{"version":1,"source":{"title":"APC (Low poly, Animated)","author":"Slayver (https://sketchfab.com/Slayver)","license":"CC-BY-4.0 (http://creativecommons.org/licenses/by/4.0/)","url":"https://sketchfab.com/3d-models/apc-low-poly-animated-944850f46f154ef0a9eed2c4ab90d2ce","sha256":"67691847773f1cd11cda92cdbffa44e7290b84559955c871686ba8739d720205","modifications":"Static skin/node pose baked; grounded and centered; long axis aligned with X; length scaled to 6.6 scene units. Embedded WebP textures unchanged."},"coordinateSystem":"Y-up, grounded, X-length","bounds":{"min":[-3.3,0,-1.186477],"max":[3.3,4.343167,1.186477],"size":[6.6,4.343167,2.372955]},"materials":[{"name":"Body","baseColorFactor":[1,1,1,1],"baseColorTexture":"data:image/webp;base64,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","normalTexture":"data:image/webp;base64,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","normalScale":1,"metallicRoughnessTexture":"data:image/webp;base64,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","roughnessFactor":1,"metallicFactor":1,"alphaMode":"OPAQUE","alphaCutoff":0.5,"doubleSided":true},{"name":"Wheel","baseColorFactor":[1,1,1,1],"baseColorTexture":"data:image/webp;base64,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","normalTexture":"data:image/webp;base64,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","normalScale":1,"metallicRoughnessTexture":"data:image/webp;base64,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","roughnessFactor":1,"metallicFactor":1,"alphaMode":"OPAQUE","alphaCutoff":0.5,"doubleSided":true},{"name":"Turret","baseColorFactor":[1,1,1,1],"baseColorTexture":"data:image/webp;base64,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","normalTexture":"data:image/webp;base64,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","normalScale":1,"metallicRoughnessTexture":"data:image/webp;base64,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","roughnessFactor":1,"metallicFactor":1,"alphaMode":"OPAQUE","alphaCutoff":0.5,"doubleSided":true}],"meshes":[{"name":"Object_7","material":0,"positions":[1.9403,0.544346,0.701352,1.980181,0.683428,0.474551,1.9403,0.683428,0.474551,1.980181,0.544346,0.701352,1.9403,0.544346,0.701352,1.9403,0.631763,0.474551,1.9403,0.492782,0.701352,1.9403,0.683428,0.474551,1.9403,0.544346,0.741636,1.9403,0.75876,0.701352,1.9403,0.75876,0.741636,1.9403,0.492782,0.741636,1.9403,0.544346,0.814954,1.9403,0.492782,0.814954,1.980181,0.492782,0.701352,1.9403,0.631763,0.474551,1.980181,0.631763,0.474551,1.9403,0.492782,0.701352,1.980181,0.544346,0.701352,1.980181,0.631763,0.474551,1.980181,0.683428,0.474551,1.980181,0.492782,0.701352,1.980181,0.544346,0.741636,1.980181,0.492782,0.741636,1.980181,0.492782,0.814954,1.980181,0.544346,0.814954,1.980181,0.75876,0.741636,1.980181,0.75876,0.701352,1.9403,0.492782,0.741636,1.980181,0.492782,0.701352,1.980181,0.492782,0.741636,1.9403,0.492782,0.701352,1.9403,0.492782,0.814954,1.980181,0.492782,0.814954,1.980181,0.544346,0.814954,1.9403,0.544346,0.741636,1.9403,0.544346,0.814954,1.980181,0.544346,0.741636,1.980181,0.75876,0.701352,1.9403,0.544346,0.701352,1.9403,0.75876,0.701352,1.980181,0.544346,0.701352,1.9403,0.75876,0.741636,1.980181,0.544346,0.741636,1.980181,0.75876,0.741636,1.9403,0.544346,0.741636,1.980181,1.186984,0.741636,1.980181,0.97267,0.701352,1.980181,1.186984,0.701352,1.980181,0.97267,0.741636,1.980181,1.186984,0.701352,1.9403,0.97267,0.701352,1.9403,1.186984,0.701352,1.980181,0.97267,0.701352,1.9403,1.186984,0.701352,1.9403,0.97267,0.741636,1.9403,1.186984,0.741636,1.9403,0.97267,0.701352,1.9403,1.186984,0.741636,1.980181,0.97267,0.741636,1.980181,1.186984,0.741636,1.9403,0.97267,0.741636,2.002338,0.97267,0.763793,2.002338,0.75876,0.679196,2.002338,0.97267,0.679196,2.002338,0.75876,0.763793,2.002338,0.97267,0.679196,1.918143,0.75876,0.679196,1.918143,0.97267,0.679196,2.002338,0.75876,0.679196,1.918143,0.97267,0.679196,1.918143,0.75876,0.763793,1.918143,0.97267,0.763793,1.918143,0.75876,0.679196,1.918143,0.97267,0.763793,2.002338,0.75876,0.763793,2.002338,0.97267,0.763793,1.918143,0.75876,0.763793,2.002338,0.75876,0.679196,2.002338,0.75876,0.763793,1.980181,0.75876,0.701352,1.918143,0.75876,0.679196,1.980181,0.75876,0.741636,1.9403,0.75876,0.701352,1.9403,0.75876,0.741636,1.918143,0.75876,0.763793,2.002338,0.97267,0.763793,2.002338,0.97267,0.679196,1.980181,0.97267,0.741636,1.918143,0.97267,0.763793,1.980181,0.97267,0.701352,1.9403,0.97267,0.741636,1.9403,0.97267,0.701352,1.918143,0.97267,0.679196,1.879067,0.431147,0.855742,2.041414,0.431147,0.814954,2.041414,0.431147,0.855742,1.879067,0.431147,0.814954,2.041414,0.431147,0.855742,2.041414,0.605578,0.814954,2.041414,0.605578,0.855742,2.041414,0.431147,0.814954,2.041414,0.605578,0.855742,1.879067,0.605578,0.814954,1.879067,0.605578,0.855742,2.041414,0.605578,0.814954,1.879067,0.605578,0.814954,1.879067,0.431147,0.814954,1.879067,0.605578,0.855742,1.879067,0.431147,0.855742,2.041414,0.431147,0.814954,1.879067,0.431147,0.814954,1.980181,0.492782,0.814954,2.041414,0.605578,0.814954,1.9403,0.492782,0.814954,1.980181,0.544346,0.814954,1.9403,0.544346,0.814954,1.879067,0.605578,0.814954,0.86823,0.544346,0.701352,0.907709,0.683428,0.474551,0.86823,0.683428,0.474551,0.907709,0.544346,0.701352,0.86823,0.544346,0.701352,0.86823,0.631763,0.474551,0.86823,0.492782,0.701352,0.86823,0.683428,0.474551,0.86823,0.544346,0.741636,0.86823,0.75876,0.701352,0.86823,0.75876,0.741636,0.86823,0.492782,0.741636,0.86823,0.544346,0.814954,0.86823,0.492782,0.814954,0.907709,0.492782,0.701352,0.86823,0.631763,0.474551,0.907709,0.631763,0.474551,0.86823,0.492782,0.701352,0.907709,0.544346,0.701352,0.907709,0.631763,0.474551,0.907709,0.683428,0.474551,0.907709,0.492782,0.701352,0.907709,0.544346,0.741636,0.907709,0.492782,0.741636,0.907709,0.492782,0.814954,0.907709,0.544346,0.814954,0.907709,0.75876,0.741636,0.907709,0.75876,0.701352,0.86823,0.492782,0.741636,0.907709,0.492782,0.701352,0.907709,0.492782,0.741636,0.86823,0.492782,0.701352,0.86823,0.492782,0.814954,0.907709,0.492782,0.814954,0.86823,0.544346,0.741636,0.86823,0.544346,0.814954,0.907709,0.544346,0.814954,0.907709,0.544346,0.741636,0.907709,0.75876,0.701352,0.86823,0.544346,0.701352,0.86823,0.75876,0.701352,0.907709,0.544346,0.701352,0.86823,0.75876,0.741636,0.907709,0.544346,0.741636,0.907709,0.75876,0.741636,0.86823,0.544346,0.741636,0.907709,1.186983,0.741636,0.907709,0.97267,0.701352,0.907709,1.186983,0.701352,0.907709,0.97267,0.741636,0.907709,1.186983,0.701352,0.86823,0.97267,0.701352,0.86823,1.186983,0.701352,0.907709,0.97267,0.701352,0.86823,1.186983,0.701352,0.86823,0.97267,0.741636,0.86823,1.186983,0.741636,0.86823,0.97267,0.701352,0.86823,1.186983,0.741636,0.907709,0.97267,0.741636,0.907709,1.186983,0.741636,0.86823,0.97267,0.741636,0.930268,0.97267,0.763793,0.930268,0.75876,0.679196,0.930268,0.97267,0.679196,0.930268,0.75876,0.763793,0.930268,0.97267,0.679196,0.846074,0.75876,0.679196,0.846074,0.97267,0.679196,0.930268,0.75876,0.679196,0.846074,0.97267,0.679196,0.846074,0.75876,0.763793,0.846074,0.97267,0.763793,0.846074,0.75876,0.679196,0.846074,0.97267,0.763793,0.930268,0.75876,0.763793,0.930268,0.97267,0.763793,0.846074,0.75876,0.763793,0.930268,0.75876,0.679196,0.930268,0.75876,0.763793,0.907709,0.75876,0.701352,0.846074,0.75876,0.679196,0.907709,0.75876,0.741636,0.86823,0.75876,0.701352,0.86823,0.75876,0.741636,0.846074,0.75876,0.763793,0.930268,0.97267,0.763793,0.930268,0.97267,0.679196,0.907709,0.97267,0.741636,0.846074,0.97267,0.763793,0.907709,0.97267,0.701352,0.86823,0.97267,0.741636,0.86823,0.97267,0.701352,0.846074,0.97267,0.679196,0.806897,0.431147,0.855742,0.969344,0.431147,0.814954,0.969344,0.431147,0.855742,0.806897,0.431147,0.814954,0.969344,0.431147,0.855742,0.969344,0.605578,0.814954,0.969344,0.605578,0.855742,0.969344,0.431147,0.814954,0.969344,0.605578,0.855742,0.806897,0.605578,0.814954,0.806897,0.605578,0.855742,0.969344,0.605578,0.814954,0.806897,0.605578,0.814954,0.806897,0.431147,0.814954,0.806897,0.605578,0.855742,0.806897,0.431147,0.855742,0.969344,0.431147,0.814954,0.806897,0.431147,0.814954,0.907709,0.492782,0.814954,0.969344,0.605578,0.814954,0.86823,0.492782,0.814954,0.907709,0.544346,0.814954,0.86823,0.544346,0.814954,0.806897,0.605578,0.814954,-0.590973,0.544346,0.701352,-0.551494,0.683428,0.474551,-0.590973,0.683428,0.474551,-0.551494,0.544346,0.701352,-0.590973,0.544346,0.701352,-0.590973,0.631763,0.474551,-0.590973,0.492782,0.701352,-0.590973,0.683428,0.474551,-0.590973,0.544346,0.741636,-0.590973,0.75876,0.701352,-0.590973,0.75876,0.741636,-0.590973,0.492782,0.741636,-0.590973,0.544346,0.814954,-0.590973,0.492782,0.814954,-0.551494,0.492782,0.701352,-0.590973,0.631763,0.474551,-0.551494,0.631763,0.474551,-0.590973,0.492782,0.701352,-0.551494,0.544346,0.701352,-0.551494,0.631763,0.474551,-0.551494,0.683428,0.474551,-0.551494,0.492782,0.701352,-0.551494,0.544346,0.741636,-0.551494,0.492782,0.741636,-0.551494,0.492782,0.814954,-0.551494,0.544346,0.814954,-0.551494,0.75876,0.741636,-0.551494,0.75876,0.701352,-0.590973,0.492782,0.741636,-0.551494,0.492782,0.701352,-0.551494,0.492782,0.741636,-0.590973,0.492782,0.701352,-0.590973,0.492782,0.814954,-0.551494,0.492782,0.814954,-0.590973,0.544346,0.741636,-0.590973,0.544346,0.814954,-0.551494,0.544346,0.814954,-0.551494,0.544346,0.741636,-0.551494,0.75876,0.701352,-0.590973,0.544346,0.701352,-0.590973,0.75876,0.701352,-0.551494,0.544346,0.701352,-0.590973,0.75876,0.741636,-0.551494,0.544346,0.741636,-0.551494,0.75876,0.741636,-0.590973,0.544346,0.741636,-0.551494,1.186983,0.741636,-0.551494,0.97267,0.701352,-0.551494,1.186983,0.701352,-0.551494,0.97267,0.741636,-0.551494,1.186983,0.701352,-0.590973,0.97267,0.701352,-0.590973,1.186983,0.701352,-0.551494,0.97267,0.701352,-0.590973,1.186983,0.701352,-0.590973,0.97267,0.741636,-0.590973,1.186983,0.741636,-0.590973,0.97267,0.701352,-0.590973,1.186983,0.741636,-0.551494,0.97267,0.741636,-0.551494,1.186983,0.741636,-0.590973,0.97267,0.741636,-0.529337,0.97267,0.763793,-0.529337,0.75876,0.679196,-0.529337,0.97267,0.679196,-0.529337,0.75876,0.763793,-0.529337,0.97267,0.679196,-0.613129,0.75876,0.679196,-0.613129,0.97267,0.679196,-0.529337,0.75876,0.679196,-0.613129,0.97267,0.679196,-0.613129,0.75876,0.763793,-0.613129,0.97267,0.763793,-0.613129,0.75876,0.679196,-0.613129,0.97267,0.763793,-0.529337,0.75876,0.763793,-0.529337,0.97267,0.763793,-0.613129,0.75876,0.763793,-0.529337,0.75876,0.679196,-0.529337,0.75876,0.763793,-0.551494,0.75876,0.701352,-0.613129,0.75876,0.679196,-0.551494,0.75876,0.741636,-0.590973,0.75876,0.701352,-0.590973,0.75876,0.741636,-0.613129,0.75876,0.763793,-0.529337,0.97267,0.763793,-0.529337,0.97267,0.679196,-0.551494,0.97267,0.741636,-0.613129,0.97267,0.763793,-0.551494,0.97267,0.701352,-0.590973,0.97267,0.741636,-0.590973,0.97267,0.701352,-0.613129,0.97267,0.679196,-0.652205,0.431147,0.855742,-0.490261,0.431147,0.814954,-0.490261,0.431147,0.855742,-0.652205,0.431147,0.814954,-0.490261,0.431147,0.855742,-0.490261,0.605578,0.814954,-0.490261,0.605578,0.855742,-0.490261,0.431147,0.814954,-0.490261,0.605578,0.855742,-0.652205,0.605578,0.814954,-0.652205,0.605578,0.855742,-0.490261,0.605578,0.814954,-0.652205,0.605578,0.814954,-0.652205,0.431147,0.814954,-0.652205,0.605578,0.855742,-0.652205,0.431147,0.855742,-0.490261,0.431147,0.814954,-0.652205,0.431147,0.814954,-0.551494,0.492782,0.814954,-0.490261,0.605578,0.814954,-0.590973,0.492782,0.814954,-0.551494,0.544346,0.814954,-0.590973,0.544346,0.814954,-0.652205,0.605578,0.814954,-1.650655,0.544346,0.701352,-1.611075,0.683428,0.474551,-1.650655,0.683428,0.474551,-1.611075,0.544346,0.701352,-1.650655,0.544346,0.701352,-1.650655,0.631763,0.474551,-1.650655,0.492782,0.701352,-1.650655,0.683428,0.474551,-1.650655,0.544346,0.741636,-1.650655,0.75876,0.701352,-1.650655,0.75876,0.741636,-1.650655,0.492782,0.741636,-1.650655,0.544346,0.814954,-1.650655,0.492782,0.814954,-1.611075,0.492782,0.701352,-1.650655,0.631763,0.474551,-1.611075,0.631763,0.474551,-1.650655,0.492782,0.701352,-1.611075,0.544346,0.701352,-1.611075,0.631763,0.474551,-1.611075,0.683428,0.474551,-1.611075,0.492782,0.701352,-1.611075,0.544346,0.741636,-1.611075,0.492782,0.741636,-1.611075,0.492782,0.814954,-1.611075,0.544346,0.814954,-1.611075,0.75876,0.741636,-1.611075,0.75876,0.701352,-1.650655,0.492782,0.741636,-1.611075,0.492782,0.701352,-1.611075,0.492782,0.741636,-1.650655,0.492782,0.701352,-1.650655,0.492782,0.814954,-1.611075,0.492782,0.814954,-1.611075,0.544346,0.814954,-1.650655,0.544346,0.741636,-1.650655,0.544346,0.814954,-1.611075,0.544346,0.741636,-1.611075,0.75876,0.701352,-1.650655,0.544346,0.701352,-1.650655,0.75876,0.701352,-1.611075,0.544346,0.701352,-1.650655,0.75876,0.741636,-1.611075,0.544346,0.741636,-1.611075,0.75876,0.741636,-1.650655,0.544346,0.741636,-1.611075,1.186983,0.741636,-1.611075,0.97267,0.701352,-1.611075,1.186983,0.701352,-1.611075,0.97267,0.741636,-1.611075,1.186983,0.701352,-1.650655,0.97267,0.701352,-1.650655,1.186983,0.701352,-1.611075,0.97267,0.701352,-1.650655,1.186983,0.701352,-1.650655,0.97267,0.741636,-1.650655,1.186983,0.741636,-1.650655,0.97267,0.701352,-1.650655,1.186983,0.741636,-1.611075,0.97267,0.741636,-1.611075,1.186983,0.741636,-1.650655,0.97267,0.741636,-1.588919,0.97267,0.763793,-1.588919,0.75876,0.679196,-1.588919,0.97267,0.679196,-1.588919,0.75876,0.763793,-1.588919,0.97267,0.679196,-1.672811,0.75876,0.679196,-1.672811,0.97267,0.679196,-1.588919,0.75876,0.679196,-1.672811,0.97267,0.679196,-1.672811,0.75876,0.763793,-1.672811,0.97267,0.763793,-1.672811,0.75876,0.679196,-1.672811,0.97267,0.763793,-1.588919,0.75876,0.763793,-1.588919,0.97267,0.763793,-1.672811,0.75876,0.763793,-1.588919,0.75876,0.679196,-1.588919,0.75876,0.763793,-1.611075,0.75876,0.701352,-1.672811,0.75876,0.679196,-1.611075,0.75876,0.741636,-1.650655,0.75876,0.701352,-1.650655,0.75876,0.741636,-1.672811,0.75876,0.763793,-1.588919,0.97267,0.763793,-1.588919,0.97267,0.679196,-1.611075,0.97267,0.741636,-1.672811,0.97267,0.763793,-1.611075,0.97267,0.701352,-1.650655,0.97267,0.741636,-1.650655,0.97267,0.701352,-1.672811,0.97267,0.679196,-1.711887,0.431147,0.855742,-1.549843,0.431147,0.814954,-1.549843,0.431147,0.855742,-1.711887,0.431147,0.814954,-1.549843,0.431147,0.855742,-1.549843,0.605578,0.814954,-1.549843,0.605578,0.855742,-1.549843,0.431147,0.814954,-1.549843,0.605578,0.855742,-1.711887,0.605578,0.814954,-1.711887,0.605578,0.855742,-1.549843,0.605578,0.814954,-1.711887,0.605578,0.814954,-1.711887,0.431147,0.814954,-1.711887,0.605578,0.855742,-1.711887,0.431147,0.855742,-1.549843,0.431147,0.814954,-1.711887,0.431147,0.814954,-1.611075,0.492782,0.814954,-1.549843,0.605578,0.814954,-1.650655,0.492782,0.814954,-1.611075,0.544346,0.814954,-1.650655,0.544346,0.814954,-1.711887,0.605578,0.814954,-1.650655,0.544346,-0.725523,-1.650655,0.683428,-0.498721,-1.611075,0.683428,-0.498721,-1.611075,0.544346,-0.725523,-1.650655,0.544346,-0.725523,-1.650655,0.631763,-0.498721,-1.650655,0.683428,-0.498721,-1.650655,0.492782,-0.725523,-1.650655,0.544346,-0.765404,-1.650655,0.75876,-0.725523,-1.650655,0.75876,-0.765404,-1.650655,0.492782,-0.765404,-1.650655,0.544346,-0.838823,-1.650655,0.492782,-0.838823,-1.611075,0.492782,-0.725523,-1.611075,0.631763,-0.498721,-1.650655,0.631763,-0.498721,-1.650655,0.492782,-0.725523,-1.611075,0.544346,-0.725523,-1.611075,0.631763,-0.498721,-1.611075,0.492782,-0.725523,-1.611075,0.683428,-0.498721,-1.611075,0.544346,-0.765404,-1.611075,0.492782,-0.765404,-1.611075,0.492782,-0.838823,-1.611075,0.544346,-0.838823,-1.611075,0.75876,-0.765404,-1.611075,0.75876,-0.725523,-1.611075,0.492782,-0.765404,-1.611075,0.492782,-0.725523,-1.650655,0.492782,-0.765404,-1.650655,0.492782,-0.725523,-1.650655,0.492782,-0.838823,-1.611075,0.492782,-0.838823,-1.611075,0.544346,-0.765404,-1.611075,0.544346,-0.838823,-1.650655,0.544346,-0.765404,-1.650655,0.544346,-0.838823,-1.650655,0.75876,-0.725523,-1.650655,0.544346,-0.725523,-1.611075,0.75876,-0.725523,-1.611075,0.544346,-0.725523,-1.611075,0.75876,-0.765404,-1.611075,0.544346,-0.765404,-1.650655,0.75876,-0.765404,-1.650655,0.544346,-0.765404,-1.611075,1.186983,-0.725523,-1.611075,0.97267,-0.725523,-1.611075,1.186983,-0.765404,-1.611075,0.97267,-0.765404,-1.650655,1.186983,-0.725523,-1.650655,0.97267,-0.725523,-1.611075,1.186983,-0.725523,-1.611075,0.97267,-0.725523,-1.650655,1.186983,-0.765404,-1.650655,0.97267,-0.765404,-1.650655,1.186983,-0.725523,-1.650655,0.97267,-0.725523,-1.611075,1.186983,-0.765404,-1.611075,0.97267,-0.765404,-1.650655,1.186983,-0.765404,-1.650655,0.97267,-0.765404,-1.588919,0.97267,-0.703366,-1.588919,0.75876,-0.703366,-1.588919,0.97267,-0.787561,-1.588919,0.75876,-0.787561,-1.672811,0.97267,-0.703366,-1.672811,0.75876,-0.703366,-1.588919,0.97267,-0.703366,-1.588919,0.75876,-0.703366,-1.672811,0.97267,-0.787561,-1.672811,0.75876,-0.787561,-1.672811,0.97267,-0.703366,-1.672811,0.75876,-0.703366,-1.588919,0.97267,-0.787561,-1.588919,0.75876,-0.787561,-1.672811,0.97267,-0.787561,-1.672811,0.75876,-0.787561,-1.588919,0.75876,-0.787561,-1.588919,0.75876,-0.703366,-1.611075,0.75876,-0.725523,-1.672811,0.75876,-0.703366,-1.650655,0.75876,-0.725523,-1.650655,0.75876,-0.765404,-1.672811,0.75876,-0.787561,-1.611075,0.75876,-0.765404,-1.611075,0.97267,-0.765404,-1.611075,0.97267,-0.725523,-1.588919,0.97267,-0.703366,-1.672811,0.97267,-0.703366,-1.588919,0.97267,-0.787561,-1.672811,0.97267,-0.787561,-1.650655,0.97267,-0.765404,-1.650655,0.97267,-0.725523,-1.711887,0.431147,-0.879913,-1.549843,0.431147,-0.879913,-1.549843,0.431147,-0.838823,-1.711887,0.431147,-0.838823,-1.549843,0.431147,-0.879913,-1.549843,0.605578,-0.879913,-1.549843,0.605578,-0.838823,-1.549843,0.431147,-0.838823,-1.549843,0.605578,-0.879913,-1.711887,0.605578,-0.879913,-1.711887,0.605578,-0.838823,-1.549843,0.605578,-0.838823,-1.711887,0.605578,-0.879913,-1.711887,0.431147,-0.838823,-1.711887,0.605578,-0.838823,-1.711887,0.431147,-0.879913,-1.711887,0.431147,-0.838823,-1.611075,0.492782,-0.838823,-1.650655,0.492782,-0.838823,-1.549843,0.431147,-0.838823,-1.711887,0.605578,-0.838823,-1.650655,0.544346,-0.838823,-1.549843,0.605578,-0.838823,-1.611075,0.544346,-0.838823,-0.590973,0.544346,-0.725523,-0.590973,0.683428,-0.498721,-0.551494,0.683428,-0.498721,-0.551494,0.544346,-0.725523,-0.590973,0.544346,-0.725523,-0.590973,0.631763,-0.498721,-0.590973,0.683428,-0.498721,-0.590973,0.492782,-0.725523,-0.590973,0.544346,-0.765404,-0.590973,0.75876,-0.725523,-0.590973,0.75876,-0.765404,-0.590973,0.492782,-0.765404,-0.590973,0.544346,-0.838823,-0.590973,0.492782,-0.838823,-0.551494,0.492782,-0.725523,-0.551494,0.631763,-0.498721,-0.590973,0.631763,-0.498721,-0.590973,0.492782,-0.725523,-0.551494,0.544346,-0.725523,-0.551494,0.631763,-0.498721,-0.551494,0.492782,-0.725523,-0.551494,0.683428,-0.498721,-0.551494,0.544346,-0.765404,-0.551494,0.492782,-0.765404,-0.551494,0.492782,-0.838823,-0.551494,0.544346,-0.838823,-0.551494,0.75876,-0.765404,-0.551494,0.75876,-0.725523,-0.551494,0.492782,-0.765404,-0.551494,0.492782,-0.725523,-0.590973,0.492782,-0.765404,-0.590973,0.492782,-0.725523,-0.590973,0.492782,-0.838823,-0.551494,0.492782,-0.838823,-0.551494,0.544346,-0.765404,-0.551494,0.544346,-0.838823,-0.590973,0.544346,-0.765404,-0.590973,0.544346,-0.838823,-0.590973,0.75876,-0.725523,-0.590973,0.544346,-0.725523,-0.551494,0.75876,-0.725523,-0.551494,0.544346,-0.725523,-0.551494,0.75876,-0.765404,-0.551494,0.544346,-0.765404,-0.590973,0.75876,-0.765404,-0.590973,0.544346,-0.765404,-0.551494,1.186983,-0.725523,-0.551494,0.97267,-0.725523,-0.551494,1.186983,-0.765404,-0.551494,0.97267,-0.765404,-0.590973,1.186983,-0.725523,-0.590973,0.97267,-0.725523,-0.551494,1.186983,-0.725523,-0.551494,0.97267,-0.725523,-0.590973,1.186983,-0.765404,-0.590973,0.97267,-0.765404,-0.590973,1.186983,-0.725523,-0.590973,0.97267,-0.725523,-0.551494,1.186983,-0.765404,-0.551494,0.97267,-0.765404,-0.590973,1.186983,-0.765404,-0.590973,0.97267,-0.765404,-0.529337,0.97267,-0.703366,-0.529337,0.75876,-0.703366,-0.529337,0.97267,-0.787561,-0.529337,0.75876,-0.787561,-0.613129,0.97267,-0.703366,-0.613129,0.75876,-0.703366,-0.529337,0.97267,-0.703366,-0.529337,0.75876,-0.703366,-0.613129,0.97267,-0.787561,-0.613129,0.75876,-0.787561,-0.613129,0.97267,-0.703366,-0.613129,0.75876,-0.703366,-0.529337,0.97267,-0.787561,-0.529337,0.75876,-0.787561,-0.613129,0.97267,-0.787561,-0.613129,0.75876,-0.787561,-0.529337,0.75876,-0.787561,-0.529337,0.75876,-0.703366,-0.551494,0.75876,-0.725523,-0.613129,0.75876,-0.703366,-0.590973,0.75876,-0.725523,-0.590973,0.75876,-0.765404,-0.613129,0.75876,-0.787561,-0.551494,0.75876,-0.765404,-0.551494,0.97267,-0.765404,-0.551494,0.97267,-0.725523,-0.529337,0.97267,-0.703366,-0.613129,0.97267,-0.703366,-0.529337,0.97267,-0.787561,-0.613129,0.97267,-0.787561,-0.590973,0.97267,-0.765404,-0.590973,0.97267,-0.725523,-0.652205,0.431147,-0.879913,-0.490261,0.431147,-0.879913,-0.490261,0.431147,-0.838823,-0.652205,0.431147,-0.838823,-0.490261,0.431147,-0.879913,-0.490261,0.605578,-0.879913,-0.490261,0.605578,-0.838823,-0.490261,0.431147,-0.838823,-0.490261,0.605578,-0.879913,-0.652205,0.605578,-0.879913,-0.652205,0.605578,-0.838823,-0.490261,0.605578,-0.838823,-0.652205,0.605578,-0.879913,-0.652205,0.431147,-0.838823,-0.652205,0.605578,-0.838823,-0.652205,0.431147,-0.879913,-0.652205,0.431147,-0.838823,-0.551494,0.492782,-0.838823,-0.590973,0.492782,-0.838823,-0.490261,0.431147,-0.838823,-0.652205,0.605578,-0.838823,-0.590973,0.544346,-0.838823,-0.490261,0.605578,-0.838823,-0.551494,0.544346,-0.838823,0.86823,0.544346,-0.725523,0.86823,0.683428,-0.498721,0.907709,0.683428,-0.498721,0.907709,0.544346,-0.725523,0.86823,0.544346,-0.725523,0.86823,0.631763,-0.498721,0.86823,0.683428,-0.498721,0.86823,0.492782,-0.725523,0.86823,0.544346,-0.765404,0.86823,0.75876,-0.725523,0.86823,0.75876,-0.765404,0.86823,0.492782,-0.765404,0.86823,0.544346,-0.838823,0.86823,0.492782,-0.838823,0.907709,0.492782,-0.725523,0.907709,0.631763,-0.498721,0.86823,0.631763,-0.498721,0.86823,0.492782,-0.725523,0.907709,0.544346,-0.725523,0.907709,0.631763,-0.498721,0.907709,0.492782,-0.725523,0.907709,0.683428,-0.498721,0.907709,0.544346,-0.765404,0.907709,0.492782,-0.765404,0.907709,0.492782,-0.838823,0.907709,0.544346,-0.838823,0.907709,0.75876,-0.765404,0.907709,0.75876,-0.725523,0.907709,0.492782,-0.765404,0.907709,0.492782,-0.725523,0.86823,0.492782,-0.765404,0.86823,0.492782,-0.725523,0.86823,0.492782,-0.838823,0.907709,0.492782,-0.838823,0.907709,0.544346,-0.765404,0.907709,0.544346,-0.838823,0.86823,0.544346,-0.765404,0.86823,0.544346,-0.838823,0.86823,0.75876,-0.725523,0.86823,0.544346,-0.725523,0.907709,0.75876,-0.725523,0.907709,0.544346,-0.725523,0.907709,0.75876,-0.765404,0.907709,0.544346,-0.765404,0.86823,0.75876,-0.765404,0.86823,0.544346,-0.765404,0.907709,1.186983,-0.725523,0.907709,0.97267,-0.725523,0.907709,1.186983,-0.765404,0.907709,0.97267,-0.765404,0.86823,1.186983,-0.725523,0.86823,0.97267,-0.725523,0.907709,1.186983,-0.725523,0.907709,0.97267,-0.725523,0.86823,1.186983,-0.765404,0.86823,0.97267,-0.765404,0.86823,1.186983,-0.725523,0.86823,0.97267,-0.725523,0.907709,1.186983,-0.765404,0.907709,0.97267,-0.765404,0.86823,1.186983,-0.765404,0.86823,0.97267,-0.765404,0.930268,0.97267,-0.703366,0.930268,0.75876,-0.703366,0.930268,0.97267,-0.787561,0.930268,0.75876,-0.787561,0.846074,0.97267,-0.703366,0.846074,0.75876,-0.703366,0.930268,0.97267,-0.703366,0.930268,0.75876,-0.703366,0.846074,0.97267,-0.787561,0.846074,0.75876,-0.787561,0.846074,0.97267,-0.703366,0.846074,0.75876,-0.703366,0.930268,0.97267,-0.787561,0.930268,0.75876,-0.787561,0.846074,0.97267,-0.787561,0.846074,0.75876,-0.787561,0.930268,0.75876,-0.787561,0.930268,0.75876,-0.703366,0.907709,0.75876,-0.725523,0.846074,0.75876,-0.703366,0.86823,0.75876,-0.725523,0.86823,0.75876,-0.765404,0.846074,0.75876,-0.787561,0.907709,0.75876,-0.765404,0.907709,0.97267,-0.765404,0.907709,0.97267,-0.725523,0.930268,0.97267,-0.703366,0.846074,0.97267,-0.703366,0.930268,0.97267,-0.787561,0.846074,0.97267,-0.787561,0.86823,0.97267,-0.765404,0.86823,0.97267,-0.725523,0.806897,0.431147,-0.879913,0.969344,0.431147,-0.879913,0.969344,0.431147,-0.838823,0.806897,0.431147,-0.838823,0.969344,0.431147,-0.879913,0.969344,0.605578,-0.879913,0.969344,0.605578,-0.838823,0.969344,0.431147,-0.838823,0.969344,0.605578,-0.879913,0.806897,0.605578,-0.879913,0.806897,0.605578,-0.838823,0.969344,0.605578,-0.838823,0.806897,0.605578,-0.879913,0.806897,0.431147,-0.838823,0.806897,0.605578,-0.838823,0.806897,0.431147,-0.879913,0.806897,0.431147,-0.838823,0.907709,0.492782,-0.838823,0.86823,0.492782,-0.838823,0.969344,0.431147,-0.838823,0.806897,0.605578,-0.838823,0.86823,0.544346,-0.838823,0.969344,0.605578,-0.838823,0.907709,0.544346,-0.838823,1.9403,0.544346,-0.724314,1.9403,0.683428,-0.497513,1.980181,0.683428,-0.497513,1.980181,0.544346,-0.724314,1.9403,0.544346,-0.724314,1.9403,0.631763,-0.497513,1.9403,0.683428,-0.497513,1.9403,0.492782,-0.724314,1.9403,0.544346,-0.764196,1.9403,0.75876,-0.724314,1.9403,0.75876,-0.764196,1.9403,0.492782,-0.764196,1.9403,0.544346,-0.837614,1.9403,0.492782,-0.837614,1.980181,0.492782,-0.724314,1.980181,0.631763,-0.497513,1.9403,0.631763,-0.497513,1.9403,0.492782,-0.724314,1.980181,0.544346,-0.724314,1.980181,0.631763,-0.497513,1.980181,0.492782,-0.724314,1.980181,0.683428,-0.497513,1.980181,0.544346,-0.764196,1.980181,0.492782,-0.764196,1.980181,0.492782,-0.837614,1.980181,0.544346,-0.837614,1.980181,0.75876,-0.764196,1.980181,0.75876,-0.724314,1.980181,0.492782,-0.764196,1.980181,0.492782,-0.724314,1.9403,0.492782,-0.764196,1.9403,0.492782,-0.724314,1.9403,0.492782,-0.837614,1.980181,0.492782,-0.837614,1.980181,0.544346,-0.764196,1.980181,0.544346,-0.837614,1.9403,0.544346,-0.764196,1.9403,0.544346,-0.837614,1.9403,0.75876,-0.724314,1.9403,0.544346,-0.724314,1.980181,0.75876,-0.724314,1.980181,0.544346,-0.724314,1.980181,0.75876,-0.764196,1.980181,0.544346,-0.764196,1.9403,0.75876,-0.764196,1.9403,0.544346,-0.764196,1.980181,1.186984,-0.724314,1.980181,0.97267,-0.724314,1.980181,1.186984,-0.764196,1.980181,0.97267,-0.764196,1.9403,1.186984,-0.724314,1.9403,0.97267,-0.724314,1.980181,1.186984,-0.724314,1.980181,0.97267,-0.724314,1.9403,1.186984,-0.764196,1.9403,0.97267,-0.764196,1.9403,1.186984,-0.724314,1.9403,0.97267,-0.724314,1.980181,1.186984,-0.764196,1.980181,0.97267,-0.764196,1.9403,1.186984,-0.764196,1.9403,0.97267,-0.764196,2.002338,0.97267,-0.702158,2.002338,0.75876,-0.702158,2.002338,0.97267,-0.786755,2.002338,0.75876,-0.786755,1.918143,0.97267,-0.702158,1.918143,0.75876,-0.702158,2.002338,0.97267,-0.702158,2.002338,0.75876,-0.702158,1.918143,0.97267,-0.786755,1.918143,0.75876,-0.786755,1.918143,0.97267,-0.702158,1.918143,0.75876,-0.702158,2.002338,0.97267,-0.786755,2.002338,0.75876,-0.786755,1.918143,0.97267,-0.786755,1.918143,0.75876,-0.786755,2.002338,0.75876,-0.786755,2.002338,0.75876,-0.702158,1.980181,0.75876,-0.724314,1.918143,0.75876,-0.702158,1.9403,0.75876,-0.724314,1.9403,0.75876,-0.764196,1.918143,0.75876,-0.786755,1.980181,0.75876,-0.764196,1.980181,0.97267,-0.764196,1.980181,0.97267,-0.724314,2.002338,0.97267,-0.702158,1.918143,0.97267,-0.702158,2.002338,0.97267,-0.786755,1.918143,0.97267,-0.786755,1.9403,0.97267,-0.764196,1.9403,0.97267,-0.724314,1.879067,0.431147,-0.878704,2.041414,0.431147,-0.878704,2.041414,0.431147,-0.837614,1.879067,0.431147,-0.837614,2.041414,0.431147,-0.878704,2.041414,0.605578,-0.878704,2.041414,0.605578,-0.837614,2.041414,0.431147,-0.837614,2.041414,0.605578,-0.878704,1.879067,0.605578,-0.878704,1.879067,0.605578,-0.837614,2.041414,0.605578,-0.837614,1.879067,0.605578,-0.878704,1.879067,0.431147,-0.837614,1.879067,0.605578,-0.837614,1.879067,0.431147,-0.878704,1.879067,0.431147,-0.837614,1.980181,0.492782,-0.837614,1.9403,0.492782,-0.837614,2.041414,0.431147,-0.837614,1.879067,0.605578,-0.837614,1.9403,0.544346,-0.837614,2.041414,0.605578,-0.837614,1.980181,0.544346,-0.837614,-2.719098,0.566905,-0.314219,-2.607913,0.566905,-0.314219,-2.719098,0.566905,-0.370214,-2.607913,0.566905,-0.370214,-2.813767,0.527023,-0.354503,-2.813767,0.551194,-0.32993,-2.813767,0.551194,-0.354503,-2.813767,0.527023,-0.32993,-2.607913,0.511312,-0.314219,-2.719098,0.511312,-0.314219,-2.607913,0.511312,-0.370214,-2.719098,0.511312,-0.370214,-2.607913,0.511312,-0.370214,-2.719098,0.511312,-0.370214,-2.607913,0.566905,-0.370214,-2.719098,0.566905,-0.370214,-2.719098,0.566905,-0.314219,-2.607913,0.511312,-0.314219,-2.607913,0.566905,-0.314219,-2.719098,0.511312,-0.314219,-2.719098,0.566905,-0.314219,-2.719098,0.566905,-0.370214,-2.719098,0.551194,-0.354503,-2.719098,0.527023,-0.354503,-2.719098,0.511312,-0.370214,-2.719098,0.527023,-0.32993,-2.719098,0.511312,-0.314219,-2.719098,0.551194,-0.32993,-2.813767,0.551194,-0.32993,-2.719098,0.551194,-0.32993,-2.813767,0.551194,-0.354503,-2.719098,0.551194,-0.354503,-2.719098,0.527023,-0.354503,-2.813767,0.527023,-0.354503,-2.719098,0.551194,-0.354503,-2.813767,0.551194,-0.354503,-2.719098,0.527023,-0.32993,-2.813767,0.527023,-0.32993,-2.719098,0.527023,-0.354503,-2.813767,0.527023,-0.354503,-2.813767,0.551194,-0.32993,-2.719098,0.527023,-0.32993,-2.719098,0.551194,-0.32993,-2.813767,0.527023,-0.32993,1.669185,1.358595,-1.158681,1.979376,1.358595,-1.160292,1.665963,1.372695,-1.165529,1.983807,1.372695,-1.166335,1.665963,1.372695,-1.165529,1.979376,1.358595,-1.160292,1.619132,1.372695,-1.113965,1.669185,1.358595,-1.158681,1.665963,1.372695,-1.165529,1.669185,1.358595,-1.158681,1.619132,1.372695,-1.113965,1.626786,1.358595,-1.11316,1.619132,1.372695,-1.113965,1.609464,1.372695,-1.049913,1.617521,1.358595,-1.051122,1.619132,1.372695,-1.113965,1.617521,1.358595,-1.051122,1.626786,1.358595,-1.11316,2.031343,1.372695,-1.113965,2.032551,1.358595,-1.051122,2.040608,1.372695,-1.049913,2.032551,1.358595,-1.051122,2.031343,1.372695,-1.113965,2.023688,1.358595,-1.11316,2.031343,1.372695,-1.113965,1.983807,1.372695,-1.166335,1.979376,1.358595,-1.160292,2.031343,1.372695,-1.113965,1.979376,1.358595,-1.160292,2.023688,1.358595,-1.11316,1.983807,1.372695,-1.166335,1.658711,1.372695,-1.179629,1.665963,1.372695,-1.165529,1.993072,1.372695,-1.178823,1.619132,1.372695,-1.113965,1.603421,1.372695,-1.115979,1.609464,1.372695,-1.049913,1.593753,1.372695,-1.047899,2.040608,1.372695,-1.049913,2.047053,1.372695,-1.115979,2.031343,1.372695,-1.113965,2.047053,1.372695,-1.115979,2.040608,1.372695,-1.049913,2.056722,1.372695,-1.047899,1.993072,1.372695,-1.178823,2.031343,1.372695,-1.113965,2.047053,1.372695,-1.115979,2.031343,1.372695,-1.113965,1.993072,1.372695,-1.178823,1.983807,1.372695,-1.166335,1.655086,1.358595,-1.186477,1.993072,1.372695,-1.178823,1.997504,1.358595,-1.184866,1.993072,1.372695,-1.178823,1.655086,1.358595,-1.186477,1.658711,1.372695,-1.179629,1.658711,1.372695,-1.179629,1.595767,1.358595,-1.116785,1.603421,1.372695,-1.115979,1.595767,1.358595,-1.116785,1.658711,1.372695,-1.179629,1.655086,1.358595,-1.186477,1.603421,1.372695,-1.115979,1.585696,1.358595,-1.047093,1.593753,1.372695,-1.047899,1.585696,1.358595,-1.047093,1.603421,1.372695,-1.115979,1.595767,1.358595,-1.116785,2.064779,1.358595,-1.047093,2.047053,1.372695,-1.115979,2.056722,1.372695,-1.047899,2.047053,1.372695,-1.115979,2.064779,1.358595,-1.047093,2.054708,1.358595,-1.116785,1.993072,1.372695,-1.178823,2.047053,1.372695,-1.115979,2.054708,1.358595,-1.116785,1.993072,1.372695,-1.178823,2.054708,1.358595,-1.116785,1.997504,1.358595,-1.184866,1.655086,1.358595,-1.186477,1.993072,1.344496,-1.178823,1.658711,1.344496,-1.179629,1.993072,1.344496,-1.178823,1.655086,1.358595,-1.186477,1.997504,1.358595,-1.184866,1.595767,1.358595,-1.116785,1.655086,1.358595,-1.186477,1.658711,1.344496,-1.179629,1.595767,1.358595,-1.116785,1.658711,1.344496,-1.179629,1.603421,1.344496,-1.115979,1.585696,1.358595,-1.047093,1.595767,1.358595,-1.116785,1.603421,1.344496,-1.115979,1.585696,1.358595,-1.047093,1.603421,1.344496,-1.115979,1.593753,1.344496,-1.047899,2.064779,1.358595,-1.047093,2.047053,1.344496,-1.115979,2.054708,1.358595,-1.116785,2.047053,1.344496,-1.115979,2.064779,1.358595,-1.047093,2.056722,1.344496,-1.047899,2.054708,1.358595,-1.116785,1.993072,1.344496,-1.178823,1.997504,1.358595,-1.184866,1.993072,1.344496,-1.178823,2.054708,1.358595,-1.116785,2.047053,1.344496,-1.115979,1.983807,1.344496,-1.166335,1.658711,1.344496,-1.179629,1.993072,1.344496,-1.178823,1.658711,1.344496,-1.179629,1.983807,1.344496,-1.166335,1.665963,1.344496,-1.165529,1.619132,1.344496,-1.113965,1.658711,1.344496,-1.179629,1.619132,1.344496,-1.113965,1.603421,1.344496,-1.115979,1.609464,1.344496,-1.049913,1.603421,1.344496,-1.115979,1.619132,1.344496,-1.113965,1.603421,1.344496,-1.115979,1.609464,1.344496,-1.049913,1.593753,1.344496,-1.047899,2.047053,1.344496,-1.115979,2.056722,1.344496,-1.047899,2.040608,1.344496,-1.049913,2.047053,1.344496,-1.115979,2.040608,1.344496,-1.049913,2.031343,1.344496,-1.113965,2.031343,1.344496,-1.113965,1.983807,1.344496,-1.166335,1.993072,1.344496,-1.178823,1.993072,1.344496,-1.178823,2.047053,1.344496,-1.115979,2.031343,1.344496,-1.113965,1.979376,1.358595,-1.160292,1.669185,1.358595,-1.158681,1.665963,1.344496,-1.165529,1.979376,1.358595,-1.160292,1.665963,1.344496,-1.165529,1.983807,1.344496,-1.166335,1.669185,1.358595,-1.158681,1.626786,1.358595,-1.11316,1.619132,1.344496,-1.113965,1.619132,1.344496,-1.113965,1.665963,1.344496,-1.165529,1.669185,1.358595,-1.158681,1.617521,1.358595,-1.051122,1.619132,1.344496,-1.113965,1.626786,1.358595,-1.11316,1.619132,1.344496,-1.113965,1.617521,1.358595,-1.051122,1.609464,1.344496,-1.049913,2.032551,1.358595,-1.051122,2.023688,1.358595,-1.11316,2.031343,1.344496,-1.113965,2.032551,1.358595,-1.051122,2.031343,1.344496,-1.113965,2.040608,1.344496,-1.049913,1.979376,1.358595,-1.160292,2.031343,1.344496,-1.113965,2.023688,1.358595,-1.11316,2.031343,1.344496,-1.113965,1.979376,1.358595,-1.160292,1.983807,1.344496,-1.166335,-2.824241,1.386794,-0.765001,-2.824241,1.386794,-0.684433,-2.781137,1.386794,-0.684433,-2.842772,1.386794,-0.765001,-2.842772,1.386794,-0.684433,-2.781137,1.386794,-0.765001,-2.824241,1.386794,-0.845671,-2.781137,1.386794,-0.845671,-2.824241,1.386794,-0.92624,-2.842772,1.386794,-0.92624,-2.842772,1.386794,-0.845671,-2.781137,1.386794,-0.92624,-2.824241,1.386794,-1.006809,-2.781137,1.386794,-1.006809,-2.824241,1.386794,-1.08778,-2.781137,1.386794,-1.08778,-2.842772,1.386794,-1.08778,-2.842772,1.386794,-1.006809,-2.842772,1.275206,-0.765001,-2.842772,1.386794,-0.684433,-2.842772,1.386794,-0.765001,-2.842772,1.275206,-0.684433,-2.746492,1.275206,-0.765001,-2.746492,1.275206,-0.684433,-2.818198,1.275206,-0.684433,-2.818198,1.275206,-0.765001,-2.842772,1.275206,-0.684433,-2.842772,1.275206,-0.765001,-2.818198,1.275206,-0.845671,-2.746492,1.275206,-0.845671,-2.818198,1.275206,-0.92624,-2.746492,1.275206,-0.92624,-2.842772,1.275206,-0.845671,-2.859288,1.275206,-0.765001,-2.859288,1.275206,-0.845671,-2.842772,1.275206,-0.92624,-2.818198,1.275206,-1.006809,-2.746492,1.275206,-1.006809,-2.818198,1.275206,-1.08778,-2.746492,1.275206,-1.08778,-2.842772,1.275206,-1.006809,-2.842772,1.275206,-1.08778,-2.859288,1.275206,-0.92624,-2.859288,1.275206,-1.006809,-2.818198,1.275206,-1.08778,-2.824241,1.386794,-1.08778,-2.781137,1.386794,-1.08778,-2.746492,1.275206,-1.08778,-2.842772,1.275206,-1.08778,-2.842772,1.386794,-1.08778,-2.818198,1.275206,-0.684433,-2.781137,1.386794,-0.684433,-2.824241,1.386794,-0.684433,-2.746492,1.275206,-0.684433,-2.842772,1.275206,-0.684433,-2.842772,1.386794,-0.684433,-2.842772,1.386794,-1.08778,-2.842772,1.275206,-1.006809,-2.842772,1.386794,-1.006809,-2.842772,1.275206,-1.08778,-2.859288,1.40331,-1.006809,-2.859288,1.275206,-0.92624,-2.859288,1.40331,-0.92624,-2.859288,1.275206,-1.006809,-2.842772,1.386794,-0.92624,-2.842772,1.275206,-0.845671,-2.842772,1.386794,-0.845671,-2.842772,1.275206,-0.92624,-2.859288,1.40331,-0.845671,-2.859288,1.275206,-0.765001,-2.859288,1.40331,-0.765001,-2.859288,1.275206,-0.845671,-2.859288,1.40331,-1.006809,-2.859288,1.40331,-0.92624,-2.824241,1.40331,-0.92624,-2.824241,1.40331,-1.006809,-2.859288,1.40331,-0.845671,-2.859288,1.40331,-0.765001,-2.824241,1.40331,-0.765001,-2.824241,1.40331,-0.845671,-2.824241,1.386794,-1.08778,-2.818198,1.275206,-1.08778,-2.842772,1.275206,-1.08778,-2.842772,1.386794,-0.92624,-2.859288,1.275206,-0.92624,-2.842772,1.275206,-0.92624,-2.859288,1.40331,-0.92624,-2.824241,1.40331,-0.92624,-2.824241,1.386794,-0.92624,-2.859288,1.275206,-1.006809,-2.859288,1.40331,-1.006809,-2.842772,1.386794,-1.006809,-2.842772,1.275206,-1.006809,-2.824241,1.40331,-1.006809,-2.824241,1.386794,-1.006809,-2.824241,1.40331,-1.006809,-2.824241,1.40331,-0.92624,-2.824241,1.386794,-0.92624,-2.824241,1.386794,-1.006809,-2.842772,1.386794,-0.765001,-2.859288,1.275206,-0.765001,-2.842772,1.275206,-0.765001,-2.859288,1.40331,-0.765001,-2.824241,1.40331,-0.765001,-2.824241,1.386794,-0.765001,-2.859288,1.275206,-0.845671,-2.859288,1.40331,-0.845671,-2.842772,1.386794,-0.845671,-2.842772,1.275206,-0.845671,-2.824241,1.40331,-0.845671,-2.824241,1.386794,-0.845671,-2.824241,1.40331,-0.845671,-2.824241,1.40331,-0.765001,-2.824241,1.386794,-0.765001,-2.824241,1.386794,-0.845671,-2.565212,2.371446,-0.011682,-1.890347,2.372252,-0.605878,-2.565212,2.371446,-0.606684,-2.565212,2.371446,0.582916,-1.890347,2.372252,0.582513,-1.890347,2.372252,-0.605878,-2.565212,2.371446,-0.011682,-1.889541,2.372252,-0.011682,-1.891153,2.372252,-0.916169,-2.565212,2.371446,-0.979818,-2.565212,2.371446,-0.606684,-2.565212,2.371446,-0.606684,-1.890347,2.372252,-0.605878,-1.891153,2.372252,-0.916169,-2.565212,2.371446,-0.011682,-1.890347,2.372252,0.582513,-1.889541,2.372252,-0.011682,-2.565212,2.371446,0.95605,-1.891153,2.372252,0.892804,-2.565212,2.371446,0.582916,-2.565212,2.371446,0.582916,-1.891153,2.372252,0.892804,-1.890347,2.372252,0.582513,-1.774731,2.353721,-0.591778,-1.773522,2.353721,-0.011682,-1.773522,2.06327,-0.011682,-1.774731,2.353721,-0.591778,-1.773522,2.06327,-0.011682,-1.774731,2.06327,-0.591778,-2.778719,2.177678,-0.011682,-2.778719,2.177678,-0.606684,-2.778719,1.843317,-0.606684,-2.778719,1.843317,-0.979818,-2.778719,2.177678,-0.979818,-2.778719,1.843317,-0.011682,-2.778719,2.177678,0.582916,-2.778719,1.843317,0.582916,-2.778719,2.177678,0.95605,-2.778719,1.843317,0.95605,-1.775536,2.353721,-0.894415,-1.774731,2.353721,-0.591778,-1.774731,2.06327,-0.591778,-1.775536,2.062867,-0.894415,-2.565212,2.371446,-0.979818,-1.891153,2.372252,-0.916169,-1.891153,2.015332,-0.916169,-2.565212,1.852985,-0.979818,-1.891153,1.772417,-0.916169,-2.565212,1.771208,-0.979818,-1.774731,2.353721,0.568011,-1.773522,2.06327,-0.011682,-1.773522,2.353721,-0.011682,-1.773522,2.06327,-0.011682,-1.774731,2.353721,0.568011,-1.774731,2.06327,0.568011,-2.565212,2.371446,0.95605,-1.891153,2.015332,0.892804,-1.891153,2.372252,0.892804,-1.891153,2.015332,0.892804,-2.565212,2.371446,0.95605,-2.565212,1.852985,0.95605,-1.891153,1.772417,0.892804,-1.775536,2.353721,0.87105,-1.774731,2.06327,0.568011,-1.774731,2.353721,0.568011,-1.774731,2.06327,0.568011,-1.775536,2.353721,0.87105,-1.775536,2.062867,0.87105,-2.634099,1.852985,-0.011682,-2.565212,1.852985,-0.606684,-2.565212,1.852985,-0.011682,-2.634099,1.852985,-0.606684,-2.565212,1.852985,-0.979818,-2.634099,1.852985,-0.979818,-2.634099,1.852985,0.582916,-2.565212,1.852985,0.582916,-2.634099,1.852985,0.95605,-2.565212,1.852985,0.95605,-2.640141,2.284029,-0.606684,-2.565212,2.371446,-0.011682,-2.565212,2.371446,-0.606684,-2.640141,2.284029,-0.011682,-2.638127,2.286446,-0.979818,-2.565212,2.371446,-0.606684,-2.565212,2.371446,-0.979818,-2.565212,2.371446,-0.606684,-2.638127,2.286446,-0.979818,-2.640141,2.284029,-0.606684,-2.565212,1.852985,-0.979818,-2.638127,2.286446,-0.979818,-2.565212,2.371446,-0.979818,-2.634099,1.852985,-0.979818,-2.565212,2.371446,0.582916,-2.565212,2.371446,-0.011682,-2.640141,2.284029,-0.011682,-2.640141,2.284029,0.582916,-2.565212,1.852985,0.95605,-2.565212,2.371446,0.95605,-2.638127,2.286446,0.95605,-2.634099,1.852985,0.95605,-2.565212,2.371446,0.582916,-2.638127,2.286446,0.95605,-2.565212,2.371446,0.95605,-2.638127,2.286446,0.95605,-2.565212,2.371446,0.582916,-2.640141,2.284029,0.582916,-2.778719,1.843317,-0.011682,-2.66834,1.851777,-0.606684,-2.66834,1.851777,-0.011682,-2.778719,1.843317,-0.606684,-2.778719,1.843317,0.582916,-2.66834,1.851777,0.582916,-2.778719,2.177678,-0.606684,-2.778719,2.177678,-0.011682,-2.665117,2.260664,-0.011682,-2.665117,2.260664,-0.606684,-2.665117,2.260664,0.582916,-2.778719,2.177678,0.582916,-2.66834,1.851777,-0.979818,-2.66834,1.851777,-0.606684,-2.778719,1.843317,-0.606684,-2.66834,1.851777,-0.979818,-2.778719,1.843317,-0.606684,-2.778719,1.843317,-0.979818,-2.778719,2.177678,-0.606684,-2.666326,2.259858,-0.979818,-2.778719,2.177678,-0.979818,-2.666326,2.259858,-0.979818,-2.778719,2.177678,-0.606684,-2.665117,2.260664,-0.606684,-2.778719,2.177678,-0.979818,-2.66834,1.851777,-0.979818,-2.778719,1.843317,-0.979818,-2.666326,2.259858,-0.979818,-2.66834,1.851777,0.95605,-2.778719,1.843317,0.582916,-2.66834,1.851777,0.582916,-2.778719,1.843317,0.582916,-2.66834,1.851777,0.95605,-2.778719,1.843317,0.95605,-2.778719,2.177678,0.95605,-2.66834,1.851777,0.95605,-2.666326,2.259858,0.95605,-2.778719,1.843317,0.95605,-2.778719,2.177678,0.582916,-2.778719,2.177678,0.95605,-2.666326,2.259858,0.95605,-2.778719,2.177678,0.582916,-2.666326,2.259858,0.95605,-2.665117,2.260664,0.582916,-1.792456,2.044739,-0.605878,-1.791247,2.044739,-0.011682,-1.889541,2.015332,-0.011682,-1.792456,2.044739,-0.605878,-1.889541,2.015332,-0.011682,-1.890347,2.015332