovvYyDsh8TvG0/AGcdXSx23/9q+uC/zf+GwOaBtjgQccz/9Gz9AKXB5y574L/Sm+MdWrMao19TOuyq3dqmJeDDJALaNVT/t7bHqw3/PPc/6cn9w4Emf+hl8yp5znqAI67Z/TYPr9mYBSHLafWTJC6D/tc8vgOvV0X3/ngD5fWuejH88SLcoLnDZFPoAmK/zW1WA2Idj/VvF1dc8LuPXqfa5q5wfT9jWzP0MheeCA/6V+PT/iBUwewAem/0507Eb03vQHwfsYhjPWFaZoQB7z/Rw7gD3fT/TvuNz4ArgH0/5W/J+w80orMH25PVHNRYC/Y6ar3edqMTpNjuvkOvlfMNZAO1Tb+lzO3x8UzAQGHxaic3rWE0z+t7+P3lh9Wn+OhDzQg+7zrYaUGkEVKSuD9nvtQ4r9aFhF5tk3T3mw096f2NvgrdpxvDbcvsHG2APkdsQwjeYBsyg9elqR9c0CsGdAxIYh7MNw0uTfAgE2lMEDZPPISA3j6RORayQcc43Nv4/eB+4qTSK/37/fGxNn8+9X6MrHYv2QCcFos/EgHcAdWt8Ts0g1Pe7h7fO9w0EJw+63wsQzu94D0PnyZb0H3tjKbW9uq3FtvbjDSd/za4T7MnusLOGRoNQA/+Tb3/orBDq3/2TYpA7PyVyX/ddLrmFXPCY3OfrTWNLXAAfM5rQM8Dsj+lGQALPuZJ7MBS/D64LeXq8f18ADyds/+foEF7tLzq6cYRrfnoPwPnN9v2Se0vBxPhJYrvgDa/5OyDeK+NU9iY2AwUnLPg9VEM3OxzNxUupTuKncDvO+jtVxjZ+7nMdKaV8AB6Gn9+5nj/jX9T5XWa3nZ4M4W4eZyB5ALZi2Kp1xL7h+aJbgjPhhg/eTtAKmuEckAefH63TPzQeAXLl8164W6bUb3UNwT/v8/aWcG/OWLWPM+8Lys3vF8IO9ZX4Dcc46B2njE0aiHsOkNIazMAUYf3cvN6rZLu/7nv/y2IuzBmTvY1bqMGKd5FVL0duOn9TaA/zx4+IAuH/D7NlH7r3x2/AH1KXHOjt8vmV65wQKgP9y15hmyK9oTDpeI7+EHuPk5iw7YkX62Ze0ACgPcgLIfA+86+tTxQd7tvRfybHdXfdHtRTlW3YCnmyhb32o68rV84p/Wt5Z3km9aom11aJtH+t+X8vWmPQzaaWz2Jjx3+8W5L0WlfapXt/iQuUJvTfuv/QfChnhcAEhJfjWWn9+/TF/6OD17HcAD6Hnp/pT9ywdzZMSrTQne4X2dGP4fsg9FvTjwgW9f13H17Fhy8+wh2Ks3etvhE2CfB13k3lO2gQ2kc2Tfn54dj/SlWh/wR4T5263Av+0AdEObP7E/gszT0d6gycf05QfJ/0zvkXrU68qGz/fX8bJnYCIfDhfpcgReD+Rrgc2UfPnfd2LsmAmy3qf8RXXVmLnHqw2XGhy8fVGWkZbJ+NjFgHUiVlv0K0L7szyhb+1X2NPdbFtNaf4ZsR6HLtMc+9jw+yvPu7CJLMrb7P1lzRyF3YqC33/NP6to/f7MdFa4G3B6y+ZH9HuEv3TnvlB6A259gF+Y943o+Ov9PIt+xJeqORB+A1x/mOF4wrOH4HZ7Zwx/az1DRpzNPn91USPo5an5Pf4YCZNPi8f+2qfo86l+EH1Jt1/KkS/732f/mN//nMvidWJErpprfY9Sn6H0vHCCAPeq9dpunegK3DvZLwiymhEmYQYTGzChf7EOGGfw30awpO77R68xfU171Nku3xOh3fB7iiX9Z7dsO+/fbw76/OnUrpskvnHVGUAxAntpSOfSZAve2awDNh8T7Jtbxk2n9z5Z5OYxg/XSEjrzFz7s+G35X+q3Oitf8FxiH3K/1Xv/wT4qbOtpusn8geMx7aDZN6QNh4J96fd9Pz5lc2D92eGHV7CFlgWQW6mbPjgRfUCY9eNn7B/ffTxjPS7U/d9/0n+inAOct7qTrPsRtdfNL9D4KjDn6bZfd2E61NEb/P3a/OzEC8R2JqxdH9RVxSFwNudrC1uRXXhlMedp7/b53/Lk1WVyL6/LNKwVk5db9kHAyQC+zhuAbQFI/ge/Oba3xGbY2GGyf50b9P+T0/V1ZSbuI87c8nswl9abFrLbTl7VEKfhfSY+4j+QfjHcgNjLDv78jmLdENPpjXUfAO06dlsKFSPDK3qfv+gP0gDdzuQ+DHKS7kLKAfi/8Ze+L/Pd/Qwn82Ng+FGPe8LY+PZzwXvo4m8/NSEOpJB9fQP6Qhr6k2nS8UdU8Lo5/t7ZEgLq/+6JNZbfAcWM72gnrlMyYP81LiYcZcpbVHLFOjGQ8CLmd9Dkw7aLeFs9PnuHy5vKBpxf/gbOIejlc8A4A87x3mNSbDm/8foLr2d4T7daniaIn62hHMwJ/1+Cno7hwXHBGNF9+HwJ+HGd/REOCdVeCn0esz+it5r2jZooPvQB709dq21FWqt/u9NzM/zO3vnB9/sbDng7MrwWyAGLuwRx/5cxhncwUMhry7BqfG4fXf9+v/bq1Y2+Dn5Yed6WHhvkV5T3JJZ9LBIL4O4Y2Zh09UXcc6Ucn2tsPCfwdvmYyJb4v3tvl4apo875yb8p/jtKd5YOBpyHdzZN3U+73HvkFWw35Qr9itfYUFhrMyD2DbgJdNcff5+v6loXvZgzoYXH2PWYaq8/1CtiAxA58f8x47jnai88BVggb5/4+OREi9hV8j9oJbqmgtjff19fio3F+WOi0pHCf3q19KDGb5vDwxsgetz2vZ9svnBdu7dufJXYXd3dfZa0o8RHISvsbNib37vAZsIHV/TnLZ3IJznpcPjhs7AD1Qvc6eBuElwmntHNu4ZLhkzhIT4v/wzw7g//6UqW5Zq4nvLP55n3ZMe/74OZxpFDTMvp4ttqGQ//Vw+An/g//4DVReMWhg8A4oUMxAjGt+PPmy7VZoXuP34o9FLv1/qx3TBny89v9+3bvz+4248e0zNN60zZ9fp7KNdeQu+3XxUrLb0h/+JC0DZAfZBm63T0l/53uL+xGTuvA8zdFHr8Gjp2wfZec3yXxDmb+RXP/zivF6HBiHJf91so8jzWNLLTXYeORxUV/te5tf/0gGNHYv1IGdPaR+TtAZph0x3q3oa1k5EXa14+tslPhMX9AUKwj+cuITwAouDDmWd/79TjXH3tx82tD80vRK/6tgWzOeAv/2cT+IgVixv6AshtRNfzV8X0mNjNdp7jUlzY++I4snn9T1lA4eHyOyz+Lxjn6ir5c2XFIxJTtrbDaz35Y+abLzAzxR1wazhr7NNtL2ETrv4fj5iGSX7A2qW28cEWJwb5IA7DbVTHDeE/19uYngHg/v7323dza9haz3+L8OnTifX5YisfhG9noKIT2FuF84i1/FL4JQPlRChXcL9upiOISPf3XN+lAwbzfaIOcG+7D4V3x05q+dbmbXP+H7A522Nhcmyf/8jWt92C93ti/gOgNYBwd/TfBdcXBT1AfVDoor2dB9T9NQDvPNR9nn55zbcEfwV24dwRYIf7h2xD6y1edPCfPPz0j/v7rv7mlniPx+Qv77DjG125HHN+T+d0/wa/eR5GG7zXEHuc4970S1zmaWhHKjywWBa0B2ce2mnSAF/7u6MV/O2ea53OGuZ8n57C2edr3Vnb7rvgPtIMf5jCasuwDAnvBemORMfda5y6M/w7TxoQvmFrjWD3VJ0Sk41bp1xvWnsOISeeBCJ2rT55/MkgXpq2g9D9RLPB/2GQ1v7xrdCr+hpu6h/jrv/yAb9uez9itRiUtzcbb2bCJJ9a8E6UlIf4ZIrsjNHrxfyPlOfSAd8/W/4Z18LEDQx3d8F6aO5qSy/D315evk95uob+EQ+O6k4wgmBAjU+DO4D9Lbp/kJU2gAx6QCwfEioTbPvYQ1h50xNczATLO+gZbI27icZu/JNM+/ftHtQ+lB7W97r/ahG6P0wPxUNab9LtBOS0xaH9ihDf4PWfq3j9Xdb8b65Hbpygl5/T5pps5PrzbkjPJPMCBb8gXtjtKwSfnGnk87Nm+L1dqn8yLbXXerm5953x4XD82N5GtZxE9AGL7wG6s0j9Ads9gvYmvCaUTJzj9Wb+yC7wDl59H0Lhaxs+9/alYa4RxaZcb9n1btJhtd2/5Z9JtTPP3HZfKJ/xats8ejPCunxcfezg4QpJu+f3EJ0Ur0fd7o17a3uiZgV31y8Fn/KOUJovqHb+zDZeTasaCWGgO/h8+kBzM6z9Qg5eTpJ/dsMBw88D+72gL+108R1Qy4ZCtqU/+EB+oLqyIz6YaNmRMTHUnENkrT8dIP2vMZZnY9IWWv4vPe66h2XctekbyDnQ99AzW14srw77PywwaDPW0TsMLuIB8rCrH4APBGwg5Yve7tDH6eazHh34OrMJh4M9Etin57v2R9vrf1uxrf1MGF7F94+nYC923nHvp56728/h7ltxse2XgPpv7XfLcZn1EDaAdyI34BNMbFh6IewB+SCEmgNsRByzxfWbD/ZeP/k7Xnw2OQ6Xe5C/Y17wzneoVoYsWgaMyYgOqD/g90D5G2LAFh1lEsgKsv9twHkTeLjc4+DhKN81bAu7nzoGbBva53LtAZm26WEWOGBrzrfxnh2/v/lXe7yfR9+CGoA/4AHY6gDPlpLHC5A5cCZY60Ew6YEgjmkj88R3Rmy9SYjHIap3K0+X27z9W7XenH83teG7Mv+n1s8dxJz3u/H/2YOMcxfgDyDbax2A/wB6GcBxxq7g+89jQXu/08/CBZsKODdbutiH/L9IsFmLaQrNRdkACfdVtublK/5H8znvQbhAWVg2XMj/npkN92cHrOP8BQwYB67bvzlg+YJrXTCsPz7xF/wy9xvaaBeAltvim/j1bgDTv58sv9jbD8J/2ZbDHWsNotr/WO/u8WwABg/4ApR5RgV3e/k/Unb9RVv7ATtjKtae2hxrH9i7FRPEwBdGtSKfw9wjCfZYn/Wf3Ie2mBxxIwcXT/Bs3X9vOxvwfTEl4YDABZQDUMMBwB0A/CC78DRvuqaLUvF/jD9jz8G9QSa9P771hobZL8BvoQdkPuAAgiV8AMR9QU3epQf0PviOCcj6J1zJSN9OmT9kegmuhRviFcg0SjAb+D/HXemff6Ws/02IQB6QfwB6TPaF8/nyP2D9//0+ygGrZcFUD6Jx4E2AdwDjOsOdf4G3jjXe9Vvuc/3ogP7Pc7++rQWubndeuEL1OBb/q/e3v1+F549YLvSA5oH8C9r9JX66MeIOBL6Qs/18Ffwo8+noGzbkv4DQtDHeB4gXxCZ/d3JeJPNj+++yzgzBgy8vT6Q4wJAFzjyQ8wAcMHEDPB5YnPv/O9Bo2/KhEtfrrm+rBeUGs63n/1in9Xq/Xb+hnXGuT/1+FID/1wIu+HkAqAN6QZLXoNmccnNjPveIMMRzWmZf/NDJ8Z+eW+4Y9AlE/+YsLjzK/LU9tHQDChDiA9Hst+2rFPrFcXT/6e+B5QHWANv/B13AAx8ALW6xx4XxgTafi8yC/8hZHTkgetcLm3EtKto1prwpZvn/Wf59zeyhAebczB8CeB/gvHURg7d1gPaoMfKds5vz/EY1wrp8cO7dPOTpou11rtbrC1kTV/eLgO3UORWq+xJv/popOqAXh6UvjjA/MzuoPlU7IPYDFA2A4//6xwHv+Yxgas/ceWPDwE66rBbRb65f+F+nfr62H2aAy6UW9tF57h/S5d/fDr2lxBXZNgCLxlsB2tUJ5ZvFavADeCXBADX9/SaQ7/fG9up/m6oqDwjUa/RxYj5RNF2eulA1z7ZdqGTyPv1r7gle/37fWt+XDggGfH5h51865qAOvNkCLogYkOp5O+gBYA3o7weIXNl+0/OnuBTJgFr+u1CE8M7f2eRg5//rIa3M+bLW+Zx1ULU4dL6zy566Y91yNzc35+TR/pC+f3f9hveF5uEBtvP98/ud56MHOCY0QOijpVvQ9bYAZ5Vogag64LuG5hUMk3Qdrol+ORgH0v6BFd0pxw9cG8IAnP63FAOQneUi3GIgN+D+6Uh+hX05CfT//op/ISQTqANEOgzjeTOTEAak4Dwe+f8PDpDJljVges3xYY437IJf/sdlmev4OYxGMpm0z9Pekd/B/d2vGFz5o0EAZkBr2jzxwmwuyVlyjERuD+YB2MUf4DagwIDdcPUDvuI3tDLgYViRX7zHbgME/890z7xvo/r/iC3zy6H90R//aVb8oM38SQaszcrrQoPbuCObE3TQfX9OL0bfbj8juZN1vd+T/cEEGcOI6dXVhelQhPf08R1wxXnG9w1+b8622hT51sKB7B8wbVLypCgFlt82dJvIaiFE+bawtt/C7+1BK3Wg1wN0fZDmPSfn6XPbQf56kmNQz/4xQEy0q6sdGpEeLL8eZmb+TQV3aeOHzBsv3ge95+WBCWO7nnns/l6S1joiG98yxft8Hjayj58DDgyuRtWDAv9rfxmCHrD9fZ6R1A/IXSv8o7g9TNiAsyQdsT6G/+f4z4gfW/9TOEpsPb/6W+qbE4a25Jl02jLNR26kua5/XHV602o94GH3wKqd4Yxh/kCrGHD7oL13WGOJhLxdb/BeH/wANf1o0lr0+wdy/Drx3bn/5wH3qBseaS3N8LqSAfbd1BAxYNV5DxD+AQMvOb45NQd6fGj+b36TYIDWpw8/4GXPQTeiD2B4t+QOD75/9soI42iCwX3AqLcB9D7r3qTWB3c0ee2mA/D67G/qmswYun+99y/sgLDtaLDE/FhaFgPMHPoF2slwLnx6uLbPLzR2wg98QnfzQMUBrWdL4jY7LVwsGZB96FfeB/K2lB8tjW0HNILsrhfCXMmMLGTDbrUBw3Pv/ZJdco7bZcEI/4/9yZmncH0qPyleAAiguUb1gBOyvHUncbZzawwaag4JNvDdv4s2BK5uF/bxMrPnpEy3L3CO9WLtMvc16qZXsDnVO0yW7VSLedD5gXI/4F/G8b+RL1BHqYbgM0Dh+XmfOrY9S5VCJ5d+xHd+mbxMybG8OIaTIxA7VoU7o55AGtUI4rFq8nMPYtXB2dUKT3T6ewAkO2ojFNP8T9EFFHA84Hrf938DtP0aHw8AtGhAWcBm7662x3dv5g0YXzuQQZE5tox70UhxbvpCJP8gsxSB/bMD/Fyc56nuDGTtPY7Zwh1QXsVuwbhb+a9+XiXuN7xMF/kOfk4a+9ByoD4GQzjf9ytef/gDcmisjT7XFLbo6vsQ99172Ot+E15HZUCzL5YPJ9Dn54ae731O+bt2YHFHgViaqGFBIwfQHMA2Q/3DaE/aifwgA1AaqRUA59rjd7DvE5xLLTbufSz/s7fCNarRifZQ4XNYcctFL5QP7h/8PdH0kcHi3n/gzCJnbtqO3lcA3VPBUggIeLlzVe/WE/4Pq+8Dv/wJtu74vvQww27v1w8yHizxRaLSBrQDty9w7ADteHbA7n+VOvGhr6D9buO+xv4Pj/ek1+62oTPtWBJGH3gDrjdzkFE3wA57bfIB8gHxpbPJB8z4MgZ76BUtyEygrL1I5Vk23kEe6Gnvpwzf5fEczCfiwibcl65zMNkT819r3cP/T0w0BiR/dTn+cvOe7R/WHjj73pbCfmPyoM7Zcp/hfmKZn5DCGuDcKQxSztbAVWGAfKHqml0HXfS2JGHimvx9SMLCo6sLPmHQf5345bgone3gLy28Uuc+/bNd3ky+/+gkj5/08vi75pTqFjSjLv9ZZ6LVIFQA42OgVxi1wUyzBeIhBBdZL2A+gc/L/T+5z2NFflO2HgPqC1hcUDhe/6/tV5/zvf/p7ovQ3myKGcLyN0ew2CJFNx/6KiJM+rtn/oKXAfSyQyBMZwq5H7t42g+alxdsarm2TsLXHXLfiR4c+DuLF/rC4DdB7scd0M+C2Zcpe9A3kSh7/MLqkBGQaUGu4xw44qDvgH+yP+5a71PRfnzvx/SNeLg0cx4au2cY9se196YPetYdxhb7l3RjrovFBKUPPsKxljaQTXlic84lzpzcARl+biCjufZC8GvltqOqDv/w4RgnNCAR/IoB5MsY2mTx00b6jVZmB8mB2StC3CPzHuN9WK+LLrJvtM9zd+2/718EB/D20OZrIhzXfCjclm7//f9fteugJiLeQPQdRIgXTnmi2RFzEEk9EHUdaHOEmdRfxaAMxn38/cP1C24dct0u9cRh3cDOJ9oIp8M4SYeD+w/Nd2dAKA3gyUgXVydyOgPu5T+tRB0Aa1yQAwx0j25w3zVPzv/wLjKcesrmyOcCbJ+Nlw3bZhA5JTj3vfrC/827gw19wfQIFT7Mj5DCOAB4dD2A/9D/i//W9TWiVRNcwx8wZm/+XX2KamOb7j1EuVU8kBrQBgo3RncLR7so+mf3ZDtA+L+5/5ofQI9Rq/cJvA8A5B3ixP1bdG3/AZ5PkCwnmffvI/PrkimKgws5hI4DaQTiw810w+m3qxo+p9xZljdneuAOen4/xLcLxlKtXzcqP0Iq+2mN5lnHTXP9NhaQHQDpZNglYX8q5P77e0JmDBzvseGd6uf4HwC+zWrJfgwDxP8U3beZlD0eJNWiMXOivgB7Nn+Gdd9re3tPeE2fyOT/qRZ13YcfnThPCG2gJJ7eXP7cAl+OMbeLov+dcT/+Mq4I3x/v0roDA6C++FOfTmfnTkoZR8SV00p1+v7v/feSPnmEFs+3v3jM2Z6fM8A1VuQfe9n/A36K/Zj7YXE8JZoDfksZcDhqcONacXBJf/AKr8YF6oe14AP9gwv2I6C6YPdOiQHJQwprgFvoMSfp1fuUpyVcn9Cr4HrH+mr9qP4qgXw4J/Ap2XTq6/pbpe30ABoN+Cd6L8u5DP5MmWc2Df+V+M8mMO+/x+A1kxkPIgMeHe+v+5dYBjCYzrv5qc5X6aymcyrnGHIcwvIoffMN9qbeW8VzIaX3EdmGegx40TYnTYeqAcoDm6P5FzrabT8k/Ruy/BSGgJMDPGfrg28kPE/5G/UAl8mMGU366icewhHwAaywBbCnLrpD+k378KCf/l9R7ZM64G2IjT3Q/j9vzgS6nc7le8hx9oX45vdD+HXUhumsF/qA8R0ofSA3dkf1ho5DcR2x/QedH/Yyx4xFCCuSP3psfJ/3x7L3uIf2BzwZLQp844bemjjdAv+BOt8B5YA1WkCTE7HvTNF7pG7ZB2R8jw1/LxumUev/s0jbcvHw695eHIvMe0fjqWm1gRxgv9D4DzZeOqCQq+1RyxxkZxBxPM8f9bO7HyTrW++/n8atvuea7Xu3TuznYa9I2jNwxQWz2jzx/5w3fVUHgC3WSr4F2A3V579AtnxBWWtM/k35zYI1E86YBcTbMn/Wb4nzEOun8Km/517QzhCOEc5Y5rMSygdMdQKiRW4v9V5QfIfK6GZNdEpaa7AfKD7nPnkcdOC+3odbsPMBYT3WKx/aN0Ey+i84+1ua/QEM4AcAeb7+wCYbBoBvkcXeeQwtafcXwn8ESlgQ39y9975zEAbtAuH1uupE3C/cR3Ud/cvZBXjdb5mjBSX+c9eOZccDeZkHySF9XgDcSN+HfsmxUyR55/DrcS1bmwPj5jP88/TJoGQcO1Ri12Osp4in88Dn9eXVgTHfhfxPtKsS12b0oIgBMC8I1ANw/qIn+r8/cbYfq/BK5Kjt1twW3xUteOzLJX4Br/JuD7QNKdQF1uRYkH77rzkC4nNYFtMH5De/fw61vN9jNVj/v3zF8TZ4l3tQzO/8Rx+lD6imxy7mjsu+CZ4vHRx+VlMmRV5fHjzVk8SvMd5c3oAwDt1z4lD0XvdUvMxAHuoNy1hvoc3hj0U8VN1hvQFqO8pudJ6sWJB5NlkfNP06L3tj6OkHyLWE8QK//JHz63a/8TN77v1/BdTW6o7RvC/P+SwuDuUDcO9HcgfQv0/YN2BXKh8/znBPHOC4gIVvmFfjATnSurFdcchp2S9BI/ozu/OR60lkH8Tze1xJueef4xq2ZbfCZaOzxFhwzhKPW5c4N9ze+cepx7jB670DwJsn6gDnesP38XxUrKVz2JcE3md2KQ3K5ARa4dHTugB45dMXtyE7BRLjoMCUCp0ihhliy2FfGJeG+ZKJ//uo+cA8o+Kdv/5ebj3nvgy27geg54OGOFmnQ+LDIh7f8/TymAuJeoGTNmCiC97QL6u7DfnFq+T02rthZE6QE3C5Uasn4pxA1aj58CjYYX9haMLDL1aekWb8dHL6+PVjjP//iwvM39H7dTsD0OPNcTpcjX+dZ2EBCajpAKQnCGPRafqoP6gPsb3KCZY5kvYUEBdoCHcJrgPZ8s69P9w9BXzjvrPW3DhjfT/f/TP6b46H13kan4/n0+twnv3Wf3Q/HRhsRnTrlGwZCvfIm80/rn9MKfQ0fhDn17n9PB1TQZ7peKEpuQNylLsPTDF7uIjUBiq7Oh63KNT+X/Cvy4R1QK5vHFiAnUR9w7TaMwDh+btedbyDnO4QVtyYCf8+RLGvJ2/XnuwFEfxu7r2HdX8D/we41Y/ytCl2wD0TbtyBHpAPbIU2ZG1ceGBty6g6PXUAx2FTMn7DH+gJgx0XnLhUtG2nMNiDqPWfR2/nDZX4RvCCdlnKtrhe8lXXxuAbz1Xnki8HcHFD8gElWwKu7p/3uU+Rme/vFapc/y/+4w1In6570+b9wP87yuWW2keRS3Y3Vo+IYatrry6Dg57dLEL6JjJD3LwT6Dz4HmAzV3wbluLa/d+/LhXgSo+n5juE/+93A/ODRgf903HuzfljTftxvXqgc1zw/n9iuV8intVfxwycZ47ian9s8tjtzYTl7byb7rRbj65Az3s5t5fTsiJE5tbvPx+/79xFeaCkIWrLAVzxdv7/pv+IMEDOCW37N0c7eZvQ/TKF1fmLm/4nb58H+GnJ3Q507Jm0c9uZlLC9R/4PDogzC2j/KY/H+8DD8/tdczcQLPj3+YzT1ejx/dp4uY914niwys9oy/yXbwnEk2RO1+iePkJOfuv89D70dZvjJOPtd0/c3zvUvp/dTqGjSdg5if+OXMjED0K6BlGyP11oOUCAXCd4719jgY//u18H5rc+3qfph3kcrwcXlBcVxUC3Jnq7p4gFF7/LA7T3+wHOG+CB3vNswsbFsbx7aA44HfE9d5KtsL0keJ4Nn5+P72D7v8M4GxggcCDz8RA/f6l94hkgR+2AQydPC1jLAVrONLwDsGoy8MrsSGHOGr+a8jLBzS8EHujk3PWXDxcPPLoDgFfZi9urx9AH0tw9n87t9hVpf0e+B9RfbxVGG/2XGf2K8b0Aa8g4Zj4/aAcAfBE0dqn/17znrk5uF5JWCScg0Q68c3rB5af8pjCwEsYFRucintxA0nv8zvjjQ9+qcQPbs7Yh7u4u6LejfYC3T8wPeL+wP0h2TCiUX8ASeQLSDfEm+IJr8bDZth4JQoNd4DdSD/wHqAA9Xkr8RQXvuvDreefnDdmlx8YYynz/yX46Rw==]]} inventory_chest -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} inventory_egg-clover -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} inventory_egg-gold -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} inventory_egg-multicolor-spots -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} inventory_egg-pink-hearts -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} inventory_egg-plain -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} inventory_egg-rainbow -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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D1JzeYRIx3gFSfANH1oPopP4CI/0FifQPICKewNka9cQxLa6e2fTc5n2j13lajBc5ekTJvbtD3TWV8ytYsvTv/tX1zf7Ewcf5PZt7fHt3SpZVqMfNMnM1Wi6+TPXgS1sQLiYo73PH3N5hDKpJzGHMAcslTSRdml6PQ76IT+o3QFrPQFHxDhql/4sU4F958nyN8z7LeQ+jev7njyClaebESX/v/b7f6q9qdX+/aESSFUbdEEEg7P35tQ3WemW9DBabn8lK8a/BCmdbEncXx+6oYmyhDkx/P3OKd51c/odG6zVUKr4Co/R5gwi8uEjUV0FxoC0dl4+fQ5KUavoLitRe9b/KOdcKxPW96vrg3kXC991JLzA4BW50vZsuGEgQ1aWqrwA/VivLzwQ1XO5B2NZ7aoxh1IERtVhdnZJUU22dKf4cEV+DmvUjOKUvcCjB10KvnjJ6DZ/jzKmT/xiKNMmSm2l7AmVqb1if9Z3r6i4elV5iZXd+2v+E+1UWRHO5LpQNRPUxRyQ2HZh283DKqqmx2tqaEZthsjh6p9MNINWPkCN9CFJwF2t06hjSW3h8SE4dPHr+uIMgSaJ0TN8vdcp993a19/d1CX5w/f/lV9gYmuF7+L3jGDj8zmPXW657+Py15Mdu4rFxqhgEM8nuSj+Xqt/by7+LBOZJSu9XSIugceo847kfV5AjSpVS19S3VsUq1ixatfZVda+Dr/G9GRgGW2603VsNAbXBFbBW20a3moQJ+5nxCjriirWa3JqxFfNZLH6JZtK9ML1tGz0eBKfFOBCjnC+5nP6tVVVl9VauNixVq7UCceV6r7LHL7/CytLmvIe7PZS+I6bVPhcVWdp0SqW7S5Zz1XBtZl45ddM0su2dqn+vFkuOTD6KXjty95y9d+aDs6VMmv4p51OpVFfvq1iyZtH6zrduAX5v90gvsbFDVe5psbDDugLzLB9C1Bcvp3OcRyLmUOdldP98osnl3Xgo8GDIDKmRnmM+e2c/z4UqXcKkaZOnLOrHGtXzX1iyvmvZAnz/frNG47Fwb+Xya8wswI3BHXUJuVEcqNdUtQ5HZ7fVHHWuWYOd2JcOY66thWKu6nvHhFPVJ7n8+fKLOOmD5rh77521mjVx8uR+OilTqVStYpVbuXoFS40la9b/Htu6hbMgkfC98Wj4ficN994HO3zRCCC5+0EdUWjh1raiO0PNsHHvVEp2xDXJVMDEYuqKxduNZVhxr7CiopyHTw7UCNN7zemfDkrUqFKnUrF6FYsWrlyDWmWJYF+HhktkcWV3sdCr7EwO+luggSvatl0c0EH3Vgffzer6XnO9eyXegl7tgYTj3ekkdcljrmCnPH7vO5yeTuzsYnxKHSzTpEeO+syxg2ePe0kTpzR38uS+shWYAbMrVKI6ZcKkiZg2wQEg9belcuWHp7f3t/fztns6NjSyMDHDf0D0z2Dngbt9lwMGvgoF37O6dvTq4XuvP4lORzTuO43x4FPNeHJkWElHR+fJyapvHl7ejSlXenqfjNSeKOmRoX07efikgLagSJYyhVIlq5ar1BAdM1+oMEGy5KqGIkVf+dU1i/uVaDwm15z1+d8K/U5J+3+f9iu0YuHi7y9CxSF8gO5rOdPuy3Cj7hlE27sdCrpXzxL+ZiVO/ImHsZ66I1GnIEDgtMhzuXz11N7mXjxE60gjpUiM0hRPnz+AKr2SlWpS+uUpju2mUqpk4QJGTFbP/CtbPCq/xNr8X19ieX42QT8egyG23Kc53Ifz/TJFRlSw0P4RBfOt9nrwPfHRpQ3Aa5lCH9iFeWk3uze7WE8iuytuWWTMi8hJkxwJwjinqSQ9Ll7Q2BHl7/IlzJiVaEyDXLqJI4dOWluAPq7cHKB9AYh+PkYSPP1AXu3fIdx3dCZFGzXMhSuQVvS58N1iM2xEmzg1xCyuqgIFCjDGVJhK5fuv3Q24UdLgwZBpijG+VAmODwwdWMzYQdyMpMnz+yXMmOIZND/Sq80b93e2S8d8NmBUSU+R+zkMnPav1Nr347p/8bo/Cu4TAQPVIiVPO8CY2G6ZGT+F3NdXTplxbXG3nOu6C09PVR+W5c6XnSJFv6aQCqV6Hv04y4cWQokbQ4w8Ta1orbLGDdbmTRqe7bqB9vP8DtTYtF8E1H6KS9v9BEdxCSj9AmZFcam2omcL35O9qLGdqtZkVySKpTnwwxjnMXdHJG7zVH0+vgVHRir8slhJ0iJDj7po8DPgwM0QA4erw8efQpmCsQbDutsNG1ycn+0G8eT+VtT9Penan5Gp/YQMkf4zMPQvvcQI3etA6LGu98dFkg5gudzMnPHr1FkGE2Nd5xRDq4W3qt/j0/nNFP8LypobP70vVqr0Xo/68yMYfgMWPEgppDp6AMGYiZQr/3OXL/8ukrlSjfvlGvfNprPPpueHiwvk3knI1avgyL2f1v37SLfcdwhB4M+/wZB83LOAZBo6nO515lRSk8gmmUwmvtI0Gl8+jV09tzq9GyMBvnjpJ5b6WUct/Aq4BhIsaCChgg4eP4SkTrSq6s1+2ZsYZm/jGHcrz3yxcUMm53Xe6gQNcv90DyoXtH3/Xpbh3+KS+xCR3Gt4ROdHS/N9puYf2xK9kdF7pZ4/D6DV0+Wcuk2dOTi9khluzsss1hOPzEeWG1G996LUPsxLS/jbA9qUwYV3xg8gRI4w2U+fTAkk0u8XBg0c6ZCs76qJelGZqKiHZCX/0J4s+HHScAnjpYwXfDVzyOD7MZPfyFInVF7U0zLUYoUKlCYvkuLW3UaWbOFyMFsLjvbgsURfiFsO8sfGRVgSb20nAyR+KxrtU4hgkGDBAsAGgREiSMiQi9ANceKF5vCRz8lIfqAxQqrks8CSP4GL+j4x6+fMEI+WhniwNeyTa4gnajZt3hCLdOogve4YTyaHeLZmAhI/uqzJz6NGvxIa/VaEZsRwqaL/PsH40CJP0mUMmfR7jOslyQ8g6Q195LvZgPUYvxUrGFDcpfcTafmHP3K424QHBbIU2HLwAIKE9LoAcU3gkH6/+0X+LBz5joLgn0GSz6OJfgYo7PessCdjzeina9q8kUPHDvEYD7uyRKIgIiGdFiJkfDooUPFkfoqfw1M8gzvFz7DDXosdfUF28le1LxicRokgCZPi/O8zY8ZIcYcIccR883J6KE/FIvrWnO69uh92N1ygOKEhwYIFs2rZeoBvKwJ+YOFBsMCXlQPfUA59KjyEEE/HhH0Ry5gzatzEIcqZU8eOuqePH0CBVpYQu65s0bgo+SKx0fKro+Vzo0WIvJ4aUp4o6Hi2PsRXwMP+yR39Q3bwa81h0yX/UMLsNfhn05oxk+UIEiNJ0pvigc93zG6z09JEHI8/Nb97fDm/yl+RGq2r60ICBg0cxHqQHjDChVkw8P/wUL/jyPqnkcqWLyu7olFPXNPmTRw5dO6sfwAJGsSqq3FlGyGLj5LbCAlplKT8Gmm50+JeIPY2/uj34fMuOvsLiOyuG/ZQNGfQ4LtqvqTfd5fQMqIeQVnecmlu5UagiLf8rRi3ejmfTAMhNLZ761WC9LJiMUg/ywG+YNshva0+K/Rh4Fhvh0SKFjBixqisSkZtE0f/6pw7eNZfkC6kDRH1oiPyyCQbSZJyEykdKym3ccWWvp4++lK+bxHyTTQtX0mU2Q8xof0NZPxhmnzBMGzMpHefpINRiMfwlnE1cfp8pnf28PDg5lwIkrp4rQrpVSXAZ6UgfS4IHvBVuVA/Jcf6PR9NpFBZz2pRv35RyeivZtRfn9FX11V9A0dOHnUlEn9tyIh0pEZSSqK0Tqq03CzR0iWvr03EBLZZos4k9rRT2TMqupdxYvsFOZGQz2VJqfzhG/Ztmir4l5L/J+rdKuxV0OFdhgXy1LeVOwQCv8DfLfL3CvxYFNLTgoAf1ZCeEgn8HjP06YxMIT6lwv7EKOrZKOvXLV/yVTFmzqBRo9rJefKo14iQyUZekbwmSVophYFdCgsTy4RpjGzsabDwnpY85XxZpQCfsIjsdjh5/S0F4O+gs0etqP8U/R3FSf5bQy/dbS4TpxT6WFYJM21053Tiv0Tyo20LFCLSozqBnwPGerAd61Mk64vEVZUyRf31Fy2mzBmVzar+V/msD8QWi9t4XBk5UqorWNhKqdLYZiuRjZFpMtu0aVOa2d3XZvldTZae3sVY6X3MU4CrCDX2T6TC/uY53r2iQpukf6/g3/BLN9vTidMPfGxqBDEghYS3pu4zxT+nF0Py3RnpD1Wk34JjbOTPCWGfEpck0ZvIOomCJQwZMmbUxJlzJ8/6h3hWHypePWS8iuh4NRHyTz5aen1FApskVskSe0nFdMnsDA0NLe2T2as8An9ng5vF9wC2CryMloDXlVLDb/nkQ3EhSf8r6W0IuMPYxN5aVOCWPtpb8aun59fJBRB86KsDn5ORdL9AOmHXfSSu6xIo65+zimdVV1U1VDQef9WRV6QwsVXSWJlZGlraJk5qa6v66RNb32a7ZWC31SKw3WgN2G+0BGw4Wn+vs2XgZrP4vnYKWHbSF1JJ32ZJn2PtDi/jE33FvMbgSxftafzuZezypekFrOk3sdiR/j3SI1qCf8GM3n532C22HlE3cX0ihYuZM2lyrrOH3USiEZEiRcmtH0ESGyM726wltM1qUltj89T2iUWjZWCzAS5AsNnabB3YcLUKbAC2Bmy0Vqmlse2AUPGv5OC/ZPJ7EEh3u2uEAKTWdUCkh/Cyq7en01dKkf41gp+HSfoNbPQn9Fn3gjx6f2UkTJo8gTLFCpYuaNSsYZPjzFFVPVr1UywOKu5VLXRktPRiBLb3Kqlsr5PKVktqm8W0tqlN0ya3Tm9vcHAANhFUnByouV0UJbfXABlsN1wRIOy2Ww8abDdbChJsM1eczHaS09lOM5UdRKLk2x596QaAf5exh74kxjgllJd3Z3fplBX8EHD0NfxZLwGP3gg0q0SDacOmDRw+fYh7XQURMh6TipaOvv51VSORmaFVSlNja3vbxKkTgABzdHZqKLt9LMXcb7pyYdhwAHBZ2HCBFLbbrQe7DfAB39k+fvp09pST2cc8In7HH95vabqdGVfgU+7B0wO0Ir2XOutFHOqTACwrWfeqZMmSJ2oVK1pfh2Hjps0KJ86qVVVdBx33uq6sIqVy6fV1EdjXVRKlSZPUKLHt9RLbZjO1vcEF6ERkP7HrqjyVtwEMgthwHTbsALky7LdAC9stV4U95qpvFz2lbSMoUGvXptouFyrtCfSIPySgV8xqmmpciBjpaUxa38LDAz9jWtSNVSZRrGDRWnWjyqmzR1X1oOMh5FYRJfeaSKlcfm3VEVhY2BgZpTO0tEpsbpoA7JWTJzm6pijnE2+roZr7a9WAPVdYgsSO0yViB9AFYgPIxWHHDW7YY6/8djEU20aKettJUW9x9wI1dze6Yqw4JpEKc03TH/ChT6MFIvUdHJh1aZK3fFnTRp1T506ePasfQYQOJbeaaLlXRV57ZfS110Zge3UUttVHYo8inW11UtpWKaVtPUlta0prbW97zQS3V0wA2E1xe+3kaa5us5/smJsNFep5h6eKeu6yVw9coNhygidMkBixy2CNgttIUnFxdSe7NHcAa6vL5JQCebIHYKi3MWqReg6DEPhZd1qKRN2qEyhSqmQtq7qmjnptB48edmc+ax+icWtAx60OImQIubc2tNwa0dfWiRSBbXWR2FYbMSq72sjsqiO0a0dpz4/U1naOxLa1pElvW7UEt1VMAbaqKW5uq5zo7JhbdYIK5bxjiaL4Njuqb6+i9DabLQ+7eSjDxbarG2zBYs8Npth1hCe2mCu/uTq6e8Vy/izR3OOS2W2EVeQdXTw1fYBUvw+D+hqi1K9otH4DIfYN/Kw/0EfdbWOSOIlyRe0i5k0cOXfy8Onzx8+fP8edASV3FjSoUBJ5vFaEfGaEvApJOWl51RLY2NVMmsy+bkp7gzv7KcBXT3JnPc29CKruRlCfmCeyn5rMvaqemjt7YjafPTmvenqeDZW3iaP0+G4skhLwt1lSAthiqQE7TvBFjs0kpFGDxrYjjLHpBl3sOcET22uV3j6eqmNu5Sjm3dHcvL0uD3MF0WDPS+/j6TQfT0A+DE3qWTxi4EfdcWiYZCtX1q1iycLly3o9Z926jt6zp0/x2s+fQMWrhIhXDalfFRVvjOR1IxuJLO1rJObZSQosnFgJxImXXnzF9APKFS5czmoKA+arJk5bTvwk5UZSTY48NUTHkalcpCDxpSoOD1tV4V+tIPwrqWrBj6cO3GhKwImk/P6+kipwtpQpA5tIijVVYCtXNeDxY4eOQhvbrpDGjst1ouncSlLOLwP3vhZF7c28nHJhFrFcnpK1he+Ey2/RSBL7DYeIX/BH/QE+ejPfQNFUrGgsuYu6Ppupg4d4fYdYNF4DMrJfE+X1RElfL0ZyO7HR34gXGwl5EVKZs5D2XH0EqVOrq5UCv1ISPJHS4Yvs2umTVld2VCjCwFmrvoLadGMoRV+KsvOwUmY+xorKzWAhudqsG0+jdaLDhQknomKwVVMHtmZLHdirKQPbDBaHnQc9MmQ7D4PspqGPHji2W+CIfUSawsPbylJ3XwK6GLvOaQwmcfkXF/bp2fzCP7HHkgNBf/Teu6O3ivMVLNrLunOY9RjXORq/BiKePaQGGOes37ROUUnqtlQCSemQPtK7F+OMdVGJm4I3DUQzBRPUrxIP8rJIgVwUIwAX5fxhNpCiPaxKurRJD6ueOGXaw3oSX14R8WW1zp8mhhmgi04K4LXGgWzUsEAn8SKsX2IolHVYZ/ylInXjO7AeV/il65i+dJXElzUsaDO1a2IsiJf1qL2s9okiABNJHEiRTggpGJFLOiHnMxApmQgEudjGT7OgBl+m8/ntbDLt6OLk6uyYLcY41yS9rJX0PVCXRTVuCjJWQoYjjQuRICPTmHqduHXi3Drr4Nrc3nT6p2Z/pxrPtyZPYPV6gfVP9frTThMxnBzzuZuDkf7y6uQANj4ppGA4Td0YpEUjAjI7Kr/NKN5ud1mfwSr2EqzcgbB+B1Ok8DnHEl9kfPFMxxsHZWr546uWQt5qOeSvWqVCDnkoo49rIta4I+KK4ymOuBr2wqesB65j1buHle0GdFLNLUfz7gLF7OG1AAFVTbFOUyeEFYwLrNZty+md6voMaxqBx1GG+CXljNdKKpNFJkhWt13bv+rKEo9OvI78FZLHEyVTPEsSwlcQmSegfgGgy9BCIgqkRZzPKqRkVwpoYmDeM8Xu5+L8NPIsWObHJDn8ktdy+X4V8mihOiNGYMaAN3j8b9Lryb+M8lVeSc5H2eJFiAj+QKPtWsu7CuFh9cGBfOJAXkfdadxuOQosGiixIY+OZfnrxeUv0sgKsnBBq9Y+JpVXbmvJ5ISOLF6j6LdLT0U+mWnGa/60SieBVeIs9yBV1unDe97Z1X1g325nieKBY2Vb/oIpiUF+HFo461VWESuWrFq21h0ndI1FpogiM3Ipygk3oIKdLceqISAT85sq0TiEgYxshXfn7gXosKI9jxJMS5gkQ4CgwLOyihUsaBi+Syp/wcacFZiUWzlKON+OvnY54zptD1Iwjd/0JeLivT81+TBLDcdFFsble9nkUeiqAWXdRQvswtaMG9hFPtFyUmNF3kNZ4HEZ3635kmLQQCOVGVIxNX+7KcN4d1FjZ2O+xaoUoWoQHCxMYFovcAx8a0a+cQPH+0BeN55AVftTXTIQZGMYiHStDx9WT7deDRgIMFykvE0Wk9xdabnCxzBwjFuAgDkHYKAmPBqxFXblQo4GfqaSAZnFGZOBSM8M7QAIVrAvIsthxgqUlWiklapY+YSKFbWwCxgyaNS4hWUcEDAw06BhA8cNXLl4qDyA/F5SxPzNV4o7dfEuHm7yh1eMPJGaDXrb693DKLIlZKzcdVld5MeLv2qFczahgoULGDFgZBkzaATisqHWsJEjhw4dqg+VVYqRwfEC6tfTlwcf1nVSEGf0sI4+T+v0LorM3zKr8tfsS9RVjbxQ7fFYKgr9SpasWbRq2bqVXxwwu3hgbuHiRS4NYwYNG9e1ahvHpW9cl4ojh44dPHoA8SFYJPJXqeWgwoY8ATv2ODz3RYGMVZzkL7PvlmNhfD5X2pe/Z14OBTs+WY98UNVxWK5eZY1PwJKFU6z4LFpZRa0Ut6VZ4NjxQ0gRlckJ1yZOojx54ZqkyAkJ2SA9rou98VzrjOdSYTyXfnHBQZYGjh0+Cok/2EOi0Vi49jgudYeQv15bPmrMyB2sYzvP8MIBfdQcDGi23TsE23ZbaFigYccob/WRR0Wclatc4q+0CZ0CxYnHmpVNvFZO0ULGdekcQU6o9ZIbapUd8sJkjxMqb7zwS0ZZihMfPDOR4oJnLE54BuOCZjVOKKZjyA/BmCCtXPlhMksWKTdMJgmy44dEHIcWdfgQIiR55MUgF2R9EL6hxIjcwBp2OeyK2YBNwkFIiayaathLmSX5mwbmrYuM8q2TELktNcZVYRAhRHyVK12ixGWpJ1K8loZxQPXGBVcghkuwHx80m/HBNBPX1XbhgXEFfotJ91t4agfsE3uuAsfnSrBelwIGhIK5IizQ15WgeF0Fvq7Lj+269pgfzEPwwmaHH87B+OEbkkPXsDyaJuZRMjNgHv2acgg1/ijitTTyQ6WRGxJVIkgcffm4nVq8Xc6K9vJ6jJGiYdXO3t31MPtEZDf+roVR+S4u+SYi+a01xk2lHZ4KFQbRwcNhqSYeqGecMPu44RrkhUYcFwRL8VxrE45rru+18tg+i4BS57qQQcOGNgriQwcM2uuECADckC/Bo84Ub+OYmGmD5q1XlbdKIkLKnNwle/Lo2BMmRYyckGVC5mm8RBwOD+e2ScSAyqYvCqzE183L6R6QtRkwtTCPik25q0QyuZts8sHijqNKP3xUquGl8IajyiPOCq84rSzjgeqM6zqeOODYg9d6m3ssp/KxBiyAkH8YIT8qgQLGuO3geviQM94kPuhDE5j9sO/Aoc4Yb+muvHVjc7eNzF0zKG/HkEg59MvJC1kiN2SPHHqU8k1G5jySBA7ggU0DKfKswpEsFV7OfDmnl3FsvkXLcleMytu2eORtUinksjKJp8IefgqTuKvc4rO0i8M6ZrgqtLyfoiu7Kj6tywEhhENotHUxZGg1cHC3u0ngvwTOKU6MWH/IgO6FfRp+qNfl0TtBd+X0eBGL0uSHRSQ/PIJ1uSwzL3/Aor3OTR5ewqe1E1+APv5T2I+/X1YOVTJ5ayzylg0S5IBri9vCMH5Ly7gsI4ezKsu7Kbmwk9rDP3VgwaxagLhyQSiccBht3Q6uu90R+8SJFDlaqCFf0IHzhghwPEpAzt0noLtqa+5+IY0cunRyw68oZf4nzAXeuzABglTFawqMRlZPJnZL019RSuDy6HLJo8Yhh6o8HiUC+aD28VkpjcvyuvBWAdqOak+9qlWtYB3AGNcDfAjFsOE4BAo340MTy0ctZLjLgM13H6O3amYe9RLSZFcUjMqutkWRebcnH5WJ3xxOz0AVu6wzMytvwYy8Lf54qz45obHHWYUZ+Cm4tKf6S5AxnlULcJAwQroNJ2DohQwa2na328Xu3ir23vs09An2wjeDN2/Z5DwKJmUXVFlk15vU8kZKHJfL65sYR0Cg4SAQibHcA0CzzPC3TMtbsyZvyag8mpRywrAOl+UM+6oDKf6rWLYCI0w4jGLQ0IIIIWIECXcF/sb7P9Y7iHcTiLgbYM6jZmYONR65m9zyF0W/NE9WMsRPVd9cYTX7rbAmf5iTt2dbbpg25IZ9zQ/KKoDvCpYBvCCCBAoVLFxoPeC9d1sCt66bfgb2kf5BsoS2t3ZLDiWT83cJ5oyWOe7Mq3tCAQeMxqKKNLXk1HuYpIW/Y1p+SAblhnYd3lpQ/oIZ8FsRKJCe1YFZtGwVGhZCodBou/cJFClStO3ee3+IEOiADI/KwXm0rM1bEOkeAKd5OM0iQOvcgABRt81megMr8qnQlny7TfkgAb1/RDbQKtasW7cEBykUYtAQbUO4K3bbYhzpxjbw3ceIbmD+xYvzPEodj8vZk17GXxq8vLCXPla/TpyHFA38jQvzwgd0P4zuDa9cKRAcLLSAAYqjbQoWL7aNG1jHZrIkiRAZ+ifiXgsPzCGwbqfDEAwQtRgKpVKU3xNP49th9YbIevylgCC7gw8QwFpwCx08eIiGGFHCRYFTqGDRupBBY28kTZzUsKHlLqSt7mt4UfxWnBdIQOqWTzdzegW67LAYMHBNbFCAi7DCBcNDaPQDiBAioibw2xUtXsCIMYOG625XR4rdvZdAwVKiRAmCcbaDYT0bEATFjO/CjJjzxoBAgQJ8SzBDBsNDaNtCoyVMnECRAqpiBYsWL2DEkIFt3MCRYwcG8mMLCVKFCv62kgT/36GDVI38u2K67WrFKVjC+VPbvIz/lup/MYDdG/i/CFgIZtmyVQsw8LADiBBR6AjDwxItXsSYYSNHjx9ChhApcuT/kTE0GmTfCBEmWK7lPlqXsMIa3gDyLBA4gkCeMDPL5J6J8xWBCKLf1viJDOuWA0AHDh7kspB+cIOh4QecnhAEfuFhlk2oRIkcK1oidAwqIzQzM0kTM0OKKA6EweBDAjOWATT1x9EiNM4YwQAEAAFADEAEEB8imQsSA6DXvWDuGzdf0olwH8TdJzQWBNalNF5T/4TybsCilvkBDrsTyKHRES/HejqszjFk32Lfg8FTNZ4wBBHwLrS9cT9Gs3ed1aGwezx+Y0F+q34+XDEFG8G2lyxzAFvRqWa68SlwfnnjtXI/a0ToCRQ5KMzqOd/6fW+TL+NFaVwr1nYJPIP98pQYu9S56mB+iiJLxn/2CpFndfahnvJGzmo/Q+m94QNyv0XiHm9GVhEyf0ZaayaU9cpz371ssGyfIt5jVBwedTghmfQLwneT9TvBn1luUX8Mf0H9t8X3BRybXu8BmivSb8IcFipLOxeybXX9P2RWnL3Ph2C/75LCtvHfsvx+MS3vvP1Qvym9P33vV+s/cCuev/pccP8EqKeZNxObp8TCZEXZfQ/XQPmr87ppLNfdv/El8KtlfPWwy38iJ8b7LZIdZzgjTBe7QVuT9ev3g/nBm3G/N+UU/PTllYZ+FzRW1F6aSfqmJZygwplLupDBQCCMCV7X3/+szpd4D0+9e/JScn06X+OpGsfjvaLvvb965HMMTmN2tiIxyIVH7ht+/2bvrppsyDyw/TV0osArNE0ctV+xyA1AN2403BhrLwyKvzvcdl7Y6Hr1ejOtoSJ4Pdrd4+7u+UGx87VBa2fewcyXTjj9QOA1+DpBwoYJQpiGfAJZLAdUi71/1YY5XO94MH/fQLRTlOsCdGUU0nSwYxd6BnSNSh/AlLL/x3MbWy8zPvAN339X/ibXaR2w+b4GmX6xPzh+7JO6dii+NOfdUJxp1wF4XRaUTujBFYHqwC7nge4v0AwSNzKRIcBFUPhDc0HRRYcNdR82BRSgX8DaYOcDEr+DizgOYkj2BWV/HOMY+Qncbj76SUUH+xCeM5BPMrLcsH/vk0cyrUzf+F6bu1qzcg/4vEMn14twxObq8OTgbve6GBqtmgClPgE54ywQJ+L9AZkH2HxB4d14shdIdSLINsLDdwT33+997TYNWrAPfIbuV7cTf0aakO79diOvx5/4/SDgv+u5Tv+4SboE3liMr3dx+gyaY1gmrU/76+i+R8aAfIBngHHBtgU1/gHSE4YLCjoAS/KgfetV/6fc5QOl8UOr7cZW87yhQ97bT+Bf3hH1X4zHmK2Hf0T7/Akv5inl78f6xo93Nnm+3agecm88joMN5224j+AB6XS4TslBbT63qv25Celf7MyNyNUA6vIHloYPI/YuYvjQhs01PZld+fL/0UbOdD4/DvU58ObDv3bjDvoLNIMC2f7Xj3jyvn03nhn6Pv72/v693u9fcG5zPk7b+xvu3+/k3XlSwK0egTO/g5aBXtbxBzhSdxPecZ8/QP+FPnhDbIjGCCTtQnxuvl/7Nq0+oE7QA0m/wGO/t/L899G8b+ctc/yE4V1m5rO40/6z9XR5z1r/7/Lt9xvv+buIAaz9p/n2XOZBgSuTN6y1z3lY9WWx7zeOoPffjYhsbj1XdU0umwdA6D58FN6z32hDE7P8phm/oB3f4NWBE5lErpjKSfi/eV9eF9uD+3nfZ7i0M38/xvx+rZP9858v59fvv/4fAH9/QAOeaA6AB+a/m6EtyzPn28euEPxZxa7x/RfFA3ae/EI330frxs83YLlxoNc+mVeDw74J3vN8N71Q2wkoWmeA/3FA6J8Nxshid6Q4CGzeD/TNi6B9j4XvN8595P7/D2g3s0DVMpsvcT+tj7fQVWd599WU6q/db7x/Fl7okGOc+6cfiPV/c7hDlFmapeuznd5P87VywYx3NO2Af0B9Qz2AeNsPP3Amq8tIOMKn58vzmoT/z/z8P8+vIwEPYG/SGMzch5SUL8iJqeeYUzW+4awdxWfBfuyfx36dZs4jdxYONPiuXJVg2q71akGfZd8WR/gBlxeAd7Y+YLj/xZcR7a/rqdcD0PrY455Y3fW7+Sn3rwN8IeEfmrD7AkL+qwOKfIrh8bycvPG9ze75O49SMhRrerg8wq7lKe5o/MNX7S6VLSeZCuHnAk+eBPN1lZe3A+yItoJgYtZOJK64/4AwF+L+vPtS8gCW6pbp3KcbvzILV23A/v4emzM/Gp3zTOI+/72v/dtfyeT/BusBT5dHk2Hictj5Vv6dev/cl7tyOJ6+S3gz01/uS7QM8QI/lj6U6hMTxvMPnXmzl7q5C4j3Yez5V7T7iFAnkNIrPMrZr/Zb2k2V2TX/83/3/Uj2eTyVvJnn1nVIG5q/Z/R/tELx2/PVkbTtbDfyGlwG0wrav+kFPuH0BrqCb6lO/AGxoGfAeid8+LKIYNj9FHaBwNxh9HiP+6zp+yGZ7zCr3P99sfUS2cv/1qcrc1/2POhf3/9MIhrm8c99T3h9bnz4sYuDb3Gv2GkwvQ1SjLxFXTkBOI/x8O96w7QPqkcL6BMerAzw8t/r9n+Cf7U2Ut0b+9tT774PyQGo/zLrf/+0nxW8dC/d/TPXEKqEImjzA9QPIUJFoWu+z7maB4yj/T/6XI1wrzhB8Oe7wuS917dJMkG5pLN0qqiQA2I9l/9H95Ozq6dwLB5qf9/348d8rJ5rufEpgvO+fQXJ/cD3eRJz3gZofH/sv/F7iHjWPNiWWcNd0Jy1Ds7d2N/ktu3vzdXF1jk8zdkwvvW+6ty83NgBzFg4Ofy3/q13+fvb91vmHp5/H2+M982/H/N+9+4HLoTbfA4a+yD/sX+vwU2BP17fv9FUxfn23bu24/EjeKPGG91mXdIv0/3zfukVdL7Y/ZpYlmflvVWdBSICB2CykP+n++EBzt1Uh7v/Zb/r+V/sU7xHrufaptz51PIomvuhwOwPjAkeb7z73Pv2/w3vOa8vBvf9ur/UQTHf8dblcbSgodm4eHNsz+tlybDAfAjnJ5G/0YTyxFMvN6Wn/A682kMGlP+GPXsO3vfC9F/nAPAUtR/pyOh9YN6/c7+dmLfLv5X383bJezLXY+7jwVfov5x2hYX5Htp0zgPdBXNcZUJgn3/hKFyHMtCvuRl31nVut8195/15Pzo/Gfq1tgm1quQOQF1dGl+kCS/IgPT8j1b3SU1V+2E1oUzSSPIff/3OH+eScg9Iv0ff7xAg5z/2+zvhebad+LMf+RiLmf9HDiz8/i721zrfnDX7rl5ZmIDW3+wHxIOb8TQJuf5hW3rvgeF5e+U/YbZgHIDYpaGl1RhQjsfOVua/j5lK7qRW7xNtn+SALxx3Nu7xfR3Cc6u3D5Ig4DDa4H/84vvwMXuvpNb1/T/u+3snkV1vrPPk6vpRmsdm8Djwbxy2t3ynN+j54HStZ+rMhvrQcjET7Up4xAHz/9uQ2f2quXdRebi6FPGo/3rI9Z3LS10vZ9Al940B6vZTntWa9zcx6usLVtn3Nlfr9cyfbXi9eu86Rokdz1beE/n3nHhwujMEDm+G/Vmc63l/z5Oo46D1ecP1/5hjtLdqPAj9PNDpW/xSfrB9Ayxu+xdt4f8xZ7ivCp/PZ++vRqH5lf+PnLiuAahQc7/b0YFC5gMar/vJ4R7sZxepCX4gmr//gPd00s1n8j0H96Y/LsZz9xufdV0DLLpfkh32QxBcVuvlJvOJwKZ84sYVpQsDXN8/LfwHGkVlR/8XPR7kov5nOGL9Dd/vi8IPyfyYvd/D4Wxs/xH7NxGT9VYF+of2XwvQ/4hP1rTMb0I42LtUyv393U3XxSpK5uUf9xok4D5EeBQPXf8LBOg3IIonwxbco5mUwAbXB+zYn3M9TUx7mm/AOhxRBmcxCWL4978XcCHzD/Yv4tfvm5hP0evHMDs/FhMGOHi3OWv/eyeL7WRr1f+lUqPgHWwxnlj68duaXOCMMb5nf7/0yDhFC8rpTuYvMCCnzF0cLSCtFtUZ1LDSl/P8D9mARPNAP5TC/7jghnyhLQ6QEw7M/VkfMN887G/+/6RXnOu2X+/LfBwu+X+kQOzu307DWDZc5bgoX3NU46Hpt2/Nc8N7kf0/mxjOkDxk7Oq2b9zOUweYfA8yfWJk7LLH7A42fZaKA9+m/sauO5Qm/k/1O96mTsjKrCH/Z4wRq8Z5H/UO+gPlXvnI8B8ZX/F0js/7p+/d07/CZ7lAa+F