,-0.605878,-1.889541,2.372252,-0.011682,-1.792456,2.372252,-0.605878,-1.890347,2.372252,-0.605878,-1.793262,2.372252,-0.916169,-1.891153,2.372252,-0.916169,-1.791247,2.372252,-0.011682,-1.792456,2.372252,0.582513,-1.890347,2.372252,0.582513,-1.793262,2.372252,0.892804,-1.891153,2.372252,0.892804,-1.793262,2.044739,-0.916169,-1.792456,2.044739,-0.605878,-1.890347,2.015332,-0.605878,-1.793262,2.044739,-0.916169,-1.890347,2.015332,-0.605878,-1.891153,2.015332,-0.916169,-1.891153,2.372252,-0.916169,-1.793262,2.044739,-0.916169,-1.891153,2.015332,-0.916169,-1.793262,2.372252,-0.916169,-1.792456,2.044739,0.582513,-1.889541,2.015332,-0.011682,-1.791247,2.044739,-0.011682,-1.889541,2.015332,-0.011682,-1.792456,2.044739,0.582513,-1.890347,2.015332,0.582513,-1.793262,2.044739,0.892804,-1.890347,2.015332,0.582513,-1.792456,2.044739,0.582513,-1.890347,2.015332,0.582513,-1.793262,2.044739,0.892804,-1.891153,2.015332,0.892804,-1.793262,2.044739,0.892804,-1.793262,2.372252,0.892804,-1.891153,2.372252,0.892804,-1.891153,2.015332,0.892804,-1.792456,2.06327,-0.591778,-1.791247,2.06327,-0.011682,-1.791247,2.044739,-0.011682,-1.791247,2.044739,-0.011682,-1.792456,2.044739,-0.605878,-1.792456,2.06327,-0.591778,-1.791247,2.372252,-0.011682,-1.792456,2.353721,-0.591778,-1.792456,2.372252,-0.605878,-1.792456,2.353721,-0.591778,-1.791247,2.372252,-0.011682,-1.791247,2.353721,-0.011682,-1.793262,2.062867,-0.894415,-1.792456,2.06327,-0.591778,-1.792456,2.044739,-0.605878,-1.792456,2.044739,-0.605878,-1.793262,2.044739,-0.916169,-1.793262,2.062867,-0.894415,-1.793262,2.353721,-0.894415,-1.793262,2.044739,-0.916169,-1.793262,2.372252,-0.916169,-1.793262,2.062867,-0.894415,-1.792456,2.372252,-0.605878,-1.793262,2.353721,-0.894415,-1.793262,2.372252,-0.916169,-1.793262,2.353721,-0.894415,-1.792456,2.372252,-0.605878,-1.792456,2.353721,-0.591778,-1.792456,2.06327,0.568011,-1.791247,2.044739,-0.011682,-1.791247,2.06327,-0.011682,-1.791247,2.044739,-0.011682,-1.792456,2.06327,0.568011,-1.792456,2.044739,0.582513,-1.792456,2.353721,0.568011,-1.791247,2.372252,-0.011682,-1.792456,2.372252,0.582513,-1.791247,2.372252,-0.011682,-1.792456,2.353721,0.568011,-1.791247,2.353721,-0.011682,-1.793262,2.062867,0.87105,-1.792456,2.044739,0.582513,-1.792456,2.06327,0.568011,-1.792456,2.044739,0.582513,-1.793262,2.062867,0.87105,-1.793262,2.044739,0.892804,-1.792456,2.372252,0.582513,-1.793262,2.372252,0.892804,-1.793262,2.353721,0.87105,-1.792456,2.372252,0.582513,-1.793262,2.353721,0.87105,-1.792456,2.353721,0.568011,-1.793262,2.353721,0.87105,-1.793262,2.044739,0.892804,-1.793262,2.062867,0.87105,-1.793262,2.372252,0.892804,-1.774731,2.06327,-0.591778,-1.773522,2.06327,-0.011682,-1.791247,2.06327,-0.011682,-1.792456,2.06327,-0.591778,-1.791247,2.353721,-0.011682,-1.774731,2.353721,-0.591778,-1.792456,2.353721,-0.591778,-1.775536,2.353721,-0.894415,-1.793262,2.353721,-0.894415,-1.773522,2.353721,-0.011682,-1.774731,2.353721,0.568011,-1.792456,2.353721,0.568011,-1.775536,2.353721,0.87105,-1.793262,2.353721,0.87105,-1.775536,2.062867,-0.894415,-1.774731,2.06327,-0.591778,-1.792456,2.06327,-0.591778,-1.793262,2.062867,-0.894415,-1.775536,2.353721,-0.894415,-1.793262,2.062867,-0.894415,-1.793262,2.353721,-0.894415,-1.775536,2.062867,-0.894415,-1.774731,2.06327,0.568011,-1.791247,2.06327,-0.011682,-1.773522,2.06327,-0.011682,-1.792456,2.06327,0.568011,-1.775536,2.062867,0.87105,-1.792456,2.06327,0.568011,-1.774731,2.06327,0.568011,-1.793262,2.062867,0.87105,-1.775536,2.062867,0.87105,-1.775536,2.353721,0.87105,-1.793262,2.353721,0.87105,-1.793262,2.062867,0.87105,-2.669549,1.883602,-0.011682,-2.635307,1.88481,-0.606684,-2.635307,1.88481,-0.011682,-2.669549,1.883602,-0.606684,-2.635307,1.88481,0.582916,-2.669549,1.883602,-0.011682,-2.635307,1.88481,-0.011682,-2.669549,1.883602,0.582916,-2.669549,1.883602,-0.606684,-2.669146,1.867488,-0.965719,-2.635307,1.88481,-0.606684,-2.634501,1.869099,-0.965719,-2.635307,1.88481,-0.606684,-2.669146,1.867488,-0.965719,-2.643364,2.237702,0.582916,-2.618387,2.260664,-0.011682,-2.643364,2.237702,-0.011682,-2.618387,2.260664,-0.011682,-2.643364,2.237702,0.582916,-2.618387,2.260664,0.582916,-2.618387,2.260664,-0.011682,-2.643364,2.237702,-0.606684,-2.643364,2.237702,-0.011682,-2.643364,2.237702,-0.606684,-2.618387,2.260664,-0.011682,-2.618387,2.260664,-0.606684,-2.618387,2.260664,-0.606684,-2.62725,2.274763,-0.965719,-2.643364,2.237702,-0.606684,-2.655449,2.248176,-0.965719,-2.643364,2.237702,-0.606684,-2.62725,2.274763,-0.965719,-2.62725,2.274763,-0.965719,-2.634501,1.869099,-0.965719,-2.655449,2.248176,-0.965719,-2.634501,1.869099,-0.965719,-2.669146,1.867488,-0.965719,-2.655449,2.248176,-0.965719,-2.635307,1.88481,0.582916,-2.669146,1.867488,0.942354,-2.669549,1.883602,0.582916,-2.669146,1.867488,0.942354,-2.635307,1.88481,0.582916,-2.634501,1.869099,0.942354,-2.643364,2.237702,0.582916,-2.62725,2.274763,0.942354,-2.618387,2.260664,0.582916,-2.62725,2.274763,0.942354,-2.643364,2.237702,0.582916,-2.655449,2.248176,0.942354,-2.634501,1.869099,0.942354,-2.655449,2.248176,0.942354,-2.669146,1.867488,0.942354,-2.655449,2.248176,0.942354,-2.634501,1.869099,0.942354,-2.62725,2.274763,0.942354,-2.669549,1.883602,-0.606684,-2.669549,1.883602,-0.011682,-2.66834,1.851777,-0.011682,-2.669549,1.883602,-0.606684,-2.66834,1.851777,-0.011682,-2.66834,1.851777,-0.606684,-2.635307,1.88481,-0.011682,-2.635307,1.88481,-0.606684,-2.634099,1.852985,-0.606684,-2.635307,1.88481,-0.011682,-2.634099,1.852985,-0.606684,-2.634099,1.852985,-0.011682,-2.635307,1.88481,0.582916,-2.635307,1.88481,-0.011682,-2.634099,1.852985,-0.011682,-2.635307,1.88481,0.582916,-2.634099,1.852985,-0.011682,-2.634099,1.852985,0.582916,-2.669549,1.883602,-0.011682,-2.669549,1.883602,0.582916,-2.66834,1.851777,0.582916,-2.669549,1.883602,-0.011682,-2.66834,1.851777,0.582916,-2.66834,1.851777,-0.011682,-2.669146,1.867488,-0.965719,-2.669549,1.883602,-0.606684,-2.66834,1.851777,-0.606684,-2.66834,1.851777,-0.606684,-2.66834,1.851777,-0.979818,-2.669146,1.867488,-0.965719,-2.634501,1.869099,-0.965719,-2.634099,1.852985,-0.606684,-2.635307,1.88481,-0.606684,-2.634099,1.852985,-0.606684,-2.634501,1.869099,-0.965719,-2.634099,1.852985,-0.979818,-2.665117,2.260664,0.582916,-2.643364,2.237702,-0.011682,-2.665117,2.260664,-0.011682,-2.643364,2.237702,-0.011682,-2.665117,2.260664,0.582916,-2.643364,2.237702,0.582916,-2.640141,2.284029,0.582916,-2.640141,2.284029,-0.011682,-2.618387,2.260664,-0.011682,-2.640141,2.284029,0.582916,-2.618387,2.260664,-0.011682,-2.618387,2.260664,0.582916,-2.640141,2.284029,-0.606684,-2.618387,2.260664,-0.011682,-2.640141,2.284029,-0.011682,-2.618387,2.260664,-0.011682,-2.640141,2.284029,-0.606684,-2.618387,2.260664,-0.606684,-2.665117,2.260664,-0.606684,-2.665117,2.260664,-0.011682,-2.643364,2.237702,-0.011682,-2.665117,2.260664,-0.606684,-2.643364,2.237702,-0.011682,-2.643364,2.237702,-0.606684,-2.640141,2.284029,-0.606684,-2.638127,2.286446,-0.979818,-2.62725,2.274763,-0.965719,-2.640141,2.284029,-0.606684,-2.62725,2.274763,-0.965719,-2.618387,2.260664,-0.606684,-2.665117,2.260664,-0.606684,-2.655449,2.248176,-0.965719,-2.666326,2.259858,-0.979818,-2.655449,2.248176,-0.965719,-2.665117,2.260664,-0.606684,-2.643364,2.237702,-0.606684,-2.666326,2.259858,-0.979818,-2.669146,1.867488,-0.965719,-2.66834,1.851777,-0.979818,-2.669146,1.867488,-0.965719,-2.666326,2.259858,-0.979818,-2.655449,2.248176,-0.965719,-2.634501,1.869099,-0.965719,-2.62725,2.274763,-0.965719,-2.638127,2.286446,-0.979818,-2.638127,2.286446,-0.979818,-2.634099,1.852985,-0.979818,-2.634501,1.869099,-0.965719,-2.634501,1.869099,0.942354,-2.635307,1.88481,0.582916,-2.634099,1.852985,0.582916,-2.634099,1.852985,0.582916,-2.634099,1.852985,0.95605,-2.634501,1.869099,0.942354,-2.669146,1.867488,0.942354,-2.66834,1.851777,0.582916,-2.669549,1.883602,0.582916,-2.66834,1.851777,0.582916,-2.669146,1.867488,0.942354,-2.66834,1.851777,0.95605,-2.655449,2.248176,0.942354,-2.665117,2.260664,0.582916,-2.666326,2.259858,0.95605,-2.665117,2.260664,0.582916,-2.655449,2.248176,0.942354,-2.643364,2.237702,0.582916,-2.640141,2.284029,0.582916,-2.62725,2.274763,0.942354,-2.638127,2.286446,0.95605,-2.62725,2.274763,0.942354,-2.640141,2.284029,0.582916,-2.618387,2.260664,0.582916,-2.638127,2.286446,0.95605,-2.634501,1.869099,0.942354,-2.634099,1.852985,0.95605,-2.634501,1.869099,0.942354,-2.638127,2.286446,0.95605,-2.62725,2.274763,0.942354,-2.669146,1.867488,0.942354,-2.655449,2.248176,0.942354,-2.666326,2.259858,0.95605,-2.666326,2.259858,0.95605,-2.66834,1.851777,0.95605,-2.669146,1.867488,0.942354,-1.890347,2.015332,0.582513,-1.889541,1.772417,-0.011682,-1.889541,2.015332,-0.011682,-1.890347,1.772417,0.582513,-1.890347,2.015332,-0.605878,-1.889541,2.015332,-0.011682,-1.889541,1.772417,-0.011682,-1.890347,1.772417,-0.605878,-1.890347,2.015332,-0.605878,-1.890347,1.772417,-0.605878,-1.891153,2.015332,-0.916169,-1.891153,2.015332,-0.916169,-1.890347,1.772417,-0.605878,-1.891153,1.772417,-0.916169,-1.891153,2.015332,0.892804,-1.890347,1.772417,0.582513,-1.890347,2.015332,0.582513,-1.890347,1.772417,0.582513,-1.891153,2.015332,0.892804,-1.891153,1.772417,0.892804,-1.891153,1.772417,0.892804,-2.565212,1.852985,0.95605,-2.565212,1.771208,0.95605,-2.565212,1.771208,-0.606684,-2.565212,1.852985,-0.011682,-2.565212,1.852985,-0.606684,-2.565212,1.771208,-0.979818,-2.565212,1.852985,-0.979818,-2.565212,1.771208,-0.011682,-2.565212,1.852985,0.582916,-2.565212,1.771208,0.582916,-2.565212,1.852985,0.95605,-2.565212,1.771208,0.95605,-2.892322,2.055213,1.001975,-2.854857,2.055213,1.001975,-2.892322,2.055213,0.981832,-2.854857,2.055213,0.981832,-2.854857,2.055213,0.46448,-2.892322,2.055213,0.46448,-2.854857,2.055213,0.444337,-2.892322,2.055213,0.444337,-2.935829,2.000427,0.981832,-2.892322,2.055213,1.001975,-2.892322,2.055213,0.981832,-2.892322,2.055213,1.001975,-2.935829,2.000427,0.981832,-2.935829,2.000427,1.001975,-3.009146,1.974242,1.001975,-2.935829,2.000427,1.001975,-3.009146,1.974242,0.981832,-3.009146,1.974242,0.981832,-2.935829,2.000427,1.001975,-2.935829,2.000427,0.981832,-3.082464,1.949265,1.001975,-3.009146,1.974242,1.001975,-3.082464,1.949265,0.981832,-3.009146,1.974242,0.981832,-3.260924,1.949265,1.001975,-3.082464,1.949265,1.001975,-3.260924,1.949265,0.981832,-3.082464,1.949265,0.981832,-3.27301,1.949265,0.981832,-3.27301,1.949265,1.001975,-3.260924,1.949265,0.46448,-3.27301,1.949265,0.46448,-3.260924,1.949265,0.444337,-3.27301,1.949265,0.444337,-3.082464,1.949265,0.444337,-3.082464,1.949265,0.46448,-3.27301,1.949265,0.981832,-3.27301,1.782085,0.981832,-3.27301,1.949265,1.001975,-3.27301,1.782085,1.001975,-3.27301,1.782085,0.46448,-3.27301,1.949265,0.46448,-3.27301,1.782085,0.444337,-3.27301,1.949265,0.444337,-3.082464,1.782085,1.001975,-3.260924,1.782085,1.001975,-3.082464,1.782085,0.981832,-3.009146,1.782085,0.981832,-3.009146,1.782085,1.001975,-2.935829,1.782085,0.981832,-2.935829,1.782085,1.001975,-2.892321,1.782085,0.981832,-2.892321,1.782085,1.001975,-3.260924,1.782085,0.981832,-3.27301,1.782085,1.001975,-3.27301,1.782085,0.981832,-3.260924,1.782085,0.46448,-3.27301,1.782085,0.46448,-3.260924,1.782085,0.444337,-3.27301,1.782085,0.444337,-3.082464,1.782085,0.46448,-3.082464,1.782085,0.444337,-3.009146,1.782085,0.46448,-3.009146,1.782085,0.444337,-2.935829,1.782085,0.46448,-2.935829,1.782085,0.444337,-2.892321,1.782085,0.46448,-2.892321,1.782085,0.444337,-2.783151,1.421036,1.001975,-2.820212,1.421036,1.001975,-2.783151,1.421036,0.981832,-2.820212,1.421036,0.981832,-2.820212,1.421036,0.46448,-2.783151,1.421036,0.46448,-2.820212,1.421036,0.444337,-2.783151,1.421036,0.444337,-2.854857,2.055213,1.001975,-2.854857,1.782085,1.001975,-2.854857,2.055213,0.981832,-2.854857,1.782085,0.981832,-2.854857,1.782085,0.46448,-2.854857,2.055213,0.46448,-2.854857,1.782085,0.444337,-2.854857,2.055213,0.444337,-2.892321,1.782085,0.444337,-2.892322,2.055213,0.444337,-2.854857,2.055213,0.444337,-2.935829,2.000427,0.444337,-2.854857,1.782085,0.444337,-2.935829,1.782085,0.444337,-3.009146,1.974242,0.444337,-3.009146,1.782085,0.444337,-3.082464,1.949265,0.444337,-3.082464,1.949265,0.444337,-3.082464,1.782085,0.444337,-3.260924,1.782085,0.444337,-3.260924,1.949265,0.444337,-3.27301,1.782085,0.444337,-3.27301,1.949265,0.444337,-2.820212,1.433927,0.444337,-2.783151,1.433927,0.444337,-2.783151,1.421036,0.444337,-2.820212,1.421036,0.444337,-2.892322,2.055213,1.001975,-2.854857,1.782085,1.001975,-2.854857,2.055213,1.001975,-2.892321,1.782085,1.001975,-2.935829,2.000427,1.001975,-2.820212,1.433927,1.001975,-2.935829,1.782085,1.001975,-3.009146,1.974242,1.001975,-3.009146,1.782085,1.001975,-3.082464,1.949265,1.001975,-3.082464,1.782085,1.001975,-3.260924,1.949265,1.001975,-3.260924,1.782085,1.001975,-3.27301,1.949265,1.001975,-3.27301,1.782085,1.001975,-2.783151,1.433927,1.001975,-2.820212,1.421036,1.001975,-2.783151,1.421036,1.001975,-2.892322,2.055213,0.444337,-2.935829,2.000427,0.46448,-2.892322,2.055213,0.46448,-2.935829,2.000427,0.46448,-2.892322,2.055213,0.444337,-2.935829,2.000427,0.444337,-2.935829,2.000427,0.444337,-3.009146,1.974242,0.444337,-3.009146,1.974242,0.46448,-3.009146,1.974242,0.46448,-2.935829,2.000427,0.46448,-2.935829,2.000427,0.444337,-3.009146,1.974242,0.444337,-3.082464,1.949265,0.444337,-3.082464,1.949265,0.46448,-3.009146,1.974242,0.46448,-2.892321,1.782085,0.981832,-2.892321,1.782085,0.46448,-2.854857,1.782085,0.981832,-2.854857,1.782085,0.46448,-3.082464,1.949265,0.981832,-3.082464,1.782085,0.981832,-3.260924,1.949265,0.981832,-3.260924,1.782085,0.981832,-3.009146,1.782085,0.981832,-3.009146,1.974242,0.981832,-2.935829,1.782085,0.981832,-2.935829,2.000427,0.981832,-2.892321,1.782085,0.981832,-2.892322,2.055213,0.981832,-2.892322,2.055213,0.981832,-2.892322,2.055213,0.46448,-2.892321,1.782085,0.46448,-2.892321,1.782085,0.981832,-3.082464,1.949265,0.46448,-3.260924,1.949265,0.46448,-3.260924,1.782085,0.46448,-3.082464,1.782085,0.46448,-3.009146,1.782085,0.46448,-3.009146,1.974242,0.46448,-2.935829,1.782085,0.46448,-2.935829,2.000427,0.46448,-2.892321,1.782085,0.46448,-2.892322,2.055213,0.46448,-3.260924,1.949265,0.46448,-3.260924,1.949265,0.981832,-3.260924,1.782085,0.981832,-3.260924,1.782085,0.46448,-2.892321,1.782085,0.981832,-2.820212,1.433927,0.981832,-2.892321,1.782085,1.001975,-2.820212,1.433927,1.001975,-2.854857,1.782085,0.981832,-2.820212,1.433927,0.981832,-2.892321,1.782085,0.981832,-2.783151,1.433927,0.981832,-2.892321,1.782085,0.46448,-2.820212,1.433927,0.46448,-2.854857,1.782085,0.46448,-2.783151,1.433927,0.46448,-2.820212,1.433927,0.444337,-2.892321,1.782085,0.46448,-2.892321,1.782085,0.444337,-2.820212,1.433927,0.46448,-2.820212,1.433927,0.981832,-2.820212,1.421036,0.981832,-2.820212,1.433927,1.001975,-2.820212,1.421036,1.001975,-2.820212,1.433927,0.46448,-2.820212,1.421036,0.46448,-2.820212,1.421036,0.444337,-2.820212,1.433927,0.444337,-2.783151,1.433927,1.001975,-2.783151,1.421036,1.001975,-2.783151,1.433927,0.981832,-2.783151,1.421036,0.981832,-2.783151,1.433927,0.46448,-2.783151,1.421036,0.46448,-2.783151,1.433927,0.444337,-2.783151,1.421036,0.444337,-2.783151,1.433927,0.981832,-2.783151,1.433927,0.46448,-2.820212,1.433927,0.981832,-2.820212,1.433927,0.46448,-2.914881,2.101943,-0.526115,-2.914881,2.101943,-0.49711,-2.881848,2.101943,-0.49711,-3.266967,2.101943,-0.526115,-3.266967,2.101943,-0.49711,-3.3,2.101943,-0.526115,-3.3,2.101943,-0.49711,-3.3,2.101943,-0.966524,-3.266967,2.101943,-0.966524,-3.3,2.101943,-0.995529,-3.266967,2.101943,-0.995529,-2.914881,2.101943,-0.966524,-2.914881,2.101943,-0.995529,-2.881848,2.101943,-0.526115,-2.821824,2.101943,-0.49711,-2.821824,2.101943,-0.526115,-2.881848,2.101943,-0.966524,-2.881848,2.101943,-0.995529,-2.821824,2.101943,-0.966524,-2.821824,2.101943,-0.995529,-3.3,1.944834,-0.526115,-3.3,1.997204,-0.49711,-3.3,1.997204,-0.526115,-3.3,2.049573,-0.49711,-3.3,1.944834,-0.49711,-3.3,1.47542,-0.526115,-3.3,1.47542,-0.49711,-3.3,1.442386,-0.526115,-3.3,1.442386,-0.49711,-3.3,1.944834,-0.966524,-3.3,1.997204,-0.966524,-3.3,2.049573,-0.526115,-3.3,2.101943,-0.49711,-3.3,2.101943,-0.526115,-3.3,2.049573,-0.966524,-3.3,2.101943,-0.966524,-3.3,2.049573,-0.995529,-3.3,2.101943,-0.995529,-3.3,1.997204,-0.995529,-3.3,1.944834,-0.995529,-3.3,1.47542,-0.995529,-3.3,1.47542,-0.966524,-3.3,1.442386,-0.995529,-3.3,1.442386,-0.966524,-3.266967,1.442386,-0.526115,-3.266967,1.442386,-0.49711,-3.3,1.442386,-0.49711,-3.3,1.442386,-0.526115,-3.266967,1.944834,-0.966524,-3.266967,1.944834,-0.526115,-3.3,1.944834,-0.526115,-3.3,1.944834,-0.966524,-2.914881,1.944834,-0.966524,-2.914881,1.944834,-0.995529,-3.266967,1.944834,-0.995529,-2.914881,1.944834,-0.526115,-3.266967,1.944834,-0.49711,-2.914881,1.944834,-0.49711,-2.881847,1.944834,-0.966524,-2.881847,1.944834,-0.526115,-2.821824,1.944834,-0.966524,-2.821824,1.944834,-0.995529,-2.881847,1.944834,-0.995529,-2.821824,1.944834,-0.526115,-2.881847,1.944834,-0.49711,-2.821824,1.944834,-0.49711,-3.266967,1.442386,-0.995529,-3.266967,1.442386,-0.966524,-3.3,1.442386,-0.966524,-3.3,1.442386,-0.995529,-2.792416,1.442789,-0.526115,-2.792416,1.442789,-0.49711,-2.825449,1.442386,-0.49711,-2.825449,1.442386,-0.526115,-2.792416,1.442789,-0.995529,-2.792416,1.442789,-0.966524,-2.825449,1.442386,-0.966524,-2.825449,1.442386,-0.995529,-2.807321,1.997204,-0.49711,-2.821824,1.944834,-0.49711,-2.807321,1.997204,-0.526115,-2.821824,1.944834,-0.526115,-2.807321,1.997204,-0.966524,-2.821824,1.944834,-0.966524,-2.807321,1.997204,-0.995529,-2.821824,1.944834,-0.995529,-2.914881,1.997204,-0.995529,-2.881848,1.997204,-0.995529,-2.914881,1.944834,-0.995529,-3.266967,1.944834,-0.995529,-2.881847,1.944834,-0.995529,-2.828269,1.474211,-0.995529,-2.821824,1.944834,-0.995529,-2.807321,1.997204,-0.995529,-2.881848,2.049573,-0.995529,-2.807321,2.049573,-0.995529,-2.821824,2.101943,-0.995529,-2.881848,2.101943,-0.995529,-2.914881,2.049573,-0.995529,-2.914881,2.101943,-0.995529,-3.266967,2.049573,-0.995529,-3.266967,2.101943,-0.995529,-3.3,2.049573,-0.995529,-3.3,2.101943,-0.995529,-3.266967,1.997204,-0.995529,-3.3,1.997204,-0.995529,-3.3,1.944834,-0.995529,-3.266967,1.47542,-0.995529,-3.3,1.47542,-0.995529,-3.266967,1.442386,-0.995529,-3.3,1.442386,-0.995529,-2.825449,1.442386,-0.995529,-2.795236,1.476628,-0.995529,-2.792416,1.442789,-0.995529,-2.914881,1.997204,-0.49711,-2.881847,1.944834,-0.49711,-2.881848,1.997204,-0.49711,-2.821824,1.944834,-0.49711,-2.807321,1.997204,-0.49711,-2.881848,2.049573,-0.49711,-2.807321,2.049573,-0.49711,-2.821824,2.101943,-0.49711,-2.881848,2.101943,-0.49711,-2.914881,2.049573,-0.49711,-2.914881,2.101943,-0.49711,-3.266967,2.049573,-0.49711,-3.266967,2.101943,-0.49711,-3.3,2.049573,-0.49711,-3.3,2.101943,-0.49711,-3.3,1.997204,-0.49711,-3.266967,1.997204,-0.49711,-2.914881,1.944834,-0.49711,-3.266967,1.944834,-0.49711,-3.3,1.944834,-0.49711,-3.3,1.47542,-0.49711,-3.266967,1.47542,-0.49711,-3.3,1.442386,-0.49711,-3.266967,1.442386,-0.49711,-2.828269,1.474211,-0.49711,-2.825449,1.442386,-0.49711,-2.795236,1.476628,-0.49711,-2.792416,1.442789,-0.49711,-3.266967,1.944834,-0.526115,-3.266967,1.47542,-0.526115,-3.3,1.944834,-0.526115,-3.3,1.47542,-0.526115,-3.266967,1.442386,-0.526115,-3.3,1.442386,-0.526115,-2.828269,1.474211,-0.526115,-2.825449,1.442386,-0.526115,-3.266967,1.442386,-0.526115,-3.266967,1.47542,-0.526115,-3.266967,1.944834,-0.49711,-3.266967,1.47542,-0.49711,-3.266967,1.944834,-0.526115,-3.266967,1.47542,-0.526115,-3.266967,1.944834,-0.966524,-3.266967,1.47542,-0.966524,-3.266967,1.944834,-0.995529,-3.266967,1.47542,-0.995529,-3.3,1.944834,-0.966524,-3.3,1.47542,-0.966524,-3.266967,1.944834,-0.966524,-3.266967,1.47542,-0.966524,-3.3,1.442386,-0.966524,-3.266967,1.442386,-0.966524,-2.828269,1.474211,-0.966524,-2.825449,1.442386,-0.966524,-2.914881,1.944834,-0.526115,-2.828269,1.474211,-0.526115,-2.914881,1.944834,-0.49711,-2.828269,1.474211,-0.49711,-2.881847,1.944834,-0.526115,-2.828269,1.474211,-0.526115,-2.914881,1.944834,-0.526115,-2.828269,1.474211,-0.526115,-2.881847,1.944834,-0.526115,-2.795236,1.476628,-0.526115,-2.795236,1.476628,-0.49711,-2.881847,1.944834,-0.526115,-2.881847,1.944834,-0.49711,-2.795236,1.476628,-0.526115,-2.914881,1.944834,-0.995529,-2.828269,1.474211,-0.995529,-2.914881,1.944834,-0.966524,-2.828269,1.474211,-0.966524,-2.881847,1.944834,-0.966524,-2.795236,1.476628,-0.966524,-2.881847,1.944834,-0.995529,-2.795236,1.476628,-0.995529,-2.914881,1.944834,-0.966524,-2.828269,1.474211,-0.966524,-2.881847,1.944834,-0.966524,-2.795236,1.476628,-0.966524,-2.795236,1.476628,-0.49711,-2.792416,1.442789,-0.49711,-2.795236,1.476628,-0.526115,-2.792416,1.442789,-0.526115,-2.792416,1.442789,-0.966524,-2.795236,1.476628,-0.995529,-2.795236,1.476628,-0.966524,-2.792416,1.442789,-0.995529,-2.828269,1.474211,-0.49711,-3.266967,1.47542,-0.526115,-3.266967,1.47542,-0.49711,-2.828269,1.474211,-0.526115,-2.825449,1.442386,-0.49711,-3.266967,1.442386,-0.49711,-2.825449,1.442386,-0.526115,-3.266967,1.442386,-0.526115,-2.828269,1.474211,-0.995529,-3.266967,1.442386,-0.995529,-3.266967,1.47542,-0.995529,-3.266967,1.47542,-0.966524,-2.828269,1.474211,-0.966524,-3.266967,1.47542,-0.995529,-2.828269,1.474211,-0.995529,-2.825449,1.442386,-0.966524,-3.266967,1.442386,-0.966524,-2.825449,1.442386,-0.995529,-3.266967,1.442386,-0.995529,-2.825449,1.442386,-0.526115,-2.825449,1.442386,-0.966524,-2.792416,1.442789,-0.526115,-2.792416,1.442789,-0.966524,-2.828269,1.474211,-0.966524,-2.825449,1.442386,-0.526115,-2.828269,1.474211,-0.526115,-2.825449,1.442386,-0.526115,-2.828269,1.474211,-0.966524,-2.825449,1.442386,-0.966524,-2.795236,1.476628,-0.526115,-2.828269,1.474211,-0.966524,-2.828269,1.474211,-0.526115,-2.795236,1.476628,-0.966524,-2.792416,1.442789,-0.526115,-2.795236,1.476628,-0.966524,-2.795236,1.476628,-0.526115,-2.795236,1.476628,-0.966524,-2.792416,1.442789,-0.526115,-2.792416,1.442789,-0.966524,-2.821824,2.101943,-0.966524,-2.807321,2.049573,-0.966524,-2.821824,2.101943,-0.995529,-2.807321,2.049573,-0.995529,-2.807321,2.049573,-0.526115,-2.821824,2.101943,-0.526115,-2.807321,2.049573,-0.49711,-2.821824,2.101943,-0.49711,-2.807321,2.049573,-0.966524,-2.807321,1.997204,-0.966524,-2.807321,2.049573,-0.995529,-2.807321,1.997204,-0.995529,-2.807321,1.997204,-0.526115,-2.807321,2.049573,-0.526115,-2.807321,1.997204,-0.49711,-2.807321,2.049573,-0.49711,-3.289123,1.877559,-0.971358,-3.289123,1.877559,-0.528129,-2.900781,1.877559,-0.528129,-2.900781,1.877559,-0.971358,-3.289123,1.877559,-0.971358,-3.289123,1.467363,-0.971358,-3.289123,1.877559,-0.528129,-3.289123,1.467363,-0.528129,-2.900781,1.467363,-0.971358,-2.900781,1.467363,-0.528129,-3.289123,1.467363,-0.528129,-3.289123,1.467363,-0.971358,-2.900781,1.877559,-0.971358,-2.900781,1.877559,-0.528129,-2.900781,1.467363,-0.528129,-2.900781,1.467363,-0.971358,-3.289123,1.877559,-0.971358,-2.900781,1.877559,-0.971358,-3.289123,1.467363,-0.971358,-2.900781,1.467363,-0.971358,-3.289123,1.877559,-0.528129,-2.900781,1.467363,-0.528129,-2.900781,1.877559,-0.528129,-3.289123,1.467363,-0.528129,-2.824241,1.386794,0.986264,-2.824241,1.386794,1.066832,-2.781137,1.386794,1.066832,-2.842772,1.386794,0.986264,-2.842772,1.386794,1.066832,-2.781137,1.386794,0.986264,-2.824241,1.386794,0.905695,-2.781137,1.386794,0.905695,-2.824241,1.386794,0.825126,-2.842772,1.386794,0.825126,-2.842772,1.386794,0.905695,-2.781137,1.386794,0.825126,-2.824241,1.386794,0.744456,-2.781137,1.386794,0.744456,-2.824241,1.386794,0.663887,-2.781137,1.386794,0.663887,-2.842772,1.386794,0.663887,-2.842772,1.386794,0.744456,-2.842772,1.275206,0.986264,-2.842772,1.386794,1.066832,-2.842772,1.386794,0.986264,-2.842772,1.275206,1.066832,-2.746492,1.275206,0.986264,-2.746492,1.275206,1.066832,-2.818198,1.275206,1.066832,-2.818198,1.275206,0.986264,-2.842772,1.275206,1.066832,-2.842772,1.275206,0.986264,-2.818198,1.275206,0.905695,-2.746492,1.275206,0.905695,-2.818198,1.275206,0.825126,-2.746492,1.275206,0.825126,-2.842772,1.275206,0.905695,-2.859288,1.275206,0.986264,-2.859288,1.275206,0.905695,-2.842772,1.275206,0.825126,-2.818198,1.275206,0.744456,-2.746492,1.275206,0.744456,-2.818198,1.275206,0.663887,-2.746492,1.275206,0.663887,-2.842772,1.275206,0.744456,-2.842772,1.275206,0.663887,-2.859288,1.275206,0.825126,-2.859288,1.275206,0.744456,-2.818198,1.275206,0.663887,-2.824241,1.386794,0.663887,-2.781137,1.386794,0.663887,-2.746492,1.275206,0.663887,-2.842772,1.275206,0.663887,-2.842772,1.386794,0.663887,-2.824241,1.386794,0.663887,-2.818198,1.275206,0.663887,-2.818198,1.275206,1.066832,-2.781137,1.386794,1.066832,-2.824241,1.386794,1.066832,-2.746492,1.275206,1.066832,-2.842772,1.275206,1.066832,-2.842772,1.386794,1.066832,-2.842772,1.386794,0.663887,-2.842772,1.275206,0.744456,-2.842772,1.386794,0.744456,-2.842772,1.275206,0.663887,-2.859288,1.40331,0.744456,-2.859288,1.275206,0.825126,-2.859288,1.40331,0.825126,-2.859288,1.275206,0.744456,-2.842772,1.386794,0.825126,-2.842772,1.275206,0.905695,-2.842772,1.386794,0.905695,-2.842772,1.275206,0.825126,-2.859288,1.40331,0.905695,-2.859288,1.275206,0.986264,-2.859288,1.40331,0.986264,-2.859288,1.275206,0.905695,-2.859288,1.40331,0.744456,-2.859288,1.40331,0.825126,-2.824241,1.40331,0.825126,-2.824241,1.40331,0.744456,-2.859288,1.40331,0.905695,-2.859288,1.40331,0.986264,-2.824241,1.40331,0.986264,-2.824241,1.40331,0.905695,-2.842772,1.386794,0.825126,-2.859288,1.275206,0.825126,-2.842772,1.275206,0.825126,-2.859288,1.40331,0.825126,-2.824241,1.40331,0.825126,-2.824241,1.386794,0.825126,-2.859288,1.275206,0.744456,-2.859288,1.40331,0.744456,-2.842772,1.386794,0.744456,-2.842772,1.275206,0.744456,-2.824241,1.40331,0.744456,-2.824241,1.386794,0.744456,-2.824241,1.40331,0.744456,-2.824241,1.40331,0.825126,-2.824241,1.386794,0.825126,-2.824241,1.386794,0.744456,-2.842772,1.386794,0.986264,-2.859288,1.275206,0.986264,-2.842772,1.275206,0.986264,-2.859288,1.40331,0.986264,-2.824241,1.40331,0.986264,-2.824241,1.386794,0.986264,-2.859288,1.275206,0.905695,-2.859288,1.40331,0.905695,-2.842772,1.386794,0.905695,-2.842772,1.275206,0.905695,-2.824241,1.40331,0.905695,-2.824241,1.386794,0.905695,-2.824241,1.40331,0.905695,-2.824241,1.40331,0.986264,-2.824241,1.386794,0.986264,-2.824241,1.386794,0.905695,-2.842369,1.286083,-0.650191,-2.842369,1.286083,-0.54384,-2.763411,1.302197,-0.54384,-2.763411,1.302197,-0.650191,-2.740449,0.783736,-0.790783,-2.842369,1.286083,-0.54384,-2.842369,1.286083,-0.650191,-2.842369,1.286083,-0.54384,-2.740449,0.783736,-0.790783,-2.740449,0.783736,-0.403247,-2.740449,0.783736,-0.790783,-2.692511,0.545957,-0.790783,-2.740449,0.783736,-0.403247,-2.692511,0.545957,-0.403247,-2.613956,0.562071,-0.790783,-2.613956,0.562071,-0.403247,-2.692511,0.545957,-0.403247,-2.692511,0.545957,-0.790783,-2.740449,0.783736,-0.790783,-2.613956,0.562071,-0.790783,-2.692511,0.545957,-0.790783,-2.661894,0.799447,-0.790783,-2.842369,1.286083,-0.650191,-2.661894,0.799447,-0.790783,-2.740449,0.783736,-0.790783,-2.661894,0.799447,-0.790783,-2.842369,1.286083,-0.650191,-2.763411,1.302197,-0.650191,-2.613956,0.562071,-0.403247,-2.740449,0.783736,-0.403247,-2.692511,0.545957,-0.403247,-2.661894,0.799447,-0.403247,-2.661894,0.799447,-0.403247,-2.842369,1.286083,-0.54384,-2.740449,0.783736,-0.403247,-2.842369,1.286083,-0.54384,-2.661894,0.799447,-0.403247,-2.763411,1.302197,-0.54384,-2.842369,1.286083,0.532157,-2.842369,1.286083,0.638508,-2.763411,1.302197,0.638508,-2.763411,1.302197,0.532157,-2.842369,1.286083,0.532157,-2.740449,0.783736,0.391565,-2.842369,1.286083,0.638508,-2.740449,0.783736,0.779101,-2.740449,0.783736,0.391565,-2.692511,0.545957,0.391565,-2.740449,0.783736,0.779101,-2.692511,0.545957,0.779101,-2.613956,0.562071,0.391565,-2.613956,0.562071,0.779101,-2.692511,0.545957,0.779101,-2.692511,0.545957,0.391565,-2.740449,0.783736,0.391565,-2.613956,0.562071,0.391565,-2.692511,0.545957,0.391565,-2.661894,0.799447,0.391565,-2.842369,1.286083,0.532157,-2.661894,0.799447,0.391565,-2.740449,0.783736,0.391565,-2.661894,0.799447,0.391565,-2.842369,1.286083,0.532157,-2.763411,1.302197,0.532157,-2.613956,0.562071,0.779101,-2.740449,0.783736,0.779101,-2.692511,0.545957,0.779101,-2.661894,0.799447,0.779101,-2.661894,0.799447,0.779101,-2.842369,1.286083,0.638508,-2.740449,0.783736,0.779101,-2.842369,1.286083,0.638508,-2.661894,0.799447,0.779101,-2.763411,1.302197,0.638508,-1.741295,2.037891,0.99714,-0.323484,2.037891,0.743248,-1.741295,2.037891,0.743248,-0.323484,2.037891,0.99714,-1.741295,2.037891,0.99714,-1.741295,2.037891,0.743248,-1.741295,1.880782,0.99714,-1.741295,1.880782,0.743248,-0.323484,2.037891,0.99714,-0.323484,1.880782,0.743248,-0.323484,2.037891,0.743248,-0.323484,1.880782,0.99714,-0.323484,2.037891,0.99714,-1.741295,2.037891,0.99714,-1.741295,1.880782,0.99714,-0.323484,1.880782,0.99714,-2.476586,2.410925,0.761376,-2.476586,2.355332,0.761376,-2.498743,2.410925,0.783935,-2.498743,2.355332,0.783935,-2.498743,2.410925,0.783935,-2.498743,2.355332,0.783935,-2.507202,2.410925,0.814551,-2.507202,2.355332,0.814551,-2.507202,2.410925,0.814551,-2.507202,2.355332,0.814551,-2.498743,2.410925,0.845268,-2.498743,2.355332,0.845268,-2.498743,2.410925,0.845268,-2.498743,2.355332,0.845268,-2.476586,2.410925,0.867827,-2.476586,2.355332,0.867827,-2.476586,2.410925,0.867827,-2.476586,2.355332,0.867827,-2.445467,2.410925,0.875884,-2.445467,2.355332,0.875884,-2.445467,2.410925,0.875884,-2.445467,2.355332,0.875884,-2.41485,2.410925,0.867827,-2.41485,2.355332,0.867827,-2.41485,2.410925,0.867827,-2.41485,2.355332,0.867827,-2.392694,2.410925,0.845268,-2.392694,2.355332,0.845268,-2.392694,2.410925,0.845268,-2.392694,2.355332,0.845268,-2.384234,2.410925,0.814551,-2.384234,2.355332,0.814551,-2.384234,2.410925,0.814551,-2.384234,2.355332,0.814551,-2.392694,2.410925,0.783935,-2.392694,2.355332,0.783935,-2.392694,2.410925,0.783935,-2.392694,2.355332,0.783935,-2.41485,2.410925,0.761376,-2.41485,2.355332,0.761376,-2.41485,2.410925,0.761376,-2.41485,2.355332,0.761376,-2.445467,2.410925,0.753319,-2.445467,2.355332,0.753319,-2.445467,2.410925,0.753319,-2.445467,2.355332,0.753319,-2.476586,2.410925,0.761376,-2.476586,2.355332,0.761376,-2.460775,2.410925,0.787963,-2.498743,2.410925,0.783935,-2.472054,2.410925,0.799243,-2.476586,2.410925,0.814551,-2.476586,2.410925,0.761376,-2.507202,2.410925,0.814551,-2.498743,2.410925,0.845268,-2.472054,2.410925,0.82996,-2.460775,2.410925,0.84124,-2.476586,2.410925,0.867827,-2.445467,2.410925,0.845268,-2.445467,2.410925,0.875884,-2.41485,2.410925,0.867827,-2.430158,2.410925,0.84124,-2.392694,2.410925,0.845268,-2.419281,2.410925,0.82996,-2.41485,2.410925,0.814551,-2.384234,2.410925,0.814551,-2.392694,2.410925,0.783935,-2.419281,2.410925,0.799243,-2.430158,2.410925,0.787963,-2.41485,2.410925,0.761376,-2.445467,2.410925,0.783935,-2.445467,2.410925,0.753319,-2.451912,2.456849,0.803674,-2.472054,2.410925,0.799243,-2.456746,2.456849,0.808106,-2.472054,2.410925,0.799243,-2.451912,2.456849,0.803674,-2.460775,2.410925,0.787963,-2.456746,2.456849,0.808106,-2.476586,2.410925,0.814551,-2.458358,2.456849,0.814551,-2.476586,2.410925,0.814551,-2.456746,2.456849,0.808106,-2.472054,2.410925,0.799243,-2.458358,2.456849,0.814551,-2.476586,2.410925,0.814551,-2.456746,2.456849,0.820594,-2.476586,2.410925,0.814551,-2.472054,2.410925,0.82996,-2.456746,2.456849,0.820594,-2.460775,2.410925,0.84124,-2.451912,2.456849,0.825529,-2.472054,2.410925,0.82996,-2.456746,2.456849,0.820594,-2.472054,2.410925,0.82996,-2.451912,2.456849,0.825529,-2.451912,2.456849,0.825529,-2.445467,2.410925,0.845268,-2.445467,2.456849,0.82714,-2.445467,2.410925,0.845268,-2.451912,2.456849,0.825529,-2.460775,2.410925,0.84124,-2.445467,2.456849,0.82714,-2.445467,2.410925,0.845268,-2.439424,2.456849,0.825529,-2.445467,2.410925,0.845268,-2.430158,2.410925,0.84124,-2.439424,2.456849,0.825529,-2.439424,2.456849,0.825529,-2.419281,2.410925,0.82996,-2.43459,2.456849,0.820594,-2.419281,2.410925,0.82996,-2.439424,2.456849,0.825529,-2.430158,2.410925,0.84124,-2.43459,2.456849,0.820594,-2.41485,2.410925,0.814551,-2.432978,2.456849,0.814551,-2.41485,2.410925,0.814551,-2.43459,2.456849,0.820594,-2.419281,2.410925,0.82996,-2.432978,2.456849,0.814551,-2.41485,2.410925,0.814551,-2.43459,2.456849,0.808106,-2.41485,2.410925,0.814551,-2.419281,2.410925,0.799243,-2.43459,2.456849,0.808106,-2.430158,2.410925,0.787963,-2.439424,2.456849,0.803674,-2.419281,2.410925,0.799243,-2.43459,2.456849,0.808106,-2.419281,2.410925,0.799243,-2.439424,2.456849,0.803674,-2.439424,2.456849,0.803674,-2.445467,2.410925,0.783935,-2.445467,2.456849,0.802063,-2.445467,2.410925,0.783935,-2.439424,2.456849,0.803674,-2.430158,2.410925,0.787963,-2.445467,2.456849,0.802063,-2.445467,2.410925,0.783935,-2.451912,2.456849,0.803674,-2.445467,2.410925,0.783935,-2.460775,2.410925,0.787963,-2.451912,2.456849,0.803674,-2.448287,2.456849,0.81012,-2.456746,2.456849,0.808106,-2.449898,2.456849,0.811731,-2.451912,2.456849,0.803674,-2.458358,2.456849,0.814551,-2.450703,2.456849,0.814551,-2.449898,2.456849,0.816968,-2.456746,2.456849,0.820594,-2.448287,2.456849,0.818983,-2.451912,2.456849,0.825529,-2.445467,2.456849,0.819788,-2.445467,2.456849,0.82714,-2.439424,2.456849,0.825529,-2.443049,2.456849,0.818983,-2.43459,2.456849,0.820594,-2.441035,2.456849,0.816968,-2.432978,2.456849,0.814551,-2.440632,2.456849,0.814551,-2.441035,2.456849,0.811731,-2.43459,2.456849,0.808106,-2.443049,2.456849,0.81012,-2.439424,2.456849,0.803674,-2.445467,2.456849,0.809314,-2.445467,2.456849,0.802063,2.80007,1.745829,-0.049953,3.245213,1.385586,-0.723106,2.798056,1.746635,-0.724314,3.245213,1.385586,-0.723106,2.80007,1.745829,-0.049953,3.24763,1.385586,-0.049953,3.3,1.116889,-0.694906,3.3,1.116889,-0.012085,3.007132,0.94568,-0.012085,3.3,1.116889,0.671139,3.3,1.116889,-0.694906,3.007132,0.94568,-0.012085,3.007132,0.94568,-0.695712,3.3,1.116889,-0.891595,3.3,1.152742,-0.012085,3.3,1.116889,-0.694906,3.3,1.152742,-0.694906,3.3,1.116889,-0.012085,3.3,1.152742,0.671139,3.3,1.116889,0.671139,2.872985,1.016983,-1.020103,3.3,1.152742,-0.891595,3.007132,0.94568,-0.976193,3.007132,0.94568,-0.976193,3.3,1.152742,-0.891595,3.3,1.116889,-0.891595,3.287512,1.334425,-0.881927,2.551112,1.187789,-1.125245,2.727558,1.570189,-1.080932,2.551112,1.187789,-1.125245,3.287512,1.334425,-0.881927,3.3,1.26715,-0.891595,3.287512,1.334425,-0.012085,3.3,1.26715,-0.694906,3.287512,1.334425,-0.695309,3.3,1.26715,-0.694906,3.287512,1.334425,-0.012085,3.3,1.26715,-0.012085,3.3,1.26715,0.671139,2.529762,0.591882,-0.487442,1.225553,0.690679,-0.545048,2.529762,0.76722,-0.592181,1.225553,0.690679,-0.545048,2.529762,0.591882,-0.487442,1.225956,0.483517,-0.420972,2.10184,1.8691,-1.052733,1.224748,1.187789,-1.125245,1.224345,1.8691,-1.038633,1.224748,1.187789,-1.125245,2.10184,1.8691,-1.052733,2.234376,1.187789,-1.125245,1.226359,1.985522,-0.674764,1.211453,1.985924,-0.024976,2.072433,1.985522,-0.034645,1.226359,1.985522,-0.674764,2.072433,1.985522,-0.034645,2.072433,1.985522,-0.673556,3.007132,0.94568,-0.976193,2.529762,0.76722,-0.874676,2.872985,1.016983,-1.020103,2.529762,0.76722,-0.874676,3.007132,0.94568,-0.976193,2.529762,0.591882,-0.769835,2.727558,1.570189,-1.080932,2.234376,1.187789,-1.125245,2.10184,1.8691,-1.052733,2.234376,1.187789,-1.125245,2.727558,1.570189,-1.080932,2.551112,1.187789,-1.125245,2.144139,1.974242,-0.662276,2.144139,1.974242,-0.046327,2.707416,1.703128,-0.046327,2.144139,1.974242,-0.662276,2.707416,1.703128,-0.046327,2.707416,1.703934,-0.662276,0.522086,1.985924,-0.012085,1.226359,1.985522,-0.674764,0.522086,1.985522,-0.800855,1.226359,1.985522,-0.674764,0.522086,1.985924,-0.012085,1.211453,1.985924,-0.024976,1.0906,1.774431,-1.033799,0.519266,1.279638,-1.09624,0.501138,1.773625,-1.033799,0.519266,1.279638,-1.09624,1.0906,1.774431,-1.033799,1.091003,1.280443,-1.09624,1.225956,0.483517,-0.420972,0.330332,0.483517,-0.420972,1.225553,0.690679,-0.545048,0.330332,0.690679,-0.545048,1.225553,0.690679,-0.545048,0.330332,0.483517,-0.420972,-0.234455,2.070925,-0.82996,-0.234455,2.070925,-0.012085,0.350877,2.070925,-0.012085,0.350877,2.070925,-0.82996,0.501138,1.773625,-1.033799,-0.086209,1.278832,-1.096643,-0.093057,1.77282,-1.033799,-0.086209,1.278832,-1.096643,0.501138,1.773625,-1.033799,0.519266,1.279638,-1.09624,0.330332,0.483517,-1.125245,-0.030616,0.690679,-1.125245,0.330332,0.690679,-1.125245,-0.030616,0.690679,-1.125245,0.330332,0.483517,-1.125245,-0.031422,0.483516,-1.125245,-2.175561,2.070924,-0.012085,-0.234455,2.070925,-0.012085,-2.175561,2.070924,-0.82996,-0.234455,2.070925,-0.82996,2.234376,1.187789,-1.125245,1.224748,1.188192,-0.843657,1.224748,1.187789,-1.125245,0.527323,1.187789,-1.125245,1.224748,1.188192,-0.843657,2.234376,1.187789,-1.125245,2.234376,1.188192,-0.843657,0.527323,1.187789,-1.125245,1.224748,1.188192,-0.843657,0.527323,1.188192,-0.843657,3.007132,0.94568,-0.695712,3.007132,0.94568,-0.976193,3.3,1.116889,-0.891595,3.3,1.116889,-0.694906,3.3,1.116889,-0.891595,3.3,1.152742,-0.694906,3.3,1.152742,-0.891595,3.287512,1.334425,-0.881927,3.287512,1.334425,-0.695309,3.3,1.26715,-0.694906,3.287512,1.334425,-0.881927,3.3,1.26715,-0.694906,3.3,1.26715,-0.891595,3.259716,1.369069,-0.879913,2.765426,1.577038,-1.055553,2.798056,1.746635,-0.724314,2.798056,1.746635,-0.724314,3.245213,1.385586,-0.723106,3.259716,1.369069,-0.879913,2.144139,1.881185,-1.041453,2.707416,1.698697,-0.721091,2.707416,1.612085,-1.066832,2.707416,1.698697,-0.721091,2.144139,1.881185,-1.041453,2.144139,1.968602,-0.720688,1.268657,1.898507,-1.028965,2.05793,1.985925,-0.720688,2.05793,1.898507,-1.041453,2.05793,1.985925,-0.720688,1.268657,1.898507,-1.028965,1.268657,1.985924,-0.720688,1.191311,1.898104,-1.032994,0.5382,1.898104,-1.032994,0.5382,1.985522,-0.845268,0.5382,1.985522,-0.845268,1.191311,1.985522,-0.724717,1.191311,1.898104,-1.032994,-0.234455,1.869099,-1.038633,0.350877,2.070925,-0.82996,0.498721,1.869099,-1.038633,0.350877,2.070925,-0.82996,-0.234455,1.869099,-1.038633,-0.234455,2.070925,-0.82996,-0.234455,1.869099,-1.038633,-2.175561,1.869099,-1.038633,-2.175561,2.070924,-0.82996,-0.234455,2.070925,-0.82996,0.528532,0.983144,-1.125245,-0.209479,0.983144,-1.125245,0.527323,1.187789,-1.125245,-0.223981,1.187789,-1.125245,0.527323,1.187789,-1.125245,-0.209479,0.983144,-1.125245,1.22515,0.983144,-0.720688,0.528532,0.983144,-0.720688,1.224748,1.188192,-0.843657,2.234376,1.188192,-0.843657,0.527323,1.188192,-0.843657,2.398737,1.014566,-0.740025,1.22515,0.983144,-0.720688,2.234376,1.188192,-0.843657,2.234376,1.187789,-1.125245,2.551112,1.187789,-1.125245,2.398737,1.014566,-1.02252,2.551112,1.187789,-1.125245,2.683648,1.117694,-1.082543,2.398737,1.014566,-1.02252,3.3,1.208737,-0.891595,2.683648,1.117694,-1.082543,3.3,1.26715,-0.891595,2.551112,1.187789,-1.125245,3.3,1.26715,-0.891595,2.683648,1.117694,-1.082543,3.3,1.208737,-0.694906,3.3,1.208737,-0.891595,3.3,1.26715,-0.694906,3.3,1.26715,-0.891595,3.3,1.208737,-0.012085,3.3,1.26715,-0.012085,3.3,1.208737,0.671139,3.3,1.26715,0.671139,3.3,1.208737,0.867827,3.3,1.26715,0.867827,0.330332,0.690679,-1.125245,-0.209479,0.983144,-1.125245,0.528532,0.983144,-1.125245,-0.209479,0.983144,-1.125245,0.330332,0.690679,-1.125245,-0.030616,0.690679,-1.125245,1.225553,0.690679,-0.545048,0.528532,0.983144,-0.720688,1.22515,0.983144,-0.720688,0.528532,0.983144,-0.720688,1.225553,0.690679,-0.545048,0.330332,0.690679,-0.545048,2.529762,0.76722,-0.592181,1.225553,0.690679,-0.545048,2.398737,1.014566,-0.740025,1.22515,0.983144,-0.720688,2.398737,1.014566,-0.740025,1.225553,0.690679,-0.545048,2.529762,0.76722,-0.874676,2.683648,1.117694,-1.082543,2.872985,1.016983,-1.020103,2.529762,0.76722,-0.874676,2.398737,1.014566,-1.02252,2.683648,1.117694,-1.082543,3.3,1.152742,-0.891595,2.872985,1.016983,-1.020103,3.3,1.208737,-0.891595,2.683648,1.117694,-1.082543,3.3,1.208737,-0.891595,2.872985,1.016983,-1.020103,3.3,1.152742,-0.694906,3.3,1.152742,-0.891595,3.3,1.208737,-0.694906,3.3,1.208737,-0.891595,3.3,1.208737,-0.694906,3.3,1.208737,-0.012085,3.3,1.152742,-0.012085,3.3,1.152742,-0.694906,3.3,1.152742,0.671139,3.3,1.208737,0.671139,0.330332,0.483517,-0.420972,0.330332,0.483517,-1.125245,0.330332,0.690679,-0.545048,0.330332,0.690679,-1.125245,0.330332,0.690679,-0.545048,0.330332,0.483517,-1.125245,-0.031422,0.483516,-0.420972,-0.031422,0.483516,-1.125245,0.330332,0.483517,-0.420972,0.330332,0.483517,-1.125245,0.330332,0.483517,-0.012085,1.225956,0.483517,-0.420972,1.225956,0.483517,-0.012085,0.330332,0.483517,0.396802,1.225956,0.483517,0.396802,-0.031422,0.483516,0.396802,-0.031422,0.483516,1.101074,0.330332,0.483517,1.101074,-0.031422,0.483516,-0.012085,-2.194494,0.483516,-0.012085,-2.194494,0.483516,0.398413,-2.194494,0.483516,-0.422584,-0.031422,0.483516,-1.125245,-0.030616,0.690679,-0.545048,-0.030616,0.690679,-1.125245,-0.030616,0.690679,-0.545048,-0.031422,0.483516,-1.125245,-0.031422,0.483516,-0.420972,0.527323,1.187789,-1.125245,0.527323,1.188192,-0.843657,0.528532,0.983144,-1.125245,0.527323,1.188192,-0.843657,0.528532,0.983144,-0.720688,0.528532,0.983144,-1.125245,0.528532,0.983144,-1.125245,0.528532,0.983144,-0.720688,0.330332,0.690679,-1.125245,0.330332,0.690679,-0.545048,2.529762,0.591882,-0.769835,3.007132,0.94568,-0.976193,3.007132,0.94568,-0.695712,2.529762,0.591882,-0.487442,3.007132,0.94568,-0.012085,2.529762,0.591882,-0.012085,2.529762,0.591882,0.463271,3.007132,0.94568,0.671944,2.529762,0.591882,0.745665,3.007132,0.94568,0.952022,2.529762,0.591882,-0.769835,2.529762,0.76722,-0.592181,2.529762,0.76722,-0.874676,2.529762,0.591882,-0.487442,2.398737,1.014566,-1.02252,2.234376,1.188192,-0.843657,2.234376,1.187789,-1.125245,2.234376,1.188192,-0.843657,2.398737,1.014566,-1.02252,2.398737,1.014566,-0.740025,2.529762,0.76722,-0.874676,2.398737,1.014566,-0.740025,2.398737,1.014566,-1.02252,2.529762,0.76722,-0.592181,2.529762,0.591882,-0.012085,1.225956,0.483517,-0.420972,2.529762,0.591882,-0.487442,2.529762,0.591882,0.463271,1.225956,0.483517,0.396802,1.225956,0.483517,-0.420972,2.529762,0.591882,-0.012085,1.225956,0.483517,-0.012085,1.225956,0.483517,0.396802,-0.223981,1.187789,-1.125245,-2.038996,1.187789,-1.125245,-0.234455,1.869099,-1.038633,-2.175561,1.869099,-1.038633,-0.234455,1.869099,-1.038633,-2.038996,1.187789,-1.125245,-2.194494,0.690679,-0.545048,-0.030616,0.690679,-0.545048,-0.031422,0.483516,-0.420972,-2.194494,0.690679,-0.545048,-0.031422,0.483516,-0.420972,-2.194494,0.483516,-0.422584,-0.223981,1.188192,-0.843657,-2.038996,1.188192,-0.843657,-0.223981,1.187789,-1.125245,-0.223981,1.187789,-1.125245,-2.038996,1.188192,-0.843657,-2.038996,1.187789,-1.125245,-2.038996,1.188192,-0.843657,-0.223981,1.188192,-0.843657,-0.209479,0.983144,-0.720688,-2.121176,0.983144,-0.720688,-0.030616,0.690679,-0.545048,-2.194494,0.690679,-0.545048,-0.209479,0.983144,-0.720688,-0.209479,0.983144,-0.720688,-2.194494,0.690679,-0.545048,-2.121176,0.983144,-0.720688,-0.223981,1.188192,-0.843657,-0.223981,1.187789,-1.125245,-0.209479,0.983144,-1.125245,-0.209479,0.983144,-1.125245,-0.209479,0.983144,-0.720688,-0.223981,1.188192,-0.843657,-0.209479,0.983144,-0.720688,-0.209479,0.983144,-1.125245,-0.030616,0.690679,-1.125245,-0.030616,0.690679,-1.125245,-0.030616,0.690679,-0.545048,-0.209479,0.983144,-0.720688,-2.874194,1.869099,-1.038633,-2.175561,1.869099,-1.038633,-2.748103,1.187789,-1.125245,-2.175561,1.869099,-1.038633,-2.038996,1.187789,-1.125245,-2.748103,1.187789,-1.125245,-2.194494,0.483516,-0.012085,-2.615567,0.496004,-0.422584,-2.194494,0.483516,-0.422584,-2.615567,0.496004,-0.012085,-2.194494,0.483516,0.398413,-2.615567,0.496004,0.398413,-2.748103,1.187789,-1.125245,-2.038996,1.187789,-1.125245,-2.121176,0.981935,-1.124842,-2.748103,1.187789,-1.125245,-2.121176,0.981935,-1.124842,-2.70943,0.985561,-1.124842,-2.194494,0.68947,-1.124842,-2.70943,0.985561,-1.124842,-2.121176,0.981935,-1.124842,-2.70943,0.985561,-1.124842,-2.194494,0.68947,-1.124842,-2.654643,0.698333,-1.124842,-2.194494,0.482308,-1.124842,-2.615567,0.494796,-1.124842,-2.194494,0.68947,-1.124842,-2.654643,0.698333,-1.124842,-2.194494,0.68947,-1.124842,-2.615567,0.494796,-1.124842,-2.615567,0.496004,-0.422584,-2.653435,0.699944,-0.012085,-2.654643,0.699541,-0.545048,-2.653435,0.699944,-0.012085,-2.615567,0.496004,-0.422584,-2.615567,0.496004,-0.012085,-2.615567,0.496004,0.398413,-2.121176,0.982741,-0.842045,-2.038996,1.188192,-0.843657,-2.121176,0.983144,-0.720688,-2.121176,0.983144,-0.720688,-2.194494,0.690276,-0.842045,-2.121176,0.982741,-0.842045,-2.194494,0.690276,-0.842045,-2.121176,0.983144,-0.720688,-2.194494,0.690679,-0.545048,-2.194494,0.690679,-0.545048,-2.194494,0.483113,-0.841642,-2.194494,0.690276,-0.842045,-2.194494,0.483113,-0.841642,-2.194494,0.690679,-0.545048,-2.194494,0.483516,-0.422584,-2.194494,0.483113,-0.841642,-2.615567,0.496004,-0.422584,-2.615567,0.495602,-0.841642,-2.615567,0.496004,-0.422584,-2.194494,0.483113,-0.841642,-2.194494,0.483516,-0.422584,-2.615567,0.495602,-0.841642,-2.654643,0.699541,-0.545048,-2.654643,0.698736,-0.842045,-2.654643,0.699541,-0.545048,-2.615567,0.495602,-0.841642,-2.615567,0.496004,-0.422584,-2.881848,2.070924,-0.012085,-2.175561,2.070924,-0.012085,-2.881445,2.070924,-0.82996,-2.881445,2.070924,-0.82996,-2.175561,2.070924,-0.012085,-2.175561,2.070924,-0.82996,-2.881445,2.070924,-0.82996,-2.175561,2.070924,-0.82996,-2.874194,1.869099,-1.038633,-2.874194,1.869099,-1.038633,-2.175561,2.070924,-0.82996,-2.175561,1.869099,-1.038633,-2.748103,1.187789,-0.843657,-2.881445,1.869099,-0.833586,-2.874194,1.869099,-1.038633,-2.874194,1.869099,-1.038633,-2.748103,1.187789,-1.125245,-2.748103,1.187789,-0.843657,-2.654643,0.699541,-0.545048,-2.707013,0.987575,-0.012085,-2.70943,0.986769,-0.720688,-2.707013,0.987575,-0.012085,-2.654643,0.699541,-0.545048,-2.653435,0.699944,-0.012085,-2.881847,1.869099,-0.012085,-2.881445,1.869099,-0.833586,-2.746895,1.193831,-0.012085,-2.881445,1.869099,-0.833586,-2.748103,1.187789,-0.843657,-2.746895,1.193831,-0.012085,-2.748103,1.187789,-0.843657,-2.70943,0.986367,-0.842045,-2.70943,0.986769,-0.720688,-2.654643,0.698736,-0.842045,-2.70943,0.986769,-0.720688,-2.70943,0.986367,-0.842045,-2.70943,0.986769,-0.720688,-2.654643,0.698736,-0.842045,-2.654643,0.699541,-0.545048,-2.70943,0.986769,-0.720688,-2.746895,1.193831,-0.012085,-2.748103,1.187789,-0.843657,-2.746895,1.193831,-0.012085,-2.70943,0.986769,-0.720688,-2.707013,0.987575,-0.012085,-2.952748,1.187789,-0.843657,-2.951942,0.985561,-1.124842,-2.951942,0.986367,-0.842045,-2.951942,0.985561,-1.124842,-2.952748,1.187789,-0.843657,-2.952748,1.187789,-1.125245,-2.951942,0.985561,-1.124842,-2.838743,0.693902,-0.842045,-2.951942,0.986367,-0.842045,-2.838743,0.693902,-0.842045,-2.951942,0.985561,-1.124842,-2.838743,0.693499,-1.124842,-2.838743,0.693499,-1.124842,-2.765023,0.500436,-0.841642,-2.838743,0.693902,-0.842045,-2.765023,0.500436,-0.841642,-2.838743,0.693499,-1.124842,-2.765023,0.49963,-1.124842,-2.194494,0.482308,-1.124842,-2.615567,0.495602,-0.841642,-2.615567,0.494796,-1.124842,-2.615567,0.495602,-0.841642,-2.194494,0.482308,-1.124842,-2.194494,0.483113,-0.841642,-2.194494,0.68947,-1.124842,-2.194494,0.483113,-0.841642,-2.194494,0.482308,-1.124842,-2.194494,0.483113,-0.841642,-2.194494,0.68947,-1.124842,-2.194494,0.690276,-0.842045,-2.121176,0.981935,-1.124842,-2.194494,0.690276,-0.842045,-2.194494,0.68947,-1.124842,-2.194494,0.690276,-0.842045,-2.121176,0.981935,-1.124842,-2.121176,0.982741,-0.842045,-2.038996,1.187789,-1.125245,-2.038996,1.188192,-0.843657,-2.121176,0.981935,-1.124842,-2.038996,1.188192,-0.843657,-2.121176,0.982741,-0.842045,-2.121176,0.981935,-1.124842,-2.951942,0.986367,-0.842045,-2.748103,1.187789,-0.843657,-2.952748,1.187789,-0.843657,-2.748103,1.187789,-0.843657,-2.951942,0.986367,-0.842045,-2.70943,0.986367,-0.842045,-2.952748,1.187789,-0.843657,-2.748103,1.187789,-1.125245,-2.952748,1.187789,-1.125245,-2.748103,1.187789,-1.125245,-2.952748,1.187789,-0.843657,-2.748103,1.187789,-0.843657,-2.952748,1.187789,-1.125245,-2.748103,1.187789,-1.125245,-2.951942,0.985561,-1.124842,-2.748103,1.187789,-1.125245,-2.70943,0.985561,-1.124842,-2.951942,0.985561,-1.124842,-2.838743,0.693902,-0.842045,-2.70943,0.986367,-0.842045,-2.951942,0.986367,-0.842045,-2.70943,0.986367,-0.842045,-2.838743,0.693902,-0.842045,-2.654643,0.698736,-0.842045,-2.838743,0.693499,-1.124842,-2.951942,0.985561,-1.124842,-2.70943,0.985561,-1.124842,-2.70943,0.985561,-1.124842,-2.654643,0.698333,-1.124842,-2.838743,0.693499,-1.124842,-2.765023,0.500436,-0.841642,-2.654643,0.698736,-0.842045,-2.838743,0.693902,-0.842045,-2.654643,0.698736,-0.842045,-2.765023,0.500436,-0.841642,-2.615567,0.495602,-0.841642,-2.838743,0.693499,-1.124842,-2.654643,0.698333,-1.124842,-2.765023,0.49963,-1.124842,-2.654643,0.698333,-1.124842,-2.615567,0.494796,-1.124842,-2.765023,0.49963,-1.124842,-2.615567,0.495602,-0.841642,-2.765023,0.49963,-1.124842,-2.615567,0.494796,-1.124842,-2.765023,0.49963,-1.124842,-2.615567,0.495602,-0.841642,-2.765023,0.500436,-0.841642,0.350877,2.070925,-0.82996,0.350877,2.070925,-0.012085,0.498721,1.966185,-0.012085,0.350877,2.070925,-0.82996,0.498721,1.966185,-0.012085,0.498721,1.966185,-0.82996,0.498721,1.966185,-0.82996,0.498721,1.869099,-1.038633,0.350877,2.070925,-0.82996,-2.881445,2.070924,-0.82996,-2.881847,1.869099,-0.012085,-2.881848,2.070924,-0.012085,-2.881847,1.869099,-0.012085,-2.881445,2.070924,-0.82996,-2.881445,1.869099,-0.833586,-2.874194,1.869099,-1.038633,-2.881445,1.869099,-0.833586,-2.881445,2.070924,-0.82996,2.80007,1.745829,-0.049953,3.245213,1.385586,0.6232,3.24763,1.385586,-0.049953,3.245213,1.385586,0.6232,2.80007,1.745829,-0.049953,2.798056,1.746635,0.624409,3.007132,0.94568,-0.012085,3.3,1.116889,0.671139,3.007132,0.94568,0.671944,3.007132,0.94568,0.952022,3.3,1.152742,0.867827,2.872985,1.016983,0.996335,3.3,1.152742,0.867827,3.007132,0.94568,0.952022,3.3,1.116889,0.867827,3.287512,1.334425,0.858159,2.551112,1.187789,1.101074,3.3,1.26715,0.867827,2.551112,1.187789,1.101074,3.287512,1.334425,0.858159,2.727558,1.570189,1.056761,3.3,1.26715,0.671139,3.287512,1.334425,-0.012085,3.287512,1.334425,0.671139,1.225553,0.690679,0.521281,2.529762,0.591882,0.463271,2.529762,0.76722,0.568011,2.529762,0.591882,0.463271,1.225553,0.690679,0.521281,1.225956,0.483517,0.396802,1.224748,1.187789,1.101074,2.10184,1.8691,1.028965,1.224345,1.8691,1.014866,2.10184,1.8691,1.028965,1.224748,1.187789,1.101074,2.234376,1.187789,1.101074,1.275506,1.980285,0.632466,2.050679,1.980285,0.027796,1.275506,1.980285,0.027796,2.050679,1.980285,0.027796,1.275506,1.980285,0.632466,2.050679,1.980285,0.632466,3.007132,0.94568,0.952022,2.529762,0.76722,0.850505,2.529762,0.591882,0.745665,2.529762,0.76722,0.850505,3.007132,0.94568,0.952022,2.872985,1.016983,0.996335,2.727558,1.570189,1.056761,2.234376,1.187789,1.101074,2.551112,1.187789,1.101074,2.234376,1.187789,1.101074,2.727558,1.570189,1.056761,2.10184,1.8691,1.028965,2.144139,1.974242,0.638105,2.707416,1.703128,0.022156,2.144139,1.974242,0.022156,2.707416,1.703128,0.022156,2.144139,1.974242,0.638105,2.707416,1.703934,0.638508,0.522086,1.985924,-0.012085,1.199368,1.985522,0.651802,1.211453,1.985924,-0.024976,1.199368,1.985522,0.651802,0.522086,1.985924,-0.012085,0.522086,1.985522,0.776684,1.224345,1.8691,1.014866,0.527323,1.187789,1.101074,1.224748,1.187789,1.101074,0.527323,1.187789,1.101074,1.224345,1.8691,1.014866,0.498721,1.869099,1.014866,1.225553,0.690679,0.521281,0.330332,0.690679,0.521281,0.330332,0.483517,0.396802,1.225553,0.690679,0.521281,0.330332,0.483517,0.396802,1.225956,0.483517,0.396802,-0.234455,2.070925,0.806091,0.350877,2.070925,-0.012085,-0.234455,2.070925,-0.012085,0.350877,2.070925,-0.012085,-0.234455,2.070925,0.806091,0.350877,2.070925,0.806091,-0.234455,2.070925,-0.012085,-2.175561,2.070924,0.806091,-2.175561,2.070924,-0.012085,0.434669,1.803033,1.047899,-0.157109,1.191012,1.125648,0.460451,1.186581,1.12605,-0.157109,1.191012,1.125648,0.434669,1.803033,1.047899,-0.166778,1.803033,1.047899,-0.030616,0.690679,1.101074,0.330332,0.483517,1.101074,0.330332,0.690679,1.101074,0.330332,0.483517,1.101074,-0.030616,0.690679,1.101074,-0.031422,0.483516,1.101074,2.234376,1.187789,1.101074,1.224748,1.188192,0.819788,2.234376,1.188192,0.819788,1.224748,1.188192,0.819788,2.234376,1.187789,1.101074,1.224748,1.187789,1.101074,0.527323,1.187789,1.101074,1.224748,1.188192,0.819788,0.527323,1.187789,1.101074,0.527323,1.188192,0.819788,3.3,1.116889,0.867827,3.007132,0.94568,0.671944,3.3,1.116889,0.671139,3.007132,0.94568,0.952022,3.3,1.152742,0.671139,3.3,1.152742,0.867827,3.3,1.116889,0.867827,3.3,1.116889,0.671139,3.287512,1.334425,0.858159,3.3,1.26715,0.671139,3.287512,1.334425,0.671139,3.3,1.26715,0.671139,3.287512,1.334425,0.858159,3.3,1.26715,0.867827,2.765426,1.577038,1.031785,3.259716,1.369069,0.856145,2.798056,1.746635,0.624409,2.798056,1.746635,0.624409,3.259716,1.369069,0.856145,3.245213,1.385586,0.6232,2.144542,1.8691,1.012046,2.697345,1.690237,0.697324,2.144542,1.955308,0.697324,2.697345,1.690237,0.697324,2.144542,1.8691,1.012046,2.697345,1.605237,1.037022,1.275909,1.888436,0.998752,2.050679,1.974242,0.696518,1.275909,1.974242,0.696518,2.050679,1.974242,0.696518,1.275909,1.888436,0.998752,2.050679,1.888033,1.011643,0.544243,1.888033,1.003183,1.185269,1.888033,1.003183,0.544243,1.973839,0.81858,0.544243,1.973839,0.81858,1.185269,1.888033,1.003183,1.185269,1.973839,0.700546,-0.234455,1.869099,1.014866,0.350877,2.070925,0.806091,-0.234455,2.070925,0.806091,0.350877,2.070925,0.806091,-0.234455,1.869099,1.014866,0.498721,1.869099,1.014866,-2.175561,1.869099,1.014866,-0.234455,1.869099,1.014866,-2.175561,2.070924,0.806091,-0.234455,2.070925,0.806091,0.460451,1.186581,1.12605,-0.157109,1.191012,1.125648,-0.143815,1.004092,1.125648,0.460451,1.186581,1.12605,-0.143815,1.004092,1.125648,0.461257,1.003689,1.125648,1.224748,1.188192,0.819788,0.527323,1.188192,0.819788,0.528532,0.983144,0.696518,1.22515,0.983144,0.696518,2.234376,1.188192,0.819788,2.234376,1.188192,0.819788,1.22515,0.983144,0.696518,2.398737,1.014566,0.715854,2.234376,1.187789,1.101074,2.398737,1.014566,0.998349,2.551112,1.187789,1.101074,2.398737,1.014566,0.998349,2.683648,1.117694,1.058776,2.551112,1.187789,1.101074,2.683648,1.117694,1.058776,3.3,1.26715,0.867827,2.551112,1.187789,1.101074,3.3,1.26715,0.867827,2.683648,1.117694,1.058776,3.3,1.208737,0.867827,-0.143815,1.004092,1.125648,0.294882,0.757551,1.125648,0.461257,1.003689,1.125648,0.294882,0.757551,1.125648,-0.143815,1.004092,1.125648,0.006848,0.757551,1.125648,0.528532,0.983144,0.696518,1.225553,0.690679,0.521281,1.22515,0.983144,0.696518,1.225553,0.690679,0.521281,0.528532,0.983144,0.696518,0.330332,0.690679,0.521281,1.225553,0.690679,0.521281,2.398737,1.014566,0.715854,1.22515,0.983144,0.696518,2.398737,1.014566,0.715854,1.225553,0.690679,0.521281,2.529762,0.76722,0.568011,2.529762,0.76722,0.850505,2.683648,1.117694,1.058776,2.398737,1.014566,0.998349,2.529762,0.76722,0.850505,2.872985,1.016983,0.996335,2.683648,1.117694,1.058776,2.872985,1.016983,0.996335,3.3,1.208737,0.867827,2.683648,1.117694,1.058776,3.3,1.208737,0.867827,2.872985,1.016983,0.996335,3.3,1.152742,0.867827,3.3,1.208737,0.671139,3.3,1.208737,0.867827,3.3,1.152742,0.867827,3.3,1.152742,0.671139,0.330332,0.690679,0.521281,0.330332,0.690679,1.101074,0.330332,0.483517,1.101074,0.330332,0.690679,0.521281,0.330332,0.483517,1.101074,0.330332,0.483517,0.396802,-0.030616,0.690679,0.521281,-0.031422,0.483516,1.101074,-0.030616,0.690679,1.101074,-0.031422,0.483516,1.101074,-0.030616,0.690679,0.521281,-0.031422,0.483516,0.396802,0.527323,1.187789,1.101074,0.528532,0.983144,1.101074,0.527323,1.188192,0.819788,0.527323,1.188192,0.819788,0.528532,0.983144,1.101074,0.528532,0.983144,0.696518,0.528532,0.983144,1.101074,0.330332,0.690679,1.101074,0.528532,0.983144,0.696518,0.330332,0.690679,0.521281,2.529762,0.76722,0.568011,2.529762,0.591882,0.745665,2.529762,0.76722,0.850505,2.529762,0.591882,0.463271,2.234376,1.188192,0.819788,2.398737,1.014566,0.998349,2.234376,1.187789,1.101074,2.398737,1.014566,0.998349,2.234376,1.188192,0.819788,2.398737,1.014566,0.715854,2.398737,1.014566,0.715854,2.529762,0.76722,0.850505,2.398737,1.014566,0.998349,2.529762,0.76722,0.568011,-0.234455,1.869099,1.014866,-2.175561,1.869099,1.014866,-2.038996,1.187789,1.101074,-0.234455,1.869099,1.014866,-2.038996,1.187789,1.101074,-0.223981,1.187789,1.101074,-2.194494,0.483516,0.398413,-0.031422,0.483516,0.396802,-2.194494,0.690679,0.521281,-0.030616,0.690679,0.521281,-2.194494,0.690679,0.521281,-0.031422,0.483516,0.396802,-0.223981,1.187789,1.101074,-2.038996,1.188192,0.819788,-0.223981,1.188192,0.819788,-2.038996,1.188192,0.819788,-0.223981,1.187789,1.101074,-2.038996,1.187789,1.101074,-2.121176,0.983144,0.696518,-0.209479,0.983144,0.696518,-2.038996,1.188192,0.819788,-0.223981,1.188192,0.819788,-0.209479,0.983144,0.696518,-2.121176,0.983144,0.696518,-2.194494,0.690679,0.521281,-0.030616,0.690679,0.521281,-0.223981,1.188192,0.819788,-0.209479,0.983144,1.101074,-0.223981,1.187789,1.101074,-0.209479,0.983144,1.101074,-0.223981,1.188192,0.819788,-0.209479,0.983144,0.696518,-0.209479,0.983144,0.696518,-0.030616,0.690679,1.101074,-0.209479,0.983144,1.101074,-0.030616,0.690679,1.101074,-0.209479,0.983144,0.696518,-0.030616,0.690679,0.521281,-2.874194,1.869099,1.014866,-2.748103,1.187789,1.101074,-2.175561,1.869099,1.014866,-2.175561,1.869099,1.014866,-2.748103,1.187789,1.101074,-2.038996,1.187789,1.101074,-2.70943,0.985561,1.101074,-2.121176,0.981935,1.101074,-2.748103,1.187789,1.101074,-2.038996,1.187789,1.101074,-2.748103,1.187789,1.101074,-2.121176,0.981935,1.101074,-2.121176,0.981935,1.101074,-2.70943,0.985561,1.101074,-2.194494,0.68947,1.101074,-2.70943,0.985561,1.101074,-2.654643,0.698333,1.101074,-2.194494,0.68947,1.101074,-2.194494,0.68947,1.101074,-2.654643,0.698333,1.101074,-2.615567,0.494796,1.100671,-2.194494,0.68947,1.101074,-2.615567,0.494796,1.100671,-2.194494,0.482308,1.100671,-2.654643,0.699541,0.521281,-2.653435,0.699944,-0.012085,-2.615567,0.496004,0.398413,-2.121176,0.982741,0.818177,-2.121176,0.983144,0.696518,-2.038996,1.188192,0.819788,-2.121176,0.982741,0.818177,-2.194494,0.690276,0.817774,-2.121176,0.983144,0.696518,-2.194494,0.690276,0.817774,-2.194494,0.690679,0.521281,-2.121176,0.983144,0.696518,-2.194494,0.690679,0.521281,-2.194494,0.690276,0.817774,-2.194494,0.483113,0.817774,-2.194494,0.483113,0.817774,-2.194494,0.483516,0.398413,-2.194494,0.690679,0.521281,-2.194494,0.483113,0.817774,-2.615567,0.496004,0.398413,-2.194494,0.483516,0.398413,-2.615567,0.496004,0.398413,-2.194494,0.483113,0.817774,-2.615567,0.495602,0.817774,-2.654643,0.699541,0.521281,-2.615567,0.495602,0.817774,-2.654643,0.698736,0.817774,-2.615567,0.495602,0.817774,-2.654643,0.699541,0.521281,-2.615567,0.496004,0.398413,-2.881848,2.070924,-0.012085,-2.881445,2.070924,0.806091,-2.175561,2.070924,-0.012085,-2.881445,2.070924,0.806091,-2.175561,2.070924,0.806091,-2.175561,2.070924,-0.012085,-2.175561,2.070924,0.806091,-2.881445,2.070924,0.806091,-2.874194,1.869099,1.014866,-2.874194,1.869099,1.014866,-2.175561,1.869099,1.014866,-2.175561,2.070924,0.806091,-2.881445,1.869099,0.809717,-2.748103,1.187789,0.819788,-2.874194,1.869099,1.014866,-2.874194,1.869099,1.014866,-2.748103,1.187789,0.819788,-2.748103,1.187789,1.101074,-2.653435,0.699944,-0.012085,-2.654643,0.699541,0.521281,-2.707013,0.987575,-0.012085,-2.70943,0.986769,0.696518,-2.707013,0.987575,-0.012085,-2.654643,0.699541,0.521281,-2.881847,1.869099,-0.012085,-2.746895,1.193831,-0.012085,-2.881445,1.869099,0.809717,-2.881445,1.869099,0.809717,-2.746895,1.193831,-0.012085,-2.748103,1.187789,0.819788,-2.748103,1.187789,0.819788,-2.70943,0.986769,0.696518,-2.70943,0.986367,0.818177,-2.70943,0.986769,0.696518,-2.654643,0.698736,0.817774,-2.70943,0.986367,0.818177,-2.654643,0.698736,0.817774,-2.70943,0.986769,0.696518,-2.654643,0.699541,0.521281,-2.707013,0.987575,-0.012085,-2.70943,0.986769,0.696518,-2.746895,1.193831,-0.012085,-2.748103,1.187789,0.819788,-2.746895,1.193831,-0.012085,-2.70943,0.986769,0.696518,-2.952748,1.187789,0.819788,-2.951942,0.985561,1.101074,-2.952748,1.187789,1.101074,-2.951942,0.985561,1.101074,-2.952748,1.187789,0.819788,-2.951942,0.986367,0.818177,-2.951942,0.985561,1.101074,-2.951942,0.986367,0.818177,-2.838743,0.693902,0.817774,-2.951942,0.985561,1.101074,-2.838743,0.693902,0.817774,-2.838743,0.693499,1.101074,-2.838743,0.693499,1.101074,-2.838743,0.693902,0.817774,-2.765023,0.500436,0.817774,-2.838743,0.693499,1.101074,-2.765023,0.500436,0.817774,-2.765023,0.49963,1.100671,-2.194494,0.482308,1.100671,-2.615567,0.495602,0.817774,-2.194494,0.483113,0.817774,-2.615567,0.495602,0.817774,-2.194494,0.482308,1.100671,-2.615567,0.494796,1.100671,-2.194494,0.68947,1.101074,-2.194494,0.483113,0.817774,-2.194494,0.690276,0.817774,-2.194494,0.483113,0.817774,-2.194494,0.68947,1.101074,-2.194494,0.482308,1.100671,-2.121176,0.981935,1.101074,-2.194494,0.690276,0.817774,-2.121176,0.982741,0.818177,-2.194494,0.690276,0.817774,-2.121176,0.981935,1.101074,-2.194494,0.68947,1.101074,-2.038996,1.187789,1.101074,-2.121176,0.981935,1.101074,-2.038996,1.188192,0.819788,-2.038996,1.188192,0.819788,-2.121176,0.981935,1.101074,-2.121176,0.982741,0.818177,-2.748103,1.187789,0.819788,-2.951942,0.986367,0.818177,-2.952748,1.187789,0.819788,-2.951942,0.986367,0.818177,-2.748103,1.187789,0.819788,-2.70943,0.986367,0.818177,-2.952748,1.187789,0.819788,-2.748103,1.187789,1.101074,-2.748103,1.187789,0.819788,-2.748103,1.187789,1.101074,-2.952748,1.187789,0.819788,-2.952748,1.187789,1.101074,-2.952748,1.187789,1.101074,-2.951942,0.985561,1.101074,-2.748103,1.187789,1.101074,-2.748103,1.187789,1.101074,-2.951942,0.985561,1.101074,-2.70943,0.985561,1.101074,-2.70943,0.986367,0.818177,-2.838743,0.693902,0.817774,-2.951942,0.986367,0.818177,-2.838743,0.693902,0.817774,-2.70943,0.986367,0.818177,-2.654643,0.698736,0.817774,-2.951942,0.985561,1.101074,-2.838743,0.693499,1.101074,-2.70943,0.985561,1.101074,-2.70943,0.985561,1.101074,-2.838743,0.693499,1.101074,-2.654643,0.698333,1.101074,-2.654643,0.698736,0.817774,-2.765023,0.500436,0.817774,-2.838743,0.693902,0.817774,-2.765023,0.500436,0.817774,-2.654643,0.698736,0.817774,-2.615567,0.495602,0.817774,-2.838743,0.693499,1.101074,-2.765023,0.49963,1.100671,-2.654643,0.698333,1.101074,-2.654643,0.698333,1.101074,-2.765023,0.49963,1.100671,-2.615567,0.494796,1.100671,-2.765023,0.49963,1.100671,-2.615567,0.495602,0.817774,-2.615567,0.494796,1.100671,-2.615567,0.495602,0.817774,-2.765023,0.49963,1.100671,-2.765023,0.500436,0.817774,0.350877,2.070925,0.806091,0.498721,1.966185,-0.012085,0.350877,2.070925,-0.012085,0.498721,1.966185,-0.012085,0.350877,2.070925,0.806091,0.498721,1.966185,0.806091,0.498721,1.966185,0.806091,0.350877,2.070925,0.806091,0.498721,1.869099,1.014866,-2.881445,2.070924,0.806091,-2.881847,1.869099,-0.012085,-2.881445,1.869099,0.809717,-2.881847,1.869099,-0.012085,-2.881445,2.070924,0.806091,-2.881848,2.070924,-0.012085,-2.874194,1.869099,1.014866,-2.881445,2.070924,0.806091,-2.881445,1.869099,0.809717,2.10184,1.966185,-0.012085,1.224345,1.966185,-0.012085,1.275506,1.966185,0.027796,2.10184,1.966185,-0.012085,1.275506,1.966185,0.027796,2.050679,1.966185,0.027796,1.224345,1.966185,0.672347,1.275506,1.966185,0.027796,1.224345,1.966185,-0.012085,1.275506,1.966185,0.027796,1.224345,1.966185,0.672347,1.275506,1.966185,0.632466,1.224345,1.966185,0.672347,2.10184,1.966185,0.672347,2.050679,1.966185,0.632466,1.224345,1.966185,0.672347,2.050679,1.966185,0.632466,1.275506,1.966185,0.632466,2.10184,1.966185,-0.012085,2.050679,1.966185,0.632466,2.10184,1.966185,0.672347,2.050679,1.966185,0.632466,2.10184,1.966185,-0.012085,2.050679,1.966185,0.027796,2.10184,1.8691,1.028965,2.138902,1.94282,0.694101,2.10184,1.966185,0.672347,2.138902,1.94282,0.694101,2.10184,1.8691,1.028965,2.138902,1.857014,1.008823,2.10184,1.8691,1.028965,2.727558,1.570189,1.056761,2.691705,1.592749,1.033799,2.10184,1.8691,1.028965,2.691705,1.592749,1.033799,2.138902,1.857014,1.008823,2.727558,1.666066,0.67275,2.691705,1.592749,1.033799,2.727558,1.570189,1.056761,2.691705,1.592749,1.033799,2.727558,1.666066,0.67275,2.691705,1.677749,0.694101,2.727558,1.666066,0.67275,2.10184,1.966185,0.672347,2.138902,1.94282,0.694101,2.727558,1.666066,0.67275,2.138902,1.94282,0.694101,2.691705,1.677749,0.694101,1.224345,1.8691,1.014866,1.275909,1.960545,0.692489,1.224345,1.966185,0.672347,1.275909,1.960545,0.692489,1.224345,1.8691,1.014866,1.275909,1.87474,0.995126,2.051082,1.87474,1.007614,1.224345,1.8691,1.014866,2.10184,1.8691,1.028965,1.224345,1.8691,1.014866,2.051082,1.87474,1.007614,1.275909,1.87474,0.995126,2.10184,1.966185,0.672347,2.051082,1.87474,1.007614,2.10184,1.8691,1.028965,2.051082,1.960545,0.692892,1.275909,1.960545,0.692489,2.10184,1.966185,0.672347,1.224345,1.966185,0.672347,2.10184,1.966185,0.672347,1.275909,1.960545,0.692489,2.051082,1.960545,0.692892,0.498721,1.966185,0.806091,0.498721,1.869099,1.014866,0.54384,1.874739,0.998349,0.498721,1.966185,0.806091,0.54384,1.874739,0.998349,0.54384,1.960545,0.814148,1.224345,1.8691,1.014866,0.54384,1.874739,0.998349,0.498721,1.869099,1.014866,0.54384,1.874739,0.998349,1.224345,1.8691,1.014866,1.184866,1.87474,0.998349,1.224345,1.8691,1.014866,1.224345,1.966185,0.672347,1.184866,1.960545,0.695712,1.224345,1.8691,1.014866,1.184866,1.960545,0.695712,1.184866,1.87474,0.998349,0.498721,1.966185,0.806091,1.184866,1.960545,0.695712,1.224345,1.966185,0.672347,1.184866,1.960545,0.695712,0.498721,1.966185,0.806091,0.54384,1.960545,0.814148,1.275506,1.980285,0.027796,2.050679,1.980285,0.027796,2.050679,1.966185,0.027796,1.275506,1.966185,0.027796,1.275506,1.980285,0.632466,1.275506,1.980285,0.027796,1.275506,1.966185,0.027796,1.275506,1.980285,0.632466,1.275506,1.966185,0.027796,1.275506,1.966185,0.632466,1.275506,1.980285,0.632466,2.050679,1.966185,0.632466,2.050679,1.980285,0.632466,1.275506,1.966185,0.632466,2.050679,1.980285,0.027796,2.050679,1.980285,0.632466,2.050679,1.966185,0.632466,2.050679,1.980285,0.027796,2.050679,1.966185,0.632466,2.050679,1.966185,0.027796,2.138902,1.94282,0.694101,2.144542,1.8691,1.012046,2.144542,1.955308,0.697324,2.138902,1.857014,1.008823,2.138902,1.857014,1.008823,2.697345,1.605237,1.037022,2.144542,1.8691,1.012046,2.691705,1.592749,1.033799,2.697345,1.690237,0.697324,2.697345,1.605237,1.037022,2.691705,1.592749,1.033799,2.691705,1.677749,0.694101,2.697345,1.690237,0.697324,2.138902,1.94282,0.694101,2.144542,1.955308,0.697324,2.691705,1.677749,0.694101,1.275909,1.960545,0.692489,1.275909,1.888436,0.998752,1.275909,1.974242,0.696518,1.275909,1.87474,0.995126,2.050679,1.888033,1.011643,1.275909,1.888436,0.998752,1.275909,1.87474,0.995126,2.050679,1.888033,1.011643,1.275909,1.87474,0.995126,2.051082,1.87474,1.007614,2.050679,1.974242,0.696518,2.050679,1.888033,1.011643,2.051082,1.87474,1.007614,2.051082,1.960545,0.692892,2.050679,1.974242,0.696518,1.275909,1.960545,0.692489,1.275909,1.974242,0.696518,2.051082,1.960545,0.692892,0.54384,1.960545,0.814148,0.544243,1.888033,1.003183,0.544243,1.973839,0.81858,0.54384,1.874739,0.998349,0.544243,1.888033,1.003183,1.184866,1.87474,0.998349,1.185269,1.888033,1.003183,0.54384,1.874739,0.998349,1.185269,1.973839,0.700546,1.185269,1.888033,1.003183,1.184866,1.87474,0.998349,1.184866,1.960545,0.695712,0.544243,1.973839,0.81858,1.185269,1.973839,0.700546,1.184866,1.960545,0.695712,0.544243,1.973839,0.81858,1.184866,1.960545,0.695712,0.54384,1.960545,0.814148,2.10184,1.966185,-0.012085,2.10184,1.966185,-0.696518,2.072433,1.966185,-0.673556,2.10184,1.966185,-0.012085,2.072433,1.966185,-0.673556,2.072433,1.966185,-0.034645,1.224345,1.966185,-0.696115,2.072433,1.966185,-0.673556,2.10184,1.966185,-0.696518,2.072433,1.966185,-0.673556,1.224345,1.966185,-0.696115,1.226359,1.966185,-0.674764,2.072433,1.966185,-0.034645,1.211453,1.966185,-0.024976,1.224345,1.966185,-0.012085,1.224345,1.966185,-0.012085,2.10184,1.966185,-0.012085,2.072433,1.966185,-0.034645,0.522086,1.966185,-0.800855,1.224345,1.966185,-0.696115,0.498721,1.966185,-0.82996,1.224345,1.966185,-0.696115,0.522086,1.966185,-0.800855,1.226359,1.966185,-0.674764,0.498721,1.966185,-0.012085,0.522086,1.966185,-0.800855,0.498721,1.966185,-0.82996,0.522086,1.966185,-0.800855,0.498721,1.966185,-0.012085,0.522086,1.966185,-0.012085,0.522086,1.966185,0.776684,0.498721,1.966185,-0.012085,0.498721,1.966185,0.806091,0.498721,1.966185,-0.012085,0.522086,1.966185,0.776684,0.522086,1.966185,-0.012085,0.522086,1.966185,0.776684,1.224345,1.966185,0.672347,1.199368,1.966185,0.651802,1.224345,1.966185,0.672347,0.522086,1.966185,0.776684,0.498721,1.966185,0.806091,1.199368,1.966185,0.651802,1.224345,1.966185,-0.012085,1.211453,1.966185,-0.024976,1.224345,1.966185,-0.012085,1.199368,1.966185,0.651802,1.224345,1.966185,0.672347,2.072433,1.985522,-0.673556,2.072433,1.985522,-0.034645,2.072433,1.966185,-0.034645,2.072433,1.966185,-0.673556,2.072433,1.985522,-0.673556,1.226359,1.966185,-0.674764,1.226359,1.985522,-0.674764,2.072433,1.966185,-0.673556,2.072433,1.985522,-0.034645,1.211453,1.985924,-0.024976,1.211453,1.966185,-0.024976,2.072433,1.985522,-0.034645,1.211453,1.966185,-0.024976,2.072433,1.966185,-0.034645,1.226359,1.985522,-0.674764,0.522086,1.966185,-0.800855,0.522086,1.985522,-0.800855,1.226359,1.966185,-0.674764,0.522086,1.985522,-0.800855,0.522086,1.966185,-0.012085,0.522086,1.985924,-0.012085,0.522086,1.966185,-0.800855,0.522086,1.985522,0.776684,0.522086,1.985924,-0.012085,0.522086,1.966185,-0.012085,0.522086,1.985522,0.776684,0.522086,1.966185,-0.012085,0.522086,1.966185,0.776684,1.199368,1.985522,0.651802,0.522086,1.985522,0.776684,0.522086,1.966185,0.776684,1.199368,1.966185,0.651802,1.199368,1.985522,0.651802,1.211453,1.966185,-0.024976,1.211453,1.985924,-0.024976,1.199368,1.966185,0.651802,2.727558,1.665261,-0.012085,2.727558,1.666066,-0.696518,2.696539,1.680972,-0.662276,2.727558,1.665261,-0.012085,2.696539,1.680972,-0.662276,2.696539,1.680166,-0.046327,2.10184,1.966185,-0.696518,2.696539,1.680972,-0.662276,2.727558,1.666066,-0.696518,2.696539,1.680972,-0.662276,2.10184,1.966185,-0.696518,2.133262,1.95128,-0.662276,2.10184,1.966185,-0.012085,2.133262,1.95128,-0.662276,2.10184,1.966185,-0.696518,2.133262,1.95128,-0.662276,2.10184,1.966185,-0.012085,2.133262,1.95128,-0.046327,2.727558,1.665261,-0.012085,2.133262,1.95128,-0.046327,2.10184,1.966185,-0.012085,2.133262,1.95128,-0.046327,2.727558,1.665261,-0.012085,2.696539,1.680166,-0.046327,2.727558,1.666066,-0.696518,2.133665,1.946446,-0.715049,2.10184,1.966185,-0.696518,2.133665,1.946446,-0.715049,2.727558,1.666066,-0.696518,2.696942,1.676137,-0.715049,2.727558,1.666066,-0.696518,2.727558,1.570189,-1.080932,2.696942,1.589526,-1.06079,2.727558,1.666066,-0.696518,2.696942,1.589526,-1.06079,2.696942,1.676137,-0.715049,2.10184,1.8691,-1.052733,2.696942,1.589526,-1.06079,2.727558,1.570189,-1.080932,2.696942,1.589526,-1.06079,2.10184,1.8691,-1.052733,2.133665,1.858626,-1.035813,2.133665,1.946446,-0.715049,2.10184,1.8691,-1.052733,2.10184,1.966185,-0.696518,2.10184,1.8691,-1.052733,2.133665,1.946446,-0.715049,2.133665,1.858626,-1.035813,2.10184,1.966185,-0.696518,1.268657,1.961351,-0.71384,1.224345,1.966185,-0.696115,1.268657,1.961351,-0.71384,2.10184,1.966185,-0.696518,2.058333,1.961351,-0.71384,2.10184,1.966185,-0.696518,2.10184,1.8691,-1.052733,2.058333,1.873934,-1.034605,2.10184,1.966185,-0.696518,2.058333,1.873934,-1.034605,2.058333,1.961351,-0.71384,1.224345,1.8691,-1.038633,2.058333,1.873934,-1.034605,2.10184,1.8691,-1.052733,2.058333,1.873934,-1.034605,1.224345,1.8691,-1.038633,1.268657,1.873934,-1.022117,1.224345,1.8691,-1.038633,1.224345,1.966185,-0.696115,1.268657,1.961351,-0.71384,1.224345,1.8691,-1.038633,1.268657,1.961351,-0.71384,1.268657,1.873934,-1.022117,1.190506,1.961351,-0.716257,0.498721,1.966185,-0.82996,1.224345,1.966185,-0.696115,0.498721,1.966185,-0.82996,1.190506,1.961351,-0.716257,0.537394,1.961351,-0.836808,1.224345,1.8691,-1.038633,1.190506,1.961351,-0.716257,1.224345,1.966185,-0.696115,1.190506,1.961351,-0.716257,1.224345,1.8691,-1.038633,1.190506,1.873934,-1.024534,0.537394,1.873934,-1.024534,1.224345,1.8691,-1.038633,0.498721,1.869099,-1.038633,1.224345,1.8691,-1.038633,0.537394,1.873934,-1.024534,1.190506,1.873934,-1.024534,0.498721,1.966185,-0.82996,0.537394,1.873934,-1.024534,0.498721,1.869099,-1.038633,0.537394,1.873934,-1.024534,0.498721,1.966185,-0.82996,0.537394,1.961351,-0.836808,2.727558,1.665261,-0.012085,2.10184,1.966185,-0.012085,2.133262,1.95128,0.022156,2.727558,1.665261,-0.012085,2.133262,1.95128,0.022156,2.696539,1.680166,0.022156,2.10184,1.966185,-0.012085,2.10184,1.966185,0.672347,2.133262,1.95128,0.638105,2.10184,1.966185,-0.012085,2.133262,1.95128,0.638105,2.133262,1.95128,0.022156,2.10184,1.966185,0.672347,2.727558,1.666066,0.67275,2.696539,1.680972,0.638508,2.10184,1.966185,0.672347,2.696539,1.680972,0.638508,2.133262,1.95128,0.638105,2.727558,1.665261,-0.012085,2.696539,1.680972,0.638508,2.727558,1.666066,0.67275,2.696539,1.680972,0.638508,2.727558,1.665261,-0.012085,2.696539,1.680166,0.022156,2.707416,1.703128,-0.046327,2.696539,1.680972,-0.662276,2.707416,1.703934,-0.662276,2.696539,1.680166,-0.046327,2.144139,1.974242,-0.662276,2.707416,1.703934,-0.662276,2.696539,1.680972,-0.662276,2.696539,1.680972,-0.662276,2.133262,1.95128,-0.662276,2.144139,1.974242,-0.662276,2.144139,1.974242,-0.662276,2.133262,1.95128,-0.046327,2.144139,1.974242,-0.046327,2.133262,1.95128,-0.662276,2.133262,1.95128,-0.046327,2.707416,1.703128,-0.046327,2.144139,1.974242,-0.046327,2.707416,1.703128,-0.046327,2.133262,1.95128,-0.046327,2.696539,1.680166,-0.046327,2.133665,1.946446,-0.715049,2.707416,1.698697,-0.721091,2.144139,1.968602,-0.720688,2.707416,1.698697,-0.721091,2.133665,1.946446,-0.715049,2.696942,1.676137,-0.715049,2.707416,1.698697,-0.721091,2.696942,1.589526,-1.06079,2.707416,1.612085,-1.066832,2.696942,1.676137,-0.715049,2.707416,1.612085,-1.066832,2.133665,1.858626,-1.035813,2.144139,1.881185,-1.041453,2.133665,1.858626,-1.035813,2.707416,1.612085,-1.066832,2.696942,1.589526,-1.06079,2.144139,1.881185,-1.041453,2.133665,1.946446,-0.715049,2.144139,1.968602,-0.720688,2.133665,1.858626,-1.035813,2.05793,1.985925,-0.720688,1.268657,1.985924,-0.720688,1.268657,1.961351,-0.71384,2.058333,1.961351,-0.71384,2.05793,1.985925,-0.720688,2.058333,1.873934,-1.034605,2.05793,1.898507,-1.041453,2.058333,1.961351,-0.71384,2.05793,1.898507,-1.041453,1.268657,1.873934,-1.022117,1.268657,1.898507,-1.028965,2.058333,1.873934,-1.034605,1.268657,1.898507,-1.028965,1.268657,1.961351,-0.71384,1.268657,1.985924,-0.720688,1.268657,1.873934,-1.022117,0.5382,1.985522,-0.845268,1.190506,1.961351,-0.716257,1.191311,1.985522,-0.724717,1.190506,1.961351,-0.716257,0.5382,1.985522,-0.845268,0.537394,1.961351,-0.836808,1.191311,1.985522,-0.724717,1.190506,1.873934,-1.024534,1.191311,1.898104,-1.032994,1.190506,1.961351,-0.716257,0.5382,1.898104,-1.032994,1.191311,1.898104,-1.032994,1.190506,1.873934,-1.024534,0.537394,1.873934,-1.024534,0.5382,1.898104,-1.032994,0.537394,1.961351,-0.836808,0.5382,1.985522,-0.845268,0.537394,1.873934,-1.024534,2.707416,1.703128,0.022156,2.133262,1.95128,0.022156,2.144139,1.974242,0.022156,2.133262,1.95128,0.022156,2.707416,1.703128,0.022156,2.696539,1.680166,0.022156,2.144139,1.974242,0.638105,2.144139,1.974242,0.022156,2.133262,1.95128,0.022156,2.144139,1.974242,0.638105,2.133262,1.95128,0.022156,2.133262,1.95128,0.638105,2.144139,1.974242,0.638105,2.696539,1.680972,0.638508,2.707416,1.703934,0.638508,2.696539,1.680972,0.638508,2.144139,1.974242,0.638105,2.133262,1.95128,0.638105,2.707416,1.703128,0.022156,2.707416,1.703934,0.638508,2.696539,1.680972,0.638508,2.707416,1.703128,0.022156,2.696539,1.680972,0.638508,2.696539,1.680166,0.022156,3.252867,1.353358,-0.68403,3.254881,1.353761,-0.012085,3.287512,1.334425,-0.012085,3.287512,1.334425,-0.012085,3.287512,1.334425,-0.695309,3.252867,1.353358,-0.68403,2.727558,1.665261,-0.012085,2.758577,1.646327,-0.685238,2.727558,1.666066,-0.696518,2.758577,1.646327,-0.685238,2.727558,1.665261,-0.012085,2.760189,1.645924,-0.012085,3.251256,1.352553,-0.877496,3.252867,1.353358,-0.68403,3.287512,1.334425,-0.695309,3.251256,1.352553,-0.877496,3.287512,1.334425,-0.695309,3.287512,1.334425,-0.881927,3.287512,1.334425,-0.881927,2.727558,1.570189,-1.080932,2.756563,1.560924,-1.053136,3.287512,1.334425,-0.881927,2.756563,1.560924,-1.053136,3.251256,1.352553,-0.877496,2.727558,1.666066,-0.696518,2.756563,1.560924,-1.053136,2.727558,1.570189,-1.080932,2.756563,1.560924,-1.053136,2.727558,1.666066,-0.696518,2.758577,1.646327,-0.685238,2.758577,1.646327,0.661067,2.727558,1.665261,-0.012085,2.727558,1.666066,0.67275,2.727558,1.665261,-0.012085,2.758577,1.646327,0.661067,2.760189,1.645924,-0.012085,3.252867,1.353358,0.659859,3.287512,1.334425,-0.012085,3.254881,1.353761,-0.012085,3.287512,1.334425,-0.012085,3.252867,1.353358,0.659859,3.287512,1.334425,0.671139,2.727558,1.666066,0.67275,2.727558,1.570189,1.056761,2.756563,1.560924,1.029368,2.727558,1.666066,0.67275,2.756563,1.560924,1.029368,2.758577,1.646327,0.661067,2.727558,1.570189,1.056761,3.287512,1.334425,0.858159,2.756563,1.560924,1.029368,2.756563,1.560924,1.029368,3.287512,1.334425,0.858159,3.251256,1.352553,0.853325,3.251256,1.352553,0.853325,3.287512,1.334425,0.671139,3.252867,1.353358,0.659859,3.287512,1.334425,0.671139,3.251256,1.352553,0.853325,3.287512,1.334425,0.858159,3.24763,1.385586,-0.049953,3.252867,1.353358,-0.68403,3.245213,1.385586,-0.723106,3.252867,1.353358,-0.68403,3.24763,1.385586,-0.049953,3.254881,1.353761,-0.012085,2.80007,1.745829,-0.049953,2.798056,1.746635,-0.724314,2.758577,1.646327,-0.685238,2.80007,1.745829,-0.049953,2.758577,1.646327,-0.685238,2.760189,1.645924,-0.012085,3.245213,1.385586,-0.723106,3.251256,1.352553,-0.877496,3.259716,1.369069,-0.879913,3.251256,1.352553,-0.877496,3.245213,1.385586,-0.723106,3.252867,1.353358,-0.68403,2.765426,1.577038,-1.055553,3.259716,1.369069,-0.879913,3.251256,1.352553,-0.877496,2.756563,1.560924,-1.053136,2.765426,1.577038,-1.055553,2.758577,1.646327,-0.685238,2.798056,1.746635,-0.724314,2.758577,1.646327,-0.685238,2.765426,1.577038,-1.055553,2.756563,1.560924,-1.053136,2.80007,1.745829,-0.049953,2.758577,1.646327,0.661067,2.798056,1.746635,0.624409,2.758577,1.646327,0.661067,2.80007,1.745829,-0.049953,2.760189,1.645924,-0.012085,3.24763,1.385586,-0.049953,3.245213,1.385586,0.6232,3.252867,1.353358,0.659859,3.24763,1.385586,-0.049953,3.252867,1.353358,0.659859,3.254881,1.353761,-0.012085,2.765426,1.577038,1.031785,2.798056,1.746635,0.624409,2.758577,1.646327,0.661067,2.765426,1.577038,1.031785,2.758577,1.646327,0.661067,2.756563,1.560924,1.029368,2.765426,1.577038,1.031785,3.251256,1.352553,0.853325,3.259716,1.369069,0.856145,2.756563,1.560924,1.029368,3.245213,1.385586,0.6232,3.259716,1.369069,0.856145,3.251256,1.352553,0.853325,3.245213,1.385586,0.6232,3.251256,1.352553,0.853325,3.252867,1.353358,0.659859,1.091003,1.282458,-1.11316,0.527323,1.187789,-1.125245,0.519266,1.281652,-1.11316,0.527323,1.187789,-1.125245,1.091003,1.282458,-1.11316,1.224748,1.187789,-1.125245,1.0906,1.776445,-1.050316,0.498721,1.869099,-1.038633,1.224345,1.8691,-1.038633,0.498721,1.869099,-1.038633,1.0906,1.776445,-1.050316,0.501138,1.77564,-1.050719,1.091003,1.282458,-1.11316,1.0906,1.776445,-1.050316,1.224345,1.8691,-1.038633,1.224345,1.8691,-1.038633,1.224748,1.187789,-1.125245,1.091003,1.282458,-1.11316,-0.086209,1.281249,-1.113562,0.519266,1.281652,-1.11316,0.527323,1.187789,-1.125245,0.527323,1.187789,-1.125245,-0.223981,1.187789,-1.125245,-0.086209,1.281249,-1.113562,-0.093057,1.774834,-1.050719,-0.223981,1.187789,-1.125245,-0.234455,1.869099,-1.038633,-0.223981,1.187789,-1.125245,-0.093057,1.774834,-1.050719,-0.086209,1.281249,-1.113562,0.498721,1.869099,-1.038633,-0.093057,1.774834,-1.050719,-0.234455,1.869099,-1.038633,-0.093057,1.774834,-1.050719,0.498721,1.869099,-1.038633,0.501138,1.77564,-1.050719,0.519266,1.279638,-1.09624,1.091003,1.282458,-1.11316,0.519266,1.281652,-1.11316,1.091003,1.280443,-1.09624,1.0906,1.776445,-1.050316,0.501138,1.773625,-1.033799,0.501138,1.77564,-1.050719,1.0906,1.774431,-1.033799,1.091003,1.280443,-1.09624,1.0906,1.774431,-1.033799,1.0906,1.776445,-1.050316,1.091003,1.282458,-1.11316,-0.086209,1.278832,-1.096643,0.519266,1.281652,-1.11316,-0.086209,1.281249,-1.113562,0.519266,1.279638,-1.09624,-0.086209,1.278832,-1.096643,-0.093057,1.774834,-1.050719,-0.093057,1.77282,-1.033799,-0.086209,1.281249,-1.113562,0.501138,1.77564,-1.050719,-0.093057,1.77282,-1.033799,-0.093057,1.774834,-1.050719,0.501138,1.773625,-1.033799,1.664754,2.076565,-0.48301,1.559914,2.027417,-0.505167,1.586099,2.076565,-0.463271,1.559914,2.027417,-0.505167,1.664754,2.076565,-0.48301,1.667977,2.027417,-0.532157,1.559914,2.027417,-0.505167,1.488611,2.027417,-0.419361,1.534132,2.076565,-0.401233,1.559914,2.027417,-0.505167,1.534132,2.076565,-0.401233,1.586099,2.076565,-0.463271,1.488611,2.027417,-0.419361,1.528895,2.076565,-0.320261,1.534132,2.076565,-0.401233,1.528895,2.076565,-0.320261,1.488611,2.027417,-0.419361,1.480956,2.027417,-0.308176,1.571999,2.076565,-0.251778,1.528895,2.076565,-0.320261,1.480956,2.027417,-0.308176,1.480956,2.027417,-0.308176,1.540174,2.027417,-0.21391,1.571999,2.076565,-0.251778,1.643705,2.027417,-0.172417,1.571999,2.076565,-0.251778,1.540174,2.027417,-0.21391,1.571999,2.076565,-0.251778,1.643705,2.027417,-0.172417,1.646928,2.076565,-0.221564,1.751768,2.027417,-0.199811,1.646928,2.076565,-0.221564,1.643705,2.027417,-0.172417,1.646928,2.076565,-0.221564,1.751768,2.027417,-0.199811,1.725584,2.076565,-0.241304,1.751768,2.027417,-0.199811,1.823475,2.027417,-0.285214,1.77755,2.076565,-0.303745,1.751768,2.027417,-0.199811,1.77755,2.076565,-0.303745,1.725584,2.076565,-0.241304,1.77755,2.076565,-0.303745,1.823475,2.027417,-0.285214,1.782787,2.076565,-0.384313,1.823475,2.027417,-0.285214,1.830726,2.027417,-0.396399,1.782787,2.076565,-0.384313,1.739683,2.076565,-0.452797,1.830726,2.027417,-0.396399,1.771508,2.027417,-0.490664,1.830726,2.027417,-0.396399,1.739683,2.076565,-0.452797,1.782787,2.076565,-0.384313,1.771508,2.027417,-0.490664,1.664754,2.076565,-0.48301,1.739683,2.076565,-0.452797,1.664754,2.076565,-0.48301,1.771508,2.027417,-0.490664,1.667977,2.027417,-0.532157,1.660726,2.108389,-0.420972,1.664754,2.076565,-0.48301,1.619132,2.108389,-0.410498,1.664754,2.076565,-0.48301,1.586099,2.076565,-0.463271,1.619132,2.108389,-0.410498,1.534132,2.076565,-0.401233,1.591739,2.108389,-0.377868,1.586099,2.076565,-0.463271,1.586099,2.076565,-0.463271,1.591739,2.108389,-0.377868,1.619132,2.108389,-0.410498,1.591739,2.108389,-0.377868,1.528895,2.076565,-0.320261,1.588919,2.108389,-0.335569,1.528895,2.076565,-0.320261,1.591739,2.108389,-0.377868,1.534132,2.076565,-0.401233,1.588919,2.108389,-0.335569,1.571999,2.076565,-0.251778,1.611881,2.108389,-0.299313,1.571999,2.076565,-0.251778,1.588919,2.108389,-0.335569,1.528895,2.076565,-0.320261,1.646928,2.076565,-0.221564,1.65146,2.108389,-0.283602,1.571999,2.076565,-0.251778,1.571999,2.076565,-0.251778,1.65146,2.108389,-0.283602,1.611881,2.108389,-0.299313,1.69255,2.108389,-0.294076,1.646928,2.076565,-0.221564,1.725584,2.076565,-0.241304,1.646928,2.076565,-0.221564,1.69255,2.108389,-0.294076,1.65146,2.108389,-0.283602,1.725584,2.076565,-0.241304,1.77755,2.076565,-0.303745,1.719944,2.108389,-0.326707,1.725584,2.076565,-0.241304,1.719944,2