+4q/HV35hi7s3Cw4/t+kkEDPxxc0xc2fw5v2mmIGtzc0A+40P6IvvdyVfTdbL7B4470fuyf0l5+Gyo8vmAnG/P5DViR0PyPvs9gufIG0m/Bc2yr/656K7zI2QNjvgG2TDgYADpBngjjn/3+yCuQ8Y2y/69Oj4ldnUjd69fQWHAvxL71moWL+wo0g/7rWg34kcX7hsk1cofxMms+Rvv9dOe14bLoMV5hPZN5AtR5BMGK2bmjWvB4aG5ycQbwfIBc5xznwAzvJUugNKhEct0m4/gHS5C8bd+Ac0/3tWtA/AbAC+xG1muR9i7wUNMEwP//cD/2bwJOtdfi00ti/rvpo8ujXyPKJkuvpJEujlCY4Az+c+1/v05T7Gq6zZ46BeIbpj2xe+ONSGad4l29MKNF114yHy79ZJ1vaFB0h8Ml8KT3kE+eUPa9VdcQ9ZsLovZfH9YXAeBhQl3n2yZwhHY48/1mcGzZYHejuj306zfRy/Q0NPzk+K3X2yMsCikP6lL7AeAN6Hp5Pc85ydx9xXPQnn137E/wGntd8Owqp/tMTAC4DHNR3x3OaRX9W/386Vl475wNrDi6se8Lbu3iQbAAdAfEdhRWVx7wND+375+n/vH9um6reP29K7/9utv13E9wlruZf+9n4/br8F/GNXGFb13g86YP33g+W23o/v/BfgDhOXe5zbzCvquxg0HvQu/z/tgR1dnN0IQg54PfQSp3oATyMMCK2cAZTOAWL+9O/j17or9xk8FQcLrO/v4fPx9nMeB/D3tdLr/L4tR+P//7bzyx5Q8z8K38/JL1qYA473soD1fIAXebyYM8/564oBF7f/Xsaeacyf5mdUkyuS+7wuE+6TX1ceQF/x8y3fjxb+d6hSmA447QGCbEAcsP9Qj9ynvP2ndSDZ4D2N86mM+G0+9zeiUt1+qP95an2pNIDe4PMJ93+g/sP7Hex+yCfPelHv/wf/z/ng/Xtmv+vDfGsYLLwQSQFW6PwPsRuxQG4+XViTe0D57K1OAwg1JZkE2qx6AIiJB7hPjwG64DgcUOUAdOKb8Y6+1+M5b4pu/T9iXOgfVpDtf1f9j/qjBpz77vte8xOU/5n/FYEWx5+6xPfG59P4IiftG8Et65J1CZ2edcauEzfY/BawtoyCbK5HRXRAJQ6c/gZMPfwPGGCmmqAfxQHvf7Is7L93XVeW+evejxWM78CuuW+Nlv2LAfZ9aH2PRvbb//Y+LDrlvoV7tn9iGvx/SMWSf3+WGPLnzwf9gP3vN7j5vNz1N6IOUJ+FYt2q4S5zEOyA8oAQr7faYQDcAVf/fwbfIz0QHUADEA4ID4X5ORgiITWj6jHbnK33/NfTNYGvB2PFAO0/Pr9iHlWFyP4eY3zinuz/m/PfUH9nbXoH/9T72jjxkf5yiHdMB3ZfoSNtx+c19lMhUlCrxR6q++IboOSbR+C9v/zfhvOnzv+dAzQz4Pq9wVKuD9Cn7hKL/ucTcMN1uPshzZfnndy/eP/nPjXf73rn/5LvQbln/3dev6/uvbKj+rJn/V3n07+v156j7TMaD5/hRPKBgwgxMhNI/qycNZXUttAbED0zej/uK5Y5ILwgXf/7/q9v89Xev+H92v21f+8v3zeGifsCsq+BVuf9MfKv/8Sb35Pcvp9x8B8ZWF+wf+V0/4adb7v/qcUJGHnvA+dBiL/WT7f3KSM046LYt8bRHe8mc76m0v6cLqD4Xajk/zFrEfFlq7oZgDWCiBHD/3s+QbyUeEzyc2PvN9Paal9euJ/wfsv5AmPGC//P+B3ko31R8FUuw/l+vu384/18313hP8V95PuN+7T9qX7P5n797Vy+FzFe/2f69S/za9ctCuLFcgRlQAIhfcDnD0dwBLh6I8uVjvoDftfo5G8gcd6v1nXGSzN+PqUP/v/+AfA0+8XHY+a5D9rxV2d4b+Idv2f7f7Lz+YG+B9t6b8r3JGwRNz9Z8zuE818Da9+zhR3wH0QNkP9ffjXqTt65AfD+C1on9kymjdL/xADyL/n+x/sx8wHeX3M+y9tC1vsLE6rGAS7kUtzuHJjv91D2S2h5z/7nXwfg2w+40RHfn/A/bnjf6z0/pedVpoCdT+znAcPxeof8W7uN5/Fy/A8vN7lzaigzHoBJ/YAn9r5wgG4G5P/5zwp9QAL//hr28TqhD9J/vD0AsJv/xTbOF/fju4+Vhf/Hfr3FyRb6+/H/4WIfY/wJs9K/W/7n+xfeeyTfujy3rqdJv4+yD3P+5gOtzhr7/y2Wk5+XSY8EHeAaEHji+cAeP5bBA/YBU1Pk/S5UtP/mPmp9fEGBRpI7PS8SIgPidrx/Deb0zwdYa4+XDDA0BX/tNgdgGmi2/8oK4OZDtx771gB1PTsBf996wI8caPp8Ibw/O6ROirRNH2FSshaM9hp2gGM9t/93/K/xfy+gbiq2v/JfhdYY/Q6sDPMkjP+pf2WkAyKX5nYEsV/uXAAxnal02zh78PzZrrjv+3k/X4/X//onsJ2gTNcz+3/0cDrAF25/6yZ2eCj6nlZ5z9zmt2fA4dYG4BzYgAE/qufw/09yiwfw/z9LrOM7/v+H59+DfEDoP58Zbn77ECDmgGa6GeVsnn2THaDB4Tu6x/epychT9LupVf6QB44w/he2MwDY9DJp+X8z508hRoxqveyus62naV7MRh6gaL+VfY5Y7892PY3L+ra0xvIbXnUcsbd5wLlv+dwvQPQuGMEf334vnvnxC9pzUlFaovwWcD+WAdwPvatyY30Z1ERV9CxeQr/CM0jKAzkekNq/j3+K8R/7AHo9+3L9956H++yaX5p3oXXF8phuOgAne+119SvM/o2J34xmHvk/eMj88ptZAbz5I/uh4l7E2QfKIdIws/YnwFX7snBAKD6Qrg8IDngPWGIHIHtbEh7AlfnrPxcnzl90XhkPj7Hu6eC8/t6y6YSGh/uGDbr/yuc4DHcezjrRs/3tmue0XfgNgdQcUT4LsrWAFOPtH1otqRe8YSz5n82SA/xLTwtyc4DrgbEd4CbUgLEG+DjA+7/vwz6X8Z/4918/nqzzCvPvcXZW3K8fENnGj9xscM10mZh+s88GmJb5G47YA87l/n33i/etHzxXTkd9nF4AELtPux8fwMUmu7+//w/BAbo6AO/bxP0NOP1vet2f4/xNToh9W66+0u16N9//L46HfxoK7Ps1UwNyVN4vAfSHu/ovM7P4nP3/ii1b6v17wfod9e+E1Ad0f+T8i7BZDpAdBcp+0kzxB+OLiun/uQOqfl69XjajfbzHbc7Wp/XzOOG+BO3+7P0/bOS/SD5tf95rs7dt3T+Otkf/g6H3+t591Hzuufco4DEPnOh3PbZVgEX+2hyQ2P/Lfz16CH6AXRBwNvRX3QFFdgeEqLP4Pr35Sf4bPuEA/C9jf8jL6v2m9vuwD9r5//f4rM+zr9b3tyv4pZtM47eU3+3AntIqGD+5lVOK9XW+g8H/MNPwMCL7OoDvyfQCr4WcvXhAzif1m/LufxXIDtxwaYCmoaj7roo3AGhzAH+/d2zdd6r/j+efZOwPdM79+L6fRf+Phf0V33+b84/4nwWZbBigIHM8mf+j77MfDqbb+/Bi6wvG/yR47zCrxoBRT/qbb35vvreCe7914fp7kE+YFGxAkKDQgeNWHAAT64WifyHq8/SpTWix37//nwFL3a/7m+c/wET37tfaf2z/mZRI9N6Q9X7qBbvDhss/Xp95sj/fEn6nv7MfxZKM/byI5/TM5y44P4FJkebjfh+rb3oJyMXginl8gWLxVjB2fxLof8IBsR4H+gQUXH/m/5gCHLDZb3nq/7SffwB4YWmp/xvlf8+d9zdHSHQ/zj8v+K+VKM63nfVnitX32D2/Em0j+//4s32cqu+XoPI7fuOAK82T+zUMoDm7nPyB93/P/7PaMAB5ICkdcKerIrUA29+ABR/gaf8B9SxxbwS3ncZ+jqQH4Jn97g/5M9//vlOO0MB74ftQ0/9VPH4/eJ+As3t4GrvftLEPa3w+ACV9mu7+sFGho7ZKBSkQDlw9i1EylbQStv8zAP8HsMfJ//e6IjcAvQ7L/cPO30ljgJZiwNf4j/QPOXjvf5/qIPbb//yzP9f/TP/t+OjzgzvvB4RdD6Vn7pvmo/790p2P5/HEffouTrA+9/KvxvtnAP18+C12v/95r/6TnD9xPRjiAAoJ5KYpekas8c6+GnDnwNlwgE4lfRnLBOwFyWKAZ4DUhzP2N/6/Z0AeuDC2/aoJxgC8+y+P/3W/Cq07ZF+ckbUc0Mb16Z3dU/TzzEFZD2C+gQyw67qvf/x3PLj7LWT0tSmm+1NsY4wDAVGywIkHvAOfBdML6QGmqwf46ztQ9g9Ch/+iDv/fFQdoxP5rMAUoA8B++/2y/uNdFPzvvu9E9msfngOc/mPHYJen837T91n7EeoQ/HcxaLn72wcA5VLleHJ+veeg30UGoM0tedrbl2n/pf1deFU2nvqQA+0HcpAB1RfAgJsw+Wc+hM2Azhyg8n/9tFkCv7zQgdn3Bw7on8ADUI7d/gSM8X58v5QA4fpwupLqfv5/hgfQ9v5gkf3u3P3BZPj+4/zyfo731eTAb/cBzu+e05e5gadJ1sBu+lpr+9HmPzT7QuSp2ZwgXrSg/kPXB1C/+dvbooEDMbD/SxRsxqc8p9nmx7DsB3SQG+DIh/t/Mfsl3ZqR67/349WyD/z+vooDwwM2/gh5+/dwv5thcjxPvv0A5YHsyFiAHeDf0+n9VL//kxhA2cH2i/Po5T9nNJkgmU1lsqpSl2TcuP8TD7D6gfxAoh/x+L8HyjiTHCcDxvDfOAAVIoQDj0jqP6cDuBSs74uLgrYioRHw3XvAHFsWgAf6/zyPDUj0XRuO/I8MX/vp/U+GZAF/HHDRb0D/I+PNz/TrQF3sdd8Ym/mY4gE2523wYQ4M9+HHAdLcBaYFyO5ZGDD+Aex48tQuCLx66455MQfeiN//H17HOgD88+8PaHF/MfYo7AXpwnfl/WhosO3S5brgzMQvgweA6f6QAfh899UCP2C///xX+/SHhG+eawb0Px/470+bezcP7AHh/IkupRF9tthWF4zyjNVqQetA2E1eLxg79IJ7bx14A4QYAAeK63OO/6WEPNI+n9Pn/u8He47ZRf9SdH1u59UT2OsYVL7jiHz8OruVND2fz7tgwmHpG9D/075j/Fb6hR6JWj0+Pfh/aPl8b0LPA7a/T8Vev/wljsRqV8Ktcxa0nu7ATbRQccB2AZcBBM1+WgAyJh3A6xyOyMQlnA+A/c0IeX+qP7T/pU8x3+VRH/ESG38DUv9LULX/7n7GDz+tIea8dd86GUvj54f5gMb937mThex9nHq9Qvf94R7Adxs7Kf6XSlYK2vLazDLq0Ngm6tGGGLN7ALzcPzBA/e/Pt7yuJ54mLrK8RDj+O+bEe8opUr/6zs94aTTxgqWHEuhrbLsfkNxCK46kC+49+/wvlB31hJL8j/ZmQz1wZgUSzqmF6H1993pl/MxDv6/wGOrpO4bP9neFEQpi6AdOFybAXf9S8ABiGZD26VdGPw9rh0yPDo6VfxbJX6PXsLm76M+s5nv441lsj/8Pch9/fntxeuI7HM92LhdW9pXEV8YhhgD8ZTTfqbfwIP2BE376Hwjf8L56+w2nur/cV5ERIxdUIx0AMDA+BJB+HoyjwBlQU50PJyEnGjzEuHYLJL0T/X15T8I8f0/0fU62i/QDjv8Bt3YAyOzv94DP9/vR+ZvOaqa26+TZ/Nb7BzLoJr1gPEDW9mU6DYB0vfc/V/tvvO/P///Rv49aJoQBf4DvgLwwCXsfaJ/8NAELWaNNwEXZv8NeVV0rb8SVfH72wWGAV/fP8QEY/6d2/mP/7wexXLfnO7i/n/feR54P/f8CrNeMRwzj3bfugPr/lA6eJ6r3T9ftfSd0s0DNtx7XAH33jYcz+r5HHLN/z75rwHxyno+M3cqYS+R3/mDaAckqKPuj8CW1VYb71/NtxR/PDbgHtlceoJB/p9svcf9B5z5ggPq32X1f9n/vQXr4T75f1x+z//1fsvtesH3M/tr3cz1v8xEXJNgAN3UmxtxuvRuJ9soB91+6/sONS+v+DG+xCnBdsWGcPgytc9f3pCXBPP/o304GbBF7N4DZ/P/zGP53drhlv55a/9H7lu0P3/u4/1DPR6CticzXrPlEhO16feqJUP4tb/5c34feh/3NvyJ7gf2Cwm1RHuhJMSAH0HlatevjHZ5TbP5Yu9rdjii/PAB9749ywbFTWsIXUNIBzYHxe5QGxFnP+r+ffX9lYbr/bP9+fC74T7m4mK/er6//9b74vblR56PmyhKeBM8v/D36tY9XtqONDz5fD8jkwAQD7stpeN+46xErvpddCO5AZQzoxfWBR2ve+3uA6F1n3HbjAdBDvWBa/1PyH/Ts4f/ZWfbeAa30+zDOfV8+/l/83G+cP3Tl/9Pvydp/N2A6jv0/o9MfwgHcdCWn0/83f673Yn/Wzf8z4IByZ/vhPTBLxoIItqJLyVXwDLj/k1ULMt+ubkW9BwBNUDYgifcfne1/9fAc3afUMvPdG9oPPuYzzvuQ9bbv/5L8E8T9KqBlvFjK3afH5cJUgfJj9gC2ceD2QXxDakbXQqT9HhBHB2A+QNge6/OyudtP+X+6Nx7g/PfC/rsAlzcGPvwA8TMZ+wFvfmDvt9mo/zf/bv7MisoxsQtV/4CX8/6po/8xO35/fhC5/kfybtP2ciJCPKDqBCl/6YIw38ygueD522UAbcXJM2sC8vM3fc3wGE7F5uN/RgYlTB3Arf/IbVMkf7/3v+8fkv+VkW9+85nc+s8o+qlkDqjhfB9wG5/Fhz3cX/plfqzHCPIAtBesNmCiXri/vF1wl0hSB9J8CNsBSkGcved5ev7nDVCB9X86BlDGf9j/6fyC6/ZHiPvr/2M+1Q3zHgz/X+g+rg/DIQv/L6t/+4AesfPdtzF87HlAoId6bGJCmj6n7Luy4PFrDyTgPndAIIawrNkD3Uc4wA3A59r/K24t+o8R/3O/6WC/GdDZl/ovynv+pAPMAJfl77/mV7Y7vf2QJ/d4vqslsDaXGqhS6ILzcVD6i57B+bvdcR7IxwPFvr8UDsD5wQDKWGrAlPz/ZMC1YfEF0tvwAKb7r/+r+X/v8av2J9jAReM/0vlpnQt4X7j9zdQLvu/G8aH7ILN/IfFYO8FLDeEBg/QB2I3wCrPeFdfMB+bsfvN50pgPHJnZW2vAvEyoAglNdED5f/pHD/ejA9brfhFG/9Fv79P/HnGd9OTM5uzLxWMslvsZuF+2pNMOqDntZ/ePTByAPBceYHq2A3jvlfloHfAWa9BDBj4g7gDSfeh/qvU//ABoy947cgkMEM3nF0bb34r3JbmoIZP7z/5v2HriZwpmPj91/+45R/6/zBwNXkHdAzf8c9S0eS+4ORXWWYCM5BdElvH5P53a50gNrvnzmF81vzHAP4AmhE8C3pY9xfZJj8fFfn8P6QdJ/ex6Xyn5LzjevD2nELT93Hyu/43geND9oGe+Z4QHveCw6e4O6JUjtQ95wNPXcQ/YT/lH3vF7+gf2lcMD3zM3hfwBxKus79+K53x+Lmg+ErBq858D1O/31LTfb/iE5g/O7V//X/T7CSS/oIPgglUTUskbRhxILiC0x34D8/eL9X08oO/ztFgds0oA1+pg7mdBSx2qPOBpwJg30Ez36183YP23/T697odAg0EH3R7crQqfEOE2IsUt/kD9YPcOuHvd4wGunU9mMM/Pg/s6Xndma2t1/u4u3jv9IDxgHxm/cu6Xj8Wyvfcf0N3R1h9fV8d/OfpXj9o4r/RSbPdnIyA8jE6Eac/YFycoDvQevD88uejTfe7SN0Hr5YaYvND7f7+/Rf4/e8B1NR9e1f7u49ORb///P/U+1ob+QPuMe/D+MT6Zf/Y4/RfRzo/l8BiXSb0H4p0C4MWOiQelCwtI5UB6wwHeAdP2D+7PAce7oOlK+P/fgPrpv32bkEz5Ltgi6z7awF6/6CcxPRm17eAM6DQQHGAaL9HkwYhzAYzfgP1AbftlgQz4grTCgRYEnD46cMQBOP7HDyozEC07fDpaZuDtpP+TYLf1/ozrWJl+w2cglBg+DIqtk1GiC8B9u1wXiAnRAO4LTOsE+B6E7YA38wXtZy4OyKwBAsSKjgdiGya3nFORhfjP5v5yvuDqPps5SVDiQk4TKCRX/5QuWLV9gKFDcTwNGA8Y0RWuAXDqKx4w+nsu7lO30+/h6VxZ69+TRYw3p1F+IJ4R0vhI6I3/AHBQ+5eMONBFdY/Y/bBLA0Bv/o5vsfeLt3ti/9X1/mYkGuTAkEPpFsC9GP+ngj9Fxhepc5P3gI0zHcgL8o7Zv0juv9BOrHHC1v74oftiuQ86X/gP8CoHrqfXkiygCwsgbeKKWBS9PpBNgDobGv+TCX8+MK9TPukJ8ocNpweov+4yh7KvJ9i8kP8ffHylyHIB6fgYfNDcn4Q8emPFkb0XkFzshPoAOeeA9cGnarsW24OOTX/m/s53bp52v1zDEe+tnQvsBu6X9AH0gJM6G36v/3wPnPlm3NvJXU/iatQ+/9bpPhAK4sgNHYBuD+Qb0vugt4VeEMwnfixkZrjdQ61HPOqxtXN/Hq8jmCZE+w38EN8hGvMM3d7Gm8Fuw/tjca++JhXvmRiOagPrB35ozyJHuK6cFmz8SI1oiKnYTWxm8f5nVHXb16EA32eyB57PvFgwUeSIqMkHfmXWuL8H6T4o4n1x6zlCkFXv5i+QfcRcT6hSX7qv7dHz+H56zndNWngnwEshrLpDURkWLPL4+LoWO8POlxu+xyVL7WjID/wA+8U/xhdoW6TgaNKIXMDeNlRu8OaTISroA3u9cN/yJMONSPnd34d2wyr86lDMvOB9F2qHtlf2/z3pb/wI]]} inventory_pets -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} navigation_guide -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} navigation_map -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} navigation_plot-editor -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} navigation_settings -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} navigation_upgrades -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} stats_cash -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} stats_level -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} stats_speed -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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]]} stats_training-gain -- Generated by tools/build_ui_icon_data.py; native RGBA pixels, not a texture URL. return 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tbCssbI295fUF73iY2I4NANtjn6HBZ8MK2XExyBY/G8Xia5IwYuy1qwwaNm5stxjH4WIes/zjc/M8BzndPEQmcjzZyPHmI4/OSKLykT2dkezqrGT3zU0OOD954KAMK3ndKBnHEuVgt5CGZ0IeaPDlqAJvsxA+NcnA79yUHxzTN0TTk31OPYuiWpciLLl/l4+m9nudcKIJs2jhYpbCwpipbGysrC2sjTEyuEcZFquGBRIkiBAhQ+QhQWIgcXJzdXd48ZDrxUUejU5jJEcuhZGcCidZcj5sk933ByhYaBgvYuFS5ssBXLES/sRaePN64VNZF7+qlOF2cM0LODyQpif5nHpPqW6NQtMsr6cA/bNH7pd8Fr0KmLGK3YRd7CbWxeyEX8xPGMY8BdPAgWNvcXnBOXSYoaWlrWGF7ABxnByd3Z3dXZ7e3jRe8mrM5Na4yf8XKEsJhKlcEK7yAYYwlh8aOKCggSyXMYPmTZmHxSfehDUcDKvid9kqzwJk4XpmZwbSmjoSrup2mU7t8Pg5pK98LFQxL+MUczN2EWM/peAZcxUWrGN7xTzAxrA8dlkcs7W1YYkQ+Rv2yONiJEmSbLu7GC9vT0q19vkBChbGV14IFygQx11uAPby5YkOFCFIsJBBBjGiBIz5zqcykkvBIu527XFEAIsIXuXaiGc6O2kLr40RrUpF667008a4r0LU/i2k9xtqmmIv4xXbKUUF15ihsI35Sgv+MsP+2GhqbW5vcDD2yJajW8KkyZOpNYYSRQqVA8KLLxxAQN7C5QbiL0+gIDEeU8bMIcBnTiFuVMPGzZs4J1q0gDFjUCuGcUI4yxlk1ZyuA9wJC7C5soExOu4BKpWvy7kVKRCnuK2UT+xm3GJLxTL2VExjV13BNbYWjEPH/oJ57DAyNFgIkR0AawRujsmuu4Od7Dy9KLVq9QOErWwBg4SFM5cfGpgZxGbeYIIFDBo4fDBBIsUNILOgHD188MlVPodV8hZZQBcQSMijbO9aACwfb5FUvuhcCf2vSe7dPmhbGY/YzxjGropr7CzZxtaKb+ytOMfugndsMLjHHot9bACwDyBbDR6y2eAib3ODwzLJg+Eqi1ewZNGyDQ8PIFDgYD6zHzxQlNPIHESUQMFihQoaThpnSi+kaV/vKZEM6lWWzJj9XA6G8gsnjud4GOg+KPbWLji1lUJE1dK7Qn0Aitwr9+i/k8D2EvawqeIZu0vOsWOLyTy2WFjcY5PFP7YZ/GOfwUG2Wjxkt8FGttscnBedUqtcwaKFyx5gSOAQDvOd+EARZnwEChYuaOgQgsSJFS9kuJBxZCN64670eOze8+wGyOw4Acum0KtNFB9Y9uY+QVuclvW0Xqht1Zd0bm2Pe2cgSVhXYiscK74B5GVykJ0mC9lnZnGQjRYL2Wkwka/BRh7gDUaiZNPZwU82Hhxl600X3xdjuR98RZBwgBxmIx6Q4zFPwAAChVgNGzdv3gHECBMo4hjPHkCBDmTLDOmTHM/z/icqcqabgP28BAzAMCJuZXOv4Ipses4qJsrgkwKTbmXpr5VpT+Wo/z6qujLywbViHafrk6m8LYB85G3xkY8TxfW0QVP/YmNVdQUmv0eD6+DeDso1pTWGqpv1a6FRLjsPkO7NurTbKws65WzzptDY4X5Cr7wkR6h4i9OjLn65BQ1sHjft+QqECHCdTxD8xOVxiGQHBGCATe9CsHaetiTaQVmr9u7B1f/g6qeb7mt7nv/i8nQu3yN6L6cCxe7dorSTclCq6eW+tnV+Dq5Ok/sAX0OEbCqppZg1bvxY3WkVmWFziV1RvHiD6/Kkf7IVDGYg590ob+LzCTCeWziEGx/Hoe58Y4gFfkwZ7M1UJjXKjD7/9xi9NFLuamqW91rU2woKE8n7GnmfXJDt5FoWrCiflp7kYyqjVlC6R+/FjmBR8VjuO80zN1UVbKrICB92mOSJFnd6U8YMXURpGrVF/TmF+M4jZO+8Dofhp2QB1vQPzZiL7pdJ6I5iTbmvznm7uxob5ruu6FcpewB5lZwZ1U6mVXFebW3q1VVWHJ5eWdeQIEHaS/1YKl86bmQBCx1K7LK4HY2VbCq8CCbDlFDz4yxJYQNs5xeyfC5dzHA9QbYX4HOyaV2uurmatfXu9BhQvZqFOxyYFn0r53KLm4VKu/edsHm0oaRyvX6WvLaspHg8WeOoRgDxwYZmSXLYXmOSKmTc6CG9YexlwxJPoTBtOZEePN9AXdPidYMDCKBNFQrca+5pvVuuHj2XlfbPKu6Yl9GKG0dUe7YK7eV0Vh00S04fIUCAOI00um4GfTmpsrrEJFFsM8kXmw2ubq/6NyBmlCMolKdPkC6BAzbPR2QDvZBQkrvpSV3A3Ae11NZhb0vLqqu91JHqdpici1/EtC9jGjhe3v0hykCL6KJcWXGt3RgSd3cFqfpBZIzS5XN1JnPCBhJ7jIYOIdQYyoYgN3qYAZ3Svh5yz1bkSqfQIUT2zw9c4nI4xK/zoRVQ07OALD35GG01H1WZY4prq4766Xm1QFfEkBlDJk2rbPUXIkXeMh3VVMnV6aF5ZfVwtxWPHlra2NFUvZSVpIa9JSlig5ldrzW2GyxD2YKJ8Zk4dD5j7jNqTQYNJf7nDiAbH4BC26mEbe4N1fQe1FpO3EMy5Zqzax/dxHzZHuWfSyUaNFVsc19agruyEJiyThcjRo4s+dKpPVqQlmqrzdePdm/1oMoBRc1yUp2BZ5Vkhq0lCWJ/SZ7YZFca+20u7guE8xEvLl8yj4d50DmMoLDpvE4G3+0GCax9uUak2upFRVdJebLll0alHmjeo9XvTEt0X+6RcudcafdmWokJah2B3IsVcfeWDyiOdjuPNL5KRmpnTkVa2Fhd1xIXu6qYgVclDvOmjp7J65yd9DTLjrPkU2Qw8SHr53NKFJxOgNurq6+uIa1OvdpVpQcADxg3luBCVUP5CYhOuXXgvNs1ksTdVK7UIIDTvkzK1Y52V+Vo9xOIGTdvwAx/Z6SDS1VJbthbY2fYHFsuFhBnCWOiUa402WnPk3GjcygR87mJ7KD7lSFxtjv9Pzf3hQOyVabtBuumbmFt0QE05rmXoKSi/gLfMzVJr/QjdaeJey6D2m816ptV6cGj3VY62j3l40vrphX8ctSB/ylJ4VXXDc+SDPEvsza4OqmUKy+A4QQJLvOjT56WeJAH9XkLwTs9rsa3vB+codkzjdOvHYxW+6R4WM78wfLby0dAQcJCQkNpmbYIkidlkgixmlp8mV8qmU8oFlbEuSRRfOzqwkaP88lQrOwJsRo7UEA97v1r6WAC/lPoDhpVedqh1aVu+oRr8h9Vn6rLBqnk4sJzd1hy/2RksyVgcDMfCwkcGkAkcGbk4ZmY7u4QSdKkffukvary4aQOnYFECpvq6ipic11T7LDri302t2eVoxhKiBuRZNrwR3mC3YxAEQf6iwmcznytAtnz4gjRtAzI55LxQRm5WXovhkvuoWmyBgcc7ibkAQQJFiR4XD5K01GOGLnhnoqHDiOMb+I0YjOQYMpKKwzrYoaO6xHCXM5AxYt5z3k4Oh8UKWa80D9E