.108389,-0.326707,1.69255,2.108389,-0.294076,1.719944,2.108389,-0.326707,1.782787,2.076565,-0.384313,1.722764,2.108389,-0.369408,1.782787,2.076565,-0.384313,1.719944,2.108389,-0.326707,1.77755,2.076565,-0.303745,1.739683,2.076565,-0.452797,1.722764,2.108389,-0.369408,1.782787,2.076565,-0.384313,1.722764,2.108389,-0.369408,1.739683,2.076565,-0.452797,1.700204,2.108389,-0.405261,1.739683,2.076565,-0.452797,1.660726,2.108389,-0.420972,1.700204,2.108389,-0.405261,1.660726,2.108389,-0.420972,1.739683,2.076565,-0.452797,1.664754,2.076565,-0.48301,1.660726,2.108389,-0.420972,1.619132,2.108389,-0.410498,1.655892,2.119266,-0.352489,1.619132,2.108389,-0.410498,1.591739,2.108389,-0.377868,1.655892,2.119266,-0.352489,1.591739,2.108389,-0.377868,1.588919,2.108389,-0.335569,1.655892,2.119266,-0.352489,1.588919,2.108389,-0.335569,1.611881,2.108389,-0.299313,1.655892,2.119266,-0.352489,1.611881,2.108389,-0.299313,1.65146,2.108389,-0.283602,1.655892,2.119266,-0.352489,1.65146,2.108389,-0.283602,1.69255,2.108389,-0.294076,1.655892,2.119266,-0.352489,1.69255,2.108389,-0.294076,1.719944,2.108389,-0.326707,1.655892,2.119266,-0.352489,1.719944,2.108389,-0.326707,1.722764,2.108389,-0.369408,1.655892,2.119266,-0.352489,1.722764,2.108389,-0.369408,1.700204,2.108389,-0.405261,1.655892,2.119266,-0.352489,1.700204,2.108389,-0.405261,1.660726,2.108389,-0.420972,1.655892,2.119266,-0.352489,1.674422,2.027417,-0.62602,1.559914,2.027417,-0.505167,1.667977,2.027417,-0.532157,1.509961,2.027417,-0.584527,1.831532,2.027417,-0.563176,1.771508,2.027417,-0.490664,1.830726,2.027417,-0.396399,1.921769,2.027417,-0.419361,1.823475,2.027417,-0.285214,1.910489,2.027417,-0.250166,1.802124,2.027417,-0.120048,1.751768,2.027417,-0.199811,1.63726,2.027417,-0.078555,1.643705,2.027417,-0.172417,1.540174,2.027417,-0.21391,1.480151,2.027417,-0.141801,1.389914,2.027417,-0.285214,1.480956,2.027417,-0.308176,1.488611,2.027417,-0.419361,1.401193,2.027417,-0.454408,1.509961,2.027417,-0.584527,1.674422,2.027417,-0.62602,1.674422,1.982299,-0.62602,1.509961,1.982299,-0.584527,1.509961,1.982299,-0.584527,1.401193,2.027417,-0.454408,1.509961,2.027417,-0.584527,1.401193,1.982299,-0.454408,1.401193,1.982299,-0.454408,1.389914,2.027417,-0.285214,1.401193,2.027417,-0.454408,1.389914,1.982299,-0.285214,1.367757,2.004858,-0.063649,1.270672,2.004858,-0.217939,1.270672,1.975853,-0.217939,1.367757,2.004858,-0.063649,1.270672,1.975853,-0.217939,1.367757,1.975853,-0.063649,1.63726,2.027417,-0.078555,1.480151,2.027417,-0.141801,1.480151,1.982299,-0.141801,1.63726,1.982299,-0.078555,1.802124,2.027417,-0.120048,1.63726,2.027417,-0.078555,1.63726,1.982299,-0.078555,1.802124,1.982299,-0.120048,1.910489,2.027417,-0.250166,1.802124,2.027417,-0.120048,1.802124,1.982299,-0.120048,1.910489,1.982299,-0.250166,1.910489,1.982299,-0.250166,1.921769,2.027417,-0.419361,1.910489,2.027417,-0.250166,1.921769,1.982299,-0.419361,2.041011,2.004858,-0.486636,1.943925,1.975853,-0.641328,1.943925,2.004858,-0.641328,1.943925,1.975853,-0.641328,2.041011,2.004858,-0.486636,2.041011,1.975853,-0.486636,1.674422,2.027417,-0.62602,1.831532,2.027417,-0.563176,1.831532,1.982299,-0.563176,1.674422,1.982299,-0.62602,1.289203,1.998413,-0.221967,1.480151,2.027417,-0.141801,1.389914,2.027417,-0.285214,1.37944,1.998413,-0.078555,1.389914,1.982299,-0.285214,1.289203,1.982299,-0.221967,1.389914,2.027417,-0.285214,1.289203,1.998413,-0.221967,1.389914,2.027417,-0.285214,1.289203,1.982299,-0.221967,1.37944,1.998413,-0.078555,1.480151,1.982299,-0.141801,1.480151,2.027417,-0.141801,1.480151,1.982299,-0.141801,1.37944,1.998413,-0.078555,1.37944,1.982299,-0.078555,2.024494,1.998413,-0.483816,1.934257,1.998413,-0.627631,1.831532,2.027417,-0.563176,1.831532,2.027417,-0.563176,1.921769,2.027417,-0.419361,2.024494,1.998413,-0.483816,1.921769,1.982299,-0.419361,2.024494,1.982299,-0.483816,1.921769,2.027417,-0.419361,2.024494,1.998413,-0.483816,1.921769,2.027417,-0.419361,2.024494,1.982299,-0.483816,1.934257,1.998413,-0.627631,1.831532,1.982299,-0.563176,1.831532,2.027417,-0.563176,1.831532,1.982299,-0.563176,1.934257,1.998413,-0.627631,1.934257,1.982299,-0.627631,1.931437,2.004053,-0.632063,1.943925,1.975853,-0.641328,1.931437,1.976659,-0.632063,1.943925,1.975853,-0.641328,1.931437,2.004053,-0.632063,1.943925,2.004858,-0.641328,2.041011,2.004858,-0.486636,2.027314,1.976659,-0.479385,2.041011,1.975853,-0.486636,2.027314,1.976659,-0.479385,2.041011,2.004858,-0.486636,2.027314,2.004053,-0.479385,2.041011,2.004858,-0.486636,1.943925,2.004858,-0.641328,1.931437,2.004053,-0.632063,2.041011,2.004858,-0.486636,1.931437,2.004053,-0.632063,2.027314,2.004053,-0.479385,1.28598,2.004052,-0.226801,1.367757,2.004858,-0.063649,1.38226,2.004052,-0.073721,1.367757,2.004858,-0.063649,1.28598,2.004052,-0.226801,1.270672,2.004858,-0.217939,1.38226,2.004052,-0.073721,1.367757,1.975853,-0.063649,1.38226,1.976659,-0.073721,1.367757,2.004858,-0.063649,1.270672,2.004858,-0.217939,1.28598,2.004052,-0.226801,1.270672,1.975853,-0.217939,1.28598,2.004052,-0.226801,1.28598,1.976659,-0.226801,1.270672,1.975853,-0.217939,1.28598,2.004052,-0.226801,1.38226,2.004052,-0.073721,1.37944,1.998413,-0.078555,1.28598,2.004052,-0.226801,1.37944,1.998413,-0.078555,1.289203,1.998413,-0.221967,1.38226,2.004052,-0.073721,1.37944,1.982299,-0.078555,1.37944,1.998413,-0.078555,1.38226,1.976659,-0.073721,1.28598,1.976659,-0.226801,1.28598,2.004052,-0.226801,1.289203,1.998413,-0.221967,1.289203,1.982299,-0.221967,1.931437,2.004053,-0.632063,1.934257,1.982299,-0.627631,1.934257,1.998413,-0.627631,1.931437,1.976659,-0.632063,2.027314,1.976659,-0.479385,2.027314,2.004053,-0.479385,2.024494,1.998413,-0.483816,2.027314,1.976659,-0.479385,2.024494,1.998413,-0.483816,2.024494,1.982299,-0.483816,2.027314,2.004053,-0.479385,1.931437,2.004053,-0.632063,1.934257,1.998413,-0.627631,2.027314,2.004053,-0.479385,1.934257,1.998413,-0.627631,2.024494,1.998413,-0.483816,0.520475,1.892465,1.006003,0.719883,1.892465,1.006003,0.719883,1.595971,1.045482,0.520475,1.595971,1.045482,1.118397,1.892465,1.001975,0.719077,1.892465,1.001975,1.118397,1.919052,0.818177,0.719077,1.919052,0.818177,1.118397,1.919052,0.818177,0.719077,1.919052,0.818177,1.067638,1.978673,0.818177,0.719077,1.978673,0.818177,0.719077,1.978673,0.818177,0.991903,2.031446,0.818177,0.719077,2.031446,0.818177,0.520072,2.031446,0.818177,0.520072,1.978673,0.818177,0.520072,1.919052,0.818177,0.568413,1.724881,1.186477,0.520475,1.595971,1.045482,0.532157,1.602417,1.052733,0.568413,1.724881,1.186477,0.532157,1.602417,1.052733,0.574456,1.716421,1.177212,0.719883,1.595971,1.045482,0.532157,1.602417,1.052733,0.520475,1.595971,1.045482,0.532157,1.602417,1.052733,0.719883,1.595971,1.045482,0.7082,1.602417,1.052733,0.671944,1.724881,1.186477,0.7082,1.602417,1.052733,0.719883,1.595971,1.045482,0.7082,1.602417,1.052733,0.671944,1.724881,1.186477,0.665902,1.716421,1.177212,0.574456,1.716421,1.177212,0.665902,1.716421,1.177212,0.671944,1.724881,1.186477,0.568413,1.724881,1.186477,0.719883,1.892465,1.006003,0.671944,1.724881,1.186477,0.719883,1.595971,1.045482,0.671944,1.724881,1.186477,0.719883,1.892465,1.006003,0.671944,1.938792,1.153847,0.671944,2.012915,1.135719,0.719077,1.966185,1.001975,0.719077,2.031446,1.001975,0.719077,1.966185,1.001975,0.671944,2.012915,1.135719,0.671944,1.975853,1.144581,0.520072,2.031446,1.001975,0.568413,2.012915,1.135719,0.719077,2.031446,1.001975,0.671944,2.012915,1.135719,0.568413,2.012915,1.135719,0.520072,2.031446,1.001975,0.520072,1.966185,1.001975,0.568413,2.012915,1.135719,0.520072,1.966185,1.001975,0.568413,1.975853,1.144581,0.520475,1.892465,1.006003,0.520475,1.595971,1.045482,0.568413,1.724881,1.186477,0.520475,1.892465,1.006003,0.568413,1.724881,1.186477,0.568413,1.938792,1.153847,0.671944,1.724881,1.186477,0.671944,1.938792,1.153847,0.568413,1.938792,1.153847,0.568413,1.724881,1.186477,0.671944,1.975853,1.144581,0.568413,1.975853,1.144581,0.568413,1.938792,1.153847,0.671944,1.938792,1.153847,0.719077,2.031446,0.818177,0.719077,2.031446,1.001975,0.991903,2.031446,0.818177,0.991903,2.031446,1.001975,0.520072,2.031446,1.001975,0.520072,2.031446,0.818177,0.520072,1.966185,1.001975,0.520072,1.978673,0.818177,0.520072,1.919052,0.818177,0.520072,1.892465,1.001975,0.520072,2.031446,1.001975,0.520072,2.031446,0.818177,0.719077,1.919052,0.818177,0.719077,1.892465,1.001975,0.520072,1.919052,0.818177,0.520072,1.892465,1.001975,1.118397,1.892465,1.001975,1.118397,1.919052,0.818177,1.067638,1.966185,1.001975,1.067638,1.978673,0.818177,1.067638,1.966185,1.001975,1.118397,1.919052,0.818177,1.067638,1.966185,1.001975,0.719077,1.966185,1.001975,0.719077,1.892465,1.001975,1.118397,1.892465,1.001975,0.991903,2.031446,1.001975,0.719077,2.031446,1.001975,0.719883,1.892465,1.006003,0.520475,1.892465,1.006003,0.719077,1.892465,1.001975,0.520072,1.892465,1.001975,1.067638,1.966185,1.001975,1.067638,1.978673,0.818177,0.991903,2.031446,1.001975,0.991903,2.031446,0.818177,0.991903,2.031446,1.001975,1.067638,1.978673,0.818177,0.719077,1.966185,1.001975,0.671944,1.938792,1.153847,0.719883,1.892465,1.006003,0.671944,1.938792,1.153847,0.719077,1.966185,1.001975,0.671944,1.975853,1.144581,0.719077,1.966185,1.001975,0.719883,1.892465,1.006003,0.719077,1.892465,1.001975,0.520475,1.892465,1.006003,0.568413,1.938792,1.153847,0.520072,1.966185,1.001975,0.520072,1.966185,1.001975,0.520072,1.892465,1.001975,0.520475,1.892465,1.006003,0.520072,1.966185,1.001975,0.568413,1.938792,1.153847,0.568413,1.975853,1.144581,0.671944,2.012915,1.135719,0.568413,2.012915,1.135719,0.568413,1.975853,1.144581,0.671944,1.975853,1.144581,1.669185,1.662038,-1.127259,1.979376,1.662038,-1.12887,1.665963,1.675734,-1.134107,1.983807,1.675734,-1.134913,1.665963,1.675734,-1.134107,1.979376,1.662038,-1.12887,1.619132,1.675734,-1.082543,1.669185,1.662038,-1.127259,1.665963,1.675734,-1.134107,1.669185,1.662038,-1.127259,1.619132,1.675734,-1.082543,1.626786,1.662038,-1.081335,1.619132,1.675734,-1.082543,1.609464,1.675734,-1.018491,1.617521,1.662038,-1.019297,1.619132,1.675734,-1.082543,1.617521,1.662038,-1.019297,1.626786,1.662038,-1.081335,2.031343,1.675734,-1.082543,2.032551,1.662038,-1.019297,2.040608,1.675734,-1.018491,2.032551,1.662038,-1.019297,2.031343,1.675734,-1.082543,2.023688,1.662038,-1.081335,2.031343,1.675734,-1.082543,1.983807,1.675734,-1.134913,1.979376,1.662038,-1.12887,2.031343,1.675734,-1.082543,1.979376,1.662038,-1.12887,2.023688,1.662038,-1.081335,1.983807,1.675734,-1.134913,1.658711,1.675734,-1.147804,1.665963,1.675734,-1.134107,1.993072,1.675734,-1.146999,1.619132,1.675734,-1.082543,1.603421,1.675734,-1.084558,1.609464,1.675734,-1.018491,1.593753,1.675734,-1.016477,2.040608,1.675734,-1.018491,2.047053,1.675734,-1.084558,2.031343,1.675734,-1.082543,2.047053,1.675734,-1.084558,2.040608,1.675734,-1.018491,2.056722,1.675734,-1.016477,1.993072,1.675734,-1.146999,2.031343,1.675734,-1.082543,2.047053,1.675734,-1.084558,2.031343,1.675734,-1.082543,1.993072,1.675734,-1.146999,1.983807,1.675734,-1.134913,1.655086,1.662038,-1.155055,1.993072,1.675734,-1.146999,1.997504,1.662038,-1.153041,1.993072,1.675734,-1.146999,1.655086,1.662038,-1.155055,1.658711,1.675734,-1.147804,1.658711,1.675734,-1.147804,1.595767,1.662038,-1.085363,1.603421,1.675734,-1.084558,1.595767,1.662038,-1.085363,1.658711,1.675734,-1.147804,1.655086,1.662038,-1.155055,1.603421,1.675734,-1.084558,1.585696,1.662038,-1.015671,1.593753,1.675734,-1.016477,1.585696,1.662038,-1.015671,1.603421,1.675734,-1.084558,1.595767,1.662038,-1.085363,2.064779,1.662038,-1.015671,2.047053,1.675734,-1.084558,2.056722,1.675734,-1.016477,2.047053,1.675734,-1.084558,2.064779,1.662038,-1.015671,2.054708,1.662038,-1.085363,1.993072,1.675734,-1.146999,2.047053,1.675734,-1.084558,2.054708,1.662038,-1.085363,1.993072,1.675734,-1.146999,2.054708,1.662038,-1.085363,1.997504,1.662038,-1.153041,1.655086,1.662038,-1.155055,1.993072,1.647938,-1.146999,1.658711,1.647938,-1.147804,1.993072,1.647938,-1.146999,1.655086,1.662038,-1.155055,1.997504,1.662038,-1.153041,1.595767,1.662038,-1.085363,1.655086,1.662038,-1.155055,1.658711,1.647938,-1.147804,1.595767,1.662038,-1.085363,1.658711,1.647938,-1.147804,1.603421,1.647938,-1.084558,1.585696,1.662038,-1.015671,1.595767,1.662038,-1.085363,1.603421,1.647938,-1.084558,1.585696,1.662038,-1.015671,1.603421,1.647938,-1.084558,1.593753,1.647938,-1.016477,2.064779,1.662038,-1.015671,2.047053,1.647938,-1.084558,2.054708,1.662038,-1.085363,2.047053,1.647938,-1.084558,2.064779,1.662038,-1.015671,2.056722,1.647938,-1.016477,2.054708,1.662038,-1.085363,1.993072,1.647938,-1.146999,1.997504,1.662038,-1.153041,1.993072,1.647938,-1.146999,2.054708,1.662038,-1.085363,2.047053,1.647938,-1.084558,1.983807,1.647938,-1.134913,1.658711,1.647938,-1.147804,1.993072,1.647938,-1.146999,1.658711,1.647938,-1.147804,1.983807,1.647938,-1.134913,1.665963,1.647938,-1.134107,1.619132,1.647938,-1.082543,1.658711,1.647938,-1.147804,1.619132,1.647938,-1.082543,1.603421,1.647938,-1.084558,1.609464,1.647938,-1.018491,1.603421,1.647938,-1.084558,1.619132,1.647938,-1.082543,1.603421,1.647938,-1.084558,1.609464,1.647938,-1.018491,1.593753,1.647938,-1.016477,2.047053,1.647938,-1.084558,2.056722,1.647938,-1.016477,2.040608,1.647938,-1.018491,2.047053,1.647938,-1.084558,2.040608,1.647938,-1.018491,2.031343,1.647938,-1.082543,2.031343,1.647938,-1.082543,1.983807,1.647938,-1.134913,1.993072,1.647938,-1.146999,1.993072,1.647938,-1.146999,2.047053,1.647938,-1.084558,2.031343,1.647938,-1.082543,1.979376,1.662038,-1.12887,1.669185,1.662038,-1.127259,1.665963,1.647938,-1.134107,1.979376,1.662038,-1.12887,1.665963,1.647938,-1.134107,1.983807,1.647938,-1.134913,1.669185,1.662038,-1.127259,1.626786,1.662038,-1.081335,1.619132,1.647938,-1.082543,1.619132,1.647938,-1.082543,1.665963,1.647938,-1.134107,1.669185,1.662038,-1.127259,1.617521,1.662038,-1.019297,1.619132,1.647938,-1.082543,1.626786,1.662038,-1.081335,1.619132,1.647938,-1.082543,1.617521,1.662038,-1.019297,1.609464,1.647938,-1.018491,2.032551,1.662038,-1.019297,2.023688,1.662038,-1.081335,2.031343,1.647938,-1.082543,2.032551,1.662038,-1.019297,2.031343,1.647938,-1.082543,2.040608,1.647938,-1.018491,1.979376,1.662038,-1.12887,2.031343,1.647938,-1.082543,2.023688,1.662038,-1.081335,2.031343,1.647938,-1.082543,1.979376,1.662038,-1.12887,1.983807,1.647938,-1.134913,1.908072,0.76158,-1.115577,1.908072,0.76158,-1.047093,1.960039,0.518161,-1.047093,1.835158,0.733381,-1.047093,1.835158,0.733381,-1.115577,1.960039,0.518161,-1.047093,2.167101,0.380791,1.091809,2.167101,0.380791,1.022922,1.960039,0.518967,1.022922,2.114329,0.323587,1.022922,2.114329,0.323587,1.091809,1.960039,0.518967,1.022922,0.690073,0.670033,1.094226,0.690073,0.670033,1.025742,0.887567,0.518161,1.025742,0.746874,0.72331,1.025742,0.746874,0.72331,1.094226,0.887567,0.518161,1.025742,-0.499124,0.739423,1.087377,-0.499124,0.739423,1.023325,-0.571233,0.517355,1.023325,-0.434266,0.70639,1.023325,-0.434266,0.70639,1.087377,-0.571233,0.517355,1.023325,-1.461217,0.357426,1.087377,-1.461217,0.357426,1.022922,-1.631217,0.516952,1.022922,-1.518824,0.31271,1.022922,-1.518824,0.31271,1.087377,-1.631217,0.516952,1.022922,-1.466051,0.352189,-1.115979,-1.466051,0.352189,-1.051524,-1.631217,0.516952,-1.051524,-1.42335,0.411407,-1.051524,-1.42335,0.411407,-1.115979,-1.631217,0.516952,-1.051524,-0.487038,0.734992,-1.046287,-0.487038,0.734992,-1.11034,-0.571233,0.517355,-1.046287,-0.424195,0.698333,-1.11034,-0.424195,0.698333,-1.046287,-0.571233,0.517355,-1.046287,0.762585,0.733783,-1.043065,0.762585,0.733783,-1.111951,0.887567,0.518161,-1.043065,0.8356,0.76158,-1.111951,0.8356,0.76158,-1.043065,0.887567,0.518161,-1.043065,-2.450703,4.343167,0.810926,-2.451509,4.343167,0.811731,-2.449092,4.343167,0.813343,-2.449092,4.343167,0.810523,-2.44748,4.343167,0.810926,-2.446675,4.343167,0.811731,-2.446272,4.343167,0.813343,-2.446675,4.343167,0.814954,-2.44748,4.343167,0.81576,-2.449092,4.343167,0.816163,-2.450703,4.343167,0.81576,-2.451509,4.343167,0.814954,-2.451912,4.343167,0.813343,-2.4503,2.426635,0.812134,-2.451509,4.343167,0.811731,-2.448286,2.426635,0.81012,-2.450703,4.343167,0.810926,-2.448286,2.426635,0.81012,-2.451509,4.343167,0.811731,-2.451509,4.343167,0.811731,-2.451106,2.426635,0.814551,-2.451912,4.343167,0.813343,-2.451106,2.426635,0.814551,-2.451509,4.343167,0.811731,-2.4503,2.426635,0.812134,-2.451912,4.343167,0.813343,-2.451106,2.426635,0.814551,-2.451509,4.343167,0.814954,-2.451106,2.426635,0.814551,-2.4503,2.426635,0.816968,-2.451509,4.343167,0.814954,-2.451509,4.343167,0.814954,-2.448286,2.426635,0.818982,-2.450703,4.343167,0.81576,-2.448286,2.426635,0.818982,-2.451509,4.343167,0.814954,-2.4503,2.426635,0.816968,-2.450703,4.343167,0.81576,-2.445869,2.426635,0.819788,-2.449092,4.343167,0.816163,-2.445869,2.426635,0.819788,-2.450703,4.343167,0.81576,-2.448286,2.426635,0.818982,-2.449092,4.343167,0.816163,-2.445869,2.426635,0.819788,-2.44748,4.343167,0.81576,-2.445869,2.426635,0.819788,-2.443452,2.426635,0.818982,-2.44748,4.343167,0.81576,-2.441438,2.426635,0.816968,-2.446675,4.343167,0.814954,-2.443452,2.426635,0.818982,-2.44748,4.343167,0.81576,-2.443452,2.426635,0.818982,-2.446675,4.343167,0.814954,-2.446675,4.343167,0.814954,-2.440632,2.426635,0.814551,-2.446272,4.343167,0.813343,-2.440632,2.426635,0.814551,-2.446675,4.343167,0.814954,-2.441438,2.426635,0.816968,-2.446272,4.343167,0.813343,-2.440632,2.426635,0.814551,-2.446675,4.343167,0.811731,-2.440632,2.426635,0.814551,-2.441438,2.426635,0.812134,-2.446675,4.343167,0.811731,-2.446675,4.343167,0.811731,-2.443452,2.426635,0.81012,-2.44748,4.343167,0.810926,-2.441438,2.426635,0.812134,-2.44748,4.343167,0.810926,-2.445869,2.426635,0.809314,-2.449092,4.343167,0.810523,-2.445869,2.426635,0.809314,-2.44748,4.343167,0.810926,-2.443452,2.426635,0.81012,-2.449092,4.343167,0.810523,-2.445869,2.426635,0.809314,-2.450703,4.343167,0.810926,-2.445869,2.426635,0.809314,-2.448286,2.426635,0.81012,-2.450703,4.343167,0.810926,0.434669,1.803033,1.047899,0.460451,1.186581,1.12605,0.527323,1.187789,1.101074,0.498721,1.869099,1.014866,-0.166778,1.803033,1.047899,0.434669,1.803033,1.047899,0.498721,1.869099,1.014866,-0.234455,1.869099,1.014866,-0.157109,1.191012,1.125648,-0.166778,1.803033,1.047899,-0.234455,1.869099,1.014866,-0.223981,1.187789,1.101074,0.294882,0.757551,1.125648,0.006848,0.757551,1.125648,-0.030616,0.690679,1.101074,0.330332,0.690679,1.101074,-0.143815,1.004092,1.125648,-0.157109,1.191012,1.125648,-0.223981,1.187789,1.101074,-0.209479,0.983144,1.101074,0.460451,1.186581,1.12605,0.461257,1.003689,1.125648,0.528532,0.983144,1.101074,0.527323,1.187789,1.101074,0.461257,1.003689,1.125648,0.294882,0.757551,1.125648,0.330332,0.690679,1.101074,0.528532,0.983144,1.101074,0.006848,0.757551,1.125648,-0.143815,1.004092,1.125648,-0.209479,0.983144,1.101074,-0.030616,0.690679,1.101074,1.609464,1.344496,-1.049913,1.585696,1.358595,-1.047093,1.593753,1.344496,-1.047899,1.617521,1.358595,-1.051122,1.609464,1.372695,-1.049913,1.593753,1.372695,-1.047899,2.064779,1.358595,-1.047093,2.040608,1.344496,-1.049913,2.056722,1.344496,-1.047899,2.032551,1.358595,-1.051122,2.056722,1.372695,-1.047899,2.040608,1.372695,-1.049913],"normals":[0,0.852476,0.522766,0,0.852476,0.522766,0,0.852476,0.522766,0,0.852476,0.522766,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,-0.852645,-0.522491,0,-0.852645,-0.522491,0,-0.852645,-0.522491,0,-0.852645,-0.522491,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,1,0,0,1,0,0,1,0,0,1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0.852476,0.522766,0,0.852476,0.522766,0,0.852476,0.522766,0,0.852476,0.522766,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,-0.852645,-0.522491,0,-0.852645,-0.522491,0,-0.852645,-0.522491,0,-0.852645,-0.522491,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0.000001,-1,0,0.000001,-1,-0.000001,0,-1,0,0.000001,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,1,0,0,1,0,0,1,0,0,1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0.852476,0.522766,0,0.852476,0.522766,0,0.852476,0.522766,0,0.852476,0.522766,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0.000001,-0.852645,-0.522491,0.000001,-0.852645,-0.522491,0.000001,-0.852645,-0.522491,0,-0.852645,-0.522491,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,1,0,0,1,0,0,1,0,0,1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0.852476,0.522766,0,0.852476,0.522766,0,0.852476,0.522766,0,0.852476,0.522766,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,-0.852645,-0.522491,0,-0.852645,-0.522491,0,-0.852645,-0.522491,0,-0.852645,-0.522491,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,1,0,0,1,0,0,1,0,0,1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0.852476,-0.522766,0,0.852476,-0.522766,0,0.852476,-0.522766,0,0.852476,-0.522766,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,-0.852645,0.522491,0,-0.852645,0.522491,0,-0.852645,0.522491,0,-0.852645,0.522491,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,1,0,0,1,0,0,1,0,0,1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0.852476,-0.522766,0,0.852476,-0.522766,0,0.852476,-0.522766,0,0.852476,-0.522766,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0.000001,-0.852645,0.522491,0.000001,-0.852645,0.522491,0.000001,-0.852645,0.522491,0,-0.852645,0.522491,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,1,0,0,1,0,0,1,0,0,1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0.852476,-0.522766,0,0.852476,-0.522766,0,0.852476,-0.522766,0,0.852476,-0.522766,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,-0.852645,0.522491,0,-0.852645,0.522491,0,-0.852645,0.522491,0,-0.852645,0.522491,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0.000001,-1,0.000001,0,-1,0,0.000001,-1,0,0.000001,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,1,0,0,1,0,0,1,0,0,1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0.852476,-0.522766,0,0.852476,-0.522766,0,0.852476,-0.522766,0,0.852476,-0.522766,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,-0.852645,0.522491,0,-0.852645,0.522491,0,-0.852645,0.522491,0,-0.852645,0.522491,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,1,0,0,1,0,0,1,0,0,1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,-0.000001,1,0,-0.000001,1,0,-0.000001,1,0,-0.000001,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,1,0,0,1,0,0,1,0,0,1,0.004671,0.43777,0.899075,0.004671,0.43777,0.899075,0.004671,0.43777,0.899075,0.002331,0.393304,0.919406,0.002331,0.393304,0.919406,0.002331,0.393304,0.919406,0.663237,0.444172,0.602352,0.663237,0.444172,0.602352,0.663237,0.444172,0.602352,0.670726,0.399807,0.624724,0.670726,0.399807,0.624724,0.670726,0.399807,0.624724,0.865579,0.483427,0.130655,0.865579,0.483427,0.130655,0.865579,0.483427,0.130655,0.868305,0.478779,0.129682,0.868305,0.478779,0.129682,0.868305,0.478779,0.129682,-0.86599,0.484116,0.125269,-0.86599,0.484116,0.125269,-0.86599,0.484116,0.125269,-0.869057,0.478879,0.124153,-0.869057,0.478879,0.124153,-0.869057,0.478879,0.124153,-0.65674,0.461885,0.596116,-0.65674,0.461885,0.596116,-0.65674,0.461885,0.596116,-0.668178,0.398628,0.628199,-0.668178,0.398628,0.628199,-0.668178,0.398628,0.628199,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0.004323,0.395068,-0.918642,0.004323,0.395068,-0.918642,0.004323,0.395068,-0.918642,0.002168,0.436453,-0.899725,0.002168,0.436453,-0.899725,0.002168,0.436453,-0.899725,-0.689142,0.408313,-0.598636,-0.689142,0.408313,-0.598636,-0.689142,0.408313,-0.598636,-0.678201,0.454778,-0.577253,-0.678201,0.454778,-0.577253,-0.678201,0.454778,-0.577253,-0.864675,0.487092,-0.122794,-0.864675,0.487092,-0.122794,-0.864675,0.487092,-0.122794,-0.868873,0.478846,-0.125562,-0.868873,0.478846,-0.125562,-0.868873,0.478846,-0.125562,0.864678,0.487086,-0.122796,0.864678,0.487086,-0.122796,0.864678,0.487086,-0.122796,0.868867,0.478858,-0.125558,0.868867,0.478858,-0.125558,0.868867,0.478858,-0.125558,0.692005,0.409638,-0.594413,0.692005,0.409638,-0.594413,0.692005,0.409638,-0.594413,0.680287,0.45878,-0.571603,0.680287,0.45878,-0.571603,0.680287,0.45878,-0.571603,0.002168,-0.43645,-0.899726,0.002168,-0.43645,-0.899726,0.002168,-0.43645,-0.899726,0.004323,-0.395065,-0.918643,0.004323,-0.395065,-0.918643,0.004323,-0.395065,-0.918643,-0.678202,-0.454775,-0.577254,-0.678202,-0.454775,-0.577254,-0.678202,-0.454775,-0.577254,-0.689143,-0.40831,-0.598636,-0.689143,-0.40831,-0.598636,-0.689143,-0.40831,-0.598636,-0.868875,-0.478843,-0.125562,-0.868875,-0.478843,-0.125562,-0.868875,-0.478843,-0.125562,-0.864677,-0.487089,-0.122794,-0.864677,-0.487089,-0.122794,-0.864677,-0.487089,-0.122794,0.868869,-0.478854,-0.125558,0.868869,-0.478854,-0.125558,0.868869,-0.478854,-0.125558,0.86468,-0.487083,-0.122796,0.86468,-0.487083,-0.122796,0.86468,-0.487083,-0.122796,0.680289,-0.458777,-0.571604,0.680289,-0.458777,-0.571604,0.680289,-0.458777,-0.571604,0.692006,-0.409635,-0.594414,0.692006,-0.409635,-0.594414,0.692006,-0.409635,-0.594414,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0.004671,-0.437767,0.899076,0.004671,-0.437767,0.899076,0.004671,-0.437767,0.899076,0.002331,-0.393301,0.919407,0.002331,-0.393301,0.919407,0.002331,-0.393301,0.919407,0.670727,-0.399804,0.624725,0.670727,-0.399804,0.624725,0.670727,-0.399804,0.624725,0.663238,-0.444169,0.602353,0.663238,-0.444169,0.602353,0.663238,-0.444169,0.602353,0.868306,-0.478776,0.129682,0.868306,-0.478776,0.129682,0.868306,-0.478776,0.129682,0.865581,-0.483424,0.130655,0.865581,-0.483424,0.130655,0.865581,-0.483424,0.130655,-0.869059,-0.478876,0.124154,-0.869059,-0.478876,0.124154,-0.869059,-0.478876,0.124154,-0.865992,-0.484113,0.12527,-0.865992,-0.484113,0.12527,-0.865992,-0.484113,0.12527,-0.668179,-0.398625,0.628199,-0.668179,-0.398625,0.628199,-0.668179,-0.398625,0.628199,-0.656741,-0.461882,0.596117,-0.656741,-0.461882,0.596117,-0.656741,-0.461882,0.596117,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,-0.000002,0,-1,-0.000002,0,-1,-0.000002,0,-1,-0.000002,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,-1,-0.000002,0,-1,-0.000002,0,-1,-0.000002,0,-1,-0.000002,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.000002,0,-1,-0.000002,0,-1,-0.000002,0,-1,-0.000002,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,1,0,0,1,0,0,1,0,0,1,0,0,-0.001194,0.999999,0,-0.001194,0.999999,0,-0.001194,0.999999,0,-0.001194,0.999999,0,-0.001194,0.999999,0,-0.001192,0.999999,0.000002,-0.001192,0.999999,0.000002,-0.001192,0.999999,0.000002,-0.001195,0.999999,0,-0.001195,0.999999,0,-0.001195,0.999999,0,-0.001194,0.999999,0.000003,-0.001194,0.999999,0.000003,-0.001194,0.999999,0.000003,-0.001192,0.999999,-0.000002,-0.001192,0.999999,-0.000002,-0.001192,0.999999,-0.000002,-0.001195,0.999999,0,-0.001195,0.999999,0,-0.001195,0.999999,0,-0.001194,0.999999,-0.000003,-0.001194,0.999999,-0.000003,-0.001194,0.999999,-0.000003,0.999998,0,-0.002084,0.999998,0,-0.002084,0.999998,0,-0.002084,0.999998,0,-0.002083,0.999998,0,-0.002083,0.999998,0,-0.002083,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0.999996,0,-0.002662,0.999996,0,-0.002662,0.999996,0,-0.002662,0.999996,0,-0.002662,0.094009,0,-0.995571,0.094009,0,-0.995571,0.094009,0,-0.995571,0.094009,0,-0.995571,0.094009,0,-0.995571,0.094009,0,-0.995571,0.999998,0,0.002085,0.999998,0,0.002085,0.999998,0,0.002085,0.999998,0,0.002085,0.999998,0,0.002085,0.999998,0,0.002085,0.093419,0,0.995627,0.093419,0,0.995627,0.093419,0,0.995627,0.093419,0,0.995627,0.093419,0,0.995627,0.093419,0,0.995627,0.093419,0,0.995627,0.999996,0,0.002658,0.999996,0,0.002658,0.999996,0,0.002658,0.999996,0,0.002659,0.999996,0,0.002659,0.999996,0,0.002659,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,-0.759257,0.650791,0,-0.759257,0.650791,0,-0.759257,0.650791,0,-0.759257,0.650791,0,-0.759003,0.651087,0,-0.759003,0.651087,0,-0.759003,0.651087,0,-0.759257,0.650791,0.000117,-0.759257,0.650791,0.000117,-0.759257,0.650791,0.000117,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.759257,0.650791,0,-0.759257,0.650791,0,-0.759257,0.650791,0,-0.759257,0.650791,0,0,0,1,0,0,1,0,0,1,0,0,1,-0.759003,0.651087,0,-0.759003,0.651087,0,-0.759003,0.651087,0,-0.759257,0.650791,-0.000117,-0.759257,0.650791,-0.000117,-0.759257,0.650791,-0.000117,0.076419,-0.997076,0,0.076419,-0.997076,0,0.076419,-0.997076,0,0.076419,-0.997076,0,0.076419,-0.997076,0,0.076419,-0.997076,0,-0.589873,0.807496,0,-0.589873,0.807496,0,-0.589873,0.807496,0,-0.589873,0.807496,0,-0.589873,0.807496,0,-0.589873,0.807496,0,0.076419,-0.997076,0,0.076419,-0.997076,0,0.076419,-0.997076,0,0.076419,-0.997076,0,0.076419,-0.997076,0,0.076419,-0.997076,0,-0.590235,0.807231,0,-0.590235,0.807231,0,-0.590235,0.807231,0,-0.589873,0.807496,0.000168,-0.589873,0.807496,0.000168,-0.589873,0.807496,0.000168,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0.076419,-0.997076,0,0.076419,-0.997076,0,0.076419,-0.997076,0,0.076419,-0.997076,0,0.076419,-0.997076,0,0.076419,-0.997076,0,0,0,1,0,0,1,0,0,1,0,0,1,-0.590235,0.807231,0,-0.590235,0.807231,0,-0.590235,0.807231,0,-0.589873,0.807496,-0.000168,-0.589873,0.807496,-0.000168,-0.589873,0.807496,-0.000168,0.286628,-0.958042,-0.000583,0.286628,-0.958042,-0.000583,0.286628,-0.958042,-0.000583,0.28771,-0.957717,-0.00039,0.28771,-0.957717,-0.00039,0.28771,-0.957717,-0.00039,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0.28771,-0.957717,-0.000747,0.28771,-0.957717,-0.000747,0.28771,-0.957717,-0.000747,0.28771,-0.957717,-0.000747,0.28771,-0.957717,-0.000747,0.28771,-0.957717,-0.000747,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0.286628,-0.958042,0.000583,0.286628,-0.958042,0.000583,0.286628,-0.958042,0.000583,0.28771,-0.957717,0.00039,0.28771,-0.957717,0.00039,0.28771,-0.957717,0.00039,0.28771,-0.957717,0.000747,0.28771,-0.957717,0.000747,0.28771,-0.957717,0.000747,0.28771,-0.957717,0.000747,0.28771,-0.957717,0.000747,0.28771,-0.957717,0.000747,0,0,1,0,0,1,0,0,1,0,0,1,0.999998,0,-0.002083,0.999998,0,-0.002083,0.999998,0,-0.002083,0.999997,0.001547,-0.002034,0.999997,0.001547,-0.002034,0.999997,0.001547,-0.002034,0.999997,-0.001548,-0.002034,0.999997,-0.001548,-0.002034,0.999997,-0.001548,-0.002034,0.999998,0,-0.002083,0.999998,0,-0.002083,0.999998,0,-0.002083,0.999994,0.002028,-0.002665,0.999994,0.002028,-0.002665,0.999994,0.002028,-0.002665,0.999992,0.003116,-0.002597,0.999992,0.003116,-0.002597,0.999992,0.003116,-0.002597,1,0,0,1,0,0,1,0,0,1,0,0,0.999992,-0.003048,-0.002597,0.999992,-0.003048,-0.002597,0.999992,-0.003048,-0.002597,0.999994,-0.002026,-0.002662,0.999994,-0.002026,-0.002662,0.999994,-0.002026,-0.002662,0.999998,0,0.002085,0.999998,0,0.002085,0.999998,0,0.002085,0.999997,0.001592,0.002034,0.999997,0.001592,0.002034,0.999997,0.001592,0.002034,0.999997,-0.001592,0.002034,0.999997,-0.001592,0.002034,0.999997,-0.001592,0.002034,0.999998,0,0.002085,0.999998,0,0.002085,0.999998,0,0.002085,0.999994,0.002083,0.002662,0.999994,0.002083,0.002662,0.999994,0.002083,0.002662,0.999992,0.003116,0.002597,0.999992,0.003116,0.002597,0.999992,0.003116,0.002597,0.999992,-0.003048,0.002597,0.999992,-0.003048,0.002597,0.999992,-0.003048,0.002597,0.999994,-0.002081,0.002659,0.999994,-0.002081,0.002659,0.999994,-0.002081,0.002659,1,0,0,1,0,0,1,0,0,1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-0.999999,0.001331,0,-0.999999,0.001331,0,-0.999999,0.001331,0,-0.999999,0.001331,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-0.999999,-0.00133,0,-0.999999,-0.00133,0,-0.999999,-0.00133,0,-0.999999,-0.00133,0,0,1,0,0,1,0,0,1,0,0,1,0.035276,-0.999378,0,0.035276,-0.999378,0,0.035276,-0.999378,0,0.035276,-0.999378,0,0.035276,-0.999378,0,0.035276,-0.999378,0,0.035276,-0.999378,0,0.035276,-0.999378,0,0.035241,-0.998372,0.044847,0.035241,-0.998372,0.044847,0.035241,-0.998372,0.044847,0.046416,-0.997963,0.043774,0.046416,-0.997963,0.043774,0.046416,-0.997963,0.043774,-0.6768,0.736167,0,-0.6768,0.736167,0,-0.6768,0.736167,0,-0.6768,0.736167,0,-0.6768,0.736167,0,-0.6768,0.736167,0,-0.6768,0.736167,0,-0.6768,0.736167,0,-0.6768,0.736167,0,-0.6768,0.736167,0,-0.6768,0.736167,0,-0.6768,0.736167,0,-0.676097,0.735402,0.045569,-0.676097,0.735402,0.045569,-0.676097,0.735402,0.045569,-0.685342,0.726874,0.044274,-0.685342,0.726874,0.044274,-0.685342,0.726874,0.044274,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0.035241,-0.998374,-0.044797,0.035241,-0.998374,-0.044797,0.035241,-0.998374,-0.044797,0.046416,-0.997965,-0.043725,0.046416,-0.997965,-0.043725,0.046416,-0.997965,-0.043725,-0.676099,0.735404,-0.045518,-0.676099,0.735404,-0.045518,-0.676099,0.735404,-0.045518,-0.685344,0.726876,-0.044224,-0.685344,0.726876,-0.044224,-0.685344,0.726876,-0.044224,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0.99928,0.037948,0,0.99928,0.037948,0,0.99928,0.037948,0,0.99928,0.037948,0,0.99928,0.037948,0,0.99928,0.037948,0,-0.99928,-0.03794,0,-0.99928,-0.03794,0,-0.99928,-0.03794,0,-0.99928,-0.03794,0,-0.99928,-0.03794,0,-0.99928,-0.03794,0,-0.99928,-0.03794,0,-0.99928,-0.03794,0,-0.99928,-0.03794,0,-0.99928,-0.03794,0,-0.99928,-0.03794,0,-0.99928,-0.03794,0,0.99928,0.037948,0,0.99928,0.037948,0,0.99928,0.037948,0,0.99928,0.037948,0,0.99928,0.037948,0,0.99928,0.037948,0,0.99928,0.037948,-0.000582,0.99928,0.037948,-0.000582,0.99928,0.037948,-0.000582,0.998687,0.051225,0,0.998687,0.051225,0,0.998687,0.051225,0,-0.99928,-0.03794,-0.000583,-0.99928,-0.03794,-0.000583,-0.99928,-0.03794,-0.000583,-0.999688,-0.024968,0,-0.999688,-0.024968,0,-0.999688,-0.024968,0,0.725953,0.687744,0,0.725953,0.687744,0,0.725953,0.687744,0,0.725953,0.687744,0,0.725953,0.687744,0,0.725953,0.687744,0,-0.731895,-0.681417,0,-0.731895,-0.681417,0,-0.731895,-0.681417,0,-0.731895,-0.681417,0,-0.731895,-0.681417,0,-0.731895,-0.681417,0,-0.731895,-0.681417,0,-0.731895,-0.681417,0,-0.731895,-0.681417,0,-0.731895,-0.681417,0,-0.731895,-0.681417,0,-0.731895,-0.681417,0,0.725953,0.687744,0,0.725953,0.687744,0,0.725953,0.687744,0,0.725953,0.687744,0,0.725953,0.687744,0,0.725953,0.687744,0,-0.726828,-0.686768,-0.008373,-0.726828,-0.686768,-0.008373,-0.726828,-0.686768,-0.008373,-0.731868,-0.681391,-0.008693,-0.731868,-0.681391,-0.008693,-0.731868,-0.681391,-0.008693,0.73421,0.678912,-0.003843,0.73421,0.678912,-0.003843,0.73421,0.678912,-0.003843,0.725946,0.687738,-0.004373,0.725946,0.687738,-0.004373,0.725946,0.687738,-0.004373,0.998031,-0.004926,0.062531,0.998031,-0.004926,0.062531,0.998031,-0.004926,0.062531,0.780093,-0.028067,-0.625034,0.780093,-0.028067,-0.625034,0.780093,-0.028067,-0.625034,-0.78605,0.01405,0.618003,-0.78605,0.01405,0.618003,-0.78605,0.01405,0.618003,-0.999796,-0.009291,-0.017919,-0.999796,-0.009291,-0.017919,-0.999796,-0.009291,-0.017919,-0.99928,-0.03794,0.000582,-0.99928,-0.03794,0.000582,-0.99928,-0.03794,0.000582,-0.999688,-0.024968,0,-0.999688,-0.024968,0,-0.999688,-0.024968,0,0.99928,0.037948,0.000582,0.99928,0.037948,0.000582,0.99928,0.037948,0.000582,0.998687,0.051225,0,0.998687,0.051225,0,0.998687,0.051225,0,0.734144,0.678983,0.003843,0.734144,0.678983,0.003843,0.734144,0.678983,0.003843,0.725946,0.687738,0.004368,0.725946,0.687738,0.004368,0.725946,0.687738,0.004368,-0.726973,-0.686615,0.008373,-0.726973,-0.686615,0.008373,-0.726973,-0.686615,0.008373,-0.731868,-0.681391,0.008683,-0.731868,-0.681391,0.008683,-0.731868,-0.681391,0.008683,-0.999787,-0.009291,0.018446,-0.999787,-0.009291,0.018446,-0.999787,-0.009291,0.018446,-0.777241,0.013892,-0.62905,-0.777241,0.013892,-0.62905,-0.777241,0.013892,-0.62905,0.771153,-0.027745,0.636045,0.771153,-0.027745,0.636045,0.771153,-0.027745,0.636045,0.997914,-0.004925,-0.064363,0.997914,-0.004925,-0.064363,0.997914,-0.004925,-0.064363,0.999999,0,0.001356,0.999999,0,0.001356,0.999999,0,0.001356,0.999999,0,0.001356,0.999999,0,-0.001356,0.999999,0,-0.001356,0.999999,0,-0.001356,0.999999,0,-0.001356,0.999997,0,-0.002597,0.999997,0,-0.002597,0.999997,0,-0.002597,0.999997,0,-0.002597,0.999997,0,-0.002597,0.999997,0,-0.002597,0.999997,0,0.002597,0.999997,0,0.002597,0.999997,0,0.002597,0.999997,0,0.002597,0.999997,0,0.002597,0.999997,0,0.002597,0.093419,0,0.995627,0.093419,0,0.995627,0.093419,0,0.995627,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,-0.783111,0.621882,0,-0.783111,0.621882,0,-0.783111,0.621882,0,-0.783111,0.621882,0,-0.783111,0.621882,0,-0.783111,0.621882,0,-0.336336,0.941742,0,-0.336336,0.941742,0,-0.336336,0.941742,0,-0.336336,0.941742,0,-0.336336,0.941742,0,-0.336336,0.941742,0,-0.322464,0.946582,0,-0.322464,0.946582,0,-0.322464,0.946582,0,-0.322464,0.946582,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,-1,0,0.000001,-1,0,0.000001,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0.000001,-1,0,0,-1,0,0.000001,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,-0.783111,0.621882,0,-0.783111,0.621882,0,-0.783111,0.621882,0,-0.783111,0.621882,0,-0.783111,0.621882,0,-0.783111,0.621882,0,-0.336336,0.941742,0,-0.336336,0.941742,0,-0.336336,0.941742,0,-0.336336,0.941742,0,-0.336336,0.941742,0,-0.336336,0.941742,0,-0.322464,0.946582,0,-0.322464,0.946582,0,-0.322464,0.946582,0,-0.322464,0.946582,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-1,-0.000001,0,-1,-0.000001,0,-1,-0.000001,0,-1,-0.000001,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,1,0.000001,0,1,0.000001,0,1,0.000001,0,1,0.000001,0,-0.979218,-0.202811,0,-0.979218,-0.202811,0,-0.979218,-0.202811,0,-0.979218,-0.202811,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,-0.979218,-0.202811,0,-0.979218,-0.202811,0,-0.979218,-0.202811,0,-0.979218,-0.202811,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0.012193,-0.999926,0,0.012193,-0.999926,0,0.012193,-0.999926,0,0.012193,-0.999926,0,0.012193,-0.999926,0,0.012193,-0.999926,0,0.012193,-0.999926,0,0.012193,-0.999926,0,0.96373,-0.266881,0,0.96373,-0.266881,0,0.96373,-0.266881,0,0.96373,-0.266881,0,0.96373,-0.266881,0,0.96373,-0.266881,0,0.96373,-0.266881,0,0.96373,-0.266881,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,-0.983484,-0.180997,0,-0.983484,-0.180997,0,-0.983484,-0.180997,0,-0.983484,-0.180997,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0.983317,0.181899,0,0.983317,0.181899,0,0.983317,0.181899,0,0.983317,0.181899,0,-0.983484,-0.180997,0,-0.983484,-0.180997,0,-0.983484,-0.180997,0,-0.983484,-0.180997,0,0.983317,0.181899,0,0.983317,0.181899,0,0.983317,0.181899,0,0.983317,0.181899,0,0,0,1,0,0,1,0,0,1,0,0,1,0.996545,0.083048,0,0.996545,0.083048,0,0.996545,0.083048,0,0.996545,0.083048,0,0.996545,0.083048,0,0.996545,0.083048,0,0.996545,0.083048,0,0.996545,0.083048,0,0.002755,0.999996,0,0.002755,0.999996,0,0.002755,0.999996,0,0.002755,0.999996,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,-1,0,0,-1,0,0,-1,0.002755,0.999996,0,0.002755,0.999996,0,0.002755,0.999996,0,0.002755,0.999996,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0.012193,-0.999926,0,0.012193,-0.999926,0,0.012193,-0.999926,0,0.012193,-0.999926,0,-0.996097,-0.088265,0,-0.996097,-0.088265,0,-0.996097,-0.088265,0,-0.996097,-0.088265,0,-0.996097,-0.088265,0,-0.996097,-0.088265,0,-0.072977,0.997334,0,-0.072977,0.997334,0,-0.072977,0.997334,0,-0.072977,0.997334,0,0.996545,0.083048,0,0.996545,0.083048,0,0.996545,0.083048,0,0.996545,0.083048,0,0.996545,0.083048,0,0.996545,0.083048,0,0.96373,0.266881,0,0.96373,0.266881,0,0.96373,0.266881,0,0.96373,0.266881,0,0.96373,0.266881,0,0.96373,0.266881,0,0.96373,0.266881,0,0.96373,0.266881,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,1,0,0,1,0,0,1,0,0,1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,-0.000002,0,-1,-0.000002,0,-1,-0.000002,0,-1,-0.000002,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,-1,-0.000002,0,-1,-0.000002,0,-1,-0.000002,0,-1,-0.000002,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.000002,0,-1,-0.000002,0,-1,-0.000002,0,-1,-0.000002,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,1,0,0,1,0,0,1,0,0,1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,1,0,0,1,0,0,1,0,0,1,0,0,-0.199961,0.979804,0,-0.199961,0.979804,0,-0.199961,0.979804,0,-0.199961,0.979804,0,-0.980033,-0.198836,0,-0.980033,-0.198836,0,-0.980033,-0.198836,0,-0.980033,-0.198836,0,-0.980033,-0.198836,0,-0.980033,-0.198836,0,-0.980276,-0.197633,0,-0.980276,-0.197633,0,-0.980276,-0.197633,0,-0.980276,-0.197633,0,0.200945,-0.979603,0,0.200945,-0.979603,0,0.200945,-0.979603,0,0.200945,-0.979603,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.051875,0.259378,-0.964382,-0.051875,0.259378,-0.964382,-0.051875,0.259378,-0.964382,-0.052862,0.259024,-0.964423,-0.052862,0.259024,-0.964423,-0.052862,0.259024,-0.964423,0,0,1,0,0,1,0,0,1,0,0,1,-0.051875,0.259378,0.964382,-0.051875,0.259378,0.964382,-0.051875,0.259378,0.964382,-0.052862,0.259024,0.964423,-0.052862,0.259024,0.964423,-0.052862,0.259024,0.964423,-0.199961,0.979804,0,-0.199961,0.979804,0,-0.199961,0.979804,0,-0.199961,0.979804,0,-0.980033,-0.198836,0,-0.980033,-0.198836,0,-0.980033,-0.198836,0,-0.980033,-0.198836,0,-0.980276,-0.197633,0,-0.980276,-0.197633,0,-0.980276,-0.197633,0,-0.980276,-0.197633,0,0.200945,-0.979603,0,0.200945,-0.979603,0,0.200945,-0.979603,0,0.200945,-0.979603,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.051875,0.259378,-0.964382,-0.051875,0.259378,-0.964382,-0.051875,0.259378,-0.964382,-0.052862,0.259024,-0.964423,-0.052862,0.259024,-0.964423,-0.052862,0.259024,-0.964423,0,0,1,0,0,1,0,0,1,0,0,1,-0.051875,0.259378,0.964382,-0.051875,0.259378,0.964382,-0.051875,0.259378,0.964382,-0.052862,0.259024,0.964423,-0.052862,0.259024,0.964423,-0.052862,0.259024,0.964423,0,1,0,0,1,0,0,1,0,0,1,0,-1,-0.000001,0,-1,-0.000001,0,-1,-0.000001,0,-1,-0.000001,0,1,0,0,1,0,0,1,0,0,1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,-0.713447,0,-0.70071,-0.713447,0,-0.70071,-0.713447,0,-0.70071,-0.713447,0,-0.70071,-0.963882,0,-0.26633,-0.963882,0,-0.26633,-0.963882,0,-0.26633,-0.963882,0,-0.26633,-0.964106,0,0.265519,-0.964106,0,0.265519,-0.964106,0,0.265519,-0.964106,0,0.265519,-0.713447,0,0.70071,-0.713447,0,0.70071,-0.713447,0,0.70071,-0.713447,0,0.70071,-0.250635,0,0.968082,-0.250635,0,0.968082,-0.250635,0,0.968082,-0.250635,0,0.968082,0.254494,0,0.967074,0.254494,0,0.967074,0.254494,0,0.967074,0.254494,0,0.967074,0.713443,0,0.700713,0.713443,0,0.700713,0.713443,0,0.700713,0.713443,0,0.700713,0.964106,0,0.265519,0.964106,0,0.265519,0.964106,0,0.265519,0.964106,0,0.265519,0.963882,0,-0.26633,0.963882,0,-0.26633,0.963882,0,-0.26633,0.963882,0,-0.26633,0.713443,0,-0.700713,0.713443,0,-0.700713,0.713443,0,-0.700713,0.713443,0,-0.700713,0.254496,0,-0.967074,0.254496,0,-0.967074,0.254496,0,-0.967074,0.254496,0,-0.967074,-0.250637,0,-0.968081,-0.250637,0,-0.968081,-0.250637,0,-0.968081,-0.250637,0,-0.968081,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,-0.634257,0.344944,-0.691904,-0.634257,0.344944,-0.691904,-0.634257,0.344944,-0.691904,-0.661354,0.35388,-0.661347,-0.661354,0.35388,-0.661347,-0.661354,0.35388,-0.661347,-0.905335,0.359356,-0.226344,-0.905335,0.359356,-0.226344,-0.905335,0.359356,-0.226344,-0.897984,0.350635,-0.265856,-0.897984,0.350635,-0.265856,-0.897984,0.350635,-0.265856,-0.902156,0.358094,0.240589,-0.902156,0.358094,0.240589,-0.902156,0.358094,0.240589,-0.897589,0.353041,0.264002,-0.897589,0.353041,0.264002,-0.897589,0.353041,0.264002,-0.661351,0.353879,0.661351,-0.661351,0.353879,0.661351,-0.661351,0.353879,0.661351,-0.667597,0.355905,0.653946,-0.667597,0.355905,0.653946,-0.667597,0.355905,0.653946,-0.226488,0.357627,0.905984,-0.226488,0.357627,0.905984,-0.226488,0.357627,0.905984,-0.237902,0.35518,0.904019,-0.237902,0.35518,0.904019,-0.237902,0.35518,0.904019,0.240749,0.356368,0.902796,0.240749,0.356368,0.902796,0.240749,0.356368,0.902796,0.237725,0.357003,0.903347,0.237725,0.357003,0.903347,0.237725,0.357003,0.903347,0.667566,0.355901,0.65398,0.667566,0.355901,0.65398,0.667566,0.355901,0.65398,0.672289,0.357423,0.648287,0.672289,0.357423,0.648287,0.672289,0.357423,0.648287,0.902796,0.356361,0.24076,0.902796,0.356361,0.24076,0.902796,0.356361,0.24076,0.899354,0.352531,0.258621,0.899354,0.352531,0.258621,0.899354,0.352531,0.258621,0.905982,0.357619,-0.226506,0.905982,0.357619,-0.226506,0.905982,0.357619,-0.226506,0.899749,0.350177,-0.260437,0.899749,0.350177,-0.260437,0.899749,0.350177,-0.260437,0.672292,0.357424,-0.648284,0.672292,0.357424,-0.648284,0.672292,0.357424,-0.648284,0.634224,0.34494,-0.691937,0.634224,0.34494,-0.691937,0.634224,0.34494,-0.691937,0.240758,0.356368,-0.902794,0.240758,0.356368,-0.902794,0.240758,0.356368,-0.902794,0.237722,0.357005,-0.903347,0.237722,0.357005,-0.903347,0.237722,0.357005,-0.903347,-0.226496,0.357626,-0.905982,-0.226496,0.357626,-0.905982,-0.226496,0.357626,-0.905982,-0.237899,0.355182,-0.904019,-0.237899,0.355182,-0.904019,-0.237899,0.355182,-0.904019,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0.628216,0.778039,-0.000947,0.628216,0.778039,-0.000947,0.628216,0.778039,-0.000947,0.627021,0.778999,-0.002251,0.627021,0.778999,-0.002251,0.627021,0.778999,-0.002251,0.504683,-0.863305,0,0.504683,-0.863305,0,0.504683,-0.863305,0,0.504683,-0.863305,0,0.504683,-0.863305,0,0.504683,-0.863305,0,0.504683,-0.863305,0,0.504683,-0.863305,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0.296681,-0.029647,-0.954516,0.296681,-0.029647,-0.954516,0.296681,-0.029647,-0.954516,0.277512,0,-0.960722,0.277512,0,-0.960722,0.277512,0,-0.960722,0.320342,-0.038125,-0.946535,0.320342,-0.038125,-0.946535,0.320342,-0.038125,-0.946535,0.274542,0.186529,-0.94331,0.274542,0.186529,-0.94331,0.274542,0.186529,-0.94331,0.983204,0.18251,0,0.983204,0.18251,0,0.983204,0.18251,0,0.983204,0.18251,0,0.983204,0.18251,0,0.983204,0.18251,0,0.983204,0.18251,0,-0.000929,-0.512827,-0.858492,-0.000929,-0.512827,-0.858492,-0.000929,-0.512827,-0.858492,-0.00103,-0.513822,-0.857896,-0.00103,-0.513822,-0.857896,-0.00103,-0.513822,-0.857896,-0.015938,0.126085,-0.991891,-0.015938,0.126085,-0.991891,-0.015938,0.126085,-0.991891,0,0.105833,-0.994384,0,0.105833,-0.994384,0,0.105833,-0.994384,0.000461,1,-0.00061,0.000461,1,-0.00061,0.000461,1,-0.00061,0,1,0,0,1,0,0,1,0,0.008853,-0.512216,-0.858811,0.008853,-0.512216,-0.858811,0.008853,-0.512216,-0.858811,0.009331,-0.513168,-0.858238,0.009331,-0.513168,-0.858238,0.009331,-0.513168,-0.858238,0.006331,0.107048,-0.994234,0.006331,0.107048,-0.994234,0.006331,0.107048,-0.994234,0,0.115111,-0.993353,0,0.115111,-0.993353,0,0.115111,-0.993353,0.433694,0.90106,0,0.433694,0.90106,0,0.433694,0.90106,0,0.432647,0.901563,0.001179,0.432647,0.901563,0.001179,0.432647,0.901563,0.001179,0.000091,1,-0.000511,0.000091,1,-0.000511,0.000091,1,-0.000511,-0.000012,1,-0.00062,-0.000012,1,-0.00062,-0.000012,1,-0.00062,-0.000171,0.125398,-0.992106,-0.000171,0.125398,-0.992106,-0.000171,0.125398,-0.992106,-0.000177,0.125404,-0.992106,-0.000177,0.125404,-0.992106,-0.000177,0.125404,-0.992106,0,-0.513821,-0.857897,0,-0.513821,-0.857897,0,-0.513821,-0.857897,0,-0.513821,-0.857897,0,-0.513821,-0.857897,0,-0.513821,-0.857897,0,1,0,0,1,0,0,1,0,0,1,0,-0.000171,0.126198,-0.992005,-0.000171,0.126198,-0.992005,-0.000171,0.126198,-0.992005,0.000493,0.125422,-0.992103,0.000493,0.125422,-0.992103,0.000493,0.125422,-0.992103,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,1,0,0,1,0,0,1,0,0,1,0,0,-0.999999,0.001431,0,-0.999999,0.001431,0,-0.999999,0.001431,0,-0.999999,0.001431,0,-0.999999,0.00143,0,-0.999999,0.00143,0,-0.999999,0.00143,0,-0.999999,0.00143,0,-0.999999,0.00143,0,-0.999999,0.00143,0.504683,-0.863305,0,0.504683,-0.863305,0,0.504683,-0.863305,0,1,0,0,1,0,0,1,0,0,1,0,0,0.983204,0.18251,0,0.983204,0.18251,0,0.983204,0.18251,0,0.983204,0.18251,0,0.983204,0.18251,0,0.983204,0.18251,0,0.476347,0.762717,-0.437443,0.476347,0.762717,-0.437443,0.476347,0.762717,-0.437443,0.628075,0.777788,-0.023838,0.628075,0.777788,-0.023838,0.628075,0.777788,-0.023838,0.412236,0.883768,-0.221393,0.412236,0.883768,-0.221393,0.412236,0.883768,-0.221393,0.419494,0.875817,-0.238684,0.419494,0.875817,-0.238684,0.419494,0.875817,-0.238684,-0.00416,0.964804,-0.262936,-0.00416,0.964804,-0.262936,-0.00416,0.964804,-0.262936,0,0.962068,-0.272811,0,0.962068,-0.272811,0,0.962068,-0.272811,0,0.906531,-0.42214,0,0.906531,-0.42214,0,0.906531,-0.42214,0.050292,0.96085,-0.272466,0.050292,0.96085,-0.272466,0.050292,0.96085,-0.272466,0,0.718803,-0.695213,0,0.718803,-0.695213,0,0.718803,-0.695213,0,0.718803,-0.695213,0,0.718803,-0.695213,0,0.718803,-0.695213,0,0.718803,-0.695213,0,0.718803,-0.695213,0,0.718803,-0.695213,0,0.718803,-0.695213,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,-0.51431,-0.857604,0,-0.51431,-0.857604,0,-0.51431,-0.857604,0,-0.51431,-0.857604,0,-0.51431,-0.857604,-0.000415,-0.512806,-0.858504,-0.000415,-0.512806,-0.858504,-0.000415,-0.512806,-0.858504,0,-0.510077,-0.860129,0,-0.510077,-0.860129,0,-0.510077,-0.860129,0.00501,-0.513327,-0.858179,0.00501,-0.513327,-0.858179,0.00501,-0.513327,-0.858179,0.295928,0,-0.95521,0.295928,0,-0.95521,0.295928,0,-0.95521,0.29928,-0.015319,-0.954042,0.29928,-0.015319,-0.954042,0.29928,-0.015319,-0.954042,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,-0.514843,-0.857285,0,-0.514843,-0.857285,0,-0.514843,-0.857285,0,-0.514843,-0.857284,0,-0.514843,-0.857284,0,-0.514843,-0.857284,-0.000883,-0.5134,-0.858149,-0.000883,-0.5134,-0.858149,-0.000883,-0.5134,-0.858149,-0.00034,-0.514843,-0.857284,-0.00034,-0.514843,-0.857284,-0.00034,-0.514843,-0.857284,0.009953,-0.513331,-0.858133,0.009953,-0.513331,-0.858133,0.009953,-0.513331,-0.858133,0.004095,-0.511453,-0.859302,0.004095,-0.511453,-0.859302,0.004095,-0.511453,-0.859302,0.288176,0,-0.957577,0.288176,0,-0.957577,0.288176,0,-0.957577,0.299588,-0.02804,-0.953656,0.299588,-0.02804,-0.953656,0.299588,-0.02804,-0.953656,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,-0.999992,0.003889,0,-0.999992,0.003889,0,-0.999992,0.003889,0,-0.999992,0.003889,0,-0.999992,0.003889,0,-0.999992,0.003889,0,0.999983,0.005905,-0.000008,0.999983,0.005905,-0.000008,0.999983,0.005905,-0.000008,0.999983,0.005894,0,0.999983,0.005894,0,0.999983,0.005894,0,0.827816,-0.560999,0,0.827816,-0.560999,0,0.827816,-0.560999,0,0.827816,-0.560999,0,0.595434,-0.803404,0,0.595434,-0.803404,0,0.595434,-0.803404,0,0.595434,-0.803404,0,0.595434,-0.803404,0,0.595434,-0.803404,0,0.595434,-0.803404,0,0.595434,-0.803404,0,0.595434,-0.803404,0,0.595434,-0.803404,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-0.725712,-0.687998,0.000984,-0.725712,-0.687998,0.000984,-0.725712,-0.687998,0.000984,-0.726218,-0.687464,0,-0.726218,-0.687464,0,-0.726218,-0.687464,0,-0.883674,-0.468102,0,-0.883674,-0.468102,0,-0.883674,-0.468102,0,-0.883674,-0.468102,0,0.082829,-0.996564,0,0.082829,-0.996564,0,0.082829,-0.996564,0,0.082829,-0.996564,0,0.082829,-0.996564,0,0.082829,-0.996564,0,0.082829,-0.996564,0,0.082829,-0.996564,0,0.082829,-0.996564,0,0,0.12611,-0.992016,0,0.12611,-0.992016,0,0.12611,-0.992016,0,0.12611,-0.992016,0,0.12611,-0.992016,0,0.12611,-0.992016,0,-0.513821,-0.857897,0,-0.513821,-0.857897,0,-0.513821,-0.857897,0.000641,-0.508884,-0.860835,0.000641,-0.508884,-0.860835,0.000641,-0.508884,-0.860835,0,-0.999999,0.001431,0,-0.999999,0.001431,0,-0.999999,0.001431,0,-0.999999,0.00143,0,-0.999999,0.00143,0,-0.999999,0.00143,0,-0.51431,-0.857604,0,-0.51431,-0.857604,0,-0.51431,-0.857604,0,-0.51431,-0.857604,0,-0.514843,-0.857284,0,-0.514843,-0.857284,0,-0.514843,-0.857284,0,-0.514843,-0.857284,0,-0.514843,-0.857284,0,-0.514843,-0.857284,-0.997498,-0.070689,0.000101,-0.997498,-0.070689,0.000101,-0.997498,-0.070689,0.000101,-0.997508,-0.070551,0,-0.997508,-0.070551,0,-0.997508,-0.070551,0,-0.853107,-0.521735,0,-0.853107,-0.521735,0,-0.853107,-0.521735,0,-0.853107,-0.521735,0,-0.853107,-0.521735,0,-0.853107,-0.521735,0,0,0.12611,-0.992016,0,0.12611,-0.992016,0,0.12611,-0.992016,0,0.12611,-0.992016,0,0.12611,-0.992016,0,0.12611,-0.992016,-0.029645,-0.99956,0,-0.029645,-0.99956,0,-0.029645,-0.99956,0,-0.029645,-0.99956,0,-0.029645,-0.99956,0,-0.029645,-0.99956,0,0,-0.001957,-0.999998,0,-0.001957,-0.999998,0,-0.001957,-0.999998,-0.000012,-0.001995,-0.999998,-0.000012,-0.001995,-0.999998,-0.000012,-0.001995,-0.999998,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.982326,-0.187165,0.002369,-0.982326,-0.187165,0.002369,-0.982326,-0.187165,0.002369,-0.983195,-0.182558,0,-0.983195,-0.182558,0,-0.983195,-0.182558,0,-0.983195,-0.182558,0,0.92848,-0.371381,0.001233,0.92848,-0.371381,0.001233,0.92848,-0.371381,0.001233,0.969985,-0.243165,0.000807,0.969985,-0.243165,0.000807,0.969985,-0.243165,0.000807,0.970031,-0.242979,0.00033,0.970031,-0.242979,0.00033,0.970031,-0.242979,0.00033,1,0.000001,0,1,0.000001,0,1,0.000001,0,1,0.000001,0,1,0.000001,0,1,0.000001,0,-0.029645,-0.99956,0.000961,-0.029645,-0.99956,0.000961,-0.029645,-0.99956,0.000961,-0.029645,-0.99956,0.000961,-0.029645,-0.99956,0.000961,-0.029645,-0.99956,0.000961,-0.981996,-0.188899,0.000512,-0.981996,-0.188899,0.000512,-0.981996,-0.188899,0.000512,-0.982086,-0.188435,0.000181,-0.982086,-0.188435,0.000181,-0.982086,-0.188435,0.000181,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0.718803,-0.695213,0,0.718803,-0.695213,0,0.718803,-0.695213,0,0.718803,-0.695213,0,0.718803,-0.695213,0,0.718803,-0.695213,-0.980887,-0.19146,-0.034687,-0.980887,-0.19146,-0.034687,-0.980887,-0.19146,-0.034687,-0.983302,-0.18198,0,-0.983302,-0.18198,0,-0.983302,-0.18198,0,-0.982683,-0.185262,0.003562,-0.982683,-0.185262,0.003562,-0.982683,-0.185262,0.003562,-0.983087,-0.183124,0.002367,-0.983087,-0.183124,0.002367,-0.983087,-0.183124,0.002367,-0.980609,-0.195975,-0.000481,-0.980609,-0.195975,-0.000481,-0.980609,-0.195975,-0.000481,-0.98137,-0.192109,0.002822,-0.98137,-0.192109,0.002822,-0.98137,-0.192109,0.002822,-0.982063,-0.188552,0.000626,-0.982063,-0.188552,0.000626,-0.982063,-0.188552,0.000626,-0.982338,-0.187112,0.000621,-0.982338,-0.187112,0.000621,-0.982338,-0.187112,0.000621,-0.982347,-0.187066,0.000507,-0.982347,-0.187066,0.000507,-0.982347,-0.187066,0.000507,-0.982304,-0.187275,0.002788,-0.982304,-0.187275,0.002788,-0.982304,-0.187275,0.002788,-0.981808,-0.189841,0.003565,-0.981808,-0.189841,0.003565,-0.981808,-0.189841,0.003565,-0.999992,-0.004,0.000011,-0.999992,-0.004,0.000011,-0.999992,-0.004,0.000011,-0.999992,-0.003984,0,-0.999992,-0.003984,0,-0.999992,-0.003984,0,-0.932582,-0.360958,0.001028,-0.932582,-0.360958,0.001028,-0.932582,-0.360958,0.001028,-0.932414,-0.361391,0.000515,-0.932414,-0.361391,0.000515,-0.932414,-0.361391,0.000515,-0.934457,-0.356076,0.000507,-0.934457,-0.356076,0.000507,-0.934457,-0.356076,0.000507,-0.934702,-0.355431,0.001011,-0.934702,-0.355431,0.001011,-0.934702,-0.355431,0.001011,-0.029645,-0.999556,0.002844,-0.029645,-0.999556,0.002844,-0.029645,-0.999556,0.002844,-0.029645,-0.999556,0.002844,-0.029645,-0.999556,0.002844,-0.029645,-0.999556,0.002844,1,0.000001,0,1,0.000001,0,1,0.000001,0,1,0.000001,0,1,0.000001,0,1,0.000001,0,0.969985,-0.243165,0.000693,0.969985,-0.243165,0.000693,0.969985,-0.243165,0.000693,0.969985,-0.243165,0.000693,0.969985,-0.243165,0.000693,0.969985,-0.243165,0.000693,0.928728,-0.370762,0.00053,0.928728,-0.370762,0.00053,0.928728,-0.370762,0.00053,0.928479,-0.371382,0.001058,0.928479,-0.371382,0.001058,0.928479,-0.371382,0.001058,0,0.008,0.999968,0,0.008,0.999968,0,0.008,0.999968,0,0.008,0.999968,0,0.008,0.999968,0,0.008,0.999968,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-0.001992,-0.999998,0,-0.001992,-0.999998,0,-0.001992,-0.999998,0,-0.001992,-0.999998,0,-0.001992,-0.999998,0,-0.001992,-0.999998,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.000054,0.002061,0.999998,-0.000054,0.002061,0.999998,-0.000054,0.002061,0.999998,0.000065,0.001995,0.999998,0.000065,0.001995,0.999998,0.000065,0.001995,0.999998,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.032328,-0.999473,0.002844,-0.032328,-0.999473,0.002844,-0.032328,-0.999473,0.002844,-0.032328,-0.999473,0.002844,-0.032328,-0.999473,0.002844,-0.032328,-0.999473,0.002844,0.578079,0.815981,0,0.578079,0.815981,0,0.578079,0.815981,0,0.578079,0.815981,0,0.578079,0.815981,0,0.578079,0.815981,0,0.540444,0.762858,-0.354921,0.540444,0.762858,-0.354921,0.540444,0.762858,-0.354921,-1,-0.000001,-0.000493,-1,-0.000001,-0.000493,-1,-0.000001,-0.000493,-1,0.000009,-0.00049,-1,0.000009,-0.00049,-1,0.000009,-0.00049,-0.999375,0.000635,-0.035341,-0.999375,0.000635,-0.035341,-0.999375,0.000635,-0.035341,0.627021,0.778999,0.002251,0.627021,0.778999,0.002251,0.627021,0.778999,0.002251,0.628216,0.778039,0.000947,0.628216,0.778039,0.000947,0.628216,0.778039,0.000947,0.504683,-0.863305,0,0.504683,-0.863305,0,0.504683,-0.863305,0,0.297628,-0.033009,0.954111,0.297628,-0.033009,0.954111,0.297628,-0.033009,0.954111,0.276292,0,0.961074,0.276292,0,0.961074,0.276292,0,0.961074,0.274087,0.186465,0.943455,0.274087,0.186465,0.943455,0.274087,0.186465,0.943455,0.319833,-0.03787,0.946717,0.319833,-0.03787,0.946717,0.319833,-0.03787,0.946717,0.983204,0.18251,0,0.983204,0.18251,0,0.983204,0.18251,0,-0.000663,-0.512827,0.858492,-0.000663,-0.512827,0.858492,-0.000663,-0.512827,0.858492,-0.000891,-0.515048,0.857161,-0.000891,-0.515048,0.857161,-0.000891,-0.515048,0.857161,-0.015939,0.125507,0.991965,-0.015939,0.125507,0.991965,-0.015939,0.125507,0.991965,0,0.105251,0.994446,0,0.105251,0.994446,0,0.105251,0.994446,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0.009331,-0.513168,0.858238,0.009331,-0.513168,0.858238,0.009331,-0.513168,0.858238,0.009904,-0.514308,0.857548,0.009904,-0.514308,0.857548,0.009904,-0.514308,0.857548,0,0.115111,0.993353,0,0.115111,0.993353,0,0.115111,0.993353,0.006727,0.106543,0.994285,0.006727,0.106543,0.994285,0.006727,0.106543,0.994285,0.433694,0.90106,0,0.433694,0.90106,0,0.433694,0.90106,0,0.432647,0.901562,-0.001179,0.432647,0.901562,-0.001179,0.432647,0.901562,-0.001179,0.000011,1,0.000596,0.000011,1,0.000596,0.000011,1,0.000596,0.000094,1,0.000511,0.000094,1,0.000511,0.000094,1,0.000511,0,0.125533,0.99209,0,0.125533,0.99209,0,0.125533,0.99209,0,0.125533,0.99209,0,0.125533,0.99209,0,0.125533,0.99209,0,-0.515047,0.857162,0,-0.515047,0.857162,0,-0.515047,0.857162,0,-0.515047,0.857162,0,-0.515047,0.857162,0,-0.515047,0.857162,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0.000256,0.12578,0.992058,0.000256,0.12578,0.992058,0.000256,0.12578,0.992058,0,0.126024,0.992027,0,0.126024,0.992027,0,0.126024,0.992027,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,-0.999999,-0.001432,0,-0.999999,-0.001432,0,-0.999999,-0.001432,0,-0.999999,-0.001432,0,-0.999999,-0.001432,0,-0.999999,-0.001432,0,-0.999999,-0.001432,0,-0.999999,-0.001432,0,-0.999999,-0.001432,0,-0.999999,-0.001432,0.504683,-0.863305,0,0.504683,-0.863305,0,0.504683,-0.863305,0,0.504683,-0.863305,0,1,0,0,1,0,0,1,0,0,1,0,0,0.983204,0.18251,0,0.983204,0.18251,0,0.983204,0.18251,0,0.983204,0.18251,0,0.983204,0.18251,0,0.983204,0.18251,0,0.469068,0.801368,0.371194,0.469068,0.801368,0.371194,0.469068,0.801368,0.371194,0.62816,0.777919,0.01605,0.62816,0.777919,0.01605,0.62816,0.777919,0.01605,0.419754,0.875391,0.239787,0.419754,0.875391,0.239787,0.419754,0.875391,0.239787,0.411937,0.88396,0.221186,0.411937,0.88396,0.221186,0.411937,0.88396,0.221186,0,0.961982,0.273112,0,0.961982,0.273112,0,0.961982,0.273112,-0.003889,0.96455,0.263872,-0.003889,0.96455,0.263872,-0.003889,0.96455,0.263872,0,0.906827,0.421503,0,0.906827,0.421503,0,0.906827,0.421503,0.050163,0.960866,0.272432,0.050163,0.960866,0.272432,0.050163,0.960866,0.272432,0,0.718971,0.69504,0,0.718971,0.69504,0,0.718971,0.69504,0,0.718971,0.69504,0,0.718971,0.69504,0,0.718971,0.69504,0,0.718971,0.69504,0,0.718971,0.69504,0,0.718971,0.69504,0,0.718971,0.69504,-0.000652,-0.000046,1,-0.000652,-0.000046,1,-0.000652,-0.000046,1,-0.000001,-0.002202,0.999998,-0.000001,-0.002202,0.999998,-0.000001,-0.002202,0.999998,0,-0.515239,0.857047,0,-0.515239,0.857047,0,-0.515239,0.857047,0,-0.515239,0.857047,0,-0.515239,0.857047,-0.000376,-0.513879,0.857863,-0.000376,-0.513879,0.857863,-0.000376,-0.513879,0.857863,0,-0.510076,0.860129,0,-0.510076,0.860129,0,-0.510076,0.860129,0.003232,-0.512175,0.858875,0.003232,-0.512175,0.858875,0.003232,-0.512175,0.858875,0.298465,-0.011562,0.95435,0.298465,-0.011562,0.95435,0.298465,-0.011562,0.95435,0.295928,0,0.95521,0.295928,0,0.95521,0.295928,0,0.95521,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,-0.513974,0.857806,0,-0.513974,0.857806,0,-0.513974,0.857806,0,-0.513974,0.857806,0,-0.513974,0.857806,0,-0.513974,0.857806,-0.000372,-0.513975,0.857805,-0.000372,-0.513975,0.857805,-0.000372,-0.513975,0.857805,-0.000626,-0.5133,0.858209,-0.000626,-0.5133,0.858209,-0.000626,-0.5133,0.858209,0.003075,-0.511853,0.859067,0.003075,-0.511853,0.859067,0.003075,-0.511853,0.859067,0.009523,-0.513922,0.857784,0.009523,-0.513922,0.857784,0.009523,-0.513922,0.857784,0.299588,-0.02804,0.953656,0.299588,-0.02804,0.953656,0.299588,-0.02804,0.953656,0.288177,0,0.957577,0.288177,0,0.957577,0.288177,0,0.957577,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-0.999992,0.003889,0,-0.999992,0.003889,0,-0.999992,0.003889,0,-0.999992,0.003889,0,-0.999992,0.003889,0,-0.999992,0.003889,0,0.999983,0.005905,0.000008,0.999983,0.005905,0.000008,0.999983,0.005905,0.000008,0.999983,0.005894,0,0.999983,0.005894,0,0.999983,0.005894,0,0.827816,-0.560999,0,0.827816,-0.560999,0,0.827816,-0.560999,0,0.827816,-0.560999,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-0.725712,-0.687998,-0.000985,-0.725712,-0.687998,-0.000985,-0.725712,-0.687998,-0.000985,-0.726218,-0.687464,0,-0.726218,-0.687464,0,-0.726218,-0.687464,0,-0.883674,-0.468102,0,-0.883674,-0.468102,0,-0.883674,-0.468102,0,-0.883674,-0.468102,0,0,0.125533,0.99209,0,0.125533,0.99209,0,0.125533,0.99209,0,0.125533,0.99209,0,0.125533,0.99209,0,0.125533,0.99209,0.000641,-0.510123,0.860101,0.000641,-0.510123,0.860101,0.000641,-0.510123,0.860101,0,-0.515047,0.857162,0,-0.515047,0.857162,0,-0.515047,0.857162,0,-0.999999,-0.001432,0,-0.999999,-0.001432,0,-0.999999,-0.001432,0,-0.999999,-0.001432,0,-0.999999,-0.001432,0,-0.999999,-0.001432,0,-0.515238,0.857047,0,-0.515238,0.857047,0,-0.515238,0.857047,0,-0.515238,0.857047,0,-0.513974,0.857805,0,-0.513974,0.857805,0,-0.513974,0.857805,0,-0.513974,0.857806,-0.997498,-0.070689,-0.000101,-0.997498,-0.070689,-0.000101,-0.997498,-0.070689,-0.000101,-0.997508,-0.070551,0,-0.997508,-0.070551,0,-0.997508,-0.070551,0,-0.853107,-0.521735,0,-0.853107,-0.521735,0,-0.853107,-0.521735,0,-0.853107,-0.521735,0,-0.853107,-0.521735,0,-0.853107,-0.521735,0,0,0.125533,0.99209,0,0.125533,0.99209,0,0.125533,0.99209,0,0.125533,0.99209,0,0.125533,0.99209,0,0.125533,0.99209,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,-0.000038,-0.001987,0.999998,-0.000038,-0.001987,0.999998,-0.000038,-0.001987,0.999998,-0.000058,-0.001945,0.999998,-0.000058,-0.001945,0.999998,-0.000058,-0.001945,0.999998,-0.982326,-0.187161,-0.002367,-0.982326,-0.187161,-0.002367,-0.982326,-0.187161,-0.002367,0.92848,-0.371381,-0.00123,0.92848,-0.371381,-0.00123,0.92848,-0.371381,-0.00123,0.969985,-0.243164,-0.000805,0.969985,-0.243164,-0.000805,0.969985,-0.243164,-0.000805,0.970031,-0.242979,-0.00033,0.970031,-0.242979,-0.00033,0.970031,-0.242979,-0.00033,1,0.000001,0,1,0.000001,0,1,0.000001,0,1,0.000001,0,1,0.000001,0,1,0.000001,0,-0.029645,-0.99956,-0.00096,-0.029645,-0.99956,-0.00096,-0.029645,-0.99956,-0.00096,-0.029645,-0.99956,-0.00096,-0.029645,-0.99956,-0.00096,-0.029645,-0.99956,-0.00096,-0.981996,-0.1889,-0.000513,-0.981996,-0.1889,-0.000513,-0.981996,-0.1889,-0.000513,-0.982086,-0.188434,-0.000181,-0.982086,-0.188434,-0.000181,-0.982086,-0.188434,-0.000181,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0.718971,0.69504,0,0.718971,0.69504,0,0.718971,0.69504,0,0.718971,0.69504,0,0.718971,0.69504,0,0.718971,0.69504,-0.980888,-0.19146,0.03467,-0.980888,-0.19146,0.03467,-0.980888,-0.19146,0.03467,-0.983302,-0.18198,0,-0.983302,-0.18198,0,-0.983302,-0.18198,0,-0.983087,-0.183124,-0.002365,-0.983087,-0.183124,-0.002365,-0.983087,-0.183124,-0.002365,-0.982682,-0.185267,-0.003562,-0.982682,-0.185267,-0.003562,-0.982682,-0.185267,-0.003562,-0.980609,-0.195975,0.000481,-0.980609,-0.195975,0.000481,-0.980609,-0.195975,0.000481,-0.98137,-0.192109,-0.002821,-0.98137,-0.192109,-0.002821,-0.98137,-0.192109,-0.002821,-0.982063,-0.188552,-0.000624,-0.982063,-0.188552,-0.000624,-0.982063,-0.188552,-0.000624,-0.982338,-0.187112,-0.00062,-0.982338,-0.187112,-0.00062,-0.982338,-0.187112,-0.00062,-0.982347,-0.187066,-0.000508,-0.982347,-0.187066,-0.000508,-0.982347,-0.187066,-0.000508,-0.981808,-0.189841,-0.003565,-0.981808,-0.189841,-0.003565,-0.981808,-0.189841,-0.003565,-0.982304,-0.187272,-0.002787,-0.982304,-0.187272,-0.002787,-0.982304,-0.187272,-0.002787,-0.999992,-0.003984,0,-0.999992,-0.003984,0,-0.999992,-0.003984,0,-0.999992,-0.004,-0.000011,-0.999992,-0.004,-0.000011,-0.999992,-0.004,-0.000011,-0.932582,-0.360957,-0.001028,-0.932582,-0.360957,-0.001028,-0.932582,-0.360957,-0.001028,-0.932414,-0.361391,-0.000514,-0.932414,-0.361391,-0.000514,-0.932414,-0.361391,-0.000514,-0.934456,-0.356077,-0.000506,-0.934456,-0.356077,-0.000506,-0.934456,-0.356077,-0.000506,-0.934703,-0.355429,-0.001012,-0.934703,-0.355429,-0.001012,-0.934703,-0.355429,-0.001012,-0.029645,-0.999556,-0.002847,-0.029645,-0.999556,-0.002847,-0.029645,-0.999556,-0.002847,-0.029645,-0.999556,-0.002847,-0.029645,-0.999556,-0.002847,-0.029645,-0.999556,-0.002847,1,0.000001,0,1,0.000001,0,1,0.000001,0,1,0.000001,0,1,0.000001,0,1,0.000001,0,0.969985,-0.243164,-0.000693,0.969985,-0.243164,-0.000693,0.969985,-0.243164,-0.000693,0.969985,-0.243165,-0.000692,0.969985,-0.243165,-0.000692,0.969985,-0.243165,-0.000692,0.928727,-0.370763,-0.000531,0.928727,-0.370763,-0.000531,0.928727,-0.370763,-0.000531,0.928479,-0.371382,-0.001058,0.928479,-0.371382,-0.001058,0.928479,-0.371382,-0.001058,0,0.008,-0.999968,0,0.008,-0.999968,0,0.008,-0.999968,0,0.008,-0.999968,0,0.008,-0.999968,0,0.008,-0.999968,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0.001377,-0.999999,0,0.001377,-0.999999,0,0.001377,-0.999999,-0.000037,0.001394,-0.999999,-0.000037,0.001394,-0.999999,-0.000037,0.001394,-0.999999,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0.000054,-0.002058,0.999998,0.000054,-0.002058,0.999998,0.000054,-0.002058,0.999998,-0.000064,-0.001992,0.999998,-0.000064,-0.001992,0.999998,-0.000064,-0.001992,0.999998,-0.032328,-0.999473,-0.002847,-0.032328,-0.999473,-0.002847,-0.032328,-0.999473,-0.002847,-0.032328,-0.999473,-0.002847,-0.032328,-0.999473,-0.002847,-0.032328,-0.999473,-0.002847,0.578079,0.815981,0,0.578079,0.815981,0,0.578079,0.815981,0,0.578079,0.815981,0,0.578079,0.815981,0,0.578079,0.815981,0,0.540476,0.762904,0.354771,0.540476,0.762904,0.354771,0.540476,0.762904,0.354771,-1,0.000009,0.00049,-1,0.000009,0.00049,-1,0.000009,0.00049,-1,-0.000001,0.000492,-1,-0.000001,0.000492,-1,-0.000001,0.000492,-0.999376,0.000635,0.035323,-0.999376,0.000635,0.035323,-0.999376,0.000635,0.035323,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0.413477,0.87854,0.239173,0.413477,0.87854,0.239173,0.413477,0.87854,0.239173,0.416073,0.877309,0.23919,0.416073,0.877309,0.23919,0.416073,0.877309,0.23919,0.41191,0.88314,0.224487,0.41191,0.88314,0.224487,0.41191,0.88314,0.224487,0.411562,0.882453,0.227802,0.411562,0.882453,0.227802,0.411562,0.882453,0.227802,0.414397,0.882991,0.220458,0.414397,0.882991,0.220458,0.414397,0.882991,0.220458,0.418393,0.881101,0.220471,0.418393,0.881101,0.220471,0.418393,0.881101,0.220471,0.421168,0.878396,0.225915,0.421168,0.878396,0.225915,0.421168,0.878396,0.225915,0.421119,0.878239,0.226616,0.421119,0.878239,0.226616,0.421119,0.878239,0.226616,-0.001296,0.962097,0.272703,-0.001296,0.962097,0.272703,-0.001296,0.962097,0.272703,-0.000807,0.962077,0.272775,-0.000807,0.962077,0.272775,-0.000807,0.962077,0.272775,-0.004255,0.964285,0.264832,-0.004255,0.964285,0.264832,-0.004255,0.964285,0.264832,-0.00426,0.964398,0.26442,-0.00426,0.964398,0.26442,-0.00426,0.964398,0.26442,-0.002087,0.964835,0.262847,-0.002087,0.964835,0.262847,-0.003283,0.964878,0.262678,-0.000732,0.964785,0.263039,0,0.962964,0.269629,0,0.962964,0.269629,0,0.962964,0.269629,-0.000137,0.964412,0.264405,-0.000137,0.964412,0.264405,-0.000137,0.964412,0.264405,0.040979,0.90599,0.42131,0.040979,0.90599,0.42131,0.040979,0.90599,0.42131,0.03788,0.905824,0.421958,0.03788,0.905824,0.421958,0.03788,0.905824,0.421958,0,0.946348,0.323149,0,0.946348,0.323149,0,0.946348,0.323149,0,0.946348,0.32315,0,0.946348,0.32315,0,0.946348,0.32315,0.023947,0.961822,0.272625,0.023947,0.961822,0.272625,0.023947,0.961822,0.272625,0.023316,0.961816,0.272701,0.023316,0.961816,0.272701,0.023316,0.961816,0.272701,0.060861,0.941947,0.3302,0.060861,0.941947,0.3302,0.060861,0.941947,0.3302,0.059999,0.943897,0.324743,0.059999,0.943897,0.324743,0.059999,0.943897,0.324743,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-0.913956,0.39146,0.106978,-0.913956,0.39146,0.106978,-0.916213,0.386455,0.105858,-0.911609,0.396583,0.108124,-0.135881,-0.192538,0.971836,-0.135881,-0.192538,0.971836,-0.136982,-0.195053,0.97118,-0.134807,-0.190086,0.972468,0.916233,-0.388663,-0.097252,0.916233,-0.388663,-0.097252,0.916233,-0.388663,-0.097252,0.916233,-0.388663,-0.097252,0.099014,0.206492,-0.973426,0.099014,0.206492,-0.973426,0.099014,0.206492,-0.973425,0.099014,0.206492,-0.973426,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-0.016215,-0.255858,0.966578,-0.016215,-0.255858,0.966578,-0.016215,-0.255858,0.966578,-0.015414,-0.290401,0.956781,-0.015414,-0.290401,0.956781,-0.015414,-0.290401,0.956781,0.999588,0.027699,0.007565,0.999579,0.027977,0.007654,0.999588,0.027699,0.007565,0.999596,0.027426,0.007478,0.00025,0.269107,-0.96311,0.00025,0.269107,-0.96311,0,0.282167,-0.959365,0.000502,0.255903,-0.966702,-0.999587,0.026062,0.012127,-0.999587,0.026062,0.012127,-0.999582,0.026224,0.012189,-0.999592,0.025901,0.012065,0,-0.341747,0.939792,0,-0.341747,0.939792,0,-0.341748,0.939791,0,-0.341746,0.939792,0.999593,-0.027457,-0.007785,0.999593,-0.027457,-0.007785,0.999593,-0.027457,-0.007785,0.999593,-0.027457,-0.007785,-0.170214,0.34131,-0.924411,-0.170214,0.34131,-0.924411,-0.170214,0.34131,-0.924411,-0.172364,0.316193,-0.932906,-0.172364,0.316193,-0.932906,-0.172364,0.316193,-0.932906,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,1,0,0,1,0,0,1,0,0,1,0,0,0.001428,0,-0.999999,0.001428,0,-0.999999,0.001428,0,-0.999999,0.001428,0,-0.999999,0.011229,0,0.999937,0.011229,0,0.999937,0.011229,0,0.999937,0.011229,0,0.999937,0.011229,0,0.999937,0.011229,0,0.999937,0.176234,0,-0.984348,0.176234,0,-0.984348,0.176234,0,-0.984348,0.176234,0,-0.984348,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0.18133,0,0.983422,0.18133,0,0.983422,0.18133,0,0.983422,0.18133,0,0.983422,0.999841,0,0.017854,0.999841,0,0.017854,0.999841,0,0.017854,0.999841,0,0.017854,0.434062,0.900882,0.001061,0.434062,0.900882,0.001061,0.434062,0.900882,0.001061,0.432053,0.901848,0.00118,0.432053,0.901848,0.00118,0.432053,0.901848,0.00118,0.432467,0.90165,-0.000719,0.432467,0.90165,-0.000719,0.432467,0.90165,-0.000719,0.432643,0.901554,-0.00457,0.432643,0.901554,-0.00457,0.432643,0.901554,-0.00457,0.428586,0.903501,0,0.428586,0.903501,0,0.428586,0.903501,0,0.428586,0.903501,0,0.428586,0.903501,0,0.428586,0.903501,0,0.433404,0.901184,0.00543,0.433404,0.901184,0.00543,0.433404,0.901184,0.00543,0.433694,0.90106,-0.00065,0.433694,0.90106,-0.00065,0.433694,0.90106,-0.00065,0.422566,0.881007,-0.212757,0.422566,0.881007,-0.212757,0.422566,0.881007,-0.212757,0.42211,0.879606,-0.219353,0.42211,0.879606,-0.219353,0.42211,0.879606,-0.219353,0.413087,0.883623,-0.220385,0.413087,0.883623,-0.220385,0.413087,0.883623,-0.220385,0.422513,0.87919,-0.220246,0.422513,0.87919,-0.220246,0.422513,0.87919,-0.220246,0.412146,0.883689,-0.22188,0.412146,0.883689,-0.22188,0.412146,0.883689,-0.22188,0.411508,0.8825,-0.227714,0.411508,0.8825,-0.227714,0.411508,0.8825,-0.227714,0.406801,0.881368,-0.240214,0.406801,0.881368,-0.240214,0.406801,0.881368,-0.240214,0.416272,0.876967,-0.240099,0.416272,0.876967,-0.240099,0.416272,0.876967,-0.240099,-0.000121,0.964688,-0.263394,-0.000121,0.964688,-0.263394,-0.000121,0.964688,-0.263394,0,0.963198,-0.268794,0,0.963198,-0.268794,0,0.963198,-0.268794,-0.002366,0.964805,-0.262955,-0.002366,0.964805,-0.262955,-0.002366,0.964805,-0.262955,-0.002511,0.96481,-0.262938,-0.002511,0.96481,-0.262938,-0.002511,0.96481,-0.262938,-0.004295,0.963613,-0.267266,-0.004295,0.963613,-0.267266,-0.004295,0.963613,-0.267266,-0.004275,0.962762,-0.270318,-0.004275,0.962762,-0.270318,-0.004275,0.962762,-0.270318,-0.004127,0.96209,-0.272701,-0.004127,0.96209,-0.272701,-0.004127,0.96209,-0.272701,-0.00327,0.962062,-0.27281,-0.00327,0.962062,-0.27281,-0.00327,0.962062,-0.27281,0.060476,0.942787,-0.327865,0.060476,0.942787,-0.327865,0.060476,0.942787,-0.327865,0.060188,0.943423,-0.326083,0.060188,0.943423,-0.326083,0.060188,0.943423,-0.326083,0.024875,0.961801,-0.272619,0.024875,0.961801,-0.272619,0.024875,0.961801,-0.272619,0.023758,0.961796,-0.272734,0.023758,0.961796,-0.272734,0.023758,0.961796,-0.272734,0,0.945945,-0.324328,0,0.945945,-0.324328,0,0.945945,-0.324328,0,0.945947,-0.324321,0,0.945947,-0.324321,0,0.945947,-0.324321,0.040424,0.905933,-0.421487,0.040424,0.905933,-0.421487,0.040424,0.905933,-0.421487,0.038538,0.905858,-0.421826,0.038538,0.905858,-0.421826,0.038538,0.905858,-0.421826,0.433404,0.901184,-0.00543,0.433404,0.901184,-0.00543,0.433404,0.901184,-0.00543,0.433694,0.90106,0.00065,0.433694,0.90106,0.00065,0.433694,0.90106,0.00065,0.428586,0.903501,0,0.428586,0.903501,0,0.428586,0.903501,0,0.428586,0.903501,0,0.428586,0.903501,0,0.428586,0.903501,0,0.432466,0.90165,0.000719,0.432466,0.90165,0.000719,0.432466,0.90165,0.000719,0.43264,0.901555,0.004567,0.43264,0.901555,0.004567,0.43264,0.901555,0.004567,0.434061,0.900883,-0.00106,0.434061,0.900883,-0.00106,0.434061,0.900883,-0.00106,0.432054,0.901847,-0.001179,0.432054,0.901847,-0.001179,0.432054,0.901847,-0.001179,0.903736,-0.42809,-0.00056,0.903736,-0.42809,-0.00056,0.903736,-0.42809,-0.00056,0.903736,-0.42809,-0.00056,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.903736,0.42809,0,-0.903736,0.42809,0,-0.903736,0.42809,0,-0.903736,0.42809,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0.09748,0.201979,0.974527,0.09748,0.201979,0.974527,0.09748,0.201979,0.974527,0.102148,0.212858,0.971729,0.102148,0.212858,0.971729,0.102148,0.212858,0.971729,0.912421,-0.396986,0.099449,0.912421,-0.396986,0.099449,0.912421,-0.396987,0.099449,0.912421,-0.396986,0.099449,-0.13118,-0.182689,-0.97438,-0.13118,-0.182689,-0.97438,-0.13118,-0.182689,-0.97438,-0.136921,-0.196489,-0.970899,-0.136921,-0.196489,-0.970899,-0.136921,-0.196489,-0.970899,-0.910441,0.39902,-0.108994,-0.910441,0.39902,-0.108994,-0.909116,0.401887,-0.109525,-0.911739,0.39619,-0.10847,0,0.268456,0.963292,0,0.268456,0.963292,0,0.268456,0.963292,0,0.268456,0.963292,0.999875,0.015233,-0.004151,0.999875,0.015233,-0.004151,0.999875,0.015237,-0.004153,0.999875,0.015229,-0.00415,-0.015235,-0.268542,-0.963148,-0.015235,-0.268542,-0.963148,-0.01524,-0.268426,-0.96318,-0.015231,-0.268658,-0.963115,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-0.17131,0.330552,0.92811,-0.17131,0.330552,0.92811,-0.17131,0.330552,0.92811,-0.171311,0.330548,0.928111,-0.171311,0.330548,0.928111,-0.171311,0.330548,0.928111,0.999504,-0.03031,0.008595,0.999504,-0.03031,0.008595,0.999504,-0.03031,0.008595,0.999504,-0.030311,0.008595,0,-0.330348,-0.943859,0,-0.330348,-0.943859,0,-0.330348,-0.943859,0,-0.330349,-0.943859,-0.999501,0.028647,-0.01334,-0.999501,0.028647,-0.01334,-0.999501,0.028647,-0.01334,-0.999501,0.028647,-0.01334,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.903736,0.42809,0,-0.903736,0.42809,0,-0.903736,0.42809,0,-0.903736,0.42809,0,-0.903736,0.42809,0,-0.903736,0.42809,0,-0.000583,0.000276,1,-0.000583,0.000276,1,-0.000583,0.000276,1,-0.000583,0.000276,1,-0.000583,0.000276,1,-0.000583,0.000276,1,0.903736,-0.42809,0.00056,0.903736,-0.42809,0.00056,0.903736,-0.42809,0.00056,0.903736,-0.42809,0.00056,0.903736,-0.42809,0.00056,0.903736,-0.42809,0.00056,0.509802,0.860289,-0.002044,0.509802,0.860289,-0.002044,0.509802,0.860289,-0.002044,0.479566,0.877506,0,0.479566,0.877506,0,0.479566,0.877506,0,0.536619,0.843824,0.000993,0.536619,0.843824,0.000993,0.536619,0.843824,0.000993,0.5098,0.860292,-0.000706,0.5098,0.860292,-0.000706,0.5098,0.860292,-0.000706,0.477637,0.878524,-0.007637,0.477637,0.878524,-0.007637,0.477637,0.878524,-0.007637,0.447211,0.894428,0,0.447211,0.894428,0,0.447211,0.894428,0,0.428498,0.890983,-0.15013,0.428498,0.890983,-0.15013,0.428498,0.890983,-0.15013,0.427887,0.891764,-0.147204,0.427887,0.891764,-0.147204,0.427887,0.891764,-0.147204,0.47642,0.853085,-0.212768,0.47642,0.853085,-0.212768,0.47642,0.853085,-0.212768,0.57505,0.796229,-0.187983,0.57505,0.796229,-0.187983,0.57505,0.796229,-0.187983,0.53661,0.84383,-0.000993,0.53661,0.84383,-0.000993,0.53661,0.84383,-0.000993,0.5098,0.860292,0.000706,0.5098,0.860292,0.000706,0.5098,0.860292,0.000706,0.509802,0.86029,0.002044,0.509802,0.86029,0.002044,0.509802,0.86029,0.002044,0.479566,0.877506,0,0.479566,0.877506,0,0.479566,0.877506,0,0.474272,0.854159,0.21326,0.474272,0.854159,0.21326,0.474272,0.854159,0.21326,0.576653,0.795173,0.187542,0.576653,0.795173,0.187542,0.576653,0.795173,0.187542,0.429162,0.890118,0.153333,0.429162,0.890118,0.153333,0.429162,0.890118,0.153333,0.427165,0.892672,0.143762,0.427165,0.892672,0.143762,0.427165,0.892672,0.143762,0.477637,0.878524,0.007637,0.477637,0.878524,0.007637,0.477637,0.878524,0.007637,0.447211,0.894428,0,0.447211,0.894428,0,0.447211,0.894428,0,0.973875,0.227059,-0.003497,0.973875,0.227059,-0.003497,0.973875,0.227059,-0.003497,0.975788,0.218697,-0.003056,0.975788,0.218697,-0.003056,0.975788,0.218697,-0.003056,-0.930092,0.367314,0.003217,-0.930092,0.367314,0.003217,-0.930092,0.367314,0.003217,-0.928412,0.371544,0.002445,-0.928412,0.371544,0.002445,-0.928412,0.371544,0.002445,0.890174,-0.437162,0.128376,0.890174,-0.437162,0.128376,0.890174,-0.437162,0.128376,0.975306,0.220675,-0.009043,0.975306,0.220675,-0.009043,0.975306,0.220675,-0.009043,0.22485,-0.258546,-0.939466,0.227218,-0.253962,-0.940147,0.22485,-0.258546,-0.939466,0.222455,-0.263165,-0.938753,-0.937795,0.33772,-0.080534,-0.937795,0.33772,-0.080534,-0.937795,0.33772,-0.080534,-0.877977,0.467341,-0.103681,-0.877977,0.467341,-0.103681,-0.877977,0.467341,-0.103681,-0.930919,0.365211,-0.003217,-0.930919,0.365211,-0.003217,-0.930919,0.365211,-0.003217,-0.92905,0.369945,-0.002445,-0.92905,0.369945,-0.002445,-0.92905,0.369945,-0.002445,0.97203,0.234831,0.00349,0.97203,0.234831,0.00349,0.97203,0.234831,0.00349,0.974213,0.22561,0.003055,0.974213,0.22561,0.003055,0.974213,0.22561,0.003055,-0.915016,0.393161,0.090388,-0.915016,0.393161,0.090388,-0.915016,0.393161,0.090388,-0.87798,0.467359,0.103572,-0.87798,0.467359,0.103572,-0.87798,0.467359,0.103572,0.220792,-0.267733,0.937854,0.220792,-0.267733,0.937854,0.218581,-0.271962,0.937155,0.223025,-0.263446,0.938539,0.892616,-0.442356,-0.086937,0.892616,-0.442356,-0.086937,0.892616,-0.442356,-0.086937,0.970522,0.240839,0.009087,0.970522,0.240839,0.009087,0.970522,0.240839,0.009087,-0.00018,0.127687,-0.991814,-0.00018,0.127687,-0.991814,-0.00018,0.127687,-0.991814,0,0.126633,-0.99195,0,0.126633,-0.99195,0,0.126633,-0.99195,0,0.125097,-0.992145,0,0.125097,-0.992145,0,0.125097,-0.992145,0.000502,0.128255,-0.991741,0.000502,0.128255,-0.991741,0.000502,0.128255,-0.991741,-0.000776,0.126199,-0.992005,-0.000776,0.126199,-0.992005,-0.000776,0.126199,-0.992005,-0.000376,0.12611,-0.992016,-0.000376,0.12611,-0.992016,-0.000376,0.12611,-0.992016,0.000575,0.127751,-0.991806,0.000575,0.127751,-0.991806,0.000575,0.127751,-0.991806,0,0.124035,-0.992278,0,0.124035,-0.992278,0,0.124035,-0.992278,-0.000722,0.126099,-0.992017,-0.000722,0.126099,-0.992017,-0.000722,0.126099,-0.992017,-0.001547,0.12628,-0.991993,-0.001547,0.12628,-0.991993,-0.001547,0.12628,-0.991993,0,0.127164,-0.991882,0,0.127164,-0.991882,0,0.127164,-0.991882,-0.000174,0.128238,-0.991743,-0.000174,0.128238,-0.991743,-0.000174,0.128238,-0.991743,-0.001399,0.992987,0.118213,-0.001399,0.992987,0.118213,-0.001399,0.992987,0.118217,-0.0014,0.992988,0.11821,0.001398,-0.992819,-0.119616,0.001398,-0.992819,-0.119616,0.001438,-0.992987,-0.118216,0.001357,-0.992645,-0.12105,-1,-0.000803,-0.000097,-1,-0.000803,-0.000098,-1,-0.000803,-0.000097,-1,-0.000803,-0.000096,-0.001076,0.991534,0.129846,-0.001076,0.991534,0.129846,-0.000753,0.989949,0.141422,-0.0014,0.992987,0.118217,0.999905,0.013641,0.001786,0.999905,0.013641,0.001786,0.999905,0.013655,0.001626,0.999905,0.013626,0.001947,0.001346,-0.992987,-0.118212,0.001346,-0.992987,-0.118212,0.001347,-0.992988,-0.118209,0.001346,-0.992987,-0.118216,-0.175901,0.691216,-0.700913,-0.175901,0.691216,-0.700913,-0.175901,0.691216,-0.700913,-0.175307,0.690384,-0.701881,-0.175307,0.690384,-0.701881,-0.175307,0.690384,-0.701881,-0.55813,0.688028,-0.463798,-0.55813,0.688028,-0.463798,-0.55813,0.688028,-0.463798,-0.554162,0.690958,-0.464199,-0.554162,0.690958,-0.464199,-0.554162,0.690958,-0.464199,-0.724174,0.688025,-0.046837,-0.724174,0.688025,-0.046837,-0.724174,0.688025,-0.046837,-0.721045,0.691108,-0.049638,-0.721045,0.691108,-0.049638,-0.721045,0.691108,-0.049638,-0.611593,0.691211,0.384942,-0.611593,0.691211,0.384942,-0.611593,0.691211,0.384942,-0.611409,0.691848,0.384091,-0.611409,0.691848,0.384091,-0.611409,0.691848,0.384091,-0.268891,0.691057,0.670923,-0.268891,0.691057,0.670923,-0.268891,0.691057,0.670923,-0.270861,0.689496,0.671736,-0.270861,0.689496,0.671736,-0.270861,0.689496,0.671736,0.177862,0.689975,0.70164,0.177862,0.689975,0.70164,0.177862,0.689975,0.70164,0.176601,0.688197,0.703702,0.176601,0.688197,0.703702,0.176601,0.688197,0.703702,0.553003,0.691809,0.464314,0.553003,0.691809,0.464314,0.553003,0.691809,0.464314,0.557371,0.68859,0.463876,0.557371,0.68859,0.463876,0.557371,0.68859,0.463876,0.720979,0.691371,0.046864,0.720979,0.691371,0.046864,0.720979,0.691371,0.046864,0.720816,0.691531,0.04701,0.720816,0.691531,0.04701,0.720816,0.691531,0.04701,0.611408,0.691849,-0.38409,0.611408,0.691849,-0.38409,0.611408,0.691849,-0.38409,0.611592,0.691211,-0.384944,0.611592,0.691211,-0.384944,0.611592,0.691211,-0.384944,0.270215,0.691307,-0.670133,0.270215,0.691307,-0.670133,0.270215,0.691307,-0.670133,0.269357,0.689746,-0.672085,0.269357,0.689746,-0.672085,0.269357,0.689746,-0.672085,-0.115661,0.880716,-0.459305,-0.115661,0.880716,-0.459305,-0.115661,0.880716,-0.459305,-0.115215,0.880883,-0.459098,-0.115215,0.880883,-0.459098,-0.115215,0.880883,-0.459098,-0.363147,0.880676,-0.304194,-0.363147,0.880676,-0.304194,-0.363147,0.880676,-0.304194,-0.362498,0.8809,-0.30432,-0.362498,0.8809,-0.30432,-0.362498,0.8809,-0.30432,-0.474482,0.879697,-0.031632,-0.474482,0.879697,-0.031632,-0.474482,0.879697,-0.031632,-0.473784,0.880108,-0.030643,-0.473784,0.880108,-0.030643,-0.473784,0.880108,-0.030643,-0.400403,0.880552,0.253588,-0.400403,0.880552,0.253588,-0.400403,0.880552,0.253588,-0.402026,0.87997,0.253039,-0.402026,0.87997,0.253039,-0.402026,0.87997,0.253039,-0.176999,0.880901,0.438959,-0.176999,0.880901,0.438959,-0.176999,0.880901,0.438959,-0.17539,0.879776,0.441851,-0.17539,0.879776,0.441851,-0.17539,0.879776,0.441851,0.115215,0.880883,0.459098,0.115215,0.880883,0.459098,0.115215,0.880883,0.459098,0.117268,0.880114,0.460052,0.117268,0.880114,0.460052,0.117268,0.880114,0.460052,0.365057,0.880015,0.303821,0.365057,0.880015,0.303821,0.365057,0.880015,0.303821,0.362498,0.8809,0.30432,0.362498,0.8809,0.30432,0.362498