0vkaCrnPyQmitbOArjYTHeBSv5Fqqy6nX/u5R+77BlDVXooaPESQ6KABJCRigTMXgV15Bw+j6xKxoaPHVhoK+wtZAMJ+VmV5AVh7u7MGxosJ4jEnMUPHHOiArp8WsRhxo8UOJOBrePp+au4DzfQc6NXe6tSPflbtJKqtVFE9OrX2dYb2uPHz3M1HwgMKHCg+UExEgODNUIVVdbgoGSIDx6Ka/br5czV4oMF2Tl07bKvriL0lBss4GpzjAepgI3vK5QdiMR8Rx+lzGnDgHZlplicdOo640G9kEX1Pi4OPBba99yPTe78tos+9O7w57ccE9VFuZqjABQ0UI0iYJzQjHyhQ8Oam6l8+deBI8UFjibvGzR3nfjn1IWgwQUOIZ2FRvLDh4y+Utxxxww1IUUpM8Iizjg7ISOJYBeLcW8favalTS02iz2UwnaVM6u2aUtqfreHTyergWoHCdjYhF7wZueBMSnB/3/YN4m5XSefSHmSiBCkrrIl3YVmcDJ7xNAGGFW7gkAE1gtxfZk4XITueB5zoUrKWjmBPj8mpCe6km517PbAWytQ8+t46mDpVdr0x2qtFYpMHU14ESWZTEgNzFJOpaOzNEjVr5kSKaz6hWmFoMY4HiIG8DtDLG8zosYSS5PxQjQ4EXvTF7KVDQBTlThVSk2h/7WTeF3XL1KCXK8nNUmzfJgmOHe02gYIFJvaa4bHA3z9xwjC2cdsSLNjKUZIXPIzYV19lsY0en9uTrXQh8xbxHUEfIhu6oi3q2Dkb7z/QHvUXMqT3iB0v5kUmxjdtZH2L8MulVpcakl+rFxWSs+VF1dWCWdIac6btFXVv6mjO0hEcocKFDswm9gIFRcUqmzVyHKEdgFDFRfZbuYyhcyI+6sCifv0OImOymy5jU5xfLSl7FV0YFvTp5Fsq3UjTv+rrtlZoFI+Oj3urPIy6zsQuMyw3YKjw4Ets4peR3PRdOtrsumAvIxV3k0OIEi1m4PBxuhiKBiNzoReZDf2MqPnXnY0tnUec9fQkkX+eZaTtrwX30n9XZ5lvS8t9WlnQ5aQZZWtCyvcpHJn2XYbct3T0mYimzpRMIKEChmXzyoEDUxnpQMGViRpdETSA4JSiuuKCY9zYERPKXNAEehL50LPIjs5px3/cvyhO83wpW9N/yI9O5pte5FroY1zw3qYFeI8H5ZJSp3xe81+Xjp/9a3WktardAa8yvaZcTDE5hh4HXCtsD9cPGCTsV1LxS0kGiQ8kWNgggivs7O1OTnIfUmZFi45ofswecm96jsZzuhRZ0cGsTK9h6Kv5vc+js4JO3T3z8Jh3eFXSvi37ncly2R7fvaUJ/bLlcpD+8hOfhQoaNhOrjJwQYSslJ+yl5IUN2xmuq58BBmBA4YHqSveU7gQrhyCrVj/9N1/SeVStN8VU1e7mm5KtM1XWjRsRWFut3aJw1W85haXnPd1WraxJQLd9o0VU3b6mVZ7enrS6Zz6sSSTV9t3aotxSPawnXZxcndbNvOlyz8umx9SAsrLg1grEoa29wWjvBsE9G137AFDtlGppEpQGmDI1JKqfnlJpMhFrlF/rFCs/Ni8vJsk16vp+K1J5LgByQt7X7b1NrtgPKmowerbXbHWcZ6fEYvH8HKWrv2WrLtapeas+Z7JEeTKFShZ9Jp1M77G2xuDy3iyuLS+/VneyKnW7h5o1F9h8HqGvx2W5PgZJ6lhm3iNIjLxEjugqeLChlG8b0V5uWcX11UhM+rxCvbsaUfU7bNnfrlr/csM81ZMlESFDiCBh0gQK4yUoWNCtLimt0WgSTbs3rre7Qco61xUmSIQogwDZr5C7S6Zc8fIn+75sjFVr3X5LDdTAKxWuLkZW290SZb2rij40CRHmssePIESSPKmSRYsWK1deK1nAFCKjc3Z5VQILe3Sh6tQs298WYf2LirO5VL5BmmwRk+ZVAydOlzSM3EtlVbRUue/pQi/xpNapXp1f81VJstNhwrpYliVEgiDBcuY9o++iSaNbOHHoyHkZ5XSCjH7NfVru1JySBdWx63eRVi/74sRI80mYM2ruQL8sFPZlI7QvJa1t5SO0rVQUVqX1uHD8aG2R+tpWJ4IpIPWdwjHJYGH9rMuJEdfJDFLmbeRzxXYXpVr5Hv2+zETH508eTO2hWPdxhC0fGNgV9ctPSjvis2JF6Vwwrd6mZ/mvLCTNIELcMq9rZmmGtxfdAgjPxCL+eUU8cxLbXUKGlK0z2+KB6RmwyxHa1n7hA2yhce7ge6tc9TjH5sWoMBniw8ePKGbe9jlKLyq1+jGZkYd3XhlcClZ8U1PdX0bMd36fVTe2A8PgO+myxFTJ59y7kxtzP2X0fN7j82VcTYoE6dGkXW56y9tMJihRfZAD9vMZeWA7n0+pq+KpsBFuhb1wJ6e6KydJfUlJ+fpBZ2u0GqnUwnsb03w06/z+ujLibqYSyZgXDWPrdPu0ZwUcnBplYCoSAoUNxVp4FXzhWNgMD2OLTZzZie3vpeeZn5Zflm1Y/gWKqWi1EM3UKy67FO/zbXeUB4NypGUO8bL3fuMsN7NSm560j4ABKNTqCgv28C34g4hPYx1gPh314ZoTF1bbyXJg3a+vmqVKJVUGupdim5dbxPzYFCVCgCyaSePmPVOS2mY+Sjfzk59ggyusLC5sXOJj8IkWiw8CowpS722os7/ZvocJGTuygTr9aieliZ6TdmZdVkSeyx9TzJQBQN1Nw0TFCTtLEgOHvdXlBYaNW9wMftHjOZRIkbtSuB6VTTzYjykAgVhCrHGfqtY3D0u55TlJzVJNsqFR/quJESA+lpQx0ygo1HQznaH+BgsguMqKrLC1urzAxMZifA22cTUFUxbRzIpeCNO4vmY/nIwF2vkAr1hM4ZG2VnoahPLTLNXf8ii3kgT58uq91FO1Z91OUICEhwu4uq4hSqjYALAuZNT42Sx64+x4PRvTD+Mgb+MKl8qmuJoi2P+gDqhAotaprZRCNg+36IuJu6+mggwp0qVlbuamOr7ALZXIRVaGFuR1MJL7wVIOZk5k6XjmS9+zN/E4WJbHuzyp+Nye1AEFy9pdSNbUBqKaGdXCw/LTfF5k82VYlrib6slcZHTdPPbtJijA/Qz1GMkBRIkUL2bY0PFDyfMs/PEzezqjLelox/eyXA7WhsL1vHR7wjIwRVRv7aSq+713lyWF0mxe7Yy7vbCAREnDxhENcDNB/e0nlSjEbTUKw/6KNLFin6WxBaBjMuVVHJMo7XiTeR32iZibkaC73yCaKwtqTalxRt67i27C+76s1APoUW4wqFRziaTMq0bQlx/gAMStSA4iWMSogYNHlQKyGEbz1UUbNskPZNncrtGP1wVgXnDsuy9xhfTpnGuZzY9pVU09mV9et+pLT4F3hiI84IACmBh2BIoWMXoIQbKl+xtDhTdZypgPZhvPlmLvgmgzoZeeTETl10peRfEimTfrsgrCxLJdNXQy5U1VQTogM8OumGFDxw88L4wc5Dm7hN8c5oFYMEfMxnnbnBK/Exxg5mJayKVK7fby9vs0sKwhUs3lmfdNJDirrFEUdhcYFoabgw/hxjcutp+nOByMs3KaXK4PC03PhV2ty8SPa889dG/dyr8BYnLEh5PJhFHRmYAt9WhgQ7FGlVCx0640duw4uTsBBxQj2Jj5fHF29BizIDmNZ/B3M3frIPc/rgGyiWqCR+2mxNpPFSl/Z0npdUX1bC7JuBtQ15/g4YY+Jm4syAm7K1JDiBNqb0KMXM8qKOZCEUNmFAkTDbNtJtWKECg001RSeG1Llqd1HiEVkNqWTZ26UlW3k7MU6w5ruYX5KNx82ldWESFCllyUGvrm4xXkKABXbIurtcFyMZIn9yuEx1SQ3dzLfnTHgoEZfnMFWTuXYwQxeSfA7KwVHKXn7kmVejrFVWsjMBa6pu2ZKjgOWeXbwraqnEstjGzoLM+8lFdIYFNZjZKwucIiP7T4GhYGDh6xFwdpOO3sCxnQCTCA41wR79CPy8lJfZCsfSFa+wJobav/GGVlU4qKiulKurHl57bVKtNuk/u3QUzcb11RPaW8dRvcTlGGe0oLjMwMPtJkARxHzpS9pUSJU05TLmfo9cC0szElUCO3Mqu09mzFomK2OlGBuOlyV5d7dNCqOsvfaVqeLMoRdx861VzyuofKCA23VFXWqAsm9tmVhQy6eMjWk2UnhnGXEXo6/UACB7Ms5gEywL0PjACBMmbj1G3T8lTbLe9p1OpX9eK44+p5ahW9i8LLp31R3ivLyUzzZ2szRQnYzqmqrEgMHszU3HTM5XmBEKfx9E5/ION54kwnzgVkGe+2IxDtT3vmSNXxtKn3VpZW1pJO30n7dhQXCHXu7oDk+wBhW0SmnkK2ML5f4pE605OVwH4+HoiAoey6YqfV0FH3KRzlf2bUzPmemdMLaVjwABvnCLJzHsAKhOOJrbn6iGrStagWIOpTT6ut01V7zs81eL4uw/JxDl4ttQGtrdIvMN5bqswx0fsxJVdQKWaVRjwCDjaW5AVJFjHuDjncmTV1mvcnzfBXJICAlfPEbJ3jyXHxukHDtFkwlLU6JRpXnVxacF/vozLGLi2UdmrMdrzs1uWyz7/t5d0e3bftkatrpzHfVBFtdejFwsPSu/t01ZjGDfOR2+GbkId3QmpFol3janzFwYY4oTYBkR2/QL5zCDCdS8jmeXVRFPrAM33Dtbbdgl3tnmoGCD7jybWGVKc60uEFk3Wo5CafLHRMyJBUBEqESBgAc4JhGAiDAWAT6oAa7QFUtcXCHoPIEAAAAAACkAhCiAEIIQCI0gUqBLxBeYg2vX7GhLlj+mksvVx5b6w+sOPoxsfpke6CL4kbuv1B5LdQLadxtAlPgPQ2knmPdIBD16bH6zcQc5yL5IVpnwwuYj4QFH3QIvN838WfW/swl65K67KrvrtgfvibOyChuWbJdsD/GzwOFJ4bwd9tLmM0+zQWgH9x+a/1SZBSFxFtP/9+ucj2yIrLAsXA/Hm3leA0Sz0dnWaxaTKdox/tgV9b9oTOCtYL+H8gcPj50PuWtnDo7as/SPV2ZGM+7fBZhp++6smyZr1nFki3vjtPWKh33vtAykI31dTzY3Eik+ej8WGj7/F8BbY7zA+8m/VpPykHlunzvQQtsDzz0wL4E9sBRJNHO/4fPVF8D2f7h+77yldvUb9f4dBzst+rOX+WgOx/Z7SXs1pO1tN9iejvkleCxIciNu/9ZoLEeACTht/Gmro0It6n1eByEN9PTah+qOqyFw8a+MOsanMA8QsYJw5+LRrt1WAlAS32ByT1glUntv6proYiHlWc/R9TX4Ld7ft5H2ZI7/xwxEYZH6DqQTB3G1/DHyfNLTeeijzWgXXBgYoYM/gFUf82zzvtH9D3zU83Uu78iI9lVYNeRE8Q/f5AwP3HywnffRcRFVqhe68N04H2DrB3t+aS6vsh0TwS683nAe929vnj/tPt2rSf08foE+b5IA9g+zbOuu7pAnAbm9cFpL2od+DZglDGqXwA0vZypnGneUD3K9pKVZLbScR54Hv7TjJKXW+zX/27/wiKbACId75q8xR8MXACRxpj9G76BU6MFnqA51eNzdPx4tmVRF8n0gFf09PcUHGRa8/7xLH3ObZ+uD+VHf9w+ncmuAEMzTnIIw/0/rpx/72QDT8YtABybd6By38n2rtNXx5g7rn9q9wHOeJ64LItjd3ax13OpXf9BwyR9d5Oe7/qv9dr39xO6yvvlbTPfy+069h/B433cX9gbPmbzua4Eek2w9DG65el+Zp+W08zXv+nfYSUb+K66SY8/8j3Afp4ZzRwfTr64QbJrJfHZe7AdHv4tpE83v0/o7/K7mU8NdbRRIffVTLwg52d5O+adZoegNuhjkMHnmXm/+HSB/2UnnzNvWy921zc/+j1NbEB2nBI/zPNxnVfvM91QPgRHg5RDgtonVjcPSCjpegDe7/ODgAesU+3FVtGFL1zNnvnb1e+7sYbPrwG5NvziLj/WxDlN72/3cjwkXrH7Uscjx5AMCj4PuMH2vHuaJg49PtawC8gHvZnz/64aENuubyu+Ns8Lbq36hmw//vv6Ty6BySkqZu3l/Zet+JaeP0a/0frhWWXj3UhC6DeZwzI//r3gGxl9xqv4xHnW7hQzNsuX3Jw8PpHbGv2dd3rlt0DZKZKQ/n0eppYB/9brKAizeSumPlH5n6qmHi+/g/DC/Zz7x1t9/QE7wP3ed+6beT+0X3jf7y3vrfbVZhZHrMfV4dJBnPmpHeIjuVxc3ry87dbom8m5Lo+mXED4Fq7nCePI0i3vam8Px/WJjlzv78PgOF/uH99pxva/Vbz6cELl+f8He/Rmf1ve+pwCuyf1o5i53MYn3wKqKfTeinw1n3qYVC/Z5t3FQNkwgGv8ZW7lL62crkf5OehPlePrrv0+8SHn3Q+aKi7x/9317t4/97kPDrO+y59/LKCze4r/baqXkeDxVtV3g4k9j+1lpQ/q+MAtl6f8Sf3+mwW9ZG7kkaYfW5xNvLbNKRrfi+Zup+otf4zIHf/WO840v30/3/70fU8Xw93Xn8+93jv/Lv/Hkzof2IS9OUl5v7kNEfIAMVRoJ1vp+mAeiXPWX9y2sllTL28d+YW1dMTSveJr3/V/5/3ggHiflnU3UfnRa8LyvvA/dDvn11Ol7P/3tODnYy3w9H+++f8Xem7nluORx3wMp+PInGf1kdxk9ejaL+RyZb+7dX5hzm1ZOR4Fc9QeVwzLv6/8ID9DALRHZ/8+VT6L/ab9TGec3098HI2z57/Z7ufueN3//l82P33P9jzHmL9AL2NdJkoPiB6PyesbMH+ozR//H20f2sIuQHMu55HB8Z/sL3M1c+vON5/Ji8/D59j7/g0vOT/vto/zyufr9N+f1kn3BdOurPds9lecL2k+HOKs7eF9+fEd26W7RM5P4nQ/x7BgC3vHih93Wi/Er23G9X6ddzO8X/vfuO/T/MpNXu9p//2S6aZXmDvy9c3/f/pM+dTh/412Xg+lf2Yv3F//t3z+OdFN/xotuO9324/0f5/295Ly/rG36XXzfNTx3sz4fPh139pLvXNB0SlYv/rfXo/xb0fbf971aa5z+Pf19vC4Gnr79f20esADf5gfRj/3cB66zzP4r/w+5xN7nG5zkTHMQYrqr5bBtDuYF3S0nGKvx/+8X8N8PMzOo/1FNvn3H/fX19uDkr9963P13fQn1PvqX8anu+P9S2H+w3LN64DF8RT3zWmNjj9H9z0z3+sPGpqvoYwzBSPmcbJ1sPVVwnW4DWfW9YPGLGM8fYbK6BhnCfeEd/PAL71lfhPtkfDbqlav94f+7MBd4tjrDtfPJFM1rwfT6NJz/a4tF6lzyz9X9cBWcMG9B6tiw8wxOKkZ/s6ebu9vTA53ecDMJ8P5P/hfolkIZ/9ef9Nms8998390Htg8yfrG/gdWu5P7pZ/MDpPnq9dD+K7kFOHfb7z9dXkJaqBQRXslzL++f4v+49cj/ui/4nFR9fbi82K/Xrpfra9odcN2rH4PIpzFdn67eS7yBiYdNTmfNr+mH/+PfPXJd+vShL3w3C/8S3KcTr+SucAg4EzFn/uawsu7jFumTfhOUV/K3Lw7SuvtP8rCqxATEY6rpLq//m7WSb78lgh+5H1adcT8QosaPmfHdj/y3qdZj73eL3QdXcxvB/mvw2E+1T/54TGWL74+/w8boLhRhkvT3gg/o9tt03fy/dBt+MhUa2fRP4PmDxMNlQRHO7V+Xx0O8bzQTzGYP+0XS/KeSC490su9zEv7n81n81tRZmT+3zn51WcV7wuVecfjfzoy4yrS/Jy1gP/dWyO9wD+csnMDDs1Tb5HmtkP5jyz9YP6tuSStfzAn9KB1RlQM7vHEj/2y6Oj8NHqZOO9bz9i+SRfv4z8h/p+Yr0wPFqMp+gi5+btac0ua37Al1tudzsmGMN47/MB+G4/hi/19bD9nEL5u2j/f8h3iGjms+a33+2IvjwGmwbe3zR+rF0KOFfQBseI/w/Q/cn1//X+YZFex+/cXm5Zr7W8fz1L1GAmaD/o/4T5Kc+L69kVjv9h4POMnz19u6P+/3nK+fHhh/6KNvvgrqdo+cwsGKn9gP03j+rweckQa9B2ekqVB/Nln6huyNsznhhWuH6Sw4mfGTz3zwEYfBcXKP7v+8z9/2kAWh/8f923nZeZ7vNxo5SAoPfbqmWvwahq+mz5mZH/r0Gvtv3lNHTZHvQ8JHlvAdqfPw+a35TrPeOfgW35jdwU559vYWLzp1w9hOx5lX9Ftk5fpz+HjdqOicPVLuQBuE/pZutX+n6Dy8l9y7+4Y/G/Wed8H98vGx/k/+Tf1H10H8T96TLn/4G+D7ptBNMJ++v3KXF/yJ/V//+/53ZebHbi9TBdS4Wy3tTi8bnLL+c/iHy0/YZzzfYxzd4QpPO54r2PTNgdCMKIRMvdgvp3h77uKs/MtvaaeP9K/3U/iaNVOm0yfEJKfL/KqN7zec9G+y5g8OztO+t8QpX3/ftGFc8f/P+C+8G/ucvzgUxfk2bTQ8/ZRD1f6/uqd1f/Ocd5DvuN3jc2YVw+1D/inluEz35pt/sktvXhjxng7OD79uPgvBum8QF+aDoOPkAP6A9Ha7P50Ewa3Ey8vMu/OFaHL/fvvxf/a+cbfSz5XqDViLvgHI+V6etsOP//2weh4UeKaUect9P1mdfFP2y7fltceceZNYCckO2b83n+zcMqZi2/SR7OfoIBWbbwTVSy7piHv/dc33tfALG/6/MuoKb0gLqA+2n9B+XRMbBOenTf273rMHlj733Y9zD/+XwE+//1vu+Bzqr///6NgVe0sUDzMYXPAyn8M3z/yHLP7QFOhWT2P4SU3wGYf+DI551iOQQ7HWZdltw/fp96vR/P/U6GEXXTm15y5r9x/pBts8XQ4v3MfmP8NsPbFwiZ4q+D5IMDggnlQtME9P8DX31HmdTxcIt/c8p/wQ4foP4WJwabE6zH6xsON01xz2j8SSQ6P7Bf+/7B/oDTy9YLZLhBfHdPtn5mitajep/P7ULTCxbvBnf9kAz+Xfv+fz//DzB+nkDiebOf+a+tTYb/SN8MwGO/7xcI6O+9T/Fk8pwbosDU35oO/EJ2gPk0URucaQ835z7KDs/vd+axZ30x+r4XbE91fJFjbXoeexjuXu0G/6Hg9Re+/5rPeF/q8w/hPvaeI8/7e3XywtsEiGJ95/jftnOjw7P+Y7LlMv0/OXK/5w8xnvvAivvzd0yL+U3+fro/5rc9Xlidh+mE28/27RXgGdae3eKvm1dR01dNdX95msK/knN/l6j2Mc/jXGebbv1av/nfQu5+Q603+y5Upw+aeT6J/0BC9nP/wO2s//12HKzETfOFe+zrYb/97xjR+V/7/P/9z7ZywJmXW3M55xz1Pvu7NTsgNn7mOn/Ldtj7Cun6kNUqq5+LnHNpGy4OOa712H7g2n9220a7AdT+v2Q0Pku2vzNqgGpwtyv4n7yP1fXG/R70OL+B21X+Hvi3U7ku8I+svZFu7nz1b1LeD9T/v3/w30dMk/Pn33RnQmJPQ3jz+/+SzmRBjBHZL0dxt97KhtX7Ki6QvffeETpAF/+PZo7aHEX0bE32H8N5fHZ4/eP2O/F39voNzg9snk1W579OPn7Nx/Tv/rU0br1lwfd5whD9r5Y/Qd5xFPvZrU4sSpkaoN3XlGO9+P/DqlHnR6Yo8vnyKv9905pQ9UphD/wDJf8fN6HGnacFiD84TmA7u/zAo+g9fua7KD8eLgMATAjaL2/n3mrK/v3nQPaz+aS2w5iH+53/uPZN/GNpvbmf3McZ/L/Pr+NyX9bzm6u3L/O7JPqf9pupD+tUtLjeB4z+++ec/2Y7gDRrVnwzy/4NfinRHPyN5cZ2J6hQVwjkHxI68wI2636bBewyE/5fPHncOyf/T8KZb3Qv1t5v+lsHP65/gs5b32vdVbJfNA3mk/48QPTVv48cPf/D9qv1ANYX/v8Nt484Xij43zSxH/h4qIcZ+b/7mJnHQRogaGgfXVChH2j/L2ues15r/PEMBNOQ/x2b9yuu2JhhYLSg8gK7BD2ByTdHSHr68gPik0zCfnS/WO/f8akM6Pfh/Tv6DP/pHnwwN7p+G/Z+6/PB+H9eA/ufrzf5dnDMeAA4/j3u/N/3/PvhgZCfS3CnfC/+/7Ydxf40v2eDqL3Pzo+c/pfqF5pHTnI9SIAyD7CEtmwYITrGecaQb/dx+wPv+N2nx8oGAPl3ElYHtgO2rTpJfDYXg9qawvkI03E87vPz+fg2IJfxIRBwr2TvppNbb4+/nzQZTNi+eOLJ/1HHg6y+E3v8+P9h12W4fd+t3h/1HJgb/vD7pve36IUMgdVZ+2EZo59sAPwHKe70f+/3z7+7nPtmxn+y3R2gedIFjd2D3+MbbpNxr+PQxsPNcQdM7//vZ4c9y93tKJzH49/7HB/B+Y35APfehf0C8fqfX/f5vK+B66D57QLtOqHDvPraXq/ht+v8v5377SP49h+DZP/M/MT3QVkRDTD9IM3G2zt/f+vQ/qLhnBfPr8/j54lgB5AD9zMe4C7oswH9wOeVOOvRaTaHewo3T5egNP7fNXkfeXAffvul78s2Iwv+Aq9eHevNfx8c3/ft/Q6GFxbXKS9doKPt4eNa/u/b4bsJit+p6T8r33L4j6+8XasnG7AGlReYHFATCBMQHDt814yJM+z7N9YEZYzK+oQ2ZR43JBsuWIer+ICzAK/+P/BnFoWDl98/4T5cM/rwZeux+f8NX+k6ly8Olu3Dc/eD/UZZD+MDMvtFv4OhSH7ITi3n/3jel+m7YPmE7g4/UHJ+eONF3yOJHoeC7R8UdZtRb4GRM1hA5zU33il2hTig/sF6isIDcvD///MJ3l+wKy978m4kPrBrDfiAb8H8ykVWRfIJ9OeXo7cD938DohYP7xkjuHeH/+r7kEzO0ss+n6M+P0XOnwdsPWP/cZxuuWH+R/dntv0KUWn+PF/b6OWp3N8s9oNwX73A/33fdtsBywbIwjkftnLy3P4P9p4MaOys63zAr+yuCFsw65/49oIFLc6nybT7INHs6IC7rdlGwxZBmgaUBz6/uVic/2c+x+IeMvmN64Xdclh/Wv5fnc/DBfXHBwD/UPsRfU77vfA88vHa+3C30y9f5/f1XlG0fmNVU7Pj+uH0c4Eh4QIGfwAQC8xCeQPrThqQGWBK9EX3zHe3xPPyhEaCNsiNxeLA+Z8fQG8N+OerKQryv/ANUYcUYc/Hf58G3sffx317u//bdTs8viunu+33+YfdT+LnRvPb+ez5RbGf+d89oNc3wtf8uGgCD1TOA1EXJGIB+Y0B9TQyOCBuBjDq1X6knOHJ8t4D9itmndWEXF1E9oDWz8VDhz2IgFzwG+5/Tr/N1CSDA+L8Atz3XmrmR/+HLSfDEaffvR8KrI5y3Vrnd9/HFgzIw/PO730woJrfgbTcEO19gtMnnxv/v8cdPxdf5LHGOf6ISkk8YF1g84HNwjUKYbEXfBMHlDns5+/1gpgcX0De5f4tGTS4a3qvZ5ybIwMp/4A2l/LxftB/okl/ZvHo9L73aP/k5n/g/8vmk12Xv+cZ+bzmvq+vB7Jif3051hv0P97b9ZD2G3/42Tfkwf/1xvrAgKM5APngijuQ2YJ+DzFA4gCLbQOnAWWZPDvw/+RF40P/OMBjP9kL4g7ojPMCDr4Iv4JNPACyqtzTwmjOfvR/P11tn+NnQ9L7sfHey/2250XPC+b3ldkewntcqPvT7Ry8guc9eeb8w9f3er55ueW4wMlz+Rvf/fzHO7BgPyn/XVucnDDh8LpgXokBX38E/wa4Fd0N+WerG7cwtdkerQOXjHff3JxY4AJ6OH4Djtd6NXIOMWdY8Z/PJxfp+5/9W6/2uj4Nfv14veBu2Ga+X+S9f8q95xz/84bape2nzpf7r+P/O27o7OTEH7Rq0+5f2hH4XAtwwPxf/156n/BLsAf8nIX9oU7z3GXBXSAOHL0jP0cms3ogfX1vph0H2Mj//yC6TzKkH+fT69X3Ux3Pr+1+5wPoELxOOHR/07/7Tin2R+lgDsz3ftncSGL/89k6wNwLOBx8A8x1tf3P339jTKj4e39x4P6PXFALTD954r+OO96Qf3I8wA3IB8JvOX+SwgF5ALl56ft4/P9p9rf5te+e0+XG+cjWj4bvSf79td7bXynKFyX+f/MxV9ZvsF4YXoj50vFnQX8jDAeL++9aEeBS8MHKJ9jgA8Iv84Z9fkL9lH+AhRv8ik8ifTj90wP5/+PgAX/45T+ctdzsNeiU9vaTjnpe1Vt9Xy3+81Znvf27wvnZOz92/Pxbj72/dEbq+/CNKfUdrQ/4Z37/OfUhkeWfDui94f8uN+eHfiDndV7O6OBiB6AD8HY7MOGWXJDlRtl1fxyh13Wfki77zBkVH7QomPMPaD+ArtGkU4HNf5OIfQi54PUeudz7t9ue2/s2Hx3siGi0ZvC/Hxm8hdT8+MB4gZ/9O3+9MMuz3Xcj+SCxhNSSSPqBynfSzBzLyvlxw2u9LA/IHdRCWiAFcyEC3X1UDwIGWOgD9qb+4xnCu9F3lD/gplu1ZfPW8LfMfY5/dsCcTd4nd5XS++XWf+juBSSeCPHf4riO90JY5vlo6cTGjiBGIC9S9YO48QS7QcFz4wnoqwYA7/9wgvejAZCyWdZdA8wBrTQgTwk+5iMYgHIXcwvt/KFWX6B/48AZwmHLYHd0NjFHMreJKONw8w2tPm458l+ePb6/2W9y963zfzhfvB/3kWH6AsIF3YHpgra73j1fU/f1/Lcj2t0PQlW4g8QVFPcHisYhvuu0Aft6eDcWf59wi9fLN3JceZ5u/gNQGyD67l9/jPq5GCDHJ5zPjSEnZQD3UeYl/+A6nunb/XqcZlf0Dxf4X2S6PXTEhA8XifvhDxal66ZvJ++k0B+5zKWHjAlnIdwm/4i4IFwge/2PA/+hv2DyA060OnAXlNKcfCO6YN17QK63B0SQc7/kffKFpkC4PUFyODDS89kVx6xMS8Qij6N/2dua4vuZ9xkV3u+uCLuerxHb/qL//0kRIo1bmeM/6jsQiXsB3yMYJuDPg6FNKFx6HaAwRfM1uIvrgf6BmP9+YwBXPyBtx/Bf4j9Q5BpUHHBPPPvcLiDP7L/dz+j/j/cv7O/3rivebaEXjPyP/y0uAL47ITV+zk9quP9qnaz5/336DLdW3Uju6ecLcds1/lFq3geHPmBR0zn6AF1f2E/YhJKH1u6AbSsHuqUZMND/+oDUi3V7MQ7g7jf/bj+knJn771U4gHgQ+s8Rx1rO3b+bz88P7Zd91zwqmKMyo/o9wJTzEXW9geAH9X0Z/H8k83dHN/yC3