,0.8809,0.30432,0.474261,0.879827,0.031319,0.474261,0.879827,0.031319,0.474261,0.879827,0.031319,0.473897,0.880041,0.030803,0.473897,0.880041,0.030803,0.473897,0.880041,0.030803,0.403162,0.879243,-0.253755,0.403162,0.879243,-0.253755,0.403162,0.879243,-0.253755,0.403244,0.879214,-0.253727,0.403244,0.879214,-0.253727,0.403244,0.879214,-0.253727,0.176083,0.87933,-0.442464,0.176083,0.87933,-0.442464,0.176083,0.87933,-0.442464,0.177437,0.880271,-0.440044,0.177437,0.880271,-0.440044,0.177437,0.880271,-0.440044,-0.040164,0.986381,-0.159497,-0.040164,0.986381,-0.159497,-0.040164,0.986381,-0.159497,-0.125554,0.986472,-0.105404,-0.125554,0.986472,-0.105404,-0.125554,0.986472,-0.105404,-0.162971,0.986571,-0.010865,-0.162971,0.986571,-0.010865,-0.162971,0.986571,-0.010865,-0.138123,0.986544,0.087477,-0.138123,0.986544,0.087477,-0.138123,0.986544,0.087477,-0.060294,0.986556,0.151895,-0.060294,0.986556,0.151895,-0.060294,0.986556,0.151895,0.040369,0.986554,0.15837,0.040369,0.986554,0.15837,0.040369,0.986554,0.15837,0.125216,0.986545,0.10512,0.125216,0.986545,0.10512,0.125216,0.986545,0.10512,0.163189,0.986536,0.010777,0.163189,0.986536,0.010777,0.163189,0.986536,0.010777,0.138425,0.986535,-0.087099,0.138425,0.986535,-0.087099,0.138425,0.986535,-0.087099,0.060646,0.986457,-0.152393,0.060646,0.986457,-0.152393,0.060646,0.986457,-0.152393,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,-0.244631,0,-0.969616,-0.244631,0,-0.969616,-0.244631,0,-0.969616,-0.244631,0,-0.969616,-0.767247,0,-0.641352,-0.767247,0,-0.641352,-0.767247,0,-0.641352,-0.767247,0,-0.641352,-0.997785,0,-0.066519,-0.997785,0,-0.066519,-0.997785,0,-0.066519,-0.997785,0,-0.066519,-0.846381,0,0.532578,-0.846381,0,0.532578,-0.846381,0,0.532578,-0.846381,0,0.532578,-0.846381,0,0.532578,-0.846381,0,0.532578,-0.37344,0,0.927654,-0.37344,0,0.927654,-0.37344,0,0.927654,-0.37344,0,0.927654,0.244069,0,0.969758,0.244069,0,0.969758,0.244069,0,0.969758,0.244069,0,0.969758,0.768416,0,0.639951,0.768416,0,0.639951,0.768416,0,0.639951,0.768416,0,0.639951,0.997785,0,0.066519,0.997785,0,0.066519,0.997785,0,0.066519,0.997785,0,0.066519,0.847006,0,-0.531584,0.847006,0,-0.531584,0.847006,0,-0.531584,0.847006,0,-0.531584,0.847006,0,-0.531584,0.847006,0,-0.531584,0.371391,0,-0.928477,0.371391,0,-0.928477,0.371391,0,-0.928477,0.371391,0,-0.928477,-0.200551,0.971522,0.126189,-0.200551,0.971522,0.126189,-0.200551,0.971522,0.126189,-0.200551,0.971522,0.126189,-0.531825,0,-0.846854,-0.531825,0,-0.846854,-0.531825,0,-0.846854,-0.531825,0,-0.846854,-0.531825,0,-0.846854,-0.531825,0,-0.846854,0.531824,0,0.846855,0.531824,0,0.846855,0.531824,0,0.846855,0.531824,0,0.846855,0.531824,0,0.846855,0.531824,0,0.846855,0.197035,0.97257,-0.12363,0.197035,0.97257,-0.12363,0.197035,0.97257,-0.12363,0.197035,0.97257,-0.12363,0.197035,0.97257,-0.12363,0.197035,0.97257,-0.12363,0.531491,0,0.847064,0.531491,0,0.847064,0.531491,0,0.847064,0.531491,0,0.847064,0.531491,0,0.847064,0.531491,0,0.847064,-0.53149,0,-0.847064,-0.53149,0,-0.847064,-0.53149,0,-0.847064,-0.53149,0,-0.847064,-0.53149,0,-0.847064,-0.53149,0,-0.847064,-0.595845,0,-0.8031,-0.595845,0,-0.8031,-0.595845,0,-0.8031,-0.595845,0,-0.8031,-0.595845,0,-0.8031,-0.595845,0,-0.8031,0.467889,0,0.883787,0.467889,0,0.883787,0.467889,0,0.883787,0.467889,0,0.883787,0.467889,0,0.883787,0.467889,0,0.883787,-0.043956,0.998653,0.027587,-0.043956,0.998653,0.027587,-0.043956,0.998653,0.027587,-0.044083,0.998644,0.027683,-0.044083,0.998644,0.027683,-0.044083,0.998644,0.027683,0.038623,0.998959,-0.024292,0.038623,0.998959,-0.024292,0.038623,0.998959,-0.024292,0.038535,0.998963,-0.024248,0.038535,0.998963,-0.024248,0.038535,0.998963,-0.024248,0.570392,0,0.821372,0.570392,0,0.821372,0.570392,0,0.821372,0.570392,0,0.821372,-0.501042,0,-0.865423,-0.501042,0,-0.865423,-0.501042,0,-0.865423,-0.501042,0,-0.865423,-0.501042,0,-0.865423,-0.501042,0,-0.865423,0.84603,0.033064,-0.532109,0.84603,0.033064,-0.532109,0.84603,0.033064,-0.532109,0.846079,0.02719,-0.532364,0.846079,0.02719,-0.532364,0.846079,0.02719,-0.532364,0.863771,0,-0.503884,0.863771,0,-0.503884,0.863771,0,-0.503884,0.863771,0,-0.503884,0.832036,0,-0.554722,0.832036,0,-0.554722,0.832036,0,-0.554722,0.832036,0,-0.554721,-0.843654,0,0.536888,-0.843654,0,0.536888,-0.843654,0,0.536888,-0.843654,0,0.536888,-0.843671,0,0.536861,-0.843671,0,0.536861,-0.843671,0,0.536861,-0.843671,0,0.536861,-0.843671,0,0.536861,-0.843671,0,0.536861,-0.846853,-0.0056,0.531797,-0.846853,-0.0056,0.531797,-0.846853,-0.0056,0.531797,-0.847049,0.005915,0.531482,-0.847049,0.005915,0.531482,-0.847049,0.005915,0.531482,0,-0.131988,-0.991251,0,-0.131988,-0.991251,0,-0.131988,-0.991251,0,-0.131988,-0.991251,0,-0.989698,-0.143168,0,-0.989698,-0.143168,0,-0.989698,-0.143168,0,-0.989698,-0.143168,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.014689,-0.735457,0.677412,-0.014689,-0.735457,0.677412,-0.014689,-0.735457,0.677412,0.002096,-0.737804,0.675011,0.002096,-0.737804,0.675011,0.002096,-0.737804,0.675011,0,-0.747406,0.664368,0,-0.747406,0.664368,0,-0.747406,0.664368,0,-0.747406,0.664368,0,-0.747406,0.664368,0,-0.747406,0.664368,0.014689,-0.735457,0.677412,0.014689,-0.735457,0.677412,0.014689,-0.735457,0.677412,-0.002096,-0.737804,0.675011,-0.002096,-0.737804,0.675011,-0.002096,-0.737804,0.675011,0,-0.738487,0.674268,0,-0.738487,0.674268,0,-0.738487,0.674268,0,-0.738487,0.674268,0.956293,0.038595,0.289853,0.956293,0.038595,0.289853,0.956293,0.038595,0.289853,0.954334,0.04505,0.295327,0.954334,0.04505,0.295327,0.954334,0.04505,0.295327,0.943147,0,0.332375,0.943147,0,0.332375,0.943147,0,0.332375,0.948378,0.073758,0.308447,0.948378,0.073758,0.308447,0.948378,0.073758,0.308447,-0.000001,0.990538,0.137242,-0.000001,0.990537,0.137242,-0.000001,0.990537,0.137242,0,0.990537,0.137243,-0.940453,0,0.339923,-0.940453,0,0.339923,-0.940453,0,0.339923,-0.94591,0.075452,0.315533,-0.94591,0.075452,0.315533,-0.94591,0.075452,0.315533,-0.956293,0.038595,0.289853,-0.956293,0.038595,0.289853,-0.956293,0.038595,0.289853,-0.954334,0.04505,0.295327,-0.954334,0.04505,0.295327,-0.954334,0.04505,0.295327,0,0.150798,0.988565,0,0.150798,0.988565,0,0.150798,0.988565,0,0.150798,0.988565,0,0.242539,0.970142,0,0.242539,0.970142,0,0.242539,0.970142,0,0.242539,0.970142,-0.000001,1,0,0,1,0,0,1,0,0,1,0,-0.000001,1,0,-0.000001,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0.000001,-0.989698,-0.143168,0.000001,-0.989699,-0.143167,0.000001,-0.989699,-0.143167,0,-0.989699,-0.143167,0.82089,0.565203,0.081761,0.82089,0.565203,0.081761,0.82089,0.565203,0.081761,0.760693,0.647619,0.044002,0.760693,0.647619,0.044002,0.760693,0.647619,0.044002,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0.651918,0.756545,0.051403,0.651918,0.756545,0.051403,0.651918,0.756545,0.051403,0.571705,0.820459,0,0.571705,0.820459,0,0.571705,0.820459,0,0.953339,0.02685,0.300707,0.953339,0.02685,0.300707,0.953339,0.02685,0.300707,0.948207,0.077043,0.308168,0.948207,0.077043,0.308168,0.948207,0.077043,0.308168,0.98058,0,-0.196119,0.98058,0,-0.196119,0.98058,0,-0.196119,-0.95223,0.011471,0.305166,-0.95223,0.011471,0.305166,-0.95223,0.011471,0.305166,-0.995036,0,0.099512,-0.995036,0,0.099512,-0.995036,0,0.099512,-0.945732,0.078812,0.315244,-0.945732,0.078812,0.315244,-0.945732,0.078812,0.315244,0,0.23257,0.97258,0,0.23257,0.97258,0,0.23257,0.97258,0,0.23257,0.97258,0.004644,0.448073,0.893985,0.004644,0.448073,0.893985,0.004644,0.448073,0.893985,0.00232,0.403015,0.915191,0.00232,0.403015,0.915191,0.00232,0.403015,0.915191,0.659369,0.454556,0.598842,0.659369,0.454556,0.598842,0.659369,0.454556,0.598842,0.664847,0.425686,0.613817,0.664847,0.425686,0.613817,0.664847,0.425686,0.613817,0.857984,0.497082,0.129508,0.857984,0.497082,0.129508,0.857984,0.497082,0.129508,0.860829,0.492387,0.128564,0.860829,0.492387,0.128564,0.860829,0.492387,0.128564,-0.858438,0.497659,0.124177,-0.858438,0.497659,0.124177,-0.858438,0.497659,0.124177,-0.861636,0.492374,0.123093,-0.861636,0.492374,0.123093,-0.861636,0.492374,0.123093,-0.652598,0.472471,0.592358,-0.652598,0.472471,0.592358,-0.652598,0.472471,0.592358,-0.662267,0.424573,0.617365,-0.662267,0.424573,0.617365,-0.662267,0.424573,0.617365,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0.005378,0.405088,-0.914262,0.005378,0.405088,-0.914262,0.005378,0.405088,-0.914262,0.00213,0.467447,-0.884018,0.00213,0.467447,-0.884018,0.00213,0.467447,-0.884018,-0.684127,0.417476,-0.598067,-0.684127,0.417476,-0.598067,-0.684127,0.417476,-0.598067,-0.668729,0.478354,-0.569191,-0.668729,0.478354,-0.569191,-0.668729,0.478354,-0.569191,-0.858619,0.497901,-0.121934,-0.858619,0.497901,-0.121934,-0.858619,0.497901,-0.121934,-0.86299,0.489586,-0.124712,-0.86299,0.489586,-0.124712,-0.86299,0.489586,-0.124712,0.85862,0.497899,-0.121935,0.85862,0.497899,-0.121935,0.85862,0.497899,-0.121935,0.862983,0.489601,-0.124708,0.862983,0.489601,-0.124708,0.862983,0.489601,-0.124708,0.686948,0.418822,-0.593877,0.686948,0.418822,-0.593877,0.686948,0.418822,-0.593877,0.674286,0.469589,-0.569933,0.674286,0.469589,-0.569933,0.674286,0.469589,-0.569933,0.002143,-0.456916,-0.889507,0.002143,-0.456916,-0.889507,0.002143,-0.456916,-0.889507,0.005403,-0.395346,-0.918516,0.005403,-0.395346,-0.918516,0.005403,-0.395346,-0.918516,-0.673079,-0.467715,-0.572893,-0.673079,-0.467715,-0.572893,-0.673079,-0.467715,-0.572893,-0.687509,-0.407558,-0.601023,-0.687509,-0.407558,-0.601023,-0.687509,-0.407558,-0.601023,-0.868874,-0.478845,-0.125562,-0.868874,-0.478845,-0.125562,-0.868874,-0.478845,-0.125562,-0.864675,-0.487092,-0.122794,-0.864675,-0.487092,-0.122794,-0.864675,-0.487092,-0.122794,0.868868,-0.478857,-0.125558,0.868868,-0.478857,-0.125558,0.868868,-0.478857,-0.125558,0.864678,-0.487086,-0.122796,0.864678,-0.487086,-0.122796,0.864678,-0.487086,-0.122796,0.678513,-0.459033,-0.573506,0.678513,-0.459033,-0.573506,0.678513,-0.459033,-0.573506,0.690367,-0.408882,-0.596833,0.690367,-0.408882,-0.596833,0.690367,-0.408882,-0.596833,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0.004671,-0.437758,0.899081,0.004671,-0.437758,0.899081,0.004671,-0.437758,0.899081,0.002331,-0.393304,0.919406,0.002331,-0.393304,0.919406,0.002331,-0.393304,0.919406,0.668264,-0.415654,0.616972,0.668264,-0.415654,0.616972,0.668264,-0.415654,0.616972,0.663238,-0.444164,0.602356,0.663238,-0.444164,0.602356,0.663238,-0.444164,0.602356,0.866765,-0.481623,0.129451,0.866765,-0.481623,0.129451,0.866765,-0.481623,0.129451,0.864016,-0.48628,0.130419,0.864016,-0.48628,0.130419,0.864016,-0.48628,0.130419,-0.867579,-0.481607,0.123942,-0.867579,-0.481607,0.123942,-0.867579,-0.481607,0.123942,-0.864488,-0.486849,0.125052,-0.864488,-0.486849,0.125052,-0.864488,-0.486849,0.125052,-0.665655,-0.414553,0.620523,-0.665655,-0.414553,0.620523,-0.665655,-0.414553,0.620523,-0.656739,-0.461885,0.596117,-0.656739,-0.461885,0.596117,-0.656739,-0.461885,0.596117,0.977962,0.208783,0.000002,0.977962,0.208783,0.000002,0.977962,0.208783,0.000002,-0.864937,-0.501881,0,-0.864937,-0.501881,0,-0.864937,-0.501881,0,0.555073,0.831801,0,0.555073,0.831801,0,0.555073,0.831801,0,-0.784799,-0.61975,0,-0.784799,-0.61975,0,-0.784799,-0.61975,0,-0.609594,-0.792714,0,-0.609594,-0.792714,0,-0.609594,-0.792714,0,0.824691,0.565584,0,0.824691,0.565584,0,0.824691,0.565584,0,-0.951113,0.308842,0,-0.951113,0.308842,0,-0.951113,0.308842,0,0.80978,-0.586734,0,0.80978,-0.586734,0,0.80978,-0.586734,0,0.684286,0.729214,0,0.684286,0.729214,0,0.684286,0.729214,0,-0.876107,-0.482118,0,-0.876107,-0.482118,0,-0.876107,-0.482118,0,-0.706243,-0.707969,0,-0.706243,-0.707969,0,-0.706243,-0.707969,0,0.452735,0.891645,0,0.452735,0.891645,0,0.452735,0.891645,0,-0.932643,0.3608,0,-0.932643,0.3608,0,-0.932643,0.3608,0,0.776127,-0.630576,0,0.776127,-0.630576,0,0.776127,-0.630576,0,-0.865168,-0.501482,0,-0.865168,-0.501482,0,-0.865168,-0.501482,0,0.977962,0.208783,0,0.977962,0.208783,0,0.977962,0.208783,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,-0.707117,-0.000595,-0.707096,-0.707117,-0.000595,-0.707096,-0.707117,-0.000595,-0.707096,-0.707028,-0.000594,-0.707185,-0.707028,-0.000594,-0.707185,-0.707028,-0.000594,-0.707185,-0.97013,-0.000561,-0.242586,-0.97013,-0.000561,-0.242586,-0.97013,-0.000561,-0.242586,-0.948662,-0.000665,-0.316291,-0.948662,-0.000665,-0.316291,-0.948662,-0.000665,-0.316291,-0.970132,-0.000255,0.242578,-0.970132,-0.000255,0.242578,-0.970132,-0.000255,0.242578,-0.948665,-0.000266,0.316284,-0.948665,-0.000266,0.316284,-0.948665,-0.000266,0.316284,-0.707028,0.000298,0.707185,-0.707028,0.000298,0.707185,-0.707028,0.000298,0.707185,-0.707117,0.000297,0.707096,-0.707117,0.000297,0.707096,-0.707117,0.000297,0.707096,-0.242569,0.001427,0.970133,-0.242569,0.001427,0.970133,-0.242569,0.001427,0.970133,-0.316242,0.001196,0.948678,-0.316242,0.001196,0.948678,-0.316242,0.001196,0.948678,0.242535,0.002243,0.97014,0.242535,0.002243,0.97014,0.242535,0.002243,0.97014,0.316241,0.00226,0.948676,0.316241,0.00226,0.948676,0.316241,0.00226,0.948676,0.707115,0.002675,0.707094,0.707115,0.002675,0.707094,0.707115,0.002675,0.707094,0.70713,0.002675,0.707078,0.70713,0.002675,0.707078,0.70713,0.002675,0.707078,0.970128,0.003008,0.242577,0.970128,0.003008,0.242577,0.970128,0.003008,0.242577,0.948661,0.002925,0.316283,0.948661,0.002925,0.316283,0.948661,0.002925,0.316283,0.970126,0.002702,-0.242585,0.970126,0.002702,-0.242585,0.970126,0.002702,-0.242585,0.948659,0.002526,-0.31629,0.948659,0.002526,-0.31629,0.948659,0.002526,-0.31629,0.707121,0.001784,-0.707091,0.707121,0.001784,-0.707091,0.707132,0.001784,-0.70708,0.707116,0.001784,-0.707095,0.242502,0.00102,-0.97015,0.242502,0.00102,-0.97015,0.242502,0.00102,-0.97015,0.316242,0.001064,-0.948678,0.316242,0.001064,-0.948678,0.316242,0.001064,-0.948678,-0.242536,0.000204,-0.970142,-0.242536,0.000204,-0.970142,-0.242536,0.000204,-0.970142,-0.316242,0,-0.948679,-0.316242,0,-0.948679,-0.316242,0,-0.948679,0.34399,0.132152,0.929627,0.344714,0.132236,0.929347,0.34399,0.132152,0.929627,0.343334,0.132075,0.929881,0,0.447214,0.894427,0,0.447214,0.894427,0,0.447214,0.894427,0,0.447214,0.894427,-0.346139,0.112683,0.931391,-0.344613,0.112945,0.931926,-0.346139,0.112683,0.931391,-0.347502,0.112449,0.930912,0,-0.34492,0.938632,0,-0.34492,0.938632,0,-0.34492,0.938632,0,-0.34492,0.938632,-0.343669,-0.024396,0.938774,-0.343778,-0.02445,0.938732,-0.343669,-0.024396,0.938774,-0.343568,-0.024347,0.938812,0.346593,0.000827,0.938015,0.342948,-0.000557,0.939354,0.346593,0.000827,0.938015,0.349852,0.002066,0.936803,0.285023,-0.192929,0.938904,0.285962,-0.193293,0.938543,0.285023,-0.192929,0.938904,0.284238,-0.192624,0.939204,-0.294183,-0.179852,0.938674,-0.294001,-0.179668,0.938767,-0.294183,-0.179852,0.938674,-0.294336,-0.180007,0.938596,0.126095,0.014169,0.991917,0.126107,0,0.992017,0.127152,0.015985,0.991754,0.125583,0,0.992083,0.126095,-0.014169,0.991917,0.127152,-0.015985,0.991754,-0.124038,0.002835,0.992273,-0.124026,0.014173,0.992178,-0.124026,0.014173,0.992178,-0.124038,-0.002835,0.992273,-0.124026,-0.014173,0.992178,-0.124026,-0.014173,0.992178],"uvs":[0.991211,0.628336,0.995117,0.65153,0.991211,0.651774,0.995117,0.628336,0.657633,0.963867,0.673259,0.98291,0.652506,0.965332,0.678386,0.981201,0.656168,0.95996,0.678386,0.956786,0.677165,0.95288,0.651286,0.961425,0.653971,0.952636,0.648844,0.954345,0.993408,0.833951,0.989502,0.810742,0.993652,0.810498,0.989502,0.833951,0.690852,0.963134,0.706722,0.943847,0.711604,0.945556,0.68571,0.961425,0.689631,0.967041,0.684489,0.965332,0.682048,0.972656,0.687175,0.974121,0.710384,0.974121,0.711604,0.970214,0.989502,0.838102,0.993408,0.833951,0.993652,0.838102,0.989502,0.833951,0.989502,0.84567,0.993652,0.845426,0.746029,0.817594,0.750195,0.810254,0.750195,0.817594,0.746029,0.810254,0.068132,0.998291,0.072038,0.976318,0.072038,0.998291,0.068132,0.976318,0.218311,0.998779,0.222217,0.976806,0.222217,0.998779,0.218311,0.976806,0.170687,0.974609,0.166781,0.996582,0.166781,0.974609,0.170687,0.996582,0.059571,0.976318,0.055665,0.998291,0.055665,0.976318,0.059571,0.998291,0.702815,0.975097,0.698665,0.99707,0.698665,0.975097,0.702815,0.99707,0.581933,0.999268,0.586084,0.977295,0.586084,0.999268,0.581933,0.977295,0.956786,0.659831,0.948241,0.681804,0.948241,0.659831,0.956786,0.681804,0.984863,0.314534,0.993408,0.292546,0.993408,0.314534,0.984863,0.292546,0.991943,0.000244,0.983398,0.022217,0.983398,0.000244,0.991943,0.022217,0.993408,0.924788,0.984863,0.946777,0.984863,0.924788,0.993408,0.946777,0.966796,0.783154,0.966796,0.791699,0.964599,0.785351,0.958251,0.783154,0.964599,0.789502,0.960449,0.785351,0.960449,0.789502,0.958251,0.791699,0.25275,0.988281,0.25275,0.979736,0.254948,0.986084,0.261295,0.988281,0.254948,0.981933,0.259098,0.986084,0.259098,0.981933,0.261295,0.979736,0.605615,0.996094,0.601221,0.979492,0.605615,0.979492,0.601221,0.996094,0.128695,0.995605,0.124529,0.977539,0.128695,0.977539,0.124529,0.995605,0.281071,0.998535,0.276921,0.981933,0.281071,0.981933,0.276921,0.998535,0.742855,0.99585,0.742855,0.978027,0.747005,0.99585,0.747005,0.978027,0.356283,0.985107,0.339681,0.985107,0.350179,0.979004,0.356283,0.967285,0.346029,0.979004,0.350179,0.973632,0.346029,0.973632,0.339681,0.967285,0.933089,0.441764,0.928939,0.418555,0.933089,0.418555,0.928939,0.442008,0.968261,0.826383,0.983886,0.84567,0.963134,0.828092,0.989014,0.843961,0.966796,0.822477,0.989014,0.819547,0.987549,0.81564,0.961913,0.824186,0.964599,0.815396,0.959472,0.817105,0.995117,0.615625,0.991211,0.592432,0.995361,0.592432,0.991211,0.615869,0.615625,0.961669,0.631266,0.942626,0.636393,0.944091,0.610498,0.960204,0.61416,0.965576,0.609277,0.964111,0.606836,0.971191,0.611963,0.9729,0.635172,0.972656,0.636393,0.96875,0.991211,0.619776,0.995117,0.615625,0.995117,0.619776,0.991211,0.615869,0.991211,0.627359,0.995361,0.627359,0.391699,0.891829,0.391699,0.88426,0.39585,0.88426,0.39585,0.891829,0.072282,0.998291,0.076432,0.976318,0.076432,0.998291,0.072282,0.976318,0.556771,0.999268,0.560922,0.977295,0.560922,0.999268,0.556771,0.977295,0.196094,0.974609,0.192187,0.996582,0.192187,0.974609,0.196094,0.996582,0.020996,0.998291,0.024903,0.976318,0.024903,0.998291,0.020996,0.976318,0.69427,0.975097,0.690364,0.99707,0.690364,0.975097,0.69427,0.99707,0.552621,0.999268,0.556771,0.977295,0.556771,0.999268,0.552621,0.977295,0.97583,0.924056,0.984619,0.902083,0.984619,0.924056,0.97583,0.902083,0.993408,0.24712,0.984863,0.269108,0.984863,0.24712,0.993408,0.269108,0.991943,0.068132,0.983398,0.090105,0.983398,0.068132,0.991943,0.090105,0.866911,0.995117,0.875471,0.973144,0.875471,0.995117,0.866911,0.973144,0.965332,0.157015,0.965332,0.165805,0.963134,0.159213,0.956786,0.157015,0.963134,0.163363,0.958984,0.159213,0.958984,0.163363,0.956786,0.165805,0.531624,0.987549,0.531624,0.978759,0.534066,0.985107,0.540414,0.987549,0.534066,0.981201,0.537972,0.985107,0.537972,0.981201,0.540414,0.978759,0.322103,0.996826,0.317708,0.980224,0.322103,0.980224,0.317708,0.996826,0.1028,0.995605,0.098405,0.977539,0.1028,0.977539,0.098405,0.995605,0.298405,0.998535,0.294255,0.981933,0.298405,0.981933,0.294255,0.998535,0.751415,0.978027,0.751415,0.99585,0.74725,0.978027,0.74725,0.99585,0.959228,0.796826,0.97583,0.796826,0.965576,0.803174,0.959228,0.814664,0.969726,0.803174,0.965576,0.808301,0.969726,0.808301,0.97583,0.814664,0.91014,0.995117,0.906233,0.971923,0.91014,0.971679,0.906233,0.995117,0.368246,0.976074,0.384131,0.995361,0.363363,0.977783,0.389014,0.993652,0.367025,0.972168,0.389014,0.969238,0.387793,0.965332,0.361898,0.973877,0.364584,0.965087,0.359701,0.966796,0.994141,0.974365,0.990234,0.951171,0.994141,0.950927,0.98999,0.974365,0.056153,0.964599,0.072038,0.945312,0.077165,0.947021,0.05127,0.96289,0.054932,0.968505,0.05005,0.966796,0.047608,0.973877,0.052491,0.975586,0.0757,0.975341,0.077165,0.971435,0.98999,0.978515,0.994141,0.974365,0.994141,0.978515,0.98999,0.974365,0.990234,0.986084,0.994141,0.986084,0.741878,0.817594,0.741878,0.810254,0.745785,0.810254,0.745785,0.817594,0.265202,0.997314,0.269352,0.975341,0.269352,0.997314,0.265202,0.975341,0.997559,0.496452,0.993408,0.518441,0.993408,0.496452,0.997559,0.518441,0.968261,0.531624,0.972412,0.509651,0.972412,0.531624,0.968261,0.509651,0.008301,0.976318,0.00415,0.998291,0.00415,0.976318,0.008301,0.998291,0.204639,0.974609,0.200488,0.996582,0.200488,0.974609,0.204639,0.996582,0.560922,0.999268,0.565087,0.977295,0.565087,0.999268,0.560922,0.977295,0.232471,0.96875,0.223926,0.990723,0.223926,0.96875,0.232471,0.990723,0.984863,0.382422,0.993408,0.360433,0.993408,0.382422,0.984863,0.360433,0.991943,0.02295,0.983398,0.044923,0.983398,0.02295,0.991943,0.044923,0.875715,0.995117,0.884504,0.973144,0.884504,0.995117,0.875715,0.973144,0.647868,0.950927,0.647868,0.942138,0.650065,0.948486,0.656413,0.950927,0.650065,0.944579,0.654215,0.948486,0.654215,0.944579,0.656413,0.942138,0.243458,0.979736,0.243458,0.988281,0.24126,0.981933,0.234913,0.979736,0.24126,0.986084,0.237354,0.981933,0.237354,0.986084,0.234913,0.988281,0.309148,0.980224,0.313313,0.996826,0.309148,0.996826,0.313313,0.980224,0.10695,0.995605,0.1028,0.977539,0.10695,0.977539,0.1028,0.995605,0.28986,0.981933,0.294011,0.998535,0.28986,0.998535,0.294011,0.981933,0.734066,0.99585,0.734066,0.978027,0.73846,0.99585,0.73846,0.978027,0.339681,0.948974,0.356283,0.948974,0.346029,0.955322,0.339681,0.966796,0.350179,0.955322,0.346029,0.960449,0.350179,0.960449,0.356283,0.966796,0.995117,0.585595,0.991211,0.562387,0.995117,0.562387,0.991211,0.585595,0.776318,0.963622,0.791943,0.98291,0.771191,0.965332,0.79707,0.981201,0.774853,0.959716,0.79707,0.956786,0.79585,0.95288,0.76997,0.961425,0.772656,0.952636,0.767529,0.954345,0.995117,0.549691,0.991211,0.526497,0.995361,0.526497,0.991211,0.549691,0.867155,0.961425,0.882795,0.942138,0.887922,0.943847,0.862028,0.959716,0.86569,0.965332,0.860807,0.963622,0.858366,0.970703,0.863493,0.972412,0.886702,0.972168,0.887922,0.968261,0.991211,0.553841,0.995117,0.549691,0.995117,0.553841,0.991211,0.549691,0.991211,0.56141,0.995361,0.56141,0.96997,0.170687,0.974121,0.163119,0.974121,0.170687,0.96997,0.163119,0,0.998291,0.00415,0.976318,0.00415,0.998291,0,0.976318,0.590234,0.977295,0.586084,0.999268,0.586084,0.977295,0.590234,0.999268,0.183627,0.996582,0.187793,0.974609,0.187793,0.996582,0.183627,0.974609,0.05127,0.998291,0.055421,0.976318,0.055421,0.998291,0.05127,0.976318,0.685954,0.975097,0.681804,0.99707,0.681804,0.975097,0.685954,0.99707,0.025147,0.998291,0.029297,0.976318,0.029297,0.998291,0.025147,0.976318,0.456168,0.968505,0.447623,0.990478,0.447623,0.968505,0.456168,0.990478,0.897444,0.993652,0.905989,0.971679,0.905989,0.993652,0.897444,0.971679,0.991943,0.045655,0.983398,0.067643,0.983398,0.045655,0.991943,0.067643,0.984863,0.404883,0.993408,0.38291,0.993408,0.404883,0.984863,0.38291,0.940429,0.791699,0.940429,0.783154,0.94287,0.789502,0.949218,0.791699,0.94287,0.785351,0.946777,0.789502,0.946777,0.785351,0.949218,0.783154,0.514046,0.987549,0.514046,0.978759,0.516243,0.985107,0.522591,0.987549,0.516243,0.981201,0.520394,0.985107,0.520394,0.981201,0.522591,0.978759,0.335042,0.996826,0.330892,0.980224,0.335042,0.980224,0.330892,0.996826,0.111345,0.995605,0.107195,0.977539,0.111345,0.977539,0.107195,0.995605,0.29865,0.981933,0.3028,0.998535,0.29865,0.998535,0.3028,0.981933,0.729915,0.99585,0.729915,0.978027,0.734066,0.99585,0.734066,0.978027,0.976806,0.864225,0.960204,0.864225,0.970459,0.857877,0.976806,0.846403,0.966552,0.857877,0.970459,0.85275,0.966552,0.85275,0.960204,0.846403,0.636149,0.973632,0.636149,0.99707,0.632242,0.996826,0.632242,0.973632,0.243946,0.968017,0.259831,0.948974,0.264714,0.950439,0.239063,0.966552,0.242725,0.971923,0.264714,0.975097,0.263493,0.979004,0.237598,0.970459,0.240284,0.979248,0.235401,0.977539,0.996338,0.048096,0.996338,0.071305,0.992432,0.071305,0.992187,0.048096,0.523079,0.958984,0.538949,0.978271,0.517952,0.960693,0.543832,0.976562,0.521859,0.955077,0.516732,0.956786,0.51429,0.949706,0.519417,0.947997,0.542611,0.948241,0.543832,0.952148,0.996338,0.043946,0.996338,0.048096,0.992187,0.043946,0.992187,0.048096,0.992432,0.036378,0.996338,0.036378,0.737484,0.810254,0.737484,0.817594,0.733577,0.810254,0.733577,0.817594,0.54847,0.999268,0.54847,0.977295,0.552621,0.999268,0.552621,0.977295,0.016846,0.998291,0.016846,0.976318,0.020752,0.998291,0.020752,0.976318,0.191943,0.974609,0.191943,0.996582,0.187793,0.974609,0.187793,0.996582,0.21001,0.998779,0.21001,0.976806,0.213916,0.998779,0.213916,0.976806,0.200488,0.974609,0.200488,0.996582,0.196338,0.974609,0.196338,0.996582,0.70721,0.99707,0.70721,0.975097,0.711116,0.99707,0.711116,0.975097,0.030518,0.988281,0.030518,0.966308,0.039063,0.988281,0.039063,0.966308,0.858122,0.995117,0.858122,0.973144,0.866667,0.995117,0.866667,0.973144,0.983398,0.11281,0.983398,0.090837,0.991943,0.11281,0.991943,0.090837,0.993408,0.269841,0.993408,0.291814,0.984863,0.269841,0.984863,0.291814,0.956786,0.682292,0.956786,0.690852,0.954589,0.688655,0.948241,0.690852,0.950439,0.688655,0.950439,0.684489,0.948241,0.682292,0.954589,0.684489,0.529183,0.985107,0.529183,0.981201,0.53138,0.978759,0.522835,0.978759,0.53138,0.987549,0.522835,0.987549,0.525277,0.985107,0.525277,0.981201,0.313558,0.996826,0.313558,0.980224,0.317708,0.980224,0.317708,0.996826,0.120134,0.995605,0.120134,0.977539,0.124285,0.977539,0.124285,0.995605,0.276921,0.981933,0.276921,0.998535,0.272526,0.998535,0.272526,0.981933,0.755566,0.978027,0.751415,0.99585,0.751415,0.978027,0.755566,0.99585,0.942626,0.864225,0.932357,0.857877,0.936263,0.857877,0.926009,0.864225,0.942626,0.846403,0.936263,0.85275,0.926009,0.846403,0.932357,0.85275,0.628092,0.996826,0.628092,0.973632,0.631998,0.973632,0.631998,0.99707,0.281559,0.970214,0.297429,0.950927,0.302556,0.952636,0.276677,0.968505,0.280339,0.974121,0.302556,0.97705,0.301091,0.980957,0.275456,0.972412,0.277897,0.981201,0.273014,0.979492,0.995117,0.720882,0.995361,0.744076,0.991211,0.744076,0.991211,0.720882,0.956054,0.444938,0.971679,0.464225,0.950927,0.446647,0.976806,0.462516,0.954589,0.441032,0.949706,0.442741,0.947265,0.435401,0.952392,0.433936,0.975586,0.433936,0.976806,0.437858,0.995361,0.716976,0.995117,0.720882,0.991211,0.716732,0.991211,0.720882,0.991211,0.709407,0.995361,0.709407,0.39585,0.954589,0.39585,0.962158,0.391699,0.954589,0.391699,0.962158,0.573388,0.977295,0.573388,0.999268,0.569482,0.977295,0.569482,0.999268,0.059815,0.998291,0.059815,0.976318,0.063737,0.998291,0.063737,0.976318,0.179477,0.996582,0.179477,0.974609,0.183383,0.996582,0.183383,0.974609,0.565332,0.999268,0.565332,0.977295,0.569238,0.999268,0.569238,0.977295,0.69012,0.975097,0.69012,0.99707,0.685954,0.975097,0.685954,0.99707,0.008301,0.998291,0.008301,0.976318,0.012451,0.998291,0.012451,0.976318,0.977295,0.868376,0.977295,0.846403,0.98584,0.868376,0.98584,0.846403,0.636881,0.994629,0.636881,0.972656,0.645426,0.994629,0.645426,0.972656,0.991943,0.136019,0.991943,0.157992,0.983398,0.136019,0.983398,0.157992,0.993408,0.337728,0.993408,0.359701,0.984863,0.337728,0.984863,0.359701,0.958007,0.783154,0.958007,0.791699,0.955566,0.789502,0.949462,0.791699,0.951659,0.789502,0.951659,0.785351,0.949462,0.783154,0.955566,0.785351,0.246143,0.981933,0.246143,0.986084,0.243702,0.988281,0.252506,0.988281,0.243702,0.979736,0.252506,0.979736,0.250065,0.981933,0.250065,0.986084,0.322103,0.996826,0.322103,0.980224,0.326253,0.980224,0.326253,0.996826,0.111589,0.995605,0.111589,0.977539,0.11574,0.977539,0.11574,0.995605,0.285466,0.998535,0.285466,0.981933,0.28986,0.981933,0.28986,0.998535,0.760204,0.978027,0.756054,0.99585,0.756054,0.978027,0.760204,0.99585,0.959716,0.864225,0.949462,0.857877,0.953368,0.857877,0.943114,0.864225,0.959716,0.846403,0.953368,0.85275,0.943114,0.846403,0.949462,0.85275,0.627848,0.973632,0.627848,0.99707,0.623926,0.996826,0.623926,0.973632,0.959716,0.970214,0.975586,0.950927,0.980713,0.952636,0.954833,0.968505,0.958495,0.974121,0.980713,0.97705,0.979248,0.980957,0.953368,0.972412,0.956054,0.981201,0.951171,0.979492,0.996338,0.012207,0.996338,0.035401,0.992432,0.035401,0.992187,0.012207,0.738949,0.958007,0.754833,0.977295,0.733822,0.959716,0.759716,0.975586,0.737728,0.954101,0.732601,0.95581,0.730159,0.948486,0.735286,0.947021,0.758495,0.947021,0.759716,0.950927,0.996338,0.008057,0.996338,0.012207,0.992187,0.008057,0.992187,0.012207,0.992432,0.000488,0.996338,0.000488,0.737728,0.817594,0.737728,0.810254,0.741634,0.817594,0.741634,0.810254,0.577783,0.999268,0.577783,0.977295,0.581933,0.999268,0.581933,0.977295,0.012696,0.998291,0.012696,0.976318,0.016602,0.998291,0.016602,0.976318,0.175082,0.974609,0.175082,0.996582,0.170932,0.974609,0.170932,0.996582,0.573632,0.999268,0.573632,0.977295,0.577539,0.999268,0.577539,0.977295,0.208789,0.974609,0.208789,0.996582,0.204883,0.974609,0.204883,0.996582,0.063981,0.998291,0.063981,0.976318,0.067887,0.998291,0.067887,0.976318,0.97583,0.946777,0.97583,0.924788,0.984619,0.946777,0.984619,0.924788,0.984863,0.427588,0.984863,0.405615,0.993408,0.427588,0.993408,0.405615,0.991943,0.113542,0.991943,0.135531,0.983398,0.113542,0.983398,0.135531,0.984863,0.336995,0.984863,0.315023,0.993408,0.336995,0.993408,0.315023,0.935286,0.44567,0.935286,0.436866,0.937743,0.439322,0.943847,0.436866,0.94165,0.439322,0.94165,0.443473,0.943847,0.44567,0.937743,0.443473,0.507698,0.985595,0.507698,0.981445,0.51014,0.979004,0.50135,0.979004,0.51014,0.987793,0.50135,0.987793,0.503792,0.985595,0.503792,0.981445,0.330648,0.980224,0.330648,0.996826,0.326497,0.996826,0.326497,0.980224,0.11989,0.977539,0.11989,0.995605,0.11574,0.995605,0.11574,0.977539,0.281315,0.998535,0.281315,0.981933,0.285466,0.981933,0.285466,0.998535,0.742611,0.978027,0.73846,0.99585,0.73846,0.978027,0.742611,0.99585,0.908919,0.846403,0.919173,0.85275,0.915023,0.85275,0.925521,0.846403,0.908919,0.864225,0.915023,0.857877,0.925521,0.864225,0.919173,0.857877,0.623682,0.973632,0.623682,0.99707,0.619532,0.996826,0.619532,0.973632,0.318196,0.968261,0.334066,0.949218,0.338949,0.950927,0.313313,0.966796,0.316976,0.972168,0.338949,0.975341,0.337728,0.979248,0.311833,0.970703,0.314534,0.979492,0.309636,0.977783,0.996338,0.084001,0.996338,0.107195,0.992432,0.107195,0.992187,0.084001,0.009033,0.956298,0.024903,0.975586,0.00415,0.958007,0.03003,0.973877,0.007813,0.952392,0.002686,0.954101,0.000488,0.947021,0.005371,0.945312,0.028565,0.945556,0.03003,0.949462,0.996338,0.07985,0.996338,0.084001,0.992187,0.07985,0.992187,0.084001,0.992432,0.072282,0.996338,0.072526,0.978271,0.163119,0.978271,0.170687,0.974121,0.163119,0.974121,0.170687,0.098405,0.977783,0.098405,0.999756,0.094255,0.977783,0.094255,0.999756,0.703059,0.99707,0.703059,0.975097,0.706966,0.99707,0.706966,0.975097,0.179232,0.974609,0.179232,0.996582,0.175082,0.974609,0.175082,0.996582,0.218067,0.976806,0.218067,0.998779,0.21416,0.976806,0.21416,0.998779,0.698665,0.975097,0.698665,0.99707,0.694514,0.975097,0.694514,0.99707,0.04712,0.998291,0.04712,0.976318,0.05127,0.998291,0.05127,0.976318,0.989746,0.950927,0.989746,0.9729,0.981201,0.950927,0.981201,0.9729,0.993408,0.902083,0.993408,0.924056,0.984863,0.902083,0.984863,0.924056,0.8972,0.971679,0.8972,0.993652,0.888411,0.971679,0.888411,0.993652,0.983886,0.800732,0.983886,0.778759,0.992676,0.800732,0.992676,0.778759,0.931624,0.791699,0.931624,0.783154,0.933822,0.785351,0.940185,0.783154,0.937987,0.785351,0.937987,0.789502,0.940185,0.791699,0.933822,0.789502,0.598047,0.985595,0.598047,0.981445,0.600488,0.979248,0.591943,0.979248,0.600488,0.988037,0.591943,0.988037,0.594141,0.985595,0.594141,0.981445,0.92723,0.792676,0.92723,0.776074,0.93138,0.776074,0.93138,0.792676,0.726741,0.924056,0.726741,0.941894,0.722591,0.941894,0.722591,0.924056,0.339437,0.980224,0.339437,0.996826,0.335286,0.996826,0.335286,0.980224,0.133089,0.977539,0.128695,0.995605,0.128695,0.977539,0.133089,0.995605,0.929183,0.446159,0.939452,0.452506,0.935531,0.452506,0.9458,0.446159,0.929183,0.464225,0.935531,0.457877,0.9458,0.464225,0.939452,0.457877,0.983398,0.169955,0.983398,0.15848,0.989014,0.169955,0.989014,0.15848,0.827848,0.232227,0.830289,0.229786,0.830289,0.232227,0.827848,0.229786,0.542123,0.863493,0.542123,0.852018,0.547738,0.863493,0.547738,0.852018,0.984375,0.232471,0.984375,0.243946,0.978759,0.232471,0.978759,0.243946,0.94873,0.526009,0.954589,0.53724,0.94873,0.53724,0.954589,0.526009,0.733333,0.810254,0.733333,0.815885,0.731624,0.814176,0.729183,0.814176,0.727718,0.815885,0.729183,0.811719,0.727718,0.810254,0.731624,0.811719,0.72723,0.991943,0.72723,0.982422,0.729671,0.991943,0.729671,0.982422,0.648112,0.972656,0.648112,0.982177,0.64567,0.972656,0.64567,0.982177,0.166537,0.968017,0.166537,0.977783,0.164096,0.968017,0.164096,0.977783,0.164096,0.978027,0.166537,0.987793,0.164096,0.987793,0.166537,0.978027,0.998535,0.288151,0.998535,0.319905,0.99707,0.287907,0.99707,0.320394,0.99707,0.287907,0.998535,0.319905,0.489372,0.98706,0.487907,0.982666,0.489372,0.981933,0.487907,0.982666,0.489372,0.98706,0.487907,0.987304,0.489372,0.98706,0.489372,0.993652,0.487907,0.993652,0.489372,0.98706,0.487907,0.993652,0.487907,0.987304,0.486198,0.988525,0.484977,0.982177,0.486442,0.981933,0.484977,0.982177,0.486198,0.988525,0.484977,0.988525,0.486198,0.988525,0.486442,0.994141,0.484977,0.993408,0.486198,0.988525,0.484977,0.993408,0.484977,0.988525,0.593164,0.970947,0.591943,0.937743,0.593408,0.938476,0.591943,0.971923,0.598535,0.933577,0.598535,0.931868,0.605127,0.932601,0.605371,0.930892,0.605127,0.976806,0.598535,0.977295,0.598535,0.97583,0.598535,0.977295,0.605127,0.976806,0.605371,0.978515,0.591943,0.971923,0.598535,0.97583,0.598535,0.977295,0.598535,0.97583,0.591943,0.971923,0.593164,0.970947,0.997803,0.374838,0.999268,0.409522,0.997803,0.41001,0.999268,0.409522,0.997803,0.374838,0.999268,0.375097,0.474479,0.982666,0.475944,0.988769,0.474479,0.989014,0.475944,0.988769,0.474479,0.982666,0.475944,0.981933,0.474479,0.989014,0.475944,0.996094,0.474479,0.99585,0.475944,0.996094,0.474479,0.989014,0.475944,0.988769,0.478874,0.981933,0.477409,0.989014,0.477409,0.981933,0.477409,0.989014,0.478874,0.981933,0.478874,0.989014,0.477409,0.995605,0.477409,0.989014,0.478874,0.989014,0.477409,0.995605,0.478874,0.989014,0.478874,0.996094,0.997803,0.374838,0.996338,0.409522,0.996338,0.375097,0.996338,0.409522,0.997803,0.374838,0.997803,0.41001,0.475944,0.988769,0.475944,0.981933,0.477409,0.982666,0.475944,0.988769,0.477409,0.982666,0.477409,0.989014,0.475944,0.996094,0.475944,0.988769,0.477409,0.989014,0.475944,0.996094,0.477409,0.989014,0.477409,0.99585,0.478874,0.981933,0.480339,0.989014,0.478874,0.989014,0.480339,0.989014,0.478874,0.981933,0.480339,0.982177,0.478874,0.989014,0.480339,0.995605,0.478874,0.996094,0.480339,0.995605,0.478874,0.989014,0.480339,0.989014,0.435157,0.932357,0.433692,0.96582,0.433936,0.93138,0.433692,0.96582,0.435157,0.932357,0.435157,0.965087,0.440543,0.969726,0.433692,0.96582,0.440543,0.969726,0.440299,0.971435,0.447135,0.970703,0.440299,0.971435,0.440543,0.969726,0.440299,0.971435,0.447135,0.970703,0.447379,0.972412,0.440299,0.926009,0.447379,0.924788,0.447135,0.926497,0.440299,0.926009,0.447135,0.926497,0.440543,0.927474,0.440543,0.927474,0.435157,0.932357,0.433936,0.93138,0.433936,0.93138,0.440299,0.926009,0.440543,0.927474,0.998535,0.319905,0.998535,0.288151,1,0.287907,0.998535,0.319905,1,0.287907,1,0.320394,0.487907,0.982666,0.487907,0.987304,0.486442,0.987304,0.486442,0.987304,0.486442,0.981933,0.487907,0.982666,0.487907,0.993652,0.486442,0.987304,0.487907,0.987304,0.486442,0.987304,0.487907,0.993652,0.486442,0.993652,0.484977,0.982177,0.484977,0.988525,0.483513,0.988525,0.484977,0.982177,0.483513,0.988525,0.483513,0.981933,0.484977,0.993408,0.483513,0.988525,0.484977,0.988525,0.483513,0.988525,0.484977,0.993408,0.483513,0.994141,0.8,0.902327,0.8,0.894026,0.804395,0.894026,0.798047,0.902327,0.798047,0.894026,0.804395,0.902327,0.8,0.910628,0.804395,0.910628,0.8,0.918685,0.798047,0.918685,0.798047,0.910628,0.804395,0.918685,0.8,0.926986,0.804395,0.926986,0.8,0.935286,0.804395,0.935286,0.798047,0.935286,0.798047,0.926986,0.94873,0.537484,0.940429,0.526009,0.94873,0.526009,0.940429,0.537484,0.857145,0.975341,0.857145,0.983642,0.849821,0.983642,0.849821,0.975341,0.847135,0.983642,0.847135,0.975341,0.849821,0.967041,0.857145,0.967041,0.849821,0.95874,0.857145,0.95874,0.847135,0.967041,0.84567,0.975341,0.84567,0.967041,0.847135,0.95874,0.849821,0.950439,0.857145,0.950439,0.849821,0.942382,0.857145,0.942382,0.847135,0.950439,0.847135,0.942382,0.84567,0.95874,0.84567,0.950439,0.873747,0.463249,0.873014,0.452018,0.877668,0.452018,0.881086,0.463249,0.871305,0.463249,0.871305,0.452018,0.882063,0.787304,0.878157,0.77583,0.882551,0.77583,0.874723,0.787304,0.884504,0.787304,0.884504,0.77583,0.948241,0.157015,0.93994,0.16849,0.93994,0.157015,0.948241,0.16849,0.918441,0.776074,0.910384,0.789014,0.910384,0.776074,0.918441,0.789014,0.892805,0.464469,0.901106,0.452995,0.901106,0.464469,0.892805,0.452995,0.89305,0.776074,0.884749,0.789014,0.884749,0.776074,0.89305,0.789014,0.910628,0.990723,0.910628,0.982422,0.914046,0.982422,0.914046,0.990723,0.499626,0.981933,0.499626,0.990234,0.495964,0.990234,0.495964,0.981933,0.873014,0.452018,0.873747,0.463249,0.871305,0.463249,0.263249,0.981445,0.264958,0.99292,0.263249,0.99292,0.264958,0.979736,0.26154,0.979736,0.26154,0.981445,0.969238,0.157015,0.969238,0.170199,0.967529,0.16849,0.967529,0.157015,0.965576,0.170199,0.965576,0.16849,0.944091,0.445182,0.944091,0.436866,0.9458,0.436866,0.9458,0.445182,0.465934,0.983642,0.467643,0.995117,0.465934,0.995117,0.467643,0.981933,0.464225,0.981933,0.464225,0.983642,0.513802,0.979248,0.513802,0.992187,0.512093,0.990723,0.512093,0.979248,0.51014,0.992187,0.51014,0.990723,0.933089,0.445914,0.933089,0.437613,0.934798,0.437613,0.934798,0.445914,0.540658,0.763134,0.471794,0.702083,0.540658,0.702083,0.540658,0.824186,0.471794,0.823941,0.471794,0.702083,0.540658,0.763134,0.47155,0.763134,0.471794,0.670329,0.540658,0.663737,0.540658,0.702083,0.540658,0.702083,0.471794,0.702083,0.471794,0.670329,0.540658,0.763134,0.471794,0.823941,0.47155,0.763134,0.540658,0.862272,0.471794,0.855924,0.540658,0.824186,0.540658,0.824186,0.471794,0.855924,0.471794,0.823941,0.828336,0.152621,0.828336,0.093278,0.857877,0.093278,0.828336,0.152621,0.857877,0.093278,0.857877,0.152621,0.828336,0.334554,0.828336,0.273503,0.862516,0.273503,0.862516,0.235401,0.828336,0.235401,0.862516,0.334554,0.828336,0.395605,0.862516,0.395605,0.828336,0.433692,0.862516,0.433692,0.828336,0.183627,0.828336,0.152621,0.857877,0.152621,0.857877,0.183627,0.805371,0.863249,0.805371,0.794141,0.842008,0.794141,0.858366,0.863249,0.866911,0.794141,0.866911,0.863249,0.828336,0.033692,0.857877,0.093278,0.828336,0.093278,0.857877,0.093278,0.828336,0.033692,0.857877,0.033692,0.805371,0.702083,0.842008,0.771435,0.805371,0.771435,0.842008,0.771435,0.805371,0.702083,0.858366,0.702083,0.866911,0.771435,0.828336,0.002686,0.857877,0.033692,0.828336,0.033692,0.857877,0.033692,0.828336,0.002686,0.857877,0.002686,0.452995,0.756786,0.460075,0.695735,0.460075,0.756786,0.452995,0.695735,0.460075,0.657389,0.452995,0.657389,0.452995,0.817594,0.460075,0.817594,0.452995,0.855924,0.460075,0.855924,0.407813,0.695735,0.399023,0.756786,0.399023,0.695979,0.407813,0.756542,0.407568,0.657389,0.399023,0.695979,0.399023,0.657633,0.399023,0.695979,0.407568,0.657389,0.407813,0.695735,0.858366,0.863249,0.814176,0.870817,0.805371,0.863249,0.858366,0.870329,0.399023,0.817838,0.399023,0.756786,0.407813,0.756542,0.407813,0.817594,0.858366,0.702083,0.805371,0.702083,0.814176,0.694759,0.858366,0.695003,0.399023,0.817838,0.407568,0.855924,0.399023,0.856168,0.407568,0.855924,0.399023,0.817838,0.407813,0.817594,0.23125,0.744076,0.219776,0.805127,0.219776,0.744076,0.23125,0.805127,0.23125,0.683024,0.219776,0.683024,0.946777,0.273503,0.946777,0.334554,0.935286,0.334554,0.935286,0.273503,0.935286,0.395605,0.946777,0.395605,0.219776,0.843473,0.219776,0.805127,0.23125,0.805127,0.219776,0.843473,0.23125,0.805127,0.23125,0.843473,0.946777,0.273503,0.935531,0.235401,0.946777,0.235401,0.935531,0.235401,0.946777,0.273503,0.935286,0.273503,0.447623,0.933333,0.459098,0.966552,0.447868,0.967529,0.459098,0.924788,0.219776,0.644938,0.23125,0.683024,0.219776,0.683024,0.23125,0.683024,0.219776,0.644938,0.23125,0.644938,0.501595,0.96997,0.513069,0.936507,0.513069,0.978271,0.501595,0.935531,0.946777,0.395605,0.946777,0.433936,0.935531,0.433936,0.946777,0.395605,0.935531,0.433936,0.935286,0.395605,0.957275,0.74847,0.957275,0.687419,0.967285,0.687419,0.957275,0.74847,0.967285,0.687419,0.967529,0.74847,0.47155,0.763134,0.46154,0.702083,0.471794,0.702083,0.461784,0.670329,0.471794,0.670329,0.46154,0.763134,0.46154,0.823941,0.471794,0.823941,0.461784,0.855924,0.471794,0.855924,0.957519,0.780224,0.957275,0.74847,0.967529,0.74847,0.957519,0.780224,0.967529,0.74847,0.967529,0.780224,0.805371,0.794141,0.838834,0.784131,0.842008,0.794141,0.805371,0.784131,0.957275,0.626627,0.967285,0.687419,0.957275,0.687419,0.967285,0.687419,0.957275,0.626627,0.967529,0.626627,0.957519,0.594629,0.967529,0.626627,0.957275,0.626627,0.967529,0.626627,0.957519,0.594629,0.967529,0.594629,0.838834,0.781445,0.805371,0.781445,0.805371,0.771435,0.842008,0.771435,0.574121,0.815885,0.574121,0.756298,0.576074,0.756298,0.576074,0.756298,0.576074,0.81735,0.574121,0.815885,0.542367,0.756298,0.54432,0.815885,0.542367,0.81735,0.54432,0.815885,0.542367,0.756298,0.54432,0.756298,0.574121,0.846891,0.574121,0.815885,0.576074,0.81735,0.576074,0.81735,0.576074,0.849088,0.574121,0.846891,0.54432,0.846891,0.576074,0.849088,0.542367,0.849088,0.574121,0.846891,0.542367,0.81735,0.54432,0.846891,0.542367,0.849088,0.54432,0.846891,0.542367,0.81735,0.54432,0.815885,0.574121,0.696956,0.576074,0.756298,0.574121,0.756298,0.576074,0.756298,0.574121,0.696956,0.576074,0.695491,0.54432,0.696956,0.542367,0.756298,0.542367,0.695491,0.542367,0.756298,0.54432,0.696956,0.54432,0.756298,0.574121,0.665934,0.576074,0.695491,0.574121,0.696956,0.576074,0.695491,0.574121,0.665934,0.576074,0.663493,0.542367,0.695491,0.542367,0.663493,0.54432,0.665934,0.542367,0.695491,0.54432,0.665934,0.54432,0.696956,0.54432,0.665934,0.576074,0.663493,0.574121,0.665934,0.542367,0.663493,0.982666,0.399512,0.982666,0.340169,0.984375,0.340169,0.984619,0.399512,0.985595,0.685222,0.983886,0.62565,0.98584,0.62565,0.984131,0.594629,0.98584,0.594629,0.983886,0.685222,0.983886,0.744564,0.98584,0.744564,0.984131,0.775586,0.98584,0.775586,0.98291,0.430762,0.982666,0.399512,0.984619,0.399512,0.984619,0.430762,0.35848,0.949218,0.356527,0.979004,0.356527,0.949218,0.35848,0.979004,0.982666,0.280583,0.984375,0.340169,0.982666,0.340169,0.984619,0.280583,0.98291,0.249561,0.984619,0.280583,0.982666,0.280583,0.984619,0.249561,0.980468,0.351156,0.980468,0.32137,0.982422,0.32137,0.982422,0.351156,0.980224,0.692805,0.983886,0.631754,0.983886,0.692805,0.980224,0.631754,0.983886,0.753613,0.980224,0.692805,0.983886,0.692805,0.980224,0.753613,0.980224,0.631754,0.980224,0.594873,0.983886,0.631754,0.983886,0.594873,0.983886,0.631754,0.980224,0.594873,0.977783,0.631754,0.980224,0.692805,0.977783,0.692805,0.980224,0.692805,0.977783,0.631754,0.980224,0.631754,0.980224,0.692805,0.977783,0.753613,0.977783,0.692805,0.977783,0.753613,0.980224,0.692805,0.980224,0.753613,0.980224,0.753613,0.979248,0.790478,0.977783,0.753613,0.976318,0.790478,0.977783,0.753613,0.979248,0.790478,0.547982,0.947997,0.547982,0.989746,0.545052,0.950927,0.547982,0.989746,0.54432,0.98999,0.545052,0.950927,0.983886,0.753613,0.980224,0.790478,0.980224,0.753613,0.980224,0.790478,0.983886,0.753613,0.983886,0.790478,0.977783,0.631754,0.979248,0.594873,0.980224,0.631754,0.979248,0.594873,0.977783,0.631754,0.976318,0.594873,0.99292,0.65861,0.98999,0.697444,0.989502,0.65861,0.98999,0.697444,0.99292,0.65861,0.99292,0.700374,0.720882,0.823697,0.720882,0.762646,0.7243,0.762646,0.720882,0.823697,0.7243,0.762646,0.7243,0.823697,0.448844,0.756542,0.448844,0.695735,0.452018,0.695735,0.448844,0.756542,0.452018,0.695735,0.452018,0.756542,0.448844,0.817594,0.448844,0.756542,0.452018,0.756542,0.448844,0.817594,0.452018,0.756542,0.452018,0.817594,0.720882,0.762646,0.720882,0.701595,0.7243,0.701595,0.720882,0.762646,0.7243,0.701595,0.7243,0.762646,0.722591,0.860563,0.720882,0.823697,0.7243,0.823697,0.7243,0.823697,0.7243,0.862028,0.722591,0.860563,0.450553,0.658854,0.452018,0.695735,0.448844,0.695735,0.452018,0.695735,0.450553,0.658854,0.452018,0.657389,0.682292,0.701595,0.684733,0.762646,0.682292,0.762646,0.684733,0.762646,0.682292,0.701595,0.684733,0.701595,0.407813,0.817594,0.407813,0.756542,0.410254,0.756786,0.407813,0.817594,0.410254,0.756786,0.410254,0.817594,0.407813,0.695735,0.410254,0.756786,0.407813,0.756542,0.410254,0.756786,0.407813,0.695735,0.410254,0.695735,0.682292,0.823697,0.682292,0.762646,0.684733,0.762646,0.682292,0.823697,0.684733,0.762646,0.684733,0.823697,0.407813,0.695735,0.407568,0.657389,0.408789,0.658854,0.407813,0.695735,0.408789,0.658854,0.410254,0.695735,0.682292,0.823697,0.683513,0.860563,0.682536,0.862028,0.683513,0.860563,0.682292,0.823697,0.684733,0.823697,0.682536,0.862028,0.722591,0.860563,0.7243,0.862028,0.722591,0.860563,0.682536,0.862028,0.683513,0.860563,0.450553,0.658854,0.408789,0.658854,0.407568,0.657389,0.407568,0.657389,0.452018,0.657389,0.450553,0.658854,0.450553,0.854459,0.448844,0.817594,0.452018,0.817594,0.452018,0.817594,0.452018,0.855924,0.450553,0.854459,0.722591,0.664958,0.7243,0.701595,0.720882,0.701595,0.7243,0.701595,0.722591,0.664958,0.7243,0.663493,0.683513,0.664958,0.682292,0.701595,0.682536,0.663493,0.682292,0.701595,0.683513,0.664958,0.684733,0.701595,0.407813,0.817594,0.408789,0.854459,0.407568,0.855924,0.408789,0.854459,0.407813,0.817594,0.410254,0.817594,0.407568,0.855924,0.450553,0.854459,0.452018,0.855924,0.450553,0.854459,0.407568,0.855924,0.408789,0.854459,0.722591,0.664958,0.683513,0.664958,0.682536,0.663493,0.682536,0.663493,0.7243,0.663493,0.722591,0.664958,0.888411,0.034668,0.913313,0.095476,0.888411,0.095476,0.913313,0.034668,0.888411,0.156527,0.888411,0.095476,0.913313,0.095476,0.913313,0.156527,0.888411,0.156527,0.913313,0.156527,0.888655,0.188281,0.888655,0.188281,0.913313,0.156527,0.913313,0.188281,0.888655,0.002686,0.913313,0.034668,0.888411,0.034668,0.913313,0.034668,0.888655,0.002686,0.913313,0.002686,0.866911,0.771435,0.858366,0.702083,0.866911,0.702083,0.976318,0.633219,0.967773,0.694026,0.967773,0.633219,0.976318,0.594873,0.967773,0.594873,0.976318,0.694026,0.967773,0.755077,0.976318,0.755077,0.967773,0.793408,0.976318,0.793408,0.391699,0.896468,0.395605,0.896468,0.391699,0.898421,0.395605,0.898421,0.395605,0.951659,0.391699,0.951659,0.395605,0.953613,0.391699,0.953613,0.858366,0.180453,0.860563,0.185824,0.858366,0.185824,0.860563,0.185824,0.858366,0.180453,0.860563,0.180453,0.425635,0.925032,0.432959,0.925032,0.425635,0.926986,0.425635,0.926986,0.432959,0.925032,0.432959,0.926986,0.418311,0.925032,0.425635,0.925032,0.418311,0.926986,0.425635,0.926986,0.4,0.925032,0.418311,0.925032,0.4,0.926986,0.418311,0.926986,0.398779,0.926986,0.398779,0.925032,0.4,0.980224,0.398779,0.980224,0.4,0.982177,0.398779,0.982177,0.418311,0.982177,0.418311,0.980224,0.797314,0.896223,0.780224,0.896223,0.797314,0.89427,0.780224,0.89427,0.780224,0.949218,0.797314,0.949218,0.780224,0.951415,0.797314,0.951415,0.930648,0.87277,0.948974,0.87277,0.930648,0.874968,0.923079,0.874968,0.923079,0.87277,0.915511,0.874968,0.915511,0.87277,0.911116,0.874968,0.911116,0.87277,0.948974,0.874968,0.950195,0.87277,0.950195,0.874968,0.948974,0.927962,0.950195,0.927962,0.948974,0.929915,0.950195,0.929915,0.930648,0.927962,0.930648,0.929915,0.923079,0.927962,0.923079,0.929915,0.915511,0.927962,0.915511,0.929915,0.911116,0.927962,0.911116,0.929915,0.722591,0.86569,0.726497,0.86569,0.722591,0.867887,0.726497,0.867887,0.726497,0.920882,0.722591,0.920882,0.726497,0.922835,0.722591,0.922835,0.985595,0.590967,0.957519,0.590967,0.985595,0.589014,0.957519,0.589014,0.957519,0.536019,0.985595,0.536019,0.957519,0.533822,0.985595,0.533822,0.039307,0.905745,0.042725,0.877913,0.046387,0.878401,0.037598,0.88304,0.043214,0.906233,0.034913,0.905257,0.029786,0.884749,0.027588,0.90428,0.021973,0.886458,0.021973,0.886458,0.02002,0.903548,0.001953,0.90135,0.003906,0.884504,0.000732,0.90135,0.002686,0.88426,0.042725,0.942138,0.046387,0.942626,0.046387,0.943847,0.042481,0.943359,0.08986,0.943847,0.090349,0.915511,0.093523,0.943359,0.086687,0.915999,0.084733,0.93872,0.08986,0.879622,0.082048,0.916487,0.076921,0.936995,0.074723,0.917464,0.069108,0.935286,0.067155,0.918196,0.051026,0.937484,0.049073,0.920394,0.049805,0.937484,0.047852,0.920394,0.093523,0.879377,0.089616,0.878401,0.093523,0.877913,0.752148,0.810254,0.750195,0.81564,0.750195,0.81001,0.750195,0.81564,0.752148,0.810254,0.752148,0.81564,0.432959,0.982177,0.425635,0.982177,0.425635,0.980224,0.425635,0.980224,0.432959,0.980224,0.432959,0.982177,0.425635,0.982177,0.418311,0.982177,0.418311,0.980224,0.425635,0.980224,0.97705,0.465446,0.97705,0.518441,0.973144,0.465446,0.973144,0.518441,0.894759,0.213428,0.911849,0.213428,0.894759,0.231739,0.911849,0.231739,0.911849,0.205859,0.892317,0.205859,0.911849,0.198291,0.889387,0.198291,0.911849,0.193896,0.884016,0.193896,0.163607,0.93138,0.163607,0.984375,0.135775,0.984375,0.135775,0.93138,0.874235,0.431495,0.874235,0.413184,0.891341,0.413184,0.891341,0.431495,0.891341,0.439078,0.871794,0.439078,0.891341,0.446647,0.869108,0.446647,0.891341,0.451041,0.863493,0.451041,0.285466,0.949706,0.285466,0.896468,0.302556,0.896468,0.302556,0.949706,0.91429,0.227832,0.950195,0.228077,0.91429,0.229786,0.950195,0.23003,0.993652,0.93872,0.997314,0.903059,0.997314,0.939452,0.993652,0.902327,0.994385,0.988281,0.994385,0.951904,0.998047,0.987549,0.998047,0.951171,0.950195,0.172885,0.91429,0.174838,0.91429,0.172641,0.950195,0.174838,0.950195,0.228077,0.951415,0.228077,0.950195,0.23003,0.951415,0.23003,0.950195,0.174838,0.951415,0.174838,0.951415,0.172885,0.950195,0.172885,0.750195,0.815885,0.751415,0.815885,0.750195,0.817838,0.751415,0.817838,0.727474,0.815885,0.728939,0.815885,0.727474,0.818082,0.728939,0.818082,0.947509,0.931624,0.947509,0.984863,0.943847,0.931624,0.943847,0.984863,0.918929,0.842252,0.918929,0.845426,0.915511,0.845426,0.954833,0.842252,0.954833,0.845426,0.958251,0.842252,0.958251,0.845426,0.958251,0.797314,0.954833,0.797314,0.958251,0.794141,0.954833,0.794141,0.918929,0.797314,0.918929,0.794141,0.915511,0.842252,0.909407,0.845426,0.909407,0.842252,0.915511,0.797314,0.915511,0.794141,0.909407,0.797314,0.909407,0.794141,0.861784,0.889143,0.85861,0.883772,0.861784,0.883772,0.85861,0.878401,0.85861,0.889143,0.861784,0.93724,0.85861,0.93724,0.861784,0.940673,0.85861,0.940673,0.906722,0.889143,0.906722,0.883772,0.861784,0.878401,0.85861,0.873014,0.861784,0.873014,0.906722,0.878401,0.906722,0.873014,0.909651,0.878401,0.909651,0.873014,0.909651,0.883772,0.909651,0.889143,0.909651,0.93724,0.906722,0.93724,0.909651,0.940673,0.906722,0.940673,0.143099,0.926497,0.146029,0.926497,0.146029,0.929671,0.143099,0.929671,0.281071,0.944579,0.281071,0.899641,0.284489,0.899641,0.284489,0.944579,0.245167,0.944579,0.245167,0.947753,0.281071,0.947753,0.245167,0.899641,0.281071,0.896468,0.245167,0.896468,0.241749,0.944579,0.241749,0.899641,0.235645,0.944579,0.235645,0.947753,0.241749,0.947753,0.235645,0.899641,0.241749,0.896468,0.235645,0.896468,0.094987,0.926497,0.097917,0.926497,0.097917,0.929671,0.094987,0.929915,0.143099,0.877668,0.146029,0.877668,0.146029,0.881086,0.143099,0.881086,0.094987,0.877668,0.097917,0.877668,0.097917,0.881086,0.094987,0.881086,0.157748,0.877668,0.163119,0.877668,0.157748,0.880842,0.163119,0.880842,0.157748,0.925765,0.163119,0.925765,0.157748,0.928939,0.163119,0.928939,0.473747,0.923323,0.470329,0.923323,0.473747,0.917952,0.509651,0.917952,0.470329,0.917952,0.464714,0.869596,0.464225,0.917952,0.46276,0.923323,0.470329,0.92845,0.46276,0.92845,0.464225,0.933822,0.470329,0.933822,0.473747,0.92845,0.473747,0.933822,0.509651,0.92845,0.509651,0.933822,0.513069,0.92845,0.513069,0.933822,0.509651,0.923323,0.513069,0.923323,0.513069,0.917952,0.509651,0.869596,0.513069,0.869596,0.509651,0.866423,0.513069,0.866423,0.464469,0.866423,0.46154,0.869841,0.461051,0.866423,0.844694,0.929915,0.848112,0.924544,0.848112,0.929915,0.854215,0.924544,0.85568,0.929915,0.848112,0.935286,0.85568,0.935286,0.854215,0.940673,0.848112,0.940673,0.844694,0.935286,0.844694,0.940673,0.808545,0.935286,0.808545,0.940673,0.805127,0.935286,0.805127,0.940673,0.805127,0.929915,0.808545,0.929915,0.844694,0.924544,0.808545,0.924544,0.805127,0.924544,0.805127,0.876448,0.808545,0.876448,0.805127,0.873014,0.808545,0.873014,0.853483,0.876204,0.853727,0.873014,0.856901,0.876692,0.857145,0.873014,0.77583,0.945556,0.77583,0.897444,0.779248,0.945556,0.779248,0.897444,0.77583,0.89427,0.779248,0.89427,0.730892,0.897444,0.730648,0.894026,0.77583,0.89427,0.77583,0.897444,0.996094,0.65861,0.996094,0.706722,0.993164,0.65861,0.993164,0.706722,0.996338,0.172641,0.996338,0.220752,0.993164,0.172641,0.993164,0.220752,0.35848,0.896468,0.35848,0.944579,0.355062,0.896468,0.355062,0.944579,0.35848,0.947997,0.355062,0.947997,0.310124,0.944579,0.30988,0.947997,0.99585,0.751904,0.99585,0.800244,0.992676,0.751904,0.992676,0.800244,0.801221,0.93724,0.798047,0.98584,0.798047,0.936751,0.798047,0.98584,0.801221,0.93724,0.801221,0.986084,0.658366,0.937743,0.655192,0.889876,0.658122,0.889876,0.655192,0.937743,0.995117,0.108415,0.995117,0.157015,0.992187,0.108415,0.992187,0.157015,0.610254,0.889876,0.610254,0.937743,0.60708,0.889876,0.607324,0.937743,0.986084,0.707942,0.986084,0.658854,0.989258,0.707454,0.989258,0.65861,0.658366,0.937743,0.658366,0.941405,0.655192,0.937743,0.655192,0.941405,0.610254,0.941161,0.607324,0.937743,0.610254,0.937743,0.607324,0.941161,0.998291,0.153353,0.995361,0.108415,0.998291,0.108415,0.995361,0.153353,0.146029,0.881086,0.146029,0.926497,0.143099,0.881086,0.143099,0.926497,0.464714,0.869596,0.509651,0.866423,0.509651,0.869596,0.998291,0.592676,0.998291,0.637613,0.995361,0.592676,0.995361,0.637613,0.097917,0.881086,0.097917,0.926497,0.094987,0.881086,0.094987,0.926497,0.143099,0.881086,0.097917,0.881086,0.143099,0.877668,0.097917,0.877668,0.094255,0.990723,0.091081,0.945556,0.094255,0.945556,0.091081,0.945556,0.094255,0.990723,0.091081,0.990723,0.306218,0.941405,0.303044,0.986328,0.303044,0.941405,0.306218,0.986328,0.655192,0.941405,0.610254,0.937743,0.655192,0.937743,0.610254,0.937743,0.655192,0.941405,0.610254,0.941161,0.147005,0.925765,0.152377,0.925765,0.147005,0.928939,0.152377,0.928939,0.152377,0.880842,0.147005,0.880842,0.152377,0.877668,0.147005,0.877668,0.152377,0.925765,0.157748,0.925765,0.152377,0.928939,0.157748,0.928939,0.157748,0.880842,0.152377,0.880842,0.157748,0.877668,0.152377,0.877668,0.461051,0.980957,0.461051,0.935531,0.500618,0.935531,0.500618,0.980957,0.590967,0.976318,0.548959,0.976318,0.590967,0.930892,0.548959,0.930892,0.094987,0.976806,0.094987,0.931136,0.134554,0.931136,0.134554,0.976806,0.167269,0.973632,0.167269,0.928206,0.209277,0.928206,0.209277,0.973632,0.844694,0.984375,0.805127,0.984375,0.844694,0.942382,0.805127,0.942382,0.828336,0.229053,0.868132,0.187045,0.868132,0.229053,0.828336,0.187045,0.229297,0.871305,0.229297,0.863005,0.233692,0.863005,0.227344,0.871305,0.227344,0.863005,0.233692,0.871305,0.229297,0.879622,0.233692,0.879622,0.229297,0.887922,0.227344,0.887922,0.227344,0.879622,0.233692,0.887922,0.229297,0.895979,0.233692,0.895979,0.229297,0.90428,0.233692,0.90428,0.227344,0.90428,0.227344,0.895979,0.940185,0.537484,0.931868,0.526009,0.940185,0.526009,0.931868,0.537484,0.077653,0.953613,0.077653,0.945556,0.084977,0.945556,0.084977,0.953613,0.087663,0.945556,0.087663,0.953613,0.084977,0.961913,0.077653,0.961913,0.084977,0.970214,0.077653,0.970214,0.087663,0.961913,0.089128,0.953613,0.089128,0.961913,0.087663,0.970214,0.084977,0.978515,0.077653,0.978515,0.084977,0.986816,0.077653,0.986816,0.087663,0.978515,0.087663,0.986816,0.089128,0.970214,0.089128,0.978515,0.863493,0.463249,0.863005,0.452018,0.867399,0.452018,0.870817,0.463249,0.861051,0.463249,0.861051,0.452018,0.863005,0.452018,0.863493,0.463249,0.888655,0.463249,0.884993,0.452018,0.889387,0.452018,0.881331,0.463249,0.891341,0.463249,0.891341,0.452018,0.926986,0.776074,0.918685,0.787304,0.918685,0.77583,0.926986,0.787304,0.893294,0.789014,0.901595,0.776074,0.901595,0.789014,0.893294,0.776074,0.909651,0.452995,0.90135,0.464469,0.90135,0.452995,0.909651,0.464469,0.91014,0.776074,0.901839,0.789014,0.901839,0.776074,0.91014,0.789014,0.984863,0.246876,0.984863,0.238575,0.988281,0.238575,0.988281,0.246876,0.495964,0.981933,0.495964,0.990234,0.492302,0.990234,0.492302,0.981933,0.469841,0.983642,0.471305,0.995117,0.469841,0.995117,0.471305,0.981933,0.467887,0.981933,0.467887,0.983642,0.976806,0.519661,0.976806,0.532601,0.975097,0.530892,0.975097,0.519661,0.973144,0.532601,0.973144,0.530892,0.91136,0.45275,0.91136,0.461051,0.909651,0.461051,0.909651,0.45275,0.462272,0.983642,0.463981,0.995117,0.462272,0.995117,0.463981,0.981933,0.460319,0.981933,0.460319,0.983642,0.544076,0.978759,0.544076,0.991943,0.542367,0.990234,0.542367,0.978759,0.540414,0.991943,0.540414,0.990234,0.860807,0.445182,0.860807,0.436866,0.862516,0.436866,0.862516,0.445182,0.948486,0.168002,0.948486,0.157015,0.956542,0.157015,0.956542,0.168002,0.868376,0.819303,0.893538,0.870817,0.882795,0.870817,0.893538,0.870817,0.868376,0.819303,0.907942,0.819059,0.868376,0.819303,0.868376,0.794873,0.907942,0.819059,0.907942,0.794629,0.223926,0.967773,0.223926,0.928206,0.231983,0.928206,0.231983,0.967773,0.981201,0.025879,0.9729,0.001221,0.981201,0.001221,0.9729,0.025879,0.981201,0.078141,0.9729,0.025879,0.981201,0.025879,0.9729,0.025879,0.981201,0.078141,0.9729,0.078141,0.978271,0.084977,0.96997,0.109636,0.970214,0.084977,0.978271,0.109636,0.978271,0.109636,0.970214,0.161898,0.96997,0.109636,0.970214,0.161898,0.978271,0.109636,0.978271,0.161898,0.383642,0.895247,0.383642,0.884504,0.391699,0.884504,0.391699,0.895247,0.707698,0.866178,0.722103,0.917708,0.696712,0.866178,0.682292,0.917952,0.722103,0.917708,0.722103,0.942138,0.682292,0.917952,0.682292,0.942382,0.948241,0.658854,0.948241,0.619043,0.956298,0.619043,0.956298,0.658854,0.985595,0.459342,0.977295,0.434424,0.985595,0.434424,0.977295,0.459342,0.985595,0.511604,0.977295,0.459342,0.985595,0.459342,0.977295,0.459342,0.985595,0.511604,0.977295,0.511604,0.956542,0.540414,0.948241,0.565087,0.948241,0.540414,0.956542,0.565332,0.956542,0.565332,0.948241,0.617334,0.948241,0.565087,0.948241,0.617334,0.956542,0.565332,0.956542,0.617334,0.751171,0.66276,0.725277,0.807813,0.725277,0.66276,0.751171,0.807813,0.860563,0.43711,0.860563,0.463249,0.84445,0.43711,0.84445,0.463249,0.844205,0.463249,0.828092,0.43711,0.844205,0.43711,0.828092,0.463249,0.931868,0.686687,0.931868,0.54139,0.947753,0.54139,0.947753,0.686687,0.962402,0.984131,0.956786,0.984131,0.962402,0.981933,0.956786,0.981933,0.950683,0.981933,0.956542,0.981933,0.950683,0.984863,0.956542,0.984863,0.950683,0.984863,0.956542,0.984863,0.950683,0.988037,0.956542,0.988037,0.950683,0.988037,0.956542,0.988037,0.950683,0.990478,0.956542,0.990478,0.848844,0.683268,0.854704,0.683268,0.848844,0.686198,0.854704,0.686198,0.848844,0.686198,0.854704,0.686198,0.848844,0.689387,0.854704,0.689387,0.848844,0.689387,0.854704,0.689387,0.848844,0.691829,0.854704,0.691829,0.967285,0.981933,0.973144,0.981933,0.967285,0.984863,0.973144,0.984863,0.967285,0.984863,0.973144,0.984863,0.967285,0.988037,0.973144,0.988037,0.967285,0.988037,0.973144,0.988037,0.967285,0.990478,0.973144,0.990478,0.962402,0.990478,0.956786,0.990478,0.962402,0.987304,0.956786,0.987304,0.962402,0.987304,0.956786,0.987304,0.962402,0.984131,0.956786,0.984131,0.228077,0.850309,0.231983,0.851041,0.229053,0.851774,0.229053,0.853483,0.230274,0.848112,0.231983,0.854215,0.230274,0.857145,0.228077,0.854948,0.226612,0.85568,0.227588,0.85861,0.225147,0.85568,0.224414,0.85861,0.221485,0.857145,0.223682,0.854948,0.219776,0.854215,0.22295,0.853483,0.22295,0.851774,0.219776,0.851041,0.221485,0.848112,0.223682,0.850309,0.225147,0.849577,0.224414,0.846647,0.226856,0.849577,0.227588,0.846647,0.843229,0.687922,0.841276,0.692561,0.842741,0.687922,0.841276,0.692561,0.843229,0.687922,0.842252,0.692561,0.831266,0.687922,0.830533,0.692561,0.830533,0.687922,0.830533,0.692561,0.831266,0.687922,0.832242,0.692561,0.830533,0.687922,0.830533,0.692561,0.829801,0.687922,0.830533,0.692561,0.829068,0.692561,0.829801,0.687922,0.827848,0.692561,0.829313,0.687922,0.829068,0.692561,0.829801,0.687922,0.829068,0.692561,0.829313,0.687922,0.840055,0.687922,0.839567,0.692561,0.839567,0.687922,0.839567,0.692561,0.840055,0.687922,0.841032,0.692561,0.839567,0.687922,0.839567,0.692561,0.838834,0.687922,0.839567,0.692561,0.837858,0.692561,0.838834,0.687922,0.838834,0.687922,0.836637,0.692561,0.838346,0.687922,0.836637,0.692561,0.838834,0.687922,0.837858,0.692561,0.833219,0.692561,0.833951,0.687922,0.833951,0.692561,0.833951,0.687922,0.833219,0.692561,0.832242,0.687922,0.833951,0.692561,0.833951,0.687922,0.83444,0.692561,0.833951,0.687922,0.835416,0.687922,0.83444,0.692561,0.836637,0.687922,0.834928,0.692561,0.835416,0.687922,0.83444,0.692561,0.835416,0.687922,0.834928,0.692561,0.84445,0.687922,0.843961,0.692561,0.843961,0.687922,0.843961,0.692561,0.84445,0.687922,0.845426,0.692561,0.843961,0.687922,0.843961,0.692561,0.843229,0.687922,0.843961,0.692561,0.842252,0.692561,0.843229,0.687922,0.220508,0.860563,0.219776,0.860563,0.220508,0.860319,0.22002,0.861051,0.219776,0.859831,0.220508,0.860075,0.220508,0.859831,0.22002,0.859342,0.220752,0.859586,0.220752,0.858854,0.220996,0.859586,0.221241,0.858854,0.221973,0.859342,0.221241,0.859831,0.222217,0.859831,0.221485,0.860075,0.222217,0.860563,0.221485,0.860319,0.221241,0.860563,0.221973,0.861051,0.220996,0.860563,0.221241,0.86154,0.220752,0.860563,0.220752,0.86154,0.216114,0.748226,0.168978,0.679118,0.216358,0.679118,0.168978,0.679118,0.216114,0.748226,0.168734,0.748226,0.047364,0.009277,0.117205,0.009277,0.117205,0.039796,0.187289,0.009277,0.047364,0.009277,0.117205,0.039796,0.047364,0.039796,0.0271,0.009277,0.931136,0.325277,0.934798,0.395361,0.931136,0.395361,0.934798,0.325277,0.931136,0.255192,0.934798,0.255192,0.66276,0.60708,0.676432,0.650797,0.655436,0.620752,0.655436,0.620752,0.676432,0.650797,0.67277,0.650797,0.695003,0.649577,0.680583,0.574121,0.719661,0.592187,0.680583,0.574121,0.695003,0.649577,0.688167,0.650797,0.912581,0.325277,0.919417,0.395361,0.912581,0.395361,0.919417,0.395361,0.912581,0.325277,0.919417,0.325277,0.919417,0.255192,0.764843,0.461295,0.775097,0.327474,0.78291,0.461295,0.775097,0.327474,0.764843,0.461295,0.753613,0.327474,0.750195,0.527962,0.680583,0.438102,0.750195,0.438102,0.680583,0.438102,0.750195,0.527962,0.680583,0.541634,0.309392,0.805615,0.307683,0.739193,0.39585,0.740169,0.309392,0.805615,0.39585,0.740169,0.39585,0.805615,0.655436,0.620752,0.636881,0.571923,0.66276,0.60708,0.636881,0.571923,0.655436,0.620752,0.618799,0.571923,0.719661,0.592187,0.680583,0.541634,0.750195,0.527962,0.680583,0.541634,0.719661,0.592187,0.680583,0.574121,0.226368,0.863249,0.226368,0.926497,0.167514,0.926497,0.226368,0.863249,0.167514,0.926497,0.167514,0.863249,0.23711,0.737728,0.309392,0.805615,0.23711,0.81857,0.309392,0.805615,0.23711,0.737728,0.307683,0.739193,0.803662,0.816617,0.753124,0.758007,0.803662,0.756054,0.753124,0.758007,0.803662,0.816617,0.753124,0.816617,0.753613,0.327474,0.753613,0.235645,0.775097,0.327474,0.775097,0.235645,0.775097,0.327474,0.753613,0.235645,0.263737,0.280827,0.347494,0.280827,0.347494,0.340658,0.263737,0.340658,0.803662,0.756054,0.753124,0.695735,0.803662,0.695247,0.753124,0.695735,0.803662,0.756054,0.753124,0.758007,0.608545,0.346273,0.629801,0.309148,0.629801,0.346273,0.629801,0.309148,0.608545,0.346273,0.608545,0.309148,0.347494,0.081804,0.347494,0.280827,0.263737,0.081804,0.263737,0.280827,0.858854,0.002686,0.887678,0.106218,0.858854,0.106218,0.858854,0.177523,0.887678,0.106218,0.858854,0.002686,0.887678,0.002686,0.858854,0.177523,0.887678,0.106218,0.887678,0.177523,0.047364,0.039796,0.018555,0.039796,0.0271,0.009277,0.934798,0.395361,0.934798,0.415381,0.931136,0.395361,0.931136,0.415381,0.912581,0.414405,0.912581,0.395361,0.919417,0.395361,0.912581,0.414405,0.919417,0.395361,0.919417,0.415381,0.167269,0.663249,0.218799,0.645182,0.216358,0.679118,0.216358,0.679118,0.168978,0.679118,0.167269,0.663249,0.934798,0.465934,0.967773,0.524544,0.932357,0.524788,0.967773,0.524544,0.934798,0.465934,0.967773,0.465446,0.915511,0.001709,0.947265,0.082048,0.91429,0.082536,0.947265,0.082048,0.915511,0.001709,0.947265,0.001221,0.359701,0.963622,0.360433,0.896712,0.379736,0.896712,0.379736,0.896712,0.391211,0.963622,0.359701,0.963622,0.242481,0.281559,0.263737,0.340658,0.242481,0.356771,0.263737,0.340658,0.242481,0.281559,0.263737,0.280827,0.242481,0.281559,0.242481,0.08278,0.263737,0.081804,0.263737,0.280827,0.659831,0.366537,0.659831,0.290837,0.680583,0.366537,0.680827,0.289372,0.680583,0.366537,0.659831,0.290837,0.805371,0.327474,0.805371,0.255924,0.826627,0.327474,0.826627,0.431006,0.826627,0.255924,0.808789,0.447868,0.805371,0.327474,0.826627,0.431006,0.680583,0.541634,0.680583,0.574121,0.662516,0.55848,0.680583,0.574121,0.673259,0.587549,0.662516,0.55848,0.682048,0.650797,0.673259,0.587549,0.688167,0.650797,0.680583,0.574121,0.688167,0.650797,0.673259,0.587549,0.925521,0.395361,0.925521,0.415381,0.919417,0.395361,0.919417,0.415381,0.925521,0.325277,0.919417,0.325277,0.925521,0.255192,0.919417,0.255192,0.925521,0.235157,0.919417,0.235157,0.629801,0.346273,0.659831,0.290837,0.659831,0.366537,0.659831,0.290837,0.629801,0.346273,0.629801,0.309148,0.775097,0.327474,0.805371,0.255924,0.805371,0.327474,0.805371,0.255924,0.775097,0.327474,0.775097,0.235645,0.78291,0.461295,0.775097,0.327474,0.808789,0.447868,0.805371,0.327474,0.808789,0.447868,0.775097,0.327474,0.636881,0.571923,0.673259,0.587549,0.66276,0.60708,0.636881,0.571923,0.662516,0.55848,0.673259,0.587549,0.676432,0.650797,0.66276,0.60708,0.682048,0.650797,0.673259,0.587549,0.682048,0.650797,0.66276,0.60708,0.931136,0.395361,0.931136,0.415381,0.925521,0.395361,0.925521,0.415381,0.925521,0.395361,0.925521,0.325277,0.931136,0.325277,0.931136,0.395361,0.931136,0.255192,0.925521,0.255192,0.930648,0.538216,0.85861,0.538216,0.917952,0.516976,0.85861,0.516976,0.917952,0.516976,0.85861,0.538216,0.075456,0.352377,0.003418,0.352377,0.075456,0.315267,0.003418,0.315267,0.117449,0.315267,0.075456,0.223438,0.117449,0.223438,0.159213,0.315267,0.159213,0.223438,0.159213,0.352377,0.231495,0.352377,0.231495,0.315267,0.117449,0.352377,0.117449,0.574121,0.159457,0.574121,0.075456,0.574121,0.730892,0.891585,0.752148,0.832242,0.752148,0.891585,0.752148,0.832242,0.730892,0.891585,0.730892,0.819547,0.85861,0.46569,0.887434,0.46569,0.85861,0.486687,0.887434,0.46569,0.90013,0.486687,0.85861,0.486687,0.85861,0.486687,0.90013,0.486687,0.85861,0.516976,0.917952,0.516976,0.039796,0.089616,0.018555,0.039796,0.047364,0.039796,0.06862,0.089616,0.117205,0.039796,0.117449,0.089616,0.166049,0.089616,0.187289,0.039796,0.195117,0.089616,0.216114,0.039796,0.956786,0.766796,0.931868,0.760693,0.956542,0.745785,0.932113,0.781689,0.956542,0.715755,0.932113,0.709651,0.956786,0.694759,0.932113,0.709651,0.956542,0.715755,0.931868,0.730892,0.956542,0.745785,0.931868,0.730892,0.956542,0.715755,0.931868,0.760693,0.117449,0.089616,0.075456,0.223438,0.06862,0.089616,0.166049,0.089616,0.159213,0.223438,0.075456,0.223438,0.117449,0.089616,0.117449,0.223438,0.159213,0.223438,0.680827,0.289372,0.680827,0.103288,0.750195,0.288396,0.750439,0.089372,0.750195,0.288396,0.680827,0.103288,0.659098,0.885725,0.659098,0.663737,0.680583,0.663981,0.659098,0.885725,0.680583,0.663981,0.680583,0.885725,0.857145,0.467399,0.857145,0.653483,0.828092,0.467399,0.828092,0.467399,0.857145,0.653483,0.828092,0.653483,0.607568,0.869841,0.607568,0.683513,0.628824,0.682048,0.628824,0.878157,0.659098,0.663737,0.659098,0.885725,0.628824,0.682048,0.628824,0.682048,0.659098,0.885725,0.628824,0.878157,0.803418,0.863493,0.803418,0.892317,0.782422,0.892317,0.782422,0.892317,0.782422,0.850797,0.803418,0.863493,0.782422,0.850797,0.782422,0.892317,0.752148,0.891585,0.752148,0.891585,0.752148,0.832242,0.782422,0.850797,0.750439,0.017578,0.750439,0.089372,0.680827,0.030518,0.750439,0.089372,0.680827,0.103288,0.680827,0.030518,0.117449,0.574121,0.075456,0.617334,0.075456,0.574121,0.117449,0.617334,0.159457,0.574121,0.159457,0.617334,0.680827,0.030518,0.680827,0.103288,0.659586,0.094743,0.680827,0.030518,0.659586,0.094743,0.660075,0.034424,0.629801,0.087419,0.660075,0.034424,0.659586,0.094743,0.660075,0.034424,0.629801,0.087419,0.630777,0.04004,0.608545,0.087419,0.609766,0.04419,0.629801,0.087419,0.630777,0.04004,0.629801,0.087419,0.609766,0.04419,0.164096,0.717708,0.143099,0.759716,0.143343,0.705013,0.143099,0.759716,0.164096,0.717708,0.164096,0.75996,0.164096,0.801953,0.887678,0.636149,0.887678,0.614893,0.90013,0.636149,0.90013,0.636149,0.887678,0.666178,0.887678,0.636149,0.887678,0.666178,0.90013,0.636149,0.917952,0.666178,0.917952,0.666178,0.887434,0.687419,0.887678,0.666178,0.887434,0.687419,0.917952,0.666178,0.930404,0.687419,0.032471,0.574121,0.075456,0.617334,0.032471,0.617334,0.075456,0.617334,0.032471,0.574121,0.075456,0.574121,0.164096,0.674723,0.143343,0.705013,0.143343,0.674723,0.143343,0.705013,0.164096,0.674723,0.164096,0.717708,0.347494,0.009522,0.347494,0.081804,0.263737,0.009522,0.263737,0.009522,0.347494,0.081804,0.263737,0.081804,0.263737,0.009522,0.263737,0.081804,0.242481,0.011231,0.242481,0.011231,0.263737,0.081804,0.242481,0.08278,0.093034,0.674235,0.023194,0.674723,0.023194,0.653727,0.023194,0.653727,0.093034,0.645426,0.093034,0.674235,0.143343,0.705013,0.113542,0.759472,0.113787,0.686931,0.113542,0.759472,0.143343,0.705013,0.143099,0.759716,0.023194,0.758984,0.023194,0.674723,0.092546,0.759472,0.023194,0.674723,0.093034,0.674235,0.092546,0.759472,0.093034,0.674235,0.113787,0.674479,0.113787,0.686931,0.143343,0.674723,0.113787,0.686931,0.113787,0.674479,0.113787,0.686931,0.143343,0.674723,0.143343,0.705013,0.113787,0.686931,0.092546,0.759472,0.093034,0.674235,0.092546,0.759472,0.113787,0.686931,0.113542,0.759472,0.976318,0.304265,0.947265,0.283757,0.976318,0.283513,0.947265,0.283757,0.976318,0.304265,0.947509,0.304509,0.947265,0.283757,0.976318,0.253483,0.976318,0.283513,0.976318,0.253483,0.947265,0.283757,0.947265,0.253727,0.947265,0.253727,0.976318,0.233448,0.976318,0.253483,0.976318,0.233448,0.947265,0.253727,0.947265,0.233692,0.003418,0.574121,0.032471,0.617334,0.003418,0.617334,0.032471,0.617334,0.003418,0.574121,0.032471,0.574121,0.85861,0.666178,0.887434,0.687419,0.85861,0.687419,0.887434,0.687419,0.85861,0.666178,0.887678,0.666178,0.85861,0.636149,0.887678,0.666178,0.85861,0.666178,0.887678,0.666178,0.85861,0.636149,0.887678,0.636149,0.858854,0.614893,0.887678,0.614893,0.85861,0.636149,0.887678,0.614893,0.887678,0.636149,0.85861,0.636149,0.950927,0.929183,0.975341,0.945556,0.954833,0.949462,0.975341,0.945556,0.950927,0.929183,0.975341,0.9243,0.976074,0.872526,0.99707,0.90135,0.976074,0.90135,0.99707,0.90135,0.976074,0.872526,0.99707,0.872526,0.680827,0.009522,0.680827,0.030518,0.660075,0.009766,0.680827,0.030518,0.660075,0.034424,0.660075,0.009766,0.956786,0.897444,0.975341,0.9243,0.950927,0.929183,0.975341,0.9243,0.956786,0.897444,0.975341,0.894514,0.630289,0.021241,0.660075,0.009766,0.660075,0.034424,0.660075,0.034424,0.630777,0.04004,0.630289,0.021241,0.960449,0.876448,0.975341,0.894514,0.956786,0.897444,0.975341,0.894514,0.960449,0.876448,0.975341,0.873259,0.630289,0.021241,0.630777,0.04004,0.610254,0.028809,0.630777,0.04004,0.609766,0.04419,0.610254,0.028809,0.032471,0.617334,0.003418,0.632486,0.003418,0.617334,0.003418,0.632486,0.032471,0.617334,0.032471,0.632486,0.263737,0.340658,0.347494,0.340658,0.347494,0.356283,0.263737,0.340658,0.347494,0.356283,0.263737,0.356283,0.263737,0.356283,0.242481,0.356771,0.263737,0.340658,0.002441,0.675212,0.023194,0.758984,0.002441,0.758984,0.023194,0.758984,0.002441,0.675212,0.023194,0.674723,0.023194,0.653727,0.023194,0.674723,0.002441,0.675212,0.216114,0.748226,0.168978,0.81735,0.168734,0.748226,0.168978,0.81735,0.216114,0.748226,0.216358,0.81735,0.117205,0.039796,0.187289,0.009277,0.187289,0.039796,0.509407,0.039796,0.530404,0.009522,0.516732,0.053712,0.530404,0.009522,0.509407,0.039796,0.526741,0.009522,0.548959,0.010986,0.534554,0.086931,0.542123,0.009522,0.534554,0.086931,0.548959,0.010986,0.573632,0.06862,0.919417,0.255192,0.912581,0.325277,0.912581,0.255192,0.775097,0.13724,0.764843,0.003418,0.78291,0.003662,0.764843,0.003418,0.775097,0.13724,0.753613,0.136995,0.534554,0.22295,0.60415,0.132845,0.60415,0.222705,0.60415,0.132845,0.534554,0.22295,0.534554,0.119402,0.930648,0.694514,0.86862,0.773877,0.86862,0.694514,0.86862,0.773877,0.930648,0.694514,0.930648,0.773877,0.509407,0.039796,0.490837,0.08864,0.47277,0.088396,0.490837,0.08864,0.509407,0.039796,0.516732,0.053712,0.573632,0.06862,0.534554,0.119402,0.534554,0.086931,0.534554,0.119402,0.573632,0.06862,0.60415,0.132845,0.399268,0.860075,0.458122,0.923079,0.399268,0.923323,0.458122,0.923079,0.399268,0.860075,0.458122,0.860075,0.23711,0.737728,0.306462,0.669596,0.307683,0.739193,0.306462,0.669596,0.23711,0.737728,0.23711,0.656901,0.60415,0.222705,0.534554,0.294499,0.534554,0.22295,0.534554,0.294499,0.60415,0.222705,0.60415,0.297185,0.775097,0.13724,0.775097,0.229053,0.753613,0.228809,0.775097,0.13724,0.753613,0.228809,0.753613,0.136995,0.43125,0.280827,0.347494,0.340658,0.347494,0.280827,0.347494,0.340658,0.43125,0.280827,0.43125,0.340658,0.347494,0.280827,0.43125,0.081804,0.347494,0.081804,0.597559,0.303777,0.535042,0.364584,0.534554,0.301335,0.535042,0.364584,0.597559,0.303777,0.597559,0.365316,0.483757,0.351644,0.462516,0.314778,0.483757,0.314534,0.462516,0.314778,0.483757,0.351644,0.462516,0.351644,0.863493,0.41001,0.892317,0.306462,0.892317,0.41001,0.892317,0.306462,0.863493,0.41001,0.863493,0.306462,0.863493,0.234913,0.892317,0.306462,0.863493,0.234913,0.892317,0.234913,0.207324,0.009277,0.187289,0.039796,0.187289,0.009277,0.216114,0.039796,0.931136,0.255192,0.931136,0.235157,0.934798,0.235157,0.934798,0.255192,0.912581,0.236133,0.919417,0.255192,0.912581,0.255192,0.919417,0.255192,0.912581,0.236133,0.919417,0.235157,0.218799,0.859098,0.167269,0.841276,0.216358,0.81735,0.216358,0.81735,0.167269,0.841276,0.168978,0.81735,0.94995,0.431983,0.982177,0.374594,0.982177,0.432471,0.982177,0.374594,0.94995,0.431983,0.947265,0.37435,0.515755,0.9458,0.546761,0.866911,0.546761,0.946288,0.546761,0.866911,0.515755,0.9458,0.51429,0.866423,0.977539,0.306706,0.978271,0.372396,0.958495,0.306462,0.958495,0.306462,0.978271,0.372396,0.947265,0.372396,0.45275,0.281559,0.43125,0.340658,0.43125,0.280827,0.43125,0.340658,0.45275,0.281559,0.45275,0.356771,0.45275,0.08278,0.45275,0.281559,0.43125,0.081804,0.43125,0.280827,0.534554,0.301335,0.535042,0.364584,0.515999,0.363363,0.534554,0.301335,0.515999,0.363363,0.515755,0.301335,0.826627,0.137972,0.826627,0.209277,0.805371,0.209033,0.805371,0.137484,0.826627,0.034424,0.826627,0.034424,0.805371,0.137484,0.808789,0.017334,0.534554,0.119402,0.516487,0.102312,0.534554,0.086931,0.516487,0.102312,0.52723,0.073259,0.534554,0.086931,0.52723,0.073259,0.542123,0.009522,0.534554,0.086931,0.542123,0.009522,0.52723,0.073259,0.536019,0.009522,0.515999,0.363363,0.490593,0.318196,0.515755,0.301335,0.490593,0.318196,0.515999,0.363363,0.490593,0.347982,0.805371,0.209033,0.775097,0.13724,0.805371,0.137484,0.775097,0.13724,0.805371,0.209033,0.775097,0.229053,0.775097,0.13724,0.808789,0.017334,0.805371,0.137484,0.808789,0.017334,0.775097,0.13724,0.78291,0.003662,0.490837,0.08864,0.52723,0.073259,0.516487,0.102312,0.490837,0.08864,0.516732,0.053712,0.52723,0.073259,0.516732,0.053712,0.536019,0.009522,0.52723,0.073259,0.536019,0.009522,0.516732,0.053712,0.530404,0.009522,0.925521,0.255192,0.925521,0.235157,0.931136,0.235157,0.931136,0.255192,0.322835,0.873259,0.382422,0.873259,0.382422,0.894514,0.322835,0.873259,0.382422,0.894514,0.310124,0.894514,0.295232,0.873503,0.235889,0.894759,0.235889,0.873503,0.235889,0.894759,0.295232,0.873503,0.307927,0.894759,0.382422,0.822232,0.382422,0.843229,0.353597,0.822232,0.353597,0.822232,0.382422,0.843229,0.340902,0.843229,0.382422,0.843229,0.382422,0.873259,0.340902,0.843229,0.322835,0.873259,0.939208,0.149691,0.914534,0.156039,0.91429,0.135286,0.939452,0.170687,0.939452,0.099382,0.91429,0.10573,0.914534,0.084977,0.91429,0.10573,0.939452,0.099382,0.939208,0.120134,0.939208,0.120134,0.91429,0.135286,0.91429,0.10573,0.939208,0.149691,0.60415,0.372396,0.604395,0.571191,0.534798,0.557504,0.60415,0.372396,0.534798,0.557504,0.534554,0.37142,0.826627,0.468132,0.826627,0.69012,0.805127,0.467887,0.805127,0.689876,0.805127,0.467887,0.826627,0.69012,0.605859,0.663737,0.576806,0.849821,0.576806,0.663737,0.576806,0.849821,0.605859,0.663737,0.605859,0.849821,0.774853,0.475212,0.774853,0.671305,0.753613,0.483268,0.753613,0.669352,0.774853,0.671305,0.774853,0.475212,0.805127,0.467887,0.805127,0.689876,0.265446,0.822232,0.236378,0.843229,0.236622,0.822232,0.236378,0.843229,0.265446,0.822232,0.277897,0.843229,0.277897,0.843229,0.235889,0.873503,0.236378,0.843229,0.235889,0.873503,0.277897,0.843229,0.295232,0.873503,0.604395,0.642985,0.534798,0.630289,0.604395,0.571191,0.604395,0.571191,0.534798,0.630289,0.534798,0.557504,0.514046,0.626383,0.513558,0.566064,0.534798,0.630289,0.534798,0.557504,0.534798,0.630289,0.513558,0.566064,0.513558,0.566064,0.514046,0.626383,0.483757,0.573632,0.514046,0.626383,0.484489,0.620752,0.483757,0.573632,0.483757,0.573632,0.484489,0.620752,0.463737,0.616602,0.483757,0.573632,0.463737,0.616602,0.462516,0.573632,0.143343,0.81442,0.143099,0.759716,0.164096,0.801953,0.90135,0.56141,0.889143,0.56141,0.901595,0.540414,0.90135,0.56141,0.90135,0.591455,0.889143,0.56141,0.90135,0.591455,0.871061,0.591455,0.889143,0.56141,0.871061,0.591455,0.90135,0.591455,0.901595,0.612696,0.901595,0.612696,0.85861,0.612696,0.871061,0.591455,0.202441,0.574121,0.159457,0.617334,0.159457,0.574121,0.159457,0.617334,0.202441,0.574121,0.202441,0.617334,0.143343,0.81442,0.164096,0.844938,0.143343,0.844694,0.164096,0.844938,0.143343,0.81442,0.164096,0.801953,0.347494,0.009522,0.43125,0.009522,0.347494,0.081804,0.43125,0.009522,0.43125,0.081804,0.347494,0.081804,0.43125,0.081804,0.43125,0.009522,0.45275,0.011231,0.45275,0.011231,0.45275,0.08278,0.43125,0.081804,0.023194,0.843229,0.093034,0.844694,0.023194,0.864225,0.023194,0.864225,0.093034,0.844694,0.093034,0.873503,0.143099,0.759716,0.143343,0.81442,0.113542,0.759472,0.113787,0.832242,0.113542,0.759472,0.143343,0.81442,0.023194,0.758984,0.092546,0.759472,0.023194,0.843229,0.023194,0.843229,0.092546,0.759472,0.093034,0.844694,0.093034,0.844694,0.113787,0.832242,0.113787,0.844694,0.113787,0.832242,0.143343,0.844694,0.113787,0.844694,0.143343,0.844694,0.113787,0.832242,0.143343,0.81442,0.113542,0.759472,0.113787,0.832242,0.092546,0.759472,0.093034,0.844694,0.092546,0.759472,0.113787,0.832242,0.940673,0.155795,0.969238,0.134798,0.969482,0.15555,0.969238,0.134798,0.940673,0.155795,0.940429,0.135286,0.969238,0.134798,0.940429,0.135286,0.940429,0.104997,0.969238,0.134798,0.940429,0.104997,0.969482,0.104753,0.969482,0.104753,0.940429,0.104997,0.940429,0.084977,0.969482,0.104753,0.940429,0.084977,0.969482,0.084733,0.231495,0.574121,0.202441,0.617334,0.202441,0.574121,0.202441,0.617334,0.231495,0.574121,0.23125,0.617334,0.930404,0.591455,0.901595,0.612696,0.90135,0.591455,0.901595,0.612696,0.930404,0.591455,0.930404,0.612696,0.930404,0.56141,0.90135,0.591455,0.90135,0.56141,0.90135,0.591455,0.930404,0.56141,0.930404,0.591455,0.930404,0.540169,0.930404,0.56141,0.901595,0.540414,0.901595,0.540414,0.930404,0.56141,0.90135,0.56141,0.972412,0.005127,0.947997,0.021485,0.951904,0.001221,0.947997,0.021485,0.972412,0.005127,0.972412,0.026123,0.909651,0.942138,0.888655,0.970947,0.888655,0.942138,0.888655,0.970947,0.909651,0.942138,0.909651,0.970947,0.534798,0.651286,0.514046,0.651041,0.534798,0.630289,0.534798,0.630289,0.514046,0.651041,0.514046,0.626383,0.972412,0.026123,0.953857,0.052979,0.947997,0.021485,0.953857,0.052979,0.972412,0.026123,0.972412,0.056153,0.514046,0.651041,0.484001,0.639567,0.514046,0.626383,0.514046,0.626383,0.484001,0.639567,0.484489,0.620752,0.972412,0.056153,0.957519,0.073991,0.953857,0.052979,0.957519,0.073991,0.972412,0.056153,0.972412,0.077409,0.484001,0.639567,0.464225,0.631998,0.484489,0.620752,0.484489,0.620752,0.464225,0.631998,0.463737,0.616602,0.23125,0.632486,0.202441,0.617334,0.23125,0.617334,0.202441,0.617334,0.23125,0.632486,0.202441,0.632486,0.43125,0.340658,0.347494,0.356283,0.347494,0.340658,0.347494,0.356283,0.43125,0.340658,0.43125,0.356283,0.43125,0.356283,0.43125,0.340658,0.45275,0.356771,0.002441,0.842985,0.023194,0.758984,0.023194,0.843229,0.023194,0.758984,0.002441,0.842985,0.002441,0.758984,0.023194,0.864225,0.002441,0.842985,0.023194,0.843229,0.347494,0.520638,0.347494,0.430762,0.351644,0.435889,0.347494,0.520638,0.351644,0.435889,0.351644,0.515267,0.417578,0.430762,0.351644,0.435889,0.347494,0.430762,0.351644,0.435889,0.417578,0.430762,0.413672,0.435889,0.417578,0.430762,0.417578,0.520638,0.413672,0.515267,0.417578,0.430762,0.413672,0.515267,0.413672,0.435889,0.347494,0.520638,0.413672,0.515267,0.417578,0.520638,0.413672,0.515267,0.347494,0.520638,0.351644,0.515267,0.454215,0.521126,0.419776,0.524544,0.417578,0.520638,0.419776,0.524544,0.454215,0.521126,0.452018,0.524788,0.454215,0.521126,0.457145,0.586572,0.454704,0.582666,0.454215,0.521126,0.454704,0.582666,0.452018,0.524788,0.417823,0.586084,0.454704,0.582666,0.457145,0.586572,0.454704,0.582666,0.417823,0.586084,0.42002,0.582422,0.417823,0.586084,0.417578,0.520638,0.419776,0.524544,0.417823,0.586084,0.419776,0.524544,0.42002,0.582422,0.45275,0.431006,0.419776,0.435889,0.417578,0.430762,0.419776,0.435889,0.45275,0.431006,0.450797,0.436378,0.452018,0.515755,0.45275,0.431006,0.454215,0.521126,0.45275,0.431006,0.452018,0.515755,0.450797,0.436378,0.417578,0.520638,0.452018,0.515755,0.454215,0.521126,0.419776,0.515511,0.419776,0.435889,0.417578,0.520638,0.417578,0.430762,0.417578,0.520638,0.419776,0.435889,0.419776,0.515511,0.43125,0.356283,0.45275,0.356771,0.451041,0.36141,0.43125,0.356283,0.451041,0.36141,0.432227,0.360922,0.45275,0.431006,0.451041,0.36141,0.45275,0.356771,0.451041,0.36141,0.45275,0.431006,0.451041,0.4271,0.45275,0.431006,0.417578,0.430762,0.42002,0.426612,0.45275,0.431006,0.42002,0.426612,0.451041,0.4271,0.43125,0.356283,0.42002,0.426612,0.417578,0.430762,0.42002,0.426612,0.43125,0.356283,0.432227,0.360922,0.997803,0.001221,0.997803,0.080583,0.996582,0.080583,0.996582,0.001221,0.997314,0.583398,0.997314,0.52137,0.998779,0.52137,0.997314,0.583398,0.998779,0.52137,0.998779,0.583398,0.998291,0.73846,0.996826,0.659098,0.998291,0.659098,0.996826,0.73846,0.460319,0.860075,0.460319,0.922103,0.458854,0.922103,0.460319,0.860075,0.458854,0.922103,0.458854,0.860075,0.234424,0.965576,0.233204,0.999023,0.233204,0.965576,0.234424,0.999023,0.999512,0.434424,0.998291,0.496941,0.998291,0.434424,0.999512,0.497185,0.912337,0.229786,0.912337,0.193896,0.913558,0.193896,0.913558,0.229786,0.998291,0.740658,0.999756,0.803418,0.998291,0.803662,0.999756,0.740658,0.992432,0.745296,0.991211,0.777539,0.991211,0.745296,0.992432,0.777539,0.996826,0.820279,0.996826,0.740902,0.998291,0.740902,0.996