bz07v/aCKDrQzlwB7GB/32/uTYuKJ5aAA54g+GzcULHNyN+1A74EHxAHiBaQD0w/vOywLnVAbLdzzP3w++T9+uIYgtsey4YHgjPgezxBOQ1zPbb+Pp5le3Z/ct53fyP/s8G7L7/PUPO7/oq+3Wu98nre/8So+fCNzEEL4hCb1dMJP1wtqDQd5m9ghq6oMwBTwd6zCt4fzUHrhcwdAAcUJn/3yqzwMMHsKrctb6f5n7O/bKeZ4VO4ErgCw8nLmKc8J90fplv4TYf8fuL//iQrP7X5hD+ed83+bM3thhl7WaNTc1OqJagthM9PSXtc7o8P5sN7oWtCWjDgvTPmT4Q/+LBk2GRsgPokNX/UhgAPwCIJ9hGA/4AtH0gA8GeDaxifvz/NnqQgwX6Kw3zcvO4suyP/U+ma9b74wcwTh8eCXd+fK7/Z4rZr2Rn21rbl/p/jsgfp5mzv9dc56Ayny8rdS1uPF/XiYOmWci5cUMz37HssusAYmFW5/rBZRZsNEDffhe3C5j17AO2Aw3kowHuH/h5b/16zb02oPJ9x7Nx3yPjF1T+03T8cDL6H3b+k522d9rrj8B+hp2+5uPB3n7vKXDR9BDe7UPC1QGy/8T/9O2P2S3CBcos9lVO3n0AwAMGX+BEryaQ2NMa0PhfoOJ6IGIexAXRecE80MgHzG1Yj8L8MsUXxub1dt/vs2H/ul3flKwdm9WpnltS9MaKf264j+BPetCyNRgPy05smM8gj1555Tqc9vo7jbbQvico17IeCPy3l8mwS5OqAfvq+n13L7AedQaMJ8mBwIJsXu0p2S8O2dX3YP9P32u537ofOY9Y/+378fz8PD7oe/rv+yfd3NIbJBLb4l/H/W/34IGNrXilfcroUi7ok0bW3K8/jGa7nOUdjcztqAdmuHusA+AOiP0K1QNCn9GB+v9pv3D/wvmA/wc5DxQP8acH3gDyADaHkmSA/f+B5mE+cV8bH9w7yTwOOT5P/aP9U5sDytPfUwbnCZtvRaD+/eTub/l9dvc9Fj3BtM5DKred2a53ETJO47/qMZ1dDGvWAvn96gFe+MAB/knVowNrGlAHqJ7h+wDsp32X6QMm9/X07zRv7LOYb++b/jvzHI3+wfdyj3ZAm7zQIX6Ug1m3b7gHEb65jR5YBxpYDTC0D5rpZZ4D4feXBXv8KzFAgf0y/f/ew47/9+cDMX9mfLjse+f9/vl/8oNOeEjSW3R1t9v7Vjj3+jx/0fn/XQspal7sgCruL/H3r+tww5ck7KhKLBAdwGXHLpiMov1I37Yf3W9r/sv0pX79nsv3AMyF+wuc1J9jZHwu/vM9ael93NeMtyIK6/9G+TeZuSPfn5Yr9n8v/0AmJgeQ4Y78XKDW5hfEDHj30AekAWkOApjaP7f32+v/+b7tKYD5WDuPzyswztPd+51PWV9pP6+cBwo//b/v7muD2F7v/x7/ekiGrnHnczLn3SW3b71czl6GnNttkAO9n5k6B1gH66N19g2UDyTDA+pWBlT9gbmdBxDx/+TGkO9jpoOtP/PT7vmeqn7XryTUmfYcnZdpHy+GAeb0Jp8HuJub1f9c6/G9itYmvri6nnfffzu8K9pj9nMQzf+OuoeV0oVCtLG61BxIP3YGmP9nR7sV71PsT+9+HrP/eiDzx7kd6tsPI9q0MH5cl3faxs939PL7kS8/n+eN28K/e7fPbfXWbf64fT36P38Ba9/Xr293wc3nV3rLAS8O5o5nwXyjfSLqnxYI3Qcg6n6Hbv/HOyAKvl/wfKQ/5z8Taj6u07ofFdth7vfyPbvfl9fbvhd3F+c7fo/V9P3aeGg499nIcB4eP6sd3294Y4yW8n3XM40ugXdyXPlfzTtOwf9yy/L3m5YwoDSXjnSA3IFOeajvD/SPBmzG/k0i94MdV1wvabteTi+2798N1erP47qsG29e1rQKNs8yXeDx5/3P1+cNd2Rn0wFkNE99/s5crsd5v+bw+3yrd/2au1vWxp944fps/4NjYP8vDQB2pfAoJweSXeEAvRHun2mUBdD7/286pp3nr/36gHm+LFfp9/U8VvcNd8d5Orod3hkvm3Xkunv9unkazbzCPIPzdrx9vy73+l1+pvu78zclePW23AADUrYpPI6V4UDPx/K7yzdq6f/Zrqh94IHuXyD8O+OjZ11lXPfJy96+Zx+u34F9vtrpovlf3gW/G+q7D7n/08vZ22NyxwGr3bXRWPfHtfMfr8vj35n1UcV4/c0THT3PyGX8muLXb9ovOUDcv7Xe81/gs8idtAEQXzoxLLDlwCcdEI2GztRLTf9rfXXB4nqzPVTTrYaDSNfJ86W5fb4Pm+UxkGm4eZ52eywH5EPv0BHfXm0Wf+4vLv9eX9DnMNku9zE//Ol+8nz0rUf+6z3IjF8/kFpogBs4MPSDJ2y6h3+Q/Yr9yOp87nx7877Q75WKnE/EfXt/Hz0uCPdffz+MewZpPDmv+c7ntnJdYZ2XY/m3zRp6fN+l/n3Y9+/xYP+31fD9JmQYPr3vzFZjx2dG55/sfs1IO4A4G4v2D6D5uAHsA3/8YGMygm6+R/7eYvMC9vO/UW6PW8G375PM8+q8e7LGbs/vRc5y+jfe2F60s+91OmApIu6ePeB73deeUy2/s8Df3/8BOPpn9dyGyn5/f9l3SQXEHYD4IPbug9qDWx7IxQLwNgfENZ0BI83k7Vv/31P+qflK9+t97PgpqFvvlitl2Xgp+r7w8Wr79nOQ19M/4d8OIg2Yr1e94dHsX72LtTz8Kj954tcK93cv1XyxNFidbsD+H7hbz/6v7gBP/hf4Ntjuhn2QUhpQof/HoPc+NL4kDxfnW4ZuP57P4Xs6uL0K20fn7bvvn9Nx5E6oTG4KxdgZD8f1dTSN9xzInNwPv1b+q0vLC+bcqs+8A/2aWRd44PvE/YjEgqPLeEDeCI33Bbooof9Pg/eygww2PmC+u328TmXvecjM3RNxvE4AHVqv998ptuT1K67PapfzrdlCz2dg75b66bWW/bezd/j99CgxBYn6jXhmcGWA/KmFhzLBk2Dt96n7n97P5HzFe1whL9fgzOG29n7jPfTdkEVJPvl7lI23PZb2dl7EOn333o8M433rN9jbbjd4G/MnilXMA7de/XIA+OUAMfz3YhPquQL7RcAjYAzj2Ofcd/+H7/N8y7fz4zl7b+fT4Pcsx1Oz3/tkvQDeR96reegj8AQc58tVX77+/kTPK5qcz+qNzot1geR8QpjQBROdprpufbGuA8JrAOAO8HainzXCDet2P259mekumP9fby/m5XblPFq+AzgRbfs4b172sl7O4mb0n7c54jx8Q8upnP6Gr19WD2t/zvl3HK9TX8vhOkBYEhNmEYgGgBu9m325htD/Rdr5et8uBwbnbfE+fjfXkxH/dZ3Mec8BfNzGkpz14F6b3nCzxnLerY9sJvt7dk7P7OTyRyGffzPexNeyT+dOPbL2/UD1BgQXY//PJdHpy2O/c9R8TOcJul5r+2N+i+593u/l7rU+Dx+3g2uV36+7r3/uu3CXI71s/Y58xIP34UDuS7ubcfm20X+Yf0HMR6sw7QHi/FcxgEONSTvP9xgx318g+wAzX2bjuffD25POn/OTk+P1LPf2/E5WjuOV3dnKPAT0Agnfcty9Qr9j8z8mClfjEd9aHYOUyx+4+IU64M+fs/lCRbPff4+MvbcM++Wtemv6bnh95+rpIcz7vpfw3/t6bjyb2c0+HkPXC0iMB2x7P/3rXfYZyN2uD5/ue973UuJ3ci9luZ42ztHfemmX2+yWA/wTHBAywXmQ0u0HhIB2DqCVn9t2rdP3jDxApN1fNk/zuzg91eUk/+n6PfZejx7/Pb4edkRHm51tTubvkAEBKMsJPX8YyQGUczzgOT2A/qq/Q0U9Q7Z8XiXh+7ja1PXd7Pft0jV9ke5xhKuP4ax5ekdbZ++fGY4PMPkGp6+dHgOUq333TkFtHXh7uwB72/De49z0bB5b78CxD3S2zSC5IZIpDlA/KCCO2RxzenrXd790zrf1ev/u+3dp/R04/fEf58Hh/MDuhj+wuvlvPc+uj9/1P+i8ujf1Pa7C6B5wdhreFd9ivfXDj3Rg5EMSDp8/YQGz8AAxRg20/SWx4fv/wL8Hq8fRde/fdk11MeMNgB0g/cIvGVAH6PnILOON92jP2z9fpHab7/zdaKe9Ts9h3Fefh7WQLSB7Zrd6E4qoBGL9ni0I37n9NnX387q9YT2OMrct0NQAT8mwoOs4bEBdv+T59O/K8N7veeQ/+J1TFnp3ceOSP+HCjr2reR1FZz3j0O+D0XvP1YdOeumCc5uv15drJYutB8+vDv7vMYZ0gW5QUbgKcYTW+2Um7gPQG8tte+zIcu0N6Fneob6vsxE=]]} 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) local fresh=data==nil 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,fresh and config.StartingCoins or 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,OwnedTrails={},EquippedTrail=""} for _,trail in ipairs(config.Trails) do if type(data.OwnedTrails)=="table" and data.OwnedTrails[trail.Id]==true then out.OwnedTrails[trail.Id]=true end end if type(data.EquippedTrail)=="string" and out.OwnedTrails[data.EquippedTrail] then out.EquippedTrail=data.EquippedTrail end 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 item.Kind=="Decoration" and config.Decorations[item.Decoration] then seen[item.Id]=true local x,z=tonumber(item.X),tonumber(item.Z) local placed=item.State=="Decoration" and x and z and x==x and z==z and math.abs(x)<=config.Plot.Width/2-4 and math.abs(z)<=config.Plot.Depth/2-4 out.Items[#out.Items+1]={Id=item.Id,Kind="Decoration",Decoration=item.Decoration,Label=config.Decorations[item.Decoration].Name,Section=0, State=placed and "Decoration" or "StoredDecoration",X=placed and x or nil,Z=placed and z or nil,Rotation=integer(item.Rotation,0,359,0),Size=1} elseif type(item)=="table" and type(item.Id)=="string" and not seen[item.Id] and item.Kind~="Decoration" 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 if item.Kind~="Decoration" then 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 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 type(old.Data)~="table" or (old.Schema~=1 and old.Schema~=2 and old.Schema~=3 and old.Schema~=4 and old.Schema~=5)) 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=5,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==5 and old.Session and old.Session.Token==profile.Token) if lost then return nil end return {Schema=5,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 TrailVisual -- Native Roblox trails: no external image assets or player scripts required. local Visual={} function Visual.apply(character,id,config) local root=character and character:FindFirstChild("HumanoidRootPart") if not root then return end for _,name in ipairs({"EggHuntTrail","EggHuntTrail0","EggHuntTrail1"}) do local old=root:FindFirstChild(name);if old then old:Destroy() end end local style for _,entry in ipairs(config.Trails) do if entry.Id==id then style=entry;break end end if not style then return end local a=Instance.new("Attachment");a.Name="EggHuntTrail0";a.Position=Vector3.new(-.65,-.4,.7);a.Parent=root local b=Instance.new("Attachment");b.Name="EggHuntTrail1";b.Position=Vector3.new(.65,-.4,.7);b.Parent=root local trail=Instance.new("Trail");trail.Name="EggHuntTrail" trail.Attachment0=a;trail.Attachment1=b local colors={} if #style.Colors==1 then local rgb=style.Colors[1];trail.Color=ColorSequence.new(Color3.fromRGB(rgb[1],rgb[2],rgb[3])) else for i,rgb in ipairs(style.Colors) do colors[i]=ColorSequenceKeypoint.new((i-1)/(#style.Colors-1),Color3.fromRGB(rgb[1],rgb[2],rgb[3])) end trail.Color=ColorSequence.new(colors) end trail.Transparency=NumberSequence.new({NumberSequenceKeypoint.new(0,.12),NumberSequenceKeypoint.new(1,1)}) trail.WidthScale=NumberSequence.new({NumberSequenceKeypoint.new(0,1),NumberSequenceKeypoint.new(1,0)}) trail.Lifetime=.8;trail.MinLength=.1;trail.MaxLength=28;trail.FaceCamera=true;trail.LightEmission=.4 trail.Enabled=true;trail.Parent=root end return Visual 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 syncTrails,trailAction,applyPlayerTrail,decorationAction,renderDecoration,buyMagicCoin 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 guardianPushes={} local function endRecovery(player) local root=recoveryRoots[player] if root and root.Parent then root:SetNetworkOwnershipAuto() end recoveryRoots[player]=nil;guardianPushes[player]=nil player:SetAttribute("Recovering",false) end local records, profiles = {}, {} local rootFor, canTravel, insideOwnPlot local trainees, runningPoses, runningTracks, alignments = {}, {}, {}, {} 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 TrailVisual=require(game:GetService("ServerScriptService"):WaitForChild("TrailVisual")) 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 trailBenefits(player) local profile=profiles[player] local id=profile and profile.Data.EquippedTrail if not id or not profile.Data.OwnedTrails[id] then return 0,0 end for _,style in ipairs(Config.Trails) do if style.Id==id then return math.min(Config.TrailMaxSpeedBonus,style.SpeedBonus or 0),style.TrainingBonus or 0 end end return 0,0 end local function applySpeed(player) local character = player.Character local humanoid = character and character:FindFirstChildOfClass("Humanoid") if humanoid then local bonus=trailBenefits(player) player:SetAttribute("TrailSpeedBonus",bonus) 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 if not player:GetAttribute("OnTreadmill") and (player:GetAttribute("StumbleUntil") or 0)<=os.clock() then humanoid.WalkSpeed=humanoid.WalkSpeed+bonus end 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 not initial and not canTravel(player) then notify(player,"Home and Shop are available only in the safe hub, without a carried egg.") 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)) player:SetAttribute("CanTravel",canTravel(player)) 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) TrailVisual.apply(character,"",Config) if stopTraining then stopTraining(player) end if dropEgg then dropEgg(player) end end) spawnTreadmill(player,index) applySpeed(player) moveHome(player, false, true) applyPlayerTrail(player) 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=="BuyMagicCoin" then buyMagicCoin(player) elseif action=="BuyDecoration" or action=="PlaceDecoration" then decorationAction(player,action,value) elseif action=="BuyTrail" or action=="EquipTrail" then trailAction(player,action,value) elseif 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 syncTrails(player);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) elseif action == "Shop" then if not canTravel(player) then notify(player,"Walk back to the safe hub before visiting the Shop.");return end stopTraining(player);trainingPaused[player]=true local root=rootFor(player) local stand=world.HomeHub.HubServices.ShopStand.ShopInteraction root.AssemblyLinearVelocity=Vector3.zero;root.AssemblyAngularVelocity=Vector3.zero player.Character:PivotTo(stand.CFrame*CFrame.new(0,3,-5)) player:SetAttribute("CanTravel",canTravel(player)) end end) -- Player connections are registered after world handlers and restorers are ready. rootFor=function(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 -- Bounded, grounded hub membership is checked from the live root on EVERY -- request. UI/replicated flags are hints, never teleport authority. local function inSafeHub(player) local root=rootFor(player) return root and root.Position.Z>Config.Hub.SafeBoundaryZ+2 and root.Position.Z<Config.Hub.CenterZ+Config.Hub.Depth/2-4 and math.abs(root.Position.X)<Config.Hub.Width/2-8 and root.Position.Y>=0 and root.Position.Y<=20 end canTravel=function(player) return assignments[player]~=nil and not departed[player] and profiles[player]~=nil and not held[player] and not player:GetAttribute("Recovering") and inSafeHub(player) or false end local function canEdit(player) local root=rootFor(player) return root and inSafeHub(player) and not held[player] and insideOwnPlot(player,root.Position) or false end syncTrails=function(player,notice) local profile=profiles[player];if not profile then return end local owned={};for id,value in pairs(profile.Data.OwnedTrails) do owned[id]=value end event:FireClient(player,"Trails",{Owned=owned,Equipped=profile.Data.EquippedTrail,Cash=player:GetAttribute("Coins") or 0,Notice=notice or ""}) end buyMagicCoin=function(player) local root=rootFor(player);local profile=profiles[player] local shop=world.HomeHub.HubServices.ShopStand.ShopInteraction if not root or not profile or (root.Position-shop.Position).Magnitude>Config.PickupDistance+2 then syncTrails(player,"Visit the stall to exchange a Magic Coin.");return end local cash=player:GetAttribute("Coins") or 0 local price,grant=Config.MagicCoin.Price,Config.MagicCoin.Grant if cash<price then syncTrails(player,"You need $"..price.." for a Magic Coin.");return end if cash-price+grant>1e12 then syncTrails(player,"Your test cash has reached its limit.");return end -- One server mutation: no client price/reward, no yield, and no infinity. player:SetAttribute("Coins",cash-price+grant) syncTrails(player,"Paid $"..price.." and received $"..grant.." cash.") requestSave(player,true) end applyPlayerTrail=function(player) local profile=profiles[player] TrailVisual.apply(player.Character,profile and rootFor(player) and profile.Data.EquippedTrail or "",Config) player:SetAttribute("EquippedTrail",profile and profile.Data.EquippedTrail or "") applySpeed(player);updateTrainingGain(player) end trailAction=function(player,action,id) local profile=profiles[player] if not profile or type(id)~="string" then return end if action=="EquipTrail" and id=="" then profile.Data.EquippedTrail="";applyPlayerTrail(player);syncTrails(player,"Trail removed.");requestSave(player,true);return end local style for _,entry in ipairs(Config.Trails) do if entry.Id==id then style=entry;break end end if not style then syncTrails(player,"Choose a trail from the shop.");return end if action=="BuyTrail" then local root=rootFor(player) local stand=world.HomeHub.HubServices.ShopStand.ShopInteraction if not root or (root.Position-stand.Position).Magnitude>Config.PickupDistance+2 then syncTrails(player,"Visit the trail stall at the back of the hub to buy.");return end if not profile.Data.OwnedTrails[id] then local cash=player:GetAttribute("Coins") or 0 if cash<style.Price then syncTrails(player,"You need $"..style.Price.." for this trail.");return end -- No yield between balance/ownership updates: one profile transaction. player:SetAttribute("Coins",cash-style.Price) profile.Data.OwnedTrails[id]=true end elseif not profile.Data.OwnedTrails[id] then syncTrails(player,"Buy this trail at the stall first.");return end profile.Data.EquippedTrail=id;applyPlayerTrail(player) syncTrails(player,style.Name.." trail equipped.");requestSave(player,true) 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") notify(player,Config.Sections[id].Guardian.." is guarding this egg. Run back to the hub!") syncInventory(player) end) end end insideOwnPlot=function(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 local shop=world.HomeHub.HubServices.ShopStand.ShopInteraction local byShop=root and (root.Position-shop.Position).Magnitude<=Config.PickupDistance+2 if not root or (not insideOwnPlot(player,root.Position) and not byOwnMachine and not byShop) 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,Kind=record.Kind,Decoration=record.Decoration,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 renderDecoration=function(player,record) local plot=plots:FindFirstChild("Plot"..assignments[player]) local model=game:GetService("ServerStorage").PlotDecorations:FindFirstChild(record.Decoration):Clone() model.Name=record.Label;model:SetAttribute("OwnedItemId",record.Id) model:PivotTo(plot.PlotGround.CFrame*CFrame.new(record.X,.2,record.Z)*CFrame.Angles(0,math.rad(record.Rotation or 0),0)) model.Parent=plot;displays[player]=displays[player] or {};displays[player][record.Id]=model end restoreCollection=function(player) collections[player]={} for _,record in ipairs(records[player]) do if record.State=="Decoration" then renderDecoration(player,record) elseif 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.Kind=="Decoration" and .2 or 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 canEdit(player) then notify(player,"Stand on your own plot without a carried egg 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 canEdit(player) then notify(player,"Stand on your own plot without a carried egg 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 _,record in ipairs(records[player] or {}) do if record.State=="Decoration" then candidates[#candidates+1]=record end end for _,pos in ipairs(positions) do if not PlotRules.valid(candidates,pos.Id,pos.X,pos.Z,Config) then notify(player,"Auto Organize is blocked by a decoration. Move it and try again.");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) local _,trailGain=trailBenefits(player) player:SetAttribute("TrailTrainingBonus",trailGain) player:SetAttribute("TrainingGain",base*(1+count*Config.Economy.TrainingBonusPerPet+trailGain)) 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 decorationAction=function(player,action,value) local profile=profiles[player];local root=rootFor(player) if not profile or not root then return end if action=="BuyDecoration" then local style=type(value)=="string" and Config.Decorations[value] local shop=world.HomeHub.HubServices.ShopStand.ShopInteraction if not style or (root.Position-shop.Position).Magnitude>Config.PickupDistance+2 then return end if #records[player]>=Config.MaxOwnedItems then notify(player,"Your inventory is full.");return end local cash=player:GetAttribute("Coins") or 0 if cash<style.Price then notify(player,"You need $"..style.Price.." for this decoration.");return end player:SetAttribute("Coins",cash-style.Price) records[player][#records[player]+1]={Id=HttpService:GenerateGUID(false),Kind="Decoration",Decoration=value,Label=style.Name,Section=0,Size=1,State="StoredDecoration",Rotation=0} syncInventory(player);requestSave(player,true);notify(player,"Decoration stored. Return to your plot and select it to place.") elseif type(value)=="table" and type(value.Id)=="string" then if not insideOwnPlot(player,root.Position) then notify(player,"Return to your own plot to place decorations.");return end local record=findRecord(player,value.Id) if not record or record.State~="StoredDecoration" then return end local placed=0;for _,item in ipairs(records[player]) do if item.State=="Decoration" then placed=placed+1 end end if placed>=Config.MaxPlotDecorations then notify(player,"Store a decoration first. Test limit: "..Config.MaxPlotDecorations);return end local x,z for zz=-28,20,12 do for xx=-32,28,12 do if not x and PlotRules.valid(records[player],record.Id,xx,zz,Config) then x,z=xx,zz end end end if not x then notify(player,"No clear spot for this decoration.");return end record.State="Decoration";record.X=x;record.Z=z;record.Rotation=0 renderDecoration(player,record);syncInventory(player);requestSave(player,true) notify(player,"Decoration placed. Move or rotate it with Edit.") end 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 if record.Kind=="Decoration" then removeDisplay(player,record);record.State="StoredDecoration";record.X=nil;record.Z=nil syncInventory(player);requestSave(player,true);notify(player,"Decoration stored.");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 shopStand=world.HomeHub.HubServices.ShopStand.ShopInteraction local shopPrompt=prompt(shopStand,"Browse shop") shopPrompt.ObjectText="Shop" shopPrompt.Triggered:Connect(function(player) local root=rootFor(player) if assignments[player] and not departed[player] and root and (root.Position-shopStand.Position).Magnitude<=Config.PickupDistance+2 then syncTrails(player);event:FireClient(player,"OpenTrails") end end) 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) player:SetAttribute("OnTreadmill",false) player:SetAttribute("ActiveTrainingGain",0) applySpeed(player) 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,GainSeconds=0} 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("OnTreadmill",true);player:SetAttribute("TrainingActive",true);player:SetAttribute("UseTraining",true) player:SetAttribute("ActiveTrainingGain",player:GetAttribute("TrainingGain") or 0) 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 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 for _,player in ipairs(Players:GetPlayers()) do local root=rootFor(player) local treadmill=treadmills[assignments[player]] local h=root and player.Character:FindFirstChildOfClass("Humanoid") local onBelt=false if root and treadmill and h then local localPoint=treadmill.CFrame:PointToObjectSpace(root.Position) 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 -- Scaled rigs must remain inside occupancy after centring. A fixed -- six-stud ceiling made tall avatars stop/start each Heartbeat. local expected=treadmill.Size.Y/2+.08+clearance 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<=math.max(6,expected+1.5) end if trainees[player] and h and h.Jump then exitTraining(player) end if not onBelt then trainingPaused[player]=nil end -- Landing can settle before entry; once aligned, solver velocity is -- not treated as a jump. JumpRequest / Humanoid.Jump releases instantly. local active=onBelt and not departed[player] and not held[player] and not trainingPaused[player] and not h.Jump and (trainees[player]~=nil or math.abs(root.AssemblyLinearVelocity.Y)<5) if active then beginRunning(player,root) local alignment=alignments[player] -- Prevent native locomotion fighting the stationary run pose. h:Move(Vector3.zero,false) root.CFrame=alignment.CFrame root.AssemblyLinearVelocity=Vector3.zero;root.AssemblyAngularVelocity=Vector3.zero local gain=(player:GetAttribute("TrainedSpeed") or 16)>=Config.MaxTrainedSpeed and 0 or (player:GetAttribute("TrainingGain") or Config.TrainingPerSecond) player:SetAttribute("ActiveTrainingGain",gain) alignment.GainSeconds=alignment.GainSeconds+math.min(dt,.25) if alignment.GainSeconds>=.25 then local seconds=alignment.GainSeconds;alignment.GainSeconds=0 player:SetAttribute("TrainedSpeed",Rules.train(player:GetAttribute("TrainedSpeed") or 16,seconds,gain,Config.MaxTrainedSpeed)) end elseif trainees[player] then stopTraining(player) end local push=guardianPushes[player] if push and root==push.Root and os.clock()<push.Until then h:Move(Vector3.zero,false) root.AssemblyLinearVelocity=Vector3.new(push.Velocity.X,root.AssemblyLinearVelocity.Y,push.Velocity.Z) elseif push then guardianPushes[player]=nil end player:SetAttribute("ActualMovementSpeed",root and math.floor(Vector3.new(root.AssemblyLinearVelocity.X,0,root.AssemblyLinearVelocity.Z).Magnitude*10+.5)/10 or 0) player:SetAttribute("CanTravel",canTravel(player)) 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 guardian.object:SetAttribute("GuardianSpeed",guardian.speed) 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)) local facing=CFrame.lookAt(nextPosition,nextPosition+Vector3.new(delta.X,0,delta.Z))*CFrame.Angles(0,math.pi,0) guardian.object.PrimaryPart.CFrame=facing 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 guardian.object:SetAttribute("HitSerial",(guardian.object:GetAttribute("HitSerial") or 0)+1) 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,Config.Catch.UpwardSpeed,0) guardianPushes[player]={Root=target,Velocity=target.AssemblyLinearVelocity,Until=os.clock()+math.min(.25,Config.Catch.PushSeconds)} 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 end) local function leave(player) departed[player]=true TrailVisual.apply(player.Character,"",Config) 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 _,item in pairs(displays[player] or {}) do if item.Parent then item:Destroy() end 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(31,53,42);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(184,157,99);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(250,241,214) 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(250,241,214);b.BackgroundColor3=Color3.fromRGB(32,57,43);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 grouped={} for _,name in ipairs({"Money","Speed","Actions","Player"}) do local surface=frame(gui);surface.Name=name.."Group";surface.BackgroundColor3=Color3.fromRGB(28,50,38);surface.BackgroundTransparency=.25;surface.ZIndex=0 rounded(surface,12);grouped[name]=surface end local badges={} local function badge(name,key,title,glyph) local card=frame(stats);card.Name=name.."Badge";card.BackgroundColor3=Color3.fromRGB(28,50,38);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","Move speed","⚡") local gainStat=badge("Gain","stats/training-gain","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","Pet 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 local guidePadding=Instance.new("UIPadding");guidePadding.PaddingRight=UDim.new(0,12);guidePadding.Parent=guideTop 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 earnedStat=text(badges.Gain,14);earnedStat.Name="EarnedStat";earnedStat.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(28,50,38);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=Instance.new("UIGridLayout");navLayout.FillDirection=Enum.FillDirection.Horizontal;navLayout.SortOrder=Enum.SortOrder.LayoutOrder;navLayout.CellPadding=UDim2.fromOffset(6,6);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 trailState={Owned={},Equipped="",Notice=""} local menuKind="" 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,showDecoration local receivedInventory=false local mode,selected,candidate,previewParts=nil,nil,nil,{} local dragInput,dragging local previewModel local canTravel,canEditHere 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) elseif Inventory.kind(record)=="Decoration" then showDecoration(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={} if previewModel then previewModel:Destroy();previewModel=nil end end local function endEdit() clearPreview();mode=nil;selected=nil;candidate=nil;dragging=false;dragInput=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 local valid=PlotRules.valid(items,selected.Id,candidate.X,candidate.Z,Config) ghost(candidate.X,candidate.Z,candidate.Rotation,valid) -- Real item preview, local only. Live object/accounting stays authoritative. for _,model in ipairs(plot:GetChildren()) do if model:IsA("Model") and model:GetAttribute("OwnedItemId")==selected.Id then previewModel=model:Clone();previewModel.Name="PlotEditPreview" for _,part in ipairs(previewModel:GetDescendants()) do if part:IsA("BasePart") then part.Anchored=true;part.CanCollide=false;part.CanTouch=false;part.CanQuery=false;part.Transparency=math.max(.4,part.Transparency or 0) elseif part:IsA("ProximityPrompt") or part:IsA("Script") or part:IsA("LocalScript") or part:IsA("BillboardGui") then part:Destroy() end end local height=selected.Kind=="Decoration" and .2 or selected.State=="Hatched" and 1.36 or 2.1 previewModel:PivotTo(ground().CFrame*CFrame.new(candidate.X,height,candidate.Z)*CFrame.Angles(0,math.rad(candidate.Rotation or 0),0)) previewModel.Parent=workspace;break end end end end local function edit(record) if not canEditHere() then say("Stand on your own plot without a carried egg to edit.");return end 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("Drag or tap a clear spot, Rotate, then Save position. 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 showDecoration=function(record) menuKind="Decoration";modal.Visible=true;modalTitle.Text=record.Label;clearRows() info("Plot decoration · Place it on your own plot, then move or rotate it with Edit.") row("Place on my plot",function() event:FireServer("PlaceDecoration",{Id=record.Id});modal.Visible=false 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("Plot decorations are kept for placement. Select a stored decoration to place it.") for _,record in ipairs(items) do if record.Kind=="Decoration" then local item=record;row(item.Label.." · "..item.State,function() if item.State=="StoredDecoration" then showDecoration(item) else openMenu("Edit plot") end end) end end return end row("Sort: "..sellSort,function() sellSort=sellSort=="Value" and "Size" or "Value";renderSelling() end) local candidates={} for _,record in ipairs(items) do if record.Kind~="Decoration" and (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) if which=="Edit plot" and not canEditHere() then say("Stand on your own plot without a carried egg to edit.");return end menuKind=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 mode then row("Edit controls",function() openMenu("Actions") end) end if which=="Backpack" or which=="Edit plot" then if which=="Backpack" then for _,name in ipairs({"Pets","Growing Eggs","Sell","Index","Trails","Upgrades","More"}) do row(name,function() openMenu(name=="Upgrades" and "Plot actions" or name) end) end end local stored=0 for _,record in ipairs(items) do if Inventory.kind(record) then stored=stored+1 if which=="Backpack" 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("Owned items are listed here and in the hotbar; placed items are in Edit Plot.") end if which=="Edit plot" then row("Auto Organize — preview",function() endEdit();modal.Visible=false;mode="Organize" local positions=PlotRules.organize(items);local candidates={} for _,item in ipairs(items) do if item.State=="Decoration" then candidates[#candidates+1]=item end end 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 ghost(pos.X,pos.Z,0,PlotRules.valid(candidates,pos.Id,pos.X,pos.Z,Config)) end say("Preview only. Confirm to organize; Cancel keeps your layout.") end) end elseif which=="Shop" then info("Cash "..UIFormat.money(trailState.Cash or player:GetAttribute("Coins") or 0)..(trailState.Notice~="" and (" · "..trailState.Notice) or "")) row("Magic coin · Pay "..UIFormat.money(Config.MagicCoin.Price)..", receive "..UIFormat.money(Config.MagicCoin.Grant),function() event:FireServer("BuyMagicCoin") end) row("Trails",function() openMenu("Trails") end) row("Plot decorations",function() openMenu("Plot decorations") end) row("Plot upgrades",function() openMenu("Shop upgrades") end) elseif which=="Plot decorations" then info("Buy a decoration, return to your plot, then select it from Inventory to place. Use Edit to move/rotate or store it.") local count=0;for _,record in ipairs(items) do if record.Kind=="Decoration" then count=count+1 end end info("Owned decorations: "..count.." · Up to "..Config.MaxPlotDecorations.." placed per plot.") for _,id in ipairs(Config.DecorationOrder) do local key=id;local style=Config.Decorations[key];row(style.Name.." · Buy $"..style.Price,function() event:FireServer("BuyDecoration",key) end) end elseif which=="Shop upgrades" then local slots=player:GetAttribute("PlotCapacity") or Config.StartingCapacity local machineLevel=player:GetAttribute("TreadmillLevel") or 1 local capacityPrice=player:GetAttribute("NextCapacityPrice") or 0 local treadmillPrice=player:GetAttribute("NextTreadmillPrice") or 0 info("Slots "..slots.." · Treadmill level "..machineLevel.." · Earned speed "..math.floor(player:GetAttribute("TrainedSpeed") or 16)) if capacityPrice>0 then row("Display slots · $"..capacityPrice,function() event:FireServer("BuyCapacity") end) else info("Display slots: maximum reached.") end if treadmillPrice>0 then row("Treadmill gain · $"..treadmillPrice,function() event:FireServer("BuyTreadmill") end) else info("Treadmill gain: maximum reached.") end if (player:GetAttribute("TrainedSpeed") or 16)<Config.MaxTrainedSpeed then row("Earned speed +4 · $"..Config.SpeedUpgradeCost,function() event:FireServer("BuySpeed") end) else info("Earned speed: maximum reached.") end elseif which=="Trails" then info("One equipped trail gives its listed bonuses. Bonuses replace each other and never stack. Buy at the stall; equip owned trails anywhere.") info("Cash "..UIFormat.money(trailState.Cash or player:GetAttribute("Coins") or 0)..(trailState.Notice~="" and (" · "..trailState.Notice) or "")) if trailState.Equipped~="" then row("Remove trail",function() event:FireServer("EquipTrail","") end) end for _,entry in ipairs(Config.Trails) do local style=entry;local owned=trailState.Owned[style.Id] local suffix=trailState.Equipped==style.Id and "Equipped" or owned and "Equip" or ("Buy $"..style.Price) local choice=row(style.Name.." · +"..style.SpeedBonus.." move speed"..((style.TrainingBonus or 0)>0 and (" / +"..math.floor(style.TrainingBonus*100).."% training") or "").." · "..suffix,function() event:FireServer(owned and "EquipTrail" or "BuyTrail",style.Id) end) local rgb=style.Colors[1] local swatch=frame(choice);swatch.Name="TrailSwatch";swatch.BackgroundColor3=Color3.fromRGB(rgb[1],rgb[2],rgb[3]);swatch.Size=UDim2.fromOffset(14,14);swatch.Position=UDim2.new(0,10,.5,-7);swatch.ZIndex=8 choice:FindFirstChildOfClass("UIPadding").PaddingLeft=UDim.new(0,34) if trailState.Equipped==style.Id then choice.BackgroundColor3=Color3.fromRGB(87,79,42) 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("Actual movement: "..string.format("%.1f",player:GetAttribute("ActualMovementSpeed") or 0).." studs/sec · Earned speed: "..math.floor(player:GetAttribute("TrainedSpeed") or 16).." · Equipped trail: +"..(player:GetAttribute("TrailSpeedBonus") or 0).." speed") 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"},{"Trails","Trails"},{"Guide","Help"},{"Settings","Settings"}}) do row(entry[1],function() openMenu(entry[2]) end) end if canTravel() then row("My plot",function() event:FireServer("Plot");modal.Visible=false end);row("Visit Shop",function() event:FireServer("Shop");modal.Visible=false end) 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) info("Home and Shop are available in the safe hub without a carried egg. The four navigation buttons stay separate.") 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("Wallet (spendable cash): "..UIFormat.money(player:GetAttribute("Coins") or 0).."\nUncollected pet earnings: "..UIFormat.money(player:GetAttribute("Bank") or 0).."\nPet income/sec is generated only by hatched pets displayed on your plot. Collect earnings in Upgrades to move them into your wallet.") 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) info("Guardians: "..(player:GetAttribute("GuardianRenderer") or "Loading nearby models")) info("Egg art: "..(player:GetAttribute("EggArtRenderer") or "Loading nearby eggs")) 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 if canTravel() then row("My plot",function() event:FireServer("Plot");modal.Visible=false end);row("Visit Shop",function() event:FireServer("Shop");modal.Visible=false end) 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("Save position",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() menuKind="Profile" 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("Save position",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() if canTravel() then event:FireServer("Plot") end end),"navigation/map","H");homeButton.LayoutOrder=1 local shopButton=decorate(button(navigation,"Shop",function() if canTravel() then event:FireServer("Shop") end end),"inventory/chest","$");shopButton.LayoutOrder=2 backpackButton.Text="Inventory";backpackButton.Parent=navigation;backpackButton.LayoutOrder=3;decorate(backpackButton,"inventory/backpack","I") -- Upgrades remain in the real Inventory and Shop menus, not a fifth nav tile. plotActionsButton.Text="Upgrades";plotActionsButton.Parent=controls local editorButton=decorate(button(navigation,"Edit Plot",function() openMenu("Edit plot") end),"navigation/plot-editor","E");editorButton.LayoutOrder=4 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(28,50,38) 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)=="Decoration" and "actions/add" or 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(28,50,38);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 canTravel=function() local root=player.Character and player.Character:FindFirstChild("HumanoidRootPart") return root and player:GetAttribute("CanTravel")==true and (player:GetAttribute("CarryingEgg") or "")=="" and root.Position.Z>Config.Hub.SafeBoundaryZ+2 and root.Position.Z<Config.Hub.CenterZ+Config.Hub.Depth/2-4 and math.abs(root.Position.X)<Config.Hub.Width/2-8 and root.Position.Y>=0 and root.Position.Y<=20 or false end canEditHere=function() local g=ground();local root=player.Character and player.Character:FindFirstChild("HumanoidRootPart") if not g or not canTravel() or not root then return false end local point=g.CFrame:PointToObjectSpace(root.Position) return math.abs(point.X)<=Config.Plot.Width/2 and math.abs(point.Z)<=Config.Plot.Depth/2 and math.abs(point.Y)<12 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 and canEditHere() 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.InputBegan:Connect(function(input,processed) if processed or modal.Visible or not mode or not canEditHere() then return end if input.UserInputType==Enum.UserInputType.MouseButton1 or input.UserInputType==Enum.UserInputType.Touch then dragging=true;dragInput=input;pointFromScreen(input.Position) end end) Input.InputChanged:Connect(function(input,processed) if not processed and dragging and (input.UserInputType==Enum.UserInputType.MouseMovement or input==dragInput) then pointFromScreen(input.Position) end end) Input.InputEnded:Connect(function(input,processed) if input==dragInput or input.UserInputType==Enum.UserInputType.MouseButton1 then dragging=false;dragInput=nil end if not processed and input.UserInputType==Enum.UserInputType.MouseButton1 and not modal.Visible 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=="OpenTrails" then openMenu("Shop") elseif action=="Trails" then trailState=value;if modal.Visible and (menuKind=="Trails" or menuKind=="Shop") then openMenu(menuKind) end elseif action=="OpenSell" then sellKind="Eggs";sellSelection={};openMenu("Sell") elseif action=="Inventory" then receivedInventory=true;items=value;activeId=other;refreshInventory(); if selected then local found=false;for _,record in ipairs(items) do if record.Id==selected.Id and Economy.placed(record) then selected=record;found=true end end;if not found then endEdit() end end;if modal.Visible and menuKind=="Plot decorations" then openMenu("Plot decorations") end elseif action=="Progress" then progress=value;serverTimeOffset=(value.Now or os.time())-os.time() elseif action=="SaleQuote" then menuKind="Sale confirmation" 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) for _,attribute in ipairs({"PlotCapacity","NextCapacityPrice","TreadmillLevel","NextTreadmillPrice","TrainedSpeed"}) do player:GetAttributeChangedSignal(attribute):Connect(function() if modal.Visible and menuKind=="Shop upgrades" and not player:GetAttribute("TrainingActive") then openMenu("Shop upgrades") end end) end player:GetAttributeChangedSignal("Coins"):Connect(function() trailState.Cash=player:GetAttribute("Coins") or 0 if modal.Visible and (menuKind=="Trails" or menuKind=="Shop") then openMenu(menuKind) 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 groupName=(name=="Income" or name=="Cash") and "Money" or (name=="Speed" or name=="Gain") and "Speed" or nil card.BackgroundTransparency=groupName and layout.Groups[groupName] and 1 or .15 for _,child in ipairs(card:GetChildren()) do if child:IsA("UIStroke") then child.Transparency=groupName and layout.Groups[groupName] and 1 or .25 end end 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" or child.Name=="EarnedStat" 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 for name,surface in pairs(grouped) do local rect=layout.Groups[name];surface.Visible=rect~=nil;if rect then place(surface,rect) end end for _,b in ipairs(navigation:GetChildren()) do if b:IsA("TextButton") then b.BackgroundTransparency=layout.Groups.Actions and 1 or .15 for _,child in ipairs(b:GetChildren()) do if child:IsA("UIStroke") then child.Transparency=layout.Groups.Actions and 1 or .25 end 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=true;compactNavigation.Visible=false navLayout.CellSize=UDim2.fromOffset(layout.NavButton.W,layout.NavButton.H);navLayout.FillDirectionMaxCells=layout.NavColumns for _,b in ipairs(navigation:GetChildren()) do if b:IsA("TextButton") then b.TextSize=layout.NavButton.H<54 and 12 or 14 for _,child in ipairs(b:GetChildren()) do if child.Name=="Artwork" or child.Name=="ArtworkFallback" then local size=layout.NavButton.H<54 and 22 or 28;child.Size=UDim2.fromOffset(size,size);child.Position=UDim2.new(.5,0,0,layout.NavButton.H<54 and 14 or 19) end end end end homeButton.Visible=canTravel();shopButton.Visible=canTravel() editorButton.Active=canEditHere();editorButton.AutoButtonColor=canEditHere() if mode and not canEditHere() then endEdit();say("Plot editing ended: return to your own plot to continue.") end if modal.Visible and menuKind=="Edit plot" and not canEditHere() then modal.Visible=false end local editing=mode~=nil;local carrying=player:GetAttribute("CarryingEgg") or "";local safe=player:GetAttribute("EggSafe") plotButton.Visible=false;plotActionsButton.Visible=false;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 guideTop.TextYAlignment=Enum.TextYAlignment.Center;guideTop.TextXAlignment=Enum.TextXAlignment.Right for _,child in ipairs(guideTop:GetChildren()) do if child.Name=="Artwork" or child.Name=="ArtworkFallback" then child.Size=UDim2.fromOffset(24,24);child.Position=UDim2.new(0,22,.5,0) end end for _,b in ipairs({identity,guideTop,settings}) do b.BackgroundTransparency=layout.Groups.Player and 1 or .15 for _,child in ipairs(b:GetChildren()) do if child:IsA("UIStroke") then child.Transparency=layout.Groups.Player and 1 or .25 end end end saveStat.BackgroundTransparency=layout.Groups.Money and 1 or .15 for _,child in ipairs(saveStat:GetChildren()) do if child:IsA("UIStroke") then child.Transparency=layout.Groups.Money and 1 or .25 end end place(identity,layout.Identity);identity.Visible=layout.Identity.W>0 place(saveStat,layout.Save);saveStat.Visible=layout.Save.W>0 bankStat.Visible=layout.Stats.Cash.H>=72 earnedStat.Visible=layout.Stats.Gain.H>=72 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("ActiveTrainingGain") or 0) or 0 earnedStat.Text="Earned "..math.floor(earned) local save=player:GetAttribute("SaveStatus") or "Loading" -- Movement is measured horizontal velocity. Earned speed and active gain -- have separate labels; stationary training never reports pace as travel. speedStat.Text=string.format("%.1f",player:GetAttribute("ActualMovementSpeed") or 0) gainStat.Text=active and ("+"..string.format("%.1f",gain).."/s") or "+0/s";gainStat.Visible=true badges.Speed.Heading.Text="Movement" incomeStat.Text=UIFormat.money(player:GetAttribute("IncomeRate") or 0,true).."/s" cashStat.Text=UIFormat.money(player:GetAttribute("Coins") or 0,true) bankStat.Text="Uncollected "..UIFormat.money(player:GetAttribute("Bank") or 0,true) collectionStat.Text=tostring(player:GetAttribute("CollectionCount") or 0).."/6" saveStat.Text=save=="Session only" and "Not saved · session only" or 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 (section.." · "..Config.Sections[section].Name) 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 · Save position / 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 local plotOwner=part.Parent and part.Parent:GetAttribute("OwnerUserId") local active=false;for _,owner in ipairs(Players:GetPlayers()) do if owner.UserId==plotOwner then active=owner:GetAttribute("TrainingActive");break end end part.CFrame=active and base*CFrame.new(0,0,(os.clock()*Config.TreadmillPace)%2) or base 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 GuardianVisuals -- Higher-detail original models and actual source skeletal clips, baked to -- interpolated vertex poses. Server roots/catches remain authoritative. local Players=game:GetService('Players') local Rep=game:GetService('ReplicatedStorage') local Run=game:GetService('RunService') local Assets=game:GetService('AssetService') local Input=game:GetService('UserInputService') local Geometry=require(Rep:WaitForChild('AnimatedGeometry')) local Config=require(Rep:WaitForChild('LayoutConfig')) local dataFolder=Rep:WaitForChild('GuardianAnimationData') local world=workspace:WaitForChild('EggHuntLayout') local player=Players.LocalPlayer local keys={'Fox','Stag','Crab','Spider','Trex','Snake','Wolf','KnightCharacter','Crab'} local sizes={Fox=Vector3.new(10,7,14),Stag=Vector3.new(12,13,16),Crab=Vector3.new(17,7,12),Spider=Vector3.new(17,7,14),Trex=Vector3.new(13,17,22),Snake=Vector3.new(14,8,15),Wolf=Vector3.new(11,9,16),KnightCharacter=Vector3.new(10,16,8)} local tints={[4]=Color3.fromRGB(165,118,222),[6]=Color3.fromRGB(223,188,105),[7]=Color3.fromRGB(210,231,244),[9]=Color3.fromRGB(245,153,207)} local folder=Instance.new('Folder');folder.Name='GuardianAnimatedVisuals';folder.Parent=workspace local entries={};local loaded={};local scanClock=0 local function hideProxy(model,hidden) for _,p in ipairs(model:GetDescendants()) do if p:IsA('BasePart') then p.LocalTransparencyModifier=hidden and 1 or 0 end end end local function remove(model) local entry=entries[model];if not entry then return end entry.Cancelled=true if entry.Visual then entry.Visual:Destroy() end hideProxy(model,false);entries[model]=nil end local function create(model,stage) local entry={Pending=true,Time=0,Clock=1,Clip='idle',LastHit=model:GetAttribute('HitSerial') or 0,AttackRemaining=0};entries[model]=entry task.spawn(function() local key=keys[stage] local ok,result=pcall(function() if not loaded[key] then loaded[key]=require(dataFolder:WaitForChild(key)) end local data=loaded[key] local visual,reason=Geometry.mesh(Assets,data.full,sizes[key],tints[stage]);local detail=data.full if not visual then detail=data.fallback;visual=Geometry.native(detail,tints[stage]);entry.MeshFailure=tostring(reason) end if entry.Cancelled or not model.Parent then visual:Destroy();return end entry.Visual=visual;entry.Data=detail;entry.Root=model.PrimaryPart;entry.Stage=stage -- Prove a pose update succeeded before hiding the replicated fallback. visual:Update(Geometry.positions(detail,sizes[key],'idle',0),entry.Root.CFrame) visual.Object.Parent=folder;entry.Pending=false;hideProxy(model,true) player:SetAttribute('GuardianRenderer',visual.Mode=='Mesh' and 'Original detail · animated mesh' or 'Animated native fallback') end) if not ok and not entry.Cancelled then if entry.Visual then entry.Visual:Destroy() end hideProxy(model,false);entries[model]=nil player:SetAttribute('GuardianRenderer','Proxy fallback · '..tostring(result):sub(1,100)) end end) end Run.RenderStepped:Connect(function(dt) scanClock=scanClock+dt if scanClock>=.4 then scanClock=0 local root=player.Character and player.Character:FindFirstChild('HumanoidRootPart') local origin=root and root.Position or workspace.CurrentCamera and workspace.CurrentCamera.CFrame.Position local candidates={} if origin then for _,section in ipairs(world.Sections:GetChildren()) do local stage=tonumber(section.Name:match('%d+'));local nest=section:FindFirstChild('NestArea');local model=nest and nest:FindFirstChild('GuardianPlaceholder') if model and model.PrimaryPart then local distance=(model.PrimaryPart.Position-origin).Magnitude if distance<330 then candidates[#candidates+1]={Model=model,Stage=stage,Distance=distance} end end end end table.sort(candidates,function(a,b) return a.Distance<b.Distance end) local wanted={};local limit=Input.TouchEnabled and 1 or 2 for i=1,math.min(limit,#candidates) do local c=candidates[i];wanted[c.Model]=true;if not entries[c.Model] then create(c.Model,c.Stage) end end for model in pairs(entries) do if not wanted[model] then remove(model) end end end for model,entry in pairs(entries) do if not entry.Pending and entry.Visual then if not model.Parent or not entry.Root.Parent then remove(model) else local serial=model:GetAttribute('HitSerial') or 0 if serial~=entry.LastHit then entry.LastHit=serial;entry.AttackRemaining=math.min(1,entry.Data.clips.attack and entry.Data.clips.attack.duration or 0) end local state=model:GetAttribute('GuardianState');local clip=entry.AttackRemaining>0 and 'attack' or (state=='Chasing' or state=='Returning') and 'run' or 'idle' entry.AttackRemaining=math.max(0,entry.AttackRemaining-dt) if entry.Clip~=clip then entry.Clip=clip;entry.Time=0 end local speed=model:GetAttribute('GuardianSpeed') or Config.GuardianSpeeds[entry.Stage] local pace=clip=='run' and math.clamp(speed/Config.GuardianSpeeds[entry.Stage],.6,1.5) or 1 entry.Time=entry.Time+dt*pace;entry.Clock=entry.Clock+dt -- Root motion follows every frame. Local deformation has a bounded rate. entry.Visual:Move(entry.Root.CFrame) local interval=entry.Visual.Mode=='Mesh' and 1/15 or 1/8 if entry.Clock>=interval then entry.Clock=0 local ok=pcall(function() entry.Visual:Update(Geometry.positions(entry.Data,sizes[keys[entry.Stage]],entry.Clip,entry.Time),entry.Root.CFrame) end) if not ok then remove(model);player:SetAttribute('GuardianRenderer','Proxy fallback · animation failed') end end end end end end) script.Destroying:Connect(function() for model in pairs(entries) do remove(model) end;folder:Destroy() end) false EggVisuals -- Original sculpted/patterned egg art; gameplay eggs remain server-owned. local Players=game:GetService('Players') local Rep=game:GetService('ReplicatedStorage') local Run=game:GetService('RunService') local Assets=game:GetService('AssetService') local Input=game:GetService('UserInputService') local Geometry=require(Rep:WaitForChild('AnimatedGeometry')) local dataFolder=Rep:WaitForChild('EggArtData') local world=workspace:WaitForChild('EggHuntLayout');local player=Players.LocalPlayer local folder=Instance.new('Folder');folder.Name='DetailedEggVisuals';folder.Parent=workspace local cache,entries={},{};local clock=1 local baseSize=Vector3.new(3.8,4.8,3.8) local function hide(model,hidden) for _,p in ipairs(model:GetDescendants()) do if p:IsA('BasePart') then p.LocalTransparencyModifier=hidden and 1 or 0 end end end local function remove(model) local e=entries[model];if not e then return end;e.Cancelled=true if e.Native then e.Native:Destroy() elseif e.Object then e.Object:Destroy() end hide(model,false);entries[model]=nil end local function getCache(key) if not cache[key] then local c={Loading=true};cache[key]=c local ok,problem=pcall(function() c.Data=require(dataFolder:WaitForChild(key));c.Visual,c.Failure=Geometry.mesh(Assets,c.Data.full,baseSize,nil) if c.Visual then c.InitialSize=c.Visual.Object.Size end end) if not ok then c.Failure=tostring(problem) end c.Loading=false end local c=cache[key];while c.Loading do task.wait() end return c end local function create(model,key) local e={Pending=true};entries[model]=e task.spawn(function() local ok,problem=pcall(function() local c=getCache(key);if e.Cancelled or not model.Parent then return end assert(c.Data,'Egg model unavailable') e.Root=model.PrimaryPart;assert(e.Root,'Egg root unavailable') if c.Visual then e.Object=c.Visual.Object:Clone();e.MeshBase=c.InitialSize;e.Object.Name='Detailed '..key..' Egg' e.Object.Size=c.InitialSize*(e.Root.Size.X/baseSize.X) e.Object.Color=e.Root.Color:Lerp(Color3.new(1,1,1),.88) if key=='Gold' then e.Object.Material=Enum.Material.Metal;e.Object.Reflectance=.12 end else local active=0;for _,v in pairs(entries) do if v.Native then active=active+1 end end if active>=(Input.TouchEnabled and 2 or 4) then entries[model]=nil;return end e.Native=Geometry.native(c.Data.fallback,nil);e.Object=e.Native.Object;e.Data=c.Data.fallback e.Native:Update(Geometry.positions(e.Data,e.Root.Size,'idle',0),e.Root.CFrame);e.Size=e.Root.Size end e.Object.Parent=folder;e.Pending=false;hide(model,true) player:SetAttribute('EggArtRenderer',e.Native and 'Detailed native art' or 'Detailed mesh art') end) if not ok and not e.Cancelled then remove(model);player:SetAttribute('EggArtRenderer','Proxy fallback · '..tostring(problem):sub(1,80)) end end) end Run.RenderStepped:Connect(function(dt) clock=clock+dt if clock>=.4 then clock=0 local root=player.Character and player.Character:FindFirstChild('HumanoidRootPart') local origin=root and root.Position or workspace.CurrentCamera and workspace.CurrentCamera.CFrame.Position local candidates={} if origin then for _,part in ipairs(world:GetDescendants()) do if part:IsA('BasePart') and part.Name:match('^EggPlaceholder%d+$') then local model=part.Parent;local style=model:FindFirstChild('EggArtStyle') if style and model.PrimaryPart==part and part.Transparency<1 then local distance=(part.Position-origin).Magnitude if distance<220 then candidates[#candidates+1]={Model=model,Key=style.Value,Distance=distance} end end end end end table.sort(candidates,function(a,b) return a.Distance<b.Distance end) local wanted={};for i=1,math.min(Input.TouchEnabled and 12 or 20,#candidates) do local c=candidates[i];wanted[c.Model]=true;if not entries[c.Model] then create(c.Model,c.Key) end end for model in pairs(entries) do if not wanted[model] then remove(model) end end end for model,e in pairs(entries) do if not e.Pending and e.Object then if not model.Parent or not e.Root.Parent or e.Root.Transparency>=1 then remove(model) elseif e.Native then if (e.Root.Size-e.Size).Magnitude>.001 then e.Size=e.Root.Size;e.Native:Update(Geometry.positions(e.Data,e.Size,'idle',0),e.Root.CFrame) end e.Native:Move(e.Root.CFrame) else e.Object.Size=e.MeshBase*(e.Root.Size.X/baseSize.X);e.Object.CFrame=e.Root.CFrame end end end end) script.Destroying:Connect(function() for model in pairs(entries) do remove(model) end for _,c in pairs(cache) do if c.Visual then c.Visual:Destroy() end end folder:Destroy() end) false