826,0.820279,0.998291,0.740902,0.998291,0.820279,0.857145,0.656901,0.857145,0.690364,0.855924,0.690364,0.855924,0.656901,0.998535,0.252506,0.99707,0.173129,0.998535,0.173129,0.99707,0.252506,0.980468,0.372885,0.981933,0.352132,0.981933,0.372885,0.980468,0.351888,0.994385,0.801953,0.99585,0.867643,0.994385,0.867643,0.99585,0.801953,0.090837,0.945312,0.090837,0.977539,0.089372,0.977539,0.089372,0.945312,0.998047,0.066667,0.998047,0.000977,0.999268,0.000977,0.998047,0.066667,0.999268,0.000977,0.999268,0.066667,0.347494,0.520638,0.277409,0.520638,0.27985,0.517708,0.347494,0.520638,0.27985,0.517708,0.345296,0.517708,0.277409,0.430762,0.27985,0.517708,0.277409,0.520638,0.27985,0.517708,0.277409,0.430762,0.279606,0.431006,0.345296,0.517708,0.346273,0.429297,0.347494,0.430762,0.347494,0.430762,0.347494,0.520638,0.345296,0.517708,0.266667,0.358724,0.277409,0.430762,0.263737,0.356283,0.277409,0.430762,0.266667,0.358724,0.279606,0.431006,0.347494,0.356283,0.266667,0.358724,0.263737,0.356283,0.266667,0.358724,0.347494,0.356283,0.347494,0.358724,0.428321,0.358724,0.347494,0.356283,0.43125,0.356283,0.347494,0.356283,0.428321,0.358724,0.347494,0.358724,0.428321,0.358724,0.417578,0.430762,0.415625,0.428077,0.417578,0.430762,0.428321,0.358724,0.43125,0.356283,0.415625,0.428077,0.347494,0.430762,0.346273,0.429297,0.347494,0.430762,0.415625,0.428077,0.417578,0.430762,0.94873,0.997314,0.94873,0.931868,0.950683,0.931868,0.950683,0.997314,0.729671,0.979736,0.727718,0.89305,0.729671,0.89305,0.727718,0.979736,0.164584,0.966552,0.164584,0.878401,0.166537,0.878401,0.164584,0.966552,0.166537,0.878401,0.166537,0.966552,0.729671,0.89305,0.727718,0.820768,0.729671,0.820768,0.727718,0.89305,0.981201,0.002441,0.983154,0.083268,0.981201,0.083268,0.983154,0.002441,0.981201,0.164096,0.981201,0.083268,0.983154,0.083268,0.981201,0.164096,0.983154,0.083268,0.983154,0.164096,0.980468,0.319905,0.980468,0.250309,0.982422,0.250309,0.982422,0.319905,0.995361,0.52137,0.997314,0.590967,0.995361,0.590967,0.997314,0.52137,0.347494,0.586084,0.277409,0.586084,0.281071,0.582666,0.347494,0.586084,0.281071,0.582666,0.344076,0.58291,0.277409,0.520638,0.281071,0.582666,0.277409,0.586084,0.281071,0.582666,0.277409,0.520638,0.281071,0.523812,0.347494,0.520638,0.281071,0.523812,0.277409,0.520638,0.281071,0.523812,0.347494,0.520638,0.344076,0.523812,0.347494,0.586084,0.344076,0.523812,0.347494,0.520638,0.344076,0.523812,0.347494,0.586084,0.344076,0.58291,0.277409,0.586084,0.275456,0.523812,0.277409,0.520638,0.275456,0.523812,0.277409,0.586084,0.275456,0.58291,0.277409,0.586084,0.238087,0.586572,0.24004,0.583154,0.277409,0.586084,0.24004,0.583154,0.275456,0.58291,0.241016,0.521126,0.24004,0.583154,0.238087,0.586572,0.24004,0.583154,0.241016,0.521126,0.242725,0.5243,0.275456,0.523812,0.241016,0.521126,0.277409,0.520638,0.241016,0.521126,0.275456,0.523812,0.242725,0.5243,0.277409,0.520638,0.2757,0.435157,0.277409,0.430762,0.2757,0.435157,0.277409,0.520638,0.2757,0.516243,0.277409,0.520638,0.241016,0.521126,0.242725,0.516487,0.277409,0.520638,0.242725,0.516487,0.2757,0.516243,0.242481,0.431006,0.242725,0.516487,0.241016,0.521126,0.242725,0.516487,0.242481,0.431006,0.24419,0.435645,0.242481,0.431006,0.277409,0.430762,0.2757,0.435157,0.242481,0.431006,0.2757,0.435157,0.24419,0.435645,0.275456,0.4271,0.263737,0.356283,0.277409,0.430762,0.263737,0.356283,0.275456,0.4271,0.263005,0.360433,0.242481,0.431006,0.275456,0.4271,0.277409,0.430762,0.275456,0.4271,0.242481,0.431006,0.243946,0.427588,0.243946,0.360678,0.242481,0.431006,0.242481,0.356771,0.242481,0.431006,0.243946,0.360678,0.243946,0.427588,0.263737,0.356283,0.243946,0.360678,0.242481,0.356771,0.243946,0.360678,0.263737,0.356283,0.263005,0.360433,0.347494,0.586084,0.347494,0.520638,0.351156,0.523812,0.347494,0.586084,0.351156,0.523812,0.351156,0.58291,0.347494,0.520638,0.417578,0.520638,0.41416,0.523812,0.347494,0.520638,0.41416,0.523812,0.351156,0.523812,0.417578,0.520638,0.417823,0.586084,0.41416,0.582666,0.417578,0.520638,0.41416,0.582666,0.41416,0.523812,0.347494,0.586084,0.41416,0.582666,0.417823,0.586084,0.41416,0.582666,0.347494,0.586084,0.351156,0.58291,0.988525,0.59292,0.990967,0.656168,0.988525,0.655924,0.990967,0.59292,0.988525,0.526986,0.988525,0.590967,0.98584,0.590967,0.98584,0.590967,0.98584,0.526986,0.988525,0.526986,0.990967,0.172885,0.993164,0.235889,0.990967,0.235889,0.993164,0.172885,0.98584,0.498405,0.988281,0.434424,0.988281,0.498405,0.988281,0.434424,0.98584,0.498405,0.98584,0.434424,0.988525,0.773877,0.990967,0.709651,0.990967,0.773877,0.990967,0.709651,0.988525,0.773877,0.988525,0.709651,0.234424,0.964599,0.232227,0.927962,0.234424,0.927962,0.232227,0.964599,0.990723,0.236866,0.988281,0.172885,0.990723,0.172885,0.988281,0.172885,0.990723,0.236866,0.988281,0.236866,0.234668,0.859831,0.232471,0.825895,0.234668,0.825895,0.232471,0.859831,0.978515,0.165805,0.978515,0.084977,0.980957,0.084977,0.980957,0.165805,0.724788,0.810498,0.727474,0.844694,0.724788,0.844694,0.727474,0.810498,0.678874,0.890364,0.681315,0.971191,0.678874,0.971191,0.681315,0.890364,0.997314,0.868376,1,0.90135,0.997314,0.90135,1,0.868376,0.990967,0.501106,0.988525,0.434424,0.990967,0.434424,0.988525,0.434424,0.990967,0.501106,0.988525,0.501106,0.99707,0.321614,0.999756,0.35433,0.99707,0.35433,0.999756,0.32137,0.98584,0.776806,0.98584,0.709895,0.988525,0.709895,0.988525,0.776806,0.456413,0.96875,0.459098,0.989746,0.456413,0.98999,0.459098,0.968505,0.988037,0.236866,0.985595,0.172885,0.988037,0.172885,0.985595,0.172885,0.988037,0.236866,0.985595,0.236866,0.990967,0.497429,0.990967,0.434424,0.993408,0.434424,0.990967,0.497429,0.993408,0.434424,0.993408,0.497429,0.98584,0.59292,0.988525,0.656901,0.98584,0.656901,0.988525,0.656901,0.98584,0.59292,0.988525,0.59292,0.988525,0.58999,0.988525,0.526986,0.990967,0.526986,0.988525,0.58999,0.990967,0.526986,0.990967,0.58999,0.278874,0.641276,0.347738,0.64152,0.347738,0.644938,0.347738,0.644938,0.277653,0.644938,0.278874,0.641276,0.347494,0.586084,0.27863,0.589258,0.277409,0.586084,0.27863,0.589258,0.347494,0.586084,0.347494,0.589502,0.259098,0.641032,0.278874,0.641276,0.277653,0.644938,0.259098,0.641032,0.277653,0.644938,0.25861,0.644938,0.25861,0.644938,0.238087,0.586572,0.241016,0.589502,0.25861,0.644938,0.241016,0.589502,0.259098,0.641032,0.277409,0.586084,0.241016,0.589502,0.238087,0.586572,0.241016,0.589502,0.277409,0.586084,0.27863,0.589258,0.416602,0.589258,0.347494,0.586084,0.417823,0.586084,0.347494,0.586084,0.416602,0.589258,0.347494,0.589502,0.416358,0.641276,0.347738,0.644938,0.347738,0.64152,0.347738,0.644938,0.416358,0.641276,0.417578,0.644938,0.417823,0.586084,0.457145,0.586572,0.454215,0.589502,0.417823,0.586084,0.454215,0.589502,0.416602,0.589258,0.457145,0.586572,0.436622,0.644938,0.454215,0.589502,0.454215,0.589502,0.436622,0.644938,0.436378,0.641032,0.436378,0.641032,0.417578,0.644938,0.416358,0.641276,0.417578,0.644938,0.436378,0.641032,0.436622,0.644938,0.231495,0.737484,0.234668,0.802441,0.231495,0.806592,0.234668,0.802441,0.231495,0.737484,0.234668,0.733577,0.89305,0.338705,0.89305,0.269596,0.903304,0.273503,0.89305,0.338705,0.903304,0.273503,0.903304,0.342611,0.231495,0.806592,0.234668,0.822477,0.233204,0.822721,0.234668,0.822477,0.231495,0.806592,0.234668,0.802441,0.802441,0.991943,0.802441,0.936751,0.804395,0.936995,0.804395,0.992187,0.910384,0.235645,0.903304,0.273503,0.89305,0.269596,0.903304,0.273503,0.910384,0.235645,0.912093,0.235889,0.89305,0.338705,0.903304,0.411475,0.89305,0.407813,0.903304,0.411475,0.89305,0.338705,0.903304,0.342611,0.231495,0.737484,0.231495,0.668376,0.234668,0.664714,0.231495,0.737484,0.234668,0.664714,0.234668,0.733577,0.910384,0.449577,0.89305,0.407813,0.903304,0.411475,0.910384,0.449577,0.903304,0.411475,0.912093,0.449332,0.976806,0.233448,0.978515,0.28864,0.976806,0.288884,0.978515,0.233204,0.231495,0.668376,0.233204,0.644694,0.234668,0.644938,0.231495,0.668376,0.234668,0.644938,0.234668,0.664714,0.690364,0.424414,0.680583,0.366537,0.690364,0.36556,0.680583,0.366537,0.690364,0.424414,0.680583,0.438102,0.740658,0.424414,0.750195,0.363607,0.750195,0.438102,0.750195,0.363607,0.740658,0.424414,0.740658,0.363851,0.690364,0.424414,0.740658,0.424414,0.750195,0.438102,0.750195,0.438102,0.680583,0.438102,0.690364,0.424414,0.69012,0.303532,0.690364,0.36556,0.680583,0.366537,0.680583,0.366537,0.680827,0.289372,0.69012,0.303532,0.740658,0.3028,0.680827,0.289372,0.750195,0.288396,0.680827,0.289372,0.740658,0.3028,0.69012,0.303532,0.750195,0.363607,0.740658,0.3028,0.750195,0.288396,0.740658,0.3028,0.750195,0.363607,0.740658,0.363851,0.980468,0.313069,0.978759,0.371664,0.978759,0.313069,0.980468,0.371664,0.396582,0.822965,0.398291,0.883284,0.396582,0.883284,0.398291,0.822965,0.398291,0.946777,0.398291,0.997803,0.396582,0.997803,0.396582,0.946777,0.980468,0.251041,0.978759,0.313069,0.978759,0.251041,0.980468,0.313069,0.308171,0.992432,0.306462,0.941405,0.308171,0.941405,0.306462,0.992432,0.396582,0.883284,0.398291,0.944335,0.396582,0.944335,0.398291,0.883284,0.983642,0.80293,0.988525,0.813931,0.983642,0.810986,0.988525,0.813931,0.983642,0.80293,0.988525,0.802686,0.59292,0.90135,0.584375,0.908675,0.582422,0.90428,0.59292,0.90135,0.582422,0.90428,0.588769,0.898909,0.887678,0.180941,0.882795,0.191455,0.882795,0.183139,0.882795,0.191455,0.887678,0.180941,0.887678,0.192432,0.567041,0.900374,0.574121,0.904768,0.5729,0.909651,0.5729,0.909651,0.563134,0.903548,0.567041,0.900374,0.558968,0.89305,0.567041,0.900374,0.563134,0.903548,0.567041,0.900374,0.558968,0.89305,0.563867,0.892805,0.561654,0.881819,0.563867,0.892805,0.558968,0.89305,0.563867,0.892805,0.561654,0.881819,0.56582,0.884749,0.561654,0.881819,0.570459,0.874479,0.572168,0.879377,0.561654,0.881819,0.572168,0.879377,0.56582,0.884749,0.572168,0.879377,0.570459,0.874479,0.580468,0.878889,0.570459,0.874479,0.581689,0.873747,0.580468,0.878889,0.587549,0.883284,0.581689,0.873747,0.591455,0.879622,0.581689,0.873747,0.587549,0.883284,0.580468,0.878889,0.591455,0.879622,0.590723,0.890852,0.587549,0.883284,0.590723,0.890852,0.591455,0.879622,0.59585,0.890364,0.584375,0.891341,0.590723,0.890852,0.583398,0.895735,0.590723,0.890852,0.588769,0.898909,0.583398,0.895735,0.582422,0.90428,0.57998,0.898421,0.588769,0.898909,0.588769,0.898909,0.57998,0.898421,0.583398,0.895735,0.57998,0.898421,0.574121,0.904768,0.575586,0.898909,0.574121,0.904768,0.57998,0.898421,0.582422,0.90428,0.575586,0.898909,0.567041,0.900374,0.571923,0.896468,0.567041,0.900374,0.575586,0.898909,0.574121,0.904768,0.563867,0.892805,0.570214,0.892561,0.567041,0.900374,0.567041,0.900374,0.570214,0.892561,0.571923,0.896468,0.571435,0.888167,0.563867,0.892805,0.56582,0.884749,0.563867,0.892805,0.571435,0.888167,0.570214,0.892561,0.56582,0.884749,0.572168,0.879377,0.574609,0.885481,0.56582,0.884749,0.574609,0.885481,0.571435,0.888167,0.574609,0.885481,0.580468,0.878889,0.579004,0.885237,0.580468,0.878889,0.574609,0.885481,0.572168,0.879377,0.587549,0.883284,0.579004,0.885237,0.580468,0.878889,0.579004,0.885237,0.587549,0.883284,0.582666,0.887434,0.587549,0.883284,0.584375,0.891341,0.582666,0.887434,0.584375,0.891341,0.587549,0.883284,0.590723,0.890852,0.584375,0.891341,0.583398,0.895735,0.577295,0.892073,0.583398,0.895735,0.57998,0.898421,0.577295,0.892073,0.57998,0.898421,0.575586,0.898909,0.577295,0.892073,0.575586,0.898909,0.571923,0.896468,0.577295,0.892073,0.571923,0.896468,0.570214,0.892561,0.577295,0.892073,0.570214,0.892561,0.571435,0.888167,0.577295,0.892073,0.571435,0.888167,0.574609,0.885481,0.577295,0.892073,0.574609,0.885481,0.579004,0.885237,0.577295,0.892073,0.579004,0.885237,0.582666,0.887434,0.577295,0.892073,0.582666,0.887434,0.584375,0.891341,0.577295,0.892073,0.605371,0.889631,0.59292,0.90135,0.59585,0.890364,0.601221,0.906477,0.598779,0.873503,0.591455,0.879622,0.581689,0.873747,0.584131,0.864225,0.570459,0.874479,0.566796,0.865446,0.553353,0.876692,0.561654,0.881819,0.549203,0.893538,0.558968,0.89305,0.563134,0.903548,0.555795,0.909651,0.570703,0.918929,0.5729,0.909651,0.584375,0.908675,0.587793,0.917708,0.303044,0.93994,0.303044,0.923079,0.307683,0.923079,0.307683,0.93994,0.998047,0.433936,0.993408,0.446891,0.993408,0.433936,0.998047,0.446891,0.998047,0.446891,0.993408,0.464225,0.993408,0.446891,0.998047,0.464225,0.884504,0.989258,0.884504,0.973144,0.887434,0.973144,0.884504,0.989258,0.887434,0.973144,0.887434,0.989258,0.968261,0.491814,0.968505,0.4757,0.973144,0.4757,0.9729,0.491814,0.968505,0.508675,0.968261,0.491814,0.9729,0.491814,0.973144,0.508675,0.993408,0.478386,0.993408,0.465202,0.998047,0.465202,0.998047,0.478386,0.998047,0.478386,0.993408,0.49572,0.993408,0.478386,0.998047,0.49572,0.269352,0.975341,0.272526,0.991211,0.269352,0.991211,0.272526,0.991211,0.269352,0.975341,0.272526,0.975341,0.303044,0.923079,0.303044,0.906966,0.307683,0.906966,0.307683,0.923079,0.564111,0.929183,0.555795,0.909651,0.570703,0.918929,0.549447,0.919905,0.977783,0.981933,0.977783,0.992187,0.973144,0.981933,0.976074,0.992187,0.973144,0.981933,0.977783,0.992187,0.971191,0.465446,0.973144,0.4757,0.968505,0.4757,0.973144,0.4757,0.971191,0.465446,0.9729,0.465202,0.590478,0.853727,0.605371,0.86276,0.598779,0.873503,0.598779,0.873503,0.584131,0.864225,0.590478,0.853727,0.967285,0.981933,0.967285,0.992676,0.962646,0.981933,0.965576,0.992432,0.962646,0.981933,0.967285,0.992676,0.305974,0.896468,0.307683,0.906966,0.303044,0.906966,0.307683,0.906966,0.305974,0.896468,0.307683,0.896468,0.228321,0.861784,0.226856,0.858854,0.228321,0.859098,0.226856,0.858854,0.228321,0.861784,0.226856,0.861784,0.226856,0.861784,0.225391,0.859098,0.226856,0.858854,0.225391,0.859098,0.226856,0.861784,0.225391,0.861784,0.933089,0.43711,0.933089,0.418555,0.934798,0.418555,0.933089,0.43711,0.934798,0.418555,0.934798,0.43711,0.726741,0.863981,0.724788,0.845426,0.726741,0.84567,0.724788,0.845426,0.726741,0.863981,0.724788,0.864225,0.225391,0.861784,0.223926,0.858854,0.225391,0.859098,0.223926,0.861784,0.223926,0.861784,0.222217,0.861784,0.223926,0.858854,0.222217,0.861784,0.222217,0.859098,0.223926,0.858854,0.980713,0.981933,0.980713,0.997803,0.980224,0.997314,0.980713,0.981933,0.980224,0.997314,0.980224,0.982422,0.980713,0.997803,0.978515,0.997314,0.980224,0.997314,0.978027,0.997803,0.978027,0.981933,0.980713,0.981933,0.980224,0.982422,0.978515,0.982422,0.678874,0.972656,0.681071,0.973144,0.679362,0.973144,0.681559,0.972656,0.681559,0.988769,0.678874,0.988769,0.679362,0.988281,0.681559,0.988769,0.679362,0.988281,0.681071,0.988281,0.678874,0.988769,0.678874,0.972656,0.679362,0.973144,0.678874,0.988769,0.679362,0.973144,0.679362,0.988281,0.828092,0.656901,0.8486,0.656901,0.8486,0.687419,0.828092,0.687419,0.678141,0.89012,0.678141,0.930892,0.659342,0.889876,0.659342,0.930892,0.395117,0.821988,0.395117,0.863005,0.389014,0.827115,0.389014,0.863005,0.389014,0.863005,0.383642,0.834928,0.383642,0.863005,0.383642,0.883284,0.389014,0.883284,0.395117,0.883284,0.030518,0.950439,0.044923,0.945068,0.04419,0.946288,0.030518,0.950439,0.04419,0.946288,0.031495,0.950927,0.044923,0.965576,0.04419,0.946288,0.044923,0.945068,0.04419,0.946288,0.044923,0.965576,0.04419,0.964355,0.030518,0.960937,0.04419,0.964355,0.044923,0.965576,0.04419,0.964355,0.030518,0.960937,0.031495,0.960204,0.031495,0.950927,0.031495,0.960204,0.030518,0.960937,0.030518,0.950439,0.928206,0.449577,0.912581,0.429786,0.928695,0.418799,0.912581,0.429786,0.928206,0.449577,0.912581,0.452018,0.913313,0.459831,0.927474,0.457145,0.926497,0.463737,0.927474,0.457145,0.913313,0.459831,0.913069,0.455924,0.966308,0.229053,0.952392,0.22417,0.966308,0.208789,0.952392,0.213428,0.910872,0.952148,0.921126,0.942382,0.925032,0.947997,0.910872,0.952148,0.925032,0.947997,0.912337,0.95581,0.928939,0.954345,0.943114,0.981689,0.923812,0.979248,0.928939,0.954345,0.923812,0.979248,0.913802,0.959228,0.647623,0.942626,0.647623,0.964355,0.636881,0.964355,0.636881,0.942626,0.647623,0.968261,0.636881,0.968017,0.636881,0.964355,0.647623,0.964355,0.985107,0.208789,0.966308,0.208789,0.985107,0.180697,0.966308,0.180697,0.966308,0.229053,0.985107,0.229053,0.925032,0.947997,0.939696,0.936019,0.943114,0.941161,0.929427,0.954101,0.921126,0.942382,0.936507,0.931624,0.659342,0.930892,0.678141,0.930892,0.659342,0.951171,0.678141,0.951415,0.977295,0.532601,0.978759,0.513558,0.984863,0.531868,0.984863,0.513069,0.984863,0.531868,0.978759,0.513558,0.718929,0.979736,0.718929,0.944091,0.726497,0.944091,0.726497,0.985107,0.712337,0.972168,0.712337,0.944091,0.67863,0.930892,0.67863,0.951415,0.678141,0.930892,0.678141,0.951415,0.966308,0.172641,0.985107,0.172641,0.966308,0.180697,0.985107,0.180697,0.966308,0.180697,0.985107,0.172641,0.927474,0.457145,0.912581,0.452018,0.928206,0.449577,0.912581,0.452018,0.927474,0.457145,0.913069,0.455924,0.927474,0.457145,0.928206,0.449577,0.928695,0.449577,0.928939,0.954345,0.913802,0.959228,0.925032,0.947997,0.925032,0.947997,0.929427,0.954101,0.928939,0.954345,0.925032,0.947997,0.913802,0.959228,0.912337,0.95581,0.647623,0.971923,0.636881,0.971923,0.636881,0.968017,0.647623,0.968261,0.998535,0.254459,0.998535,0.286442,0.99707,0.254215,0.99707,0.286931,0.99707,0.254215,0.998535,0.286442,0.492302,0.98706,0.490837,0.982666,0.492302,0.981933,0.490837,0.982666,0.492302,0.98706,0.490837,0.987304,0.492302,0.98706,0.492302,0.993652,0.490837,0.993652,0.492302,0.98706,0.490837,0.993652,0.490837,0.987304,0.992187,0.165072,0.990723,0.158724,0.992187,0.15848,0.990723,0.158724,0.992187,0.165072,0.990723,0.165072,0.992187,0.165072,0.992187,0.170687,0.990723,0.170199,0.992187,0.165072,0.990723,0.170199,0.990723,0.165072,0.211475,0.968261,0.21001,0.934798,0.211475,0.935531,0.210254,0.969238,0.216846,0.930892,0.216602,0.929183,0.223438,0.929915,0.223438,0.928206,0.223438,0.974121,0.216602,0.974609,0.216846,0.973144,0.216602,0.974609,0.223438,0.974121,0.223438,0.975586,0.210254,0.969238,0.216846,0.973144,0.216602,0.974609,0.216846,0.973144,0.210254,0.969238,0.211475,0.968261,0.998291,0.821988,0.999756,0.856657,0.998291,0.857145,0.999756,0.856657,0.998291,0.821988,0.999756,0.822477,0.47155,0.982666,0.473014,0.988769,0.47155,0.989014,0.473014,0.988769,0.47155,0.982666,0.473014,0.981933,0.47155,0.989014,0.473014,0.996094,0.47155,0.99585,0.473014,0.996094,0.47155,0.989014,0.473014,0.988769,0.481804,0.981933,0.480583,0.989014,0.480583,0.981933,0.480583,0.989014,0.481804,0.981933,0.481804,0.989014,0.480583,0.995605,0.480583,0.989014,0.481804,0.989014,0.480583,0.995605,0.481804,0.989014,0.481804,0.996094,0.998291,0.821988,0.996826,0.856657,0.996826,0.822477,0.996826,0.856657,0.998291,0.821988,0.998291,0.857145,0.473014,0.988769,0.473014,0.981933,0.474479,0.982666,0.473014,0.988769,0.474479,0.982666,0.474479,0.989014,0.473014,0.996094,0.473014,0.988769,0.474479,0.989014,0.473014,0.996094,0.474479,0.989014,0.474479,0.99585,0.481804,0.981933,0.483268,0.989014,0.481804,0.989014,0.483268,0.989014,0.481804,0.981933,0.483268,0.982177,0.481804,0.989014,0.483268,0.995605,0.481804,0.996094,0.483268,0.995605,0.481804,0.989014,0.483268,0.989014,0.870329,0.189014,0.868864,0.222461,0.869108,0.188037,0.868864,0.222461,0.870329,0.189014,0.870329,0.221729,0.875715,0.226368,0.868864,0.222461,0.875715,0.226368,0.875471,0.228077,0.882307,0.227344,0.875471,0.228077,0.875715,0.226368,0.875471,0.228077,0.882307,0.227344,0.882307,0.229053,0.875471,0.18265,0.882307,0.181674,0.882307,0.183139,0.875471,0.18265,0.882307,0.183139,0.875715,0.184115,0.875715,0.184115,0.870329,0.189014,0.869108,0.188037,0.869108,0.188037,0.875471,0.18265,0.875715,0.184115,0.998535,0.286442,0.998535,0.254459,1,0.254215,0.998535,0.286442,1,0.254215,1,0.286931,0.490837,0.982666,0.490837,0.987304,0.489372,0.987304,0.489372,0.987304,0.489372,0.981933,0.490837,0.982666,0.490837,0.993652,0.489372,0.987304,0.490837,0.987304,0.489372,0.987304,0.490837,0.993652,0.489372,0.993652,0.990723,0.158724,0.990723,0.165072,0.989258,0.165072,0.990723,0.158724,0.989258,0.165072,0.989258,0.15848,0.990723,0.170199,0.989258,0.165072,0.990723,0.165072,0.989258,0.165072,0.990723,0.170199,0.989258,0.170687,0.85568,0.682536,0.848844,0.680827,0.85568,0.656657,0.389746,0.967285,0.396338,0.965087,0.396338,0.988525,0.046143,0.989258,0.039307,0.98706,0.046143,0.966308,0.227344,0.907698,0.233936,0.905257,0.233936,0.926986,0.983398,0.813687,0.976562,0.813687,0.976562,0.793896,0.760204,0.973144,0.767041,0.970947,0.767041,0.99292,0.992432,0.870085,0.986084,0.868132,0.992432,0.846403,0.981201,0.975586,0.987304,0.973388,0.987304,0.993896,0.619532,0.99292,0.613184,0.990478,0.619532,0.973632,0.440299,0.975586,0.446403,0.973388,0.446403,0.995605,0.874479,0.793164,0.867887,0.793164,0.868376,0.776074,0.986084,0.504768,0.992432,0.502815,0.992432,0.525521,0.433692,0.975341,0.440055,0.973388,0.440055,0.996582,0.613184,0.992187,0.606592,0.992187,0.606592,0.973632,0.760204,0.948974,0.767041,0.946777,0.767041,0.970214,0.272038,0.974609,0.265446,0.9729,0.272038,0.94873,0.752148,0.660807,0.752148,0.661051,0.751904,0.660807,0.752148,0.660563,0.752148,0.660563,0.751904,0.660563,0.751904,0.660563,0.751659,0.660563,0.751659,0.660563,0.751659,0.660807,0.751659,0.661051,0.751904,0.661051,0.751904,0.661051,0.995605,0.224414,0.995605,0.420996,0.995361,0.224414,0.995361,0.420996,0.995361,0.224414,0.995605,0.420996,0.996826,0.660807,0.996582,0.857389,0.996582,0.660807,0.996582,0.857389,0.996826,0.660807,0.996826,0.857389,0.996582,0.660807,0.996582,0.857389,0.996582,0.660807,0.996582,0.857389,0.996338,0.857389,0.996582,0.660807,0.996582,0.660807,0.996094,0.857389,0.996338,0.660807,0.996094,0.857389,0.996582,0.660807,0.996338,0.857389,0.99707,0.174838,0.996826,0.371176,0.996826,0.174838,0.996826,0.371176,0.99707,0.174838,0.99707,0.371176,0.996826,0.174838,0.996826,0.371176,0.996826,0.174838,0.996826,0.371176,0.996582,0.371176,0.996826,0.174838,0.996338,0.371176,0.996582,0.174838,0.996582,0.371176,0.996826,0.174838,0.996582,0.371176,0.996582,0.174838,0.99585,0.420996,0.99585,0.224414,0.996094,0.420996,0.99585,0.224414,0.99585,0.420996,0.995605,0.224414,0.996094,0.420996,0.99585,0.224414,0.996094,0.420996,0.99585,0.224414,0.996094,0.224414,0.996094,0.420996,0.996094,0.420996,0.996338,0.224414,0.996338,0.420996,0.996094,0.224414,0.995117,0.420996,0.995117,0.224414,0.995361,0.420996,0.995117,0.224414,0.995117,0.420996,0.994873,0.224414,0.995361,0.420996,0.995117,0.224414,0.995361,0.420996,0.995117,0.224414,0.995361,0.224414,0.995361,0.420996,0.597559,0.303777,0.534554,0.301335,0.534554,0.294499,0.60415,0.297185,0.597559,0.365316,0.597559,0.303777,0.60415,0.297185,0.60415,0.372396,0.535042,0.364584,0.597559,0.365316,0.60415,0.372396,0.534554,0.37142,0.490593,0.318196,0.490593,0.347982,0.483757,0.351644,0.483757,0.314534,0.515999,0.363363,0.535042,0.364584,0.534554,0.37142,0.513802,0.369955,0.534554,0.301335,0.515755,0.301335,0.513558,0.294255,0.534554,0.294499,0.515755,0.301335,0.490593,0.318196,0.483757,0.314534,0.513558,0.294255,0.490593,0.347982,0.515999,0.363363,0.513802,0.369955,0.483757,0.351644,0.84567,0.688655,0.846891,0.691096,0.84567,0.690364,0.846891,0.687922,0.848356,0.688655,0.848356,0.690364,0.860319,0.689387,0.857633,0.689387,0.858854,0.688411,0.857633,0.691096,0.860319,0.691096,0.858854,0.691829],"indices":[0,1,2,1,0,3,4,5,6,5,4,7,4,6,8,4,8,9,9,8,10,8,6,11,8,11,12,12,11,13,14,15,16,15,14,17,18,19,20,19,18,21,21,18,22,21,22,23,23,22,24,24,22,25,22,18,26,26,18,27,28,29,30,29,28,31,28,30,32,32,30,33,34,35,36,35,34,37,38,39,40,39,38,41,42,43,44,43,42,45,46,47,48,47,46,49,50,51,52,51,50,53,54,55,56,55,54,57,58,59,60,59,58,61,62,63,64,63,62,65,66,67,68,67,66,69,70,71,72,71,70,73,74,75,76,75,74,77,78,79,80,78,80,81,80,79,82,81,80,83,81,83,84,81,84,85,85,84,82,85,82,79,86,87,88,86,88,89,88,87,90,89,88,91,89,91,92,89,92,93,93,92,90,93,90,87,94,95,96,95,94,97,98,99,100,99,98,101,102,103,104,103,102,105,106,107,108,108,107,109,110,111,112,110,112,113,112,111,114,113,112,115,113,115,116,113,116,117,117,116,114,117,114,111,118,119,120,119,118,121,122,123,124,123,122,125,122,124,126,122,126,127,127,126,128,126,124,129,126,129,130,130,129,131,132,133,134,133,132,135,136,137,138,137,136,139,139,136,140,139,140,141,141,140,142,142,140,143,140,136,144,144,136,145,146,147,148,147,146,149,146,148,150,150,148,151,152,153,154,152,154,155,156,157,158,157,156,159,160,161,162,161,160,163,164,165,166,165,164,167,168,169,170,169,168,171,172,173,174,173,172,175,176,177,178,177,176,179,180,181,182,181,180,183,184,185,186,185,184,187,188,189,190,189,188,191,192,193,194,193,192,195,196,197,198,196,198,199,198,197,200,199,198,201,199,201,202,199,202,203,203,202,200,203,200,197,204,205,206,204,206,207,206,205,208,207,206,209,207,209,210,207,210,211,211,210,208,211,208,205,212,213,214,213,212,215,216,217,218,217,216,219,220,221,222,221,220,223,224,225,226,226,225,227,228,229,230,228,230,231,230,229,232,231,230,233,231,233,234,231,234,235,235,234,232,235,232,229,236,237,238,237,236,239,240,241,242,241,240,243,240,242,244,240,244,245,245,244,246,244,242,247,244,247,248,248,247,249,250,251,252,251,250,253,254,255,256,255,254,257,257,254,258,257,258,259,259,258,260,260,258,261,258,254,262,262,254,263,264,265,266,265,264,267,264,266,268,268,266,269,270,271,272,270,272,273,274,275,276,275,274,277,278,279,280,279,278,281,282,283,284,283,282,285,286,287,288,287,286,289,290,291,292,291,290,293,294,295,296,295,294,297,298,299,300,299,298,301,302,303,304,303,302,305,306,307,308,307,306,309,310,311,312,311,310,313,314,315,316,314,316,317,316,315,318,317,316,319,317,319,320,317,320,321,321,320,318,321,318,315,322,323,324,322,324,325,324,323,326,325,324,327,325,327,328,325,328,329,329,328,326,329,326,323,330,331,332,331,330,333,334,335,336,335,334,337,338,339,340,339,338,341,342,343,344,344,343,345,346,347,348,346,348,349,348,347,350,349,348,351,349,351,352,349,352,353,353,352,350,353,350,347,354,355,356,355,354,357,358,359,360,359,358,361,358,360,362,358,362,363,363,362,364,362,360,365,362,365,366,366,365,367,368,369,370,369,368,371,372,373,374,373,372,375,375,372,376,375,376,377,377,376,378,378,376,379,376,372,380,380,372,381,382,383,384,383,382,385,382,384,386,386,384,387,388,389,390,389,388,391,392,393,394,393,392,395,396,397,398,397,396,399,400,401,402,401,400,403,404,405,406,405,404,407,408,409,410,409,408,411,412,413,414,413,412,415,416,417,418,417,416,419,420,421,422,421,420,423,424,425,426,425,424,427,428,429,430,429,428,431,432,433,434,432,434,435,434,433,436,435,434,437,435,437,438,435,438,439,439,438,436,439,436,433,440,441,442,440,442,443,442,441,444,443,442,445,443,445,446,443,446,447,447,446,444,447,444,441,448,449,450,449,448,451,452,453,454,453,452,455,456,457,458,457,456,459,460,461,462,462,461,463,464,465,466,464,466,467,466,465,468,467,466,469,467,469,470,467,470,471,471,470,468,471,468,465,472,473,474,472,474,475,476,477,478,477,476,479,479,476,480,480,476,481,480,481,482,479,480,483,483,480,484,483,484,485,486,487,488,486,488,489,490,491,492,491,490,493,490,492,494,494,492,495,494,495,496,494,496,497,490,494,498,490,498,499,500,501,502,502,501,503,500,502,504,500,504,505,506,507,508,508,507,509,510,511,512,512,511,513,514,515,516,516,515,517,518,519,520,520,519,521,522,523,524,524,523,525,526,527,528,528,527,529,530,531,532,532,531,533,534,535,536,536,535,537,538,539,540,540,539,541,542,543,544,544,543,545,546,547,548,548,547,549,550,551,552,552,551,553,552,553,554,554,553,555,555,553,556,555,556,557,557,556,550,557,550,552,558,559,560,560,559,561,558,560,562,558,562,563,558,563,564,564,563,565,565,563,561,565,561,559,566,567,568,566,568,569,570,571,572,570,572,573,574,575,576,574,576,577,578,579,580,579,578,581,582,583,584,583,582,585,582,584,586,586,584,587,586,587,588,583,585,588,588,587,589,588,589,583,590,591,592,590,592,593,594,595,596,595,594,597,597,594,598,598,594,599,598,599,600,597,598,601,601,598,602,601,602,603,604,605,606,604,606,607,608,609,610,609,608,611,608,610,612,612,610,613,612,613,614,612,614,615,608,612,616,608,616,617,618,619,620,620,619,621,618,620,622,618,622,623,624,625,626,626,625,627,628,629,630,630,629,631,632,633,634,634,633,635,636,637,638,638,637,639,640,641,642,642,641,643,644,645,646,646,645,647,648,649,650,650,649,651,652,653,654,654,653,655,656,657,658,658,657,659,660,661,662,662,661,663,664,665,666,666,665,667,668,669,670,670,669,671,670,671,672,672,671,673,673,671,674,673,674,675,675,674,668,675,668,670,676,677,678,678,677,679,676,678,680,676,680,681,676,681,682,682,681,683,683,681,679,683,679,677,684,685,686,684,686,687,688,689,690,688,690,691,692,693,694,692,694,695,696,697,698,697,696,699,700,701,702,701,700,703,700,702,704,704,702,705,704,705,706,701,703,706,706,705,707,706,707,701,708,709,710,708,710,711,712,713,714,713,712,715,715,712,716,716,712,717,716,717,718,715,716,719,719,716,720,719,720,721,722,723,724,722,724,725,726,727,728,727,726,729,726,728,730,730,728,731,730,731,732,730,732,733,726,730,734,726,734,735,736,737,738,738,737,739,736,738,740,736,740,741,742,743,744,744,743,745,746,747,748,748,747,749,750,751,752,752,751,753,754,755,756,756,755,757,758,759,760,760,759,761,762,763,764,764,763,765,766,767,768,768,767,769,770,771,772,772,771,773,774,775,776,776,775,777,778,779,780,780,779,781,782,783,784,784,783,785,786,787,788,788,787,789,788,789,790,790,789,791,791,789,792,791,792,793,793,792,786,793,786,788,794,795,796,796,795,797,794,796,798,794,798,799,794,799,800,800,799,801,801,799,797,801,797,795,802,803,804,802,804,805,806,807,808,806,808,809,810,811,812,810,812,813,814,815,816,815,814,817,818,819,820,819,818,821,818,820,822,822,820,823,822,823,824,819,821,824,824,823,825,824,825,819,826,827,828,826,828,829,830,831,832,831,830,833,833,830,834,834,830,835,834,835,836,833,834,837,837,834,838,837,838,839,840,841,842,840,842,843,844,845,846,845,844,847,844,846,848,848,846,849,848,849,850,848,850,851,844,848,852,844,852,853,854,855,856,856,855,857,854,856,858,854,858,859,860,861,862,862,861,863,864,865,866,866,865,867,868,869,870,870,869,871,872,873,874,874,873,875,876,877,878,878,877,879,880,881,882,882,881,883,884,885,886,886,885,887,888,889,890,890,889,891,892,893,894,894,893,895,896,897,898,898,897,899,900,901,902,902,901,903,904,905,906,906,905,907,906,907,908,908,907,909,909,907,910,909,910,911,911,910,904,911,904,906,912,913,914,914,913,915,912,914,916,912,916,917,912,917,918,918,917,919,919,917,915,919,915,913,920,921,922,920,922,923,924,925,926,924,926,927,928,929,930,928,930,931,932,933,934,933,932,935,936,937,938,937,936,939,936,938,940,940,938,941,940,941,942,937,939,942,942,941,943,942,943,937,944,945,946,946,945,947,948,949,950,949,948,951,952,953,954,954,953,955,956,957,958,958,957,959,960,961,962,961,960,963,964,965,966,966,965,967,967,965,968,967,968,969,969,968,970,969,970,971,971,970,964,971,964,966,972,973,974,974,973,975,976,977,978,978,977,979,980,981,982,982,981,983,984,985,986,985,984,987,988,989,990,991,992,993,994,995,996,997,998,999,1000,1001,1002,1003,1004,1005,1006,1007,1008,1009,1010,1011,1012,1013,1014,1015,1016,1017,1018,1019,1020,1019,1018,1021,1020,1019,1022,1022,1019,1023,1022,1023,1024,1024,1023,1025,1026,1027,1028,1029,1030,1031,1032,1033,1034,1035,1036,1037,1038,1039,1040,1041,1042,1043,1044,1045,1046,1047,1048,1049,1050,1051,1052,1053,1054,1055,1056,1057,1058,1059,1060,1061,1062,1063,1064,1065,1066,1067,1068,1069,1070,1071,1072,1073,1074,1075,1076,1077,1078,1079,1080,1081,1082,1083,1084,1085,1086,1087,1088,1089,1090,1091,1092,1093,1094,1095,1096,1097,1098,1099,1100,1101,1102,1103,1101,1103,1104,1105,1106,1107,1108,1109,1110,1111,1112,1113,1114,1115,1116,1117,1118,1119,1120,1121,1122,1123,1124,1125,1126,1127,1128,1129,1130,1131,1132,1133,1134,1135,1136,1137,1138,1139,1140,1141,1142,1143,1144,1145,1146,1147,1148,1149,1150,1151,1152,1153,1154,1155,1156,1157,1158,1157,1156,1159,1157,1159,1160,1156,1158,1161,1156,1161,1162,1162,1161,1163,1162,1163,1164,1162,1164,1165,1162,1165,1166,1164,1163,1167,1164,1167,1168,1168,1167,1169,1168,1169,1170,1170,1169,1171,1168,1170,1172,1168,1172,1173,1174,1175,1176,1175,1174,1177,1178,1179,1180,1178,1180,1181,1181,1180,1182,1181,1182,1183,1181,1183,1184,1181,1184,1178,1178,1184,1185,1185,1184,1186,1185,1186,1187,1186,1184,1188,1188,1184,1183,1188,1183,1189,1188,1189,1190,1186,1188,1191,1186,1191,1192,1186,1192,1187,1187,1192,1193,1193,1192,1194,1193,1194,1195,1194,1192,1196,1196,1192,1191,1194,1196,1197,1196,1191,1198,1196,1198,1199,1200,1201,1202,1200,1202,1203,1204,1205,1201,1206,1207,1208,1207,1206,1209,1206,1208,1210,1210,1208,1211,1212,1213,1214,1213,1212,1215,1216,1217,1218,1217,1216,1219,1220,1221,1222,1221,1220,1223,1224,1225,1226,1225,1224,1227,1228,1229,1230,1228,1230,1231,1232,1233,1234,1232,1234,1235,1236,1237,1238,1239,1240,1241,1240,1239,1242,1242,1239,1243,1243,1239,1244,1245,1246,1247,1245,1247,1248,1247,1246,1249,1247,1249,1250,1251,1252,1253,1251,1253,1254,1255,1256,1257,1256,1255,1258,1258,1255,1259,1259,1255,1260,1261,1262,1263,1261,1263,1264,1263,1262,1265,1263,1265,1266,1267,1268,1269,1267,1269,1270,1271,1272,1273,1274,1275,1271,1276,1277,1278,1279,1280,1281,1282,1283,1284,1285,1286,1287,1288,1289,1290,1291,1292,1293,1294,1295,1296,1297,1298,1299,1300,1301,1302,1302,1301,1303,1303,1301,1304,1300,1302,1305,1300,1305,1306,1306,1305,1307,1306,1307,1308,1308,1307,1309,1310,1311,1312,1310,1312,1313,1314,1315,1316,1314,1316,1317,1317,1316,1318,1317,1318,1319,1320,1321,1322,1323,1324,1325,1326,1327,1328,1329,1330,1331,1329,1331,1332,1333,1334,1335,1336,1337,1338,1339,1340,1341,1340,1339,1342,1340,1342,1343,1343,1342,1344,1339,1341,1345,1345,1341,1346,1345,1346,1347,1347,1346,1348,1349,1350,1351,1350,1349,1352,1353,1354,1355,1356,1357,1358,1359,1360,1361,1360,1359,1362,1363,1364,1365,1363,1365,1366,1367,1368,1369,1367,1369,1370,1371,1372,1373,1374,1375,1376,1377,1378,1379,1378,1377,1380,1377,1379,1381,1381,1379,1382,1383,1384,1385,1383,1385,1386,1385,1384,1387,1387,1384,1388,1389,1390,1391,1392,1393,1394,1395,1396,1397,1398,1399,1400,1401,1402,1403,1402,1401,1404,1405,1406,1407,1408,1409,1410,1411,1412,1413,1412,1411,1414,1415,1416,1417,1418,1419,1420,1421,1422,1423,1424,1425,1426,1427,1428,1429,1429,1428,1430,1429,1430,1431,1428,1427,1432,1432,1427,1433,1433,1427,1434,1433,1434,1435,1435,1434,1436,1437,1438,1439,1440,1441,1442,1443,1444,1445,1444,1443,1446,1447,1448,1449,1450,1451,1452,1453,1454,1455,1456,1457,1458,1459,1460,1461,1459,1461,1462,1463,1464,1465,1466,1467,1468,1469,1470,1471,1472,1473,1474,1475,1476,1477,1478,1479,1480,1481,1482,1483,1482,1481,1484,1485,1486,1487,1488,1489,1490,1491,1492,1493,1494,1495,1496,1497,1498,1499,1500,1501,1502,1503,1504,1505,1506,1507,1508,1509,1510,1511,1512,1513,1514,1515,1516,1517,1516,1515,1518,1519,1520,1521,1519,1521,1522,1523,1524,1525,1525,1524,1526,1525,1526,1527,1524,1523,1528,1528,1523,1529,1529,1523,1530,1529,1530,1531,1531,1530,1532,1533,1534,1535,1533,1535,1536,1537,1538,1539,1538,1537,1540,1541,1542,1543,1542,1541,1544,1545,1546,1547,1546,1545,1548,1549,1550,1551,1549,1551,1552,1553,1554,1555,1554,1553,1556,1557,1558,1559,1558,1557,1560,1561,1562,1563,1564,1565,1566,1567,1568,1569,1570,1571,1572,1573,1574,1575,1576,1577,1578,1579,1580,1581,1582,1583,1584,1585,1586,1587,1588,1589,1590,1591,1592,1593,1594,1595,1596,1597,1598,1599,1600,1601,1602,1603,1604,1605,1606,1607,1608,1609,1610,1611,1612,1613,1614,1615,1616,1617,1618,1619,1620,1621,1622,1623,1624,1625,1626,1627,1628,1629,1630,1631,1632,1633,1634,1635,1636,1637,1638,1639,1640,1641,1642,1643,1644,1645,1646,1647,1648,1649,1650,1651,1652,1653,1654,1655,1656,1657,1658,1659,1660,1661,1662,1663,1664,1665,1666,1667,1668,1669,1670,1671,1672,1673,1674,1675,1676,1677,1678,1679,1680,1681,1682,1683,1684,1685,1686,1687,1688,1689,1690,1691,1692,1693,1694,1695,1696,1697,1698,1699,1700,1701,1702,1703,1704,1705,1706,1707,1708,1709,1710,1711,1712,1713,1714,1715,1716,1717,1718,1719,1720,1721,1722,1723,1724,1725,1726,1727,1728,1729,1730,1731,1730,1729,1732,1733,1734,1735,1733,1735,1736,1737,1738,1739,1740,1741,1742,1743,1744,1745,1746,1747,1748,1749,1750,1751,1752,1753,1754,1752,1754,1755,1755,1754,1756,1753,1752,1757,1753,1757,1758,1758,1757,1759,1758,1759,1760,1760,1759,1761,1762,1763,1764,1764,1763,1765,1764,1765,1766,1764,1766,1767,1767,1766,1768,1767,1768,1769,1770,1771,1772,1773,1774,1775,1776,1777,1778,1779,1780,1781,1782,1783,1784,1784,1783,1785,1786,1787,1788,1788,1787,1789,1786,1788,1790,1786,1790,1791,1790,1788,1792,1790,1792,1793,1793,1792,1794,1793,1794,1795,1794,1792,1796,1796,1792,1797,1798,1799,1800,1800,1799,1801,1799,1798,1802,1802,1798,1803,1802,1803,1804,1804,1803,1805,1806,1807,1808,1806,1808,1809,1806,1809,1810,1810,1809,1811,1810,1811,1812,1812,1811,1813,1812,1813,1814,1808,1807,1815,1815,1807,1816,1815,1816,1817,1815,1817,1818,1818,1817,1819,1818,1819,1820,1820,1819,1821,1818,1820,1822,1822,1820,1823,1822,1823,1824,1824,1823,1825,1824,1825,1826,1826,1825,1827,1826,1827,1828,1828,1827,1829,1830,1831,1832,1832,1831,1833,1832,1833,1834,1832,1834,1835,1835,1834,1836,1835,1836,1837,1838,1839,1840,1840,1839,1841,1840,1841,1842,1840,1842,1843,1843,1842,1844,1843,1844,1845,1846,1847,1848,1847,1846,1849,1846,1848,1850,1849,1846,1851,1849,1851,1852,1852,1851,1853,1852,1853,1854,1855,1853,1856,1857,1854,1856,1854,1857,1858,1858,1857,1859,1858,1859,1860,1861,1846,1850,1861,1850,1862,1861,1862,1863,1861,1863,1864,1865,1866,1867,1866,1865,1868,1868,1865,1869,1866,1868,1870,1868,1869,1871,1871,1869,1872,1871,1872,1873,1873,1872,1874,1873,1874,1875,1875,1874,1876,1875,1876,1877,1877,1876,1878,1877,1878,1879,1880,1866,1870,1880,1870,1881,1880,1881,1882,1883,1884,1885,1886,1887,1888,1889,1890,1891,1892,1893,1894,1895,1896,1897,1895,1897,1898,1899,1900,1901,1901,1900,1902,1903,1904,1905,1905,1904,1906,1904,1903,1907,1907,1903,1908,1907,1908,1909,1909,1908,1910,1909,1910,1911,1911,1910,1912,1913,1914,1915,1913,1915,1916,1917,1918,1919,1917,1919,1920,1917,1920,1921,1917,1921,1922,1922,1921,1923,1922,1923,1924,1924,1923,1925,1924,1925,1926,1927,1928,1929,1927,1929,1930,1931,1932,1933,1933,1932,1934,1935,1936,1937,1936,1935,1938,1939,1940,1941,1941,1940,1942,1943,1944,1945,1944,1943,1946,1947,1948,1949,1949,1948,1950,1948,1947,1951,1948,1951,1952,1952,1951,1953,1953,1951,1954,1955,1956,1957,1957,1956,1958,1959,1960,1961,1961,1960,1962,1963,1964,1965,1965,1964,1966,1967,1968,1969,1968,1967,1970,1968,1970,1971,1971,1970,1972,1971,1972,1973,1972,1970,1974,1974,1970,1975,1975,1970,1967,1974,1975,1976,1976,1975,1977,1977,1975,1978,1978,1975,1967,1977,1978,1979,1978,1967,1980,1980,1967,1969,1980,1969,1981,1980,1981,1982,1980,1982,1983,1980,1983,1978,1978,1983,1979,1979,1983,1984,1984,1983,1985,1985,1983,1982,1984,1985,1986,1987,1988,1989,1989,1988,1990,1988,1987,1991,1991,1987,1992,1991,1992,1993,1993,1992,1994,1993,1994,1995,1987,1989,1996,1996,1989,1997,1997,1989,1998,1998,1989,1990,1998,1990,1999,1998,1999,2000,1998,2000,2001,1998,2001,1997,2001,2000,2002,2001,2002,2003,2003,2002,2004,2001,2003,2005,2001,2005,1997,1997,2005,2006,1997,2006,1996,1996,2006,2007,1996,2007,2008,2008,2007,2009,2008,2009,2010,2011,2012,2013,2011,2013,2014,2015,2016,2017,2015,2017,2018,2016,2015,2019,2019,2015,2020,2020,2015,2021,2016,2019,2022,2016,2022,2023,2023,2022,2024,2022,2019,2025,2022,2025,2026,2026,2025,2027,2027,2025,2028,2028,2025,2029,2026,2027,2030,2026,2030,2031,2031,2030,2032,2033,2034,2035,2033,2035,2036,2037,2038,2039,2037,2039,2040,2041,2042,2043,2041,2043,2044,2045,2046,2047,2047,2046,2048,2047,2048,2049,2049,2048,2050,2049,2050,2051,2051,2050,2052,2053,2054,2055,2053,2055,2056,2055,2054,2057,2055,2057,2058,2057,2054,2059,2059,2054,2060,2060,2054,2061,2061,2054,2053,2060,2061,2062,2062,2061,2063,2063,2061,2064,2064,2061,2065,2065,2061,2053,2064,2065,2066,2066,2065,2067,2066,2067,2068,2068,2067,2069,2068,2069,2070,2069,2067,2071,2071,2067,2065,2071,2065,2053,2071,2053,2056,2071,2056,2072,2071,2072,2069,2072,2056,2073,2073,2056,2074,2073,2074,2075,2075,2074,2076,2075,2076,2077,2078,2076,2058,2078,2058,2079,2078,2079,2080,2079,2058,2057,2081,2082,2083,2083,2082,2084,2083,2084,2085,2083,2085,2086,2083,2086,2081,2086,2085,2087,2086,2087,2088,2086,2088,2089,2086,2089,2090,2086,2090,2081,2090,2089,2091,2090,2091,2092,2092,2091,2093,2092,2093,2094,2094,2093,2095,2092,2094,2096,2092,2096,2097,2092,2097,2090,2090,2097,2081,2081,2097,2098,2081,2098,2082,2098,2097,2099,2099,2097,2096,2099,2096,2100,2099,2100,2101,2099,2101,2102,2102,2101,2103,2102,2103,2104,2102,2104,2105,2105,2104,2106,2105,2106,2107,2105,2107,2082,2105,2082,2098,2107,2106,2108,2109,2110,2111,2111,2110,2112,2112,2110,2113,2112,2113,2114,2115,2116,2113,2117,2118,2115,2119,2120,2121,2121,2120,2122,2123,2124,2125,2125,2124,2126,2127,2128,2129,2129,2128,2130,2130,2128,2131,2130,2131,2132,2130,2132,2133,2133,2132,2134,2135,2136,2137,2137,2136,2138,2139,2140,2141,2142,2143,2144,2145,2146,2147,2146,2145,2148,2149,2150,2151,2151,2150,2152,2153,2154,2155,2155,2154,2156,2157,2158,2159,2159,2158,2160,2161,2162,2163,2163,2162,2164,2165,2166,2167,2166,2165,2168,2169,2170,2171,2170,2169,2172,2173,2174,2175,2175,2174,2176,2177,2178,2179,2180,2181,2182,2182,2181,2183,2184,2185,2186,2186,2185,2187,2188,2189,2190,2190,2189,2191,2192,2193,2194,2195,2196,2197,2198,2199,2200,2199,2198,2201,2202,2203,2204,2205,2206,2207,2208,2209,2210,2210,2209,2211,2209,2208,2212,2212,2208,2213,2212,2213,2214,2214,2213,2215,2216,2217,2218,2218,2217,2219,2217,2216,2220,2220,2216,2221,2220,2221,2222,2222,2221,2223,2224,2225,2226,2224,2226,2227,2228,2229,2230,2230,2229,2231,2232,2233,2234,2232,2234,2235,2236,2237,2238,2236,2238,2239,2240,2241,2242,2242,2241,2243,2244,2245,2246,2245,2244,2247,2248,2249,2250,2249,2248,2251,2249,2251,2252,2248,2250,2253,2248,2253,2254,2254,2253,2255,2254,2255,2256,2254,2256,2257,2254,2257,2258,2256,2255,2259,2256,2259,2260,2260,2259,2261,2260,2261,2262,2262,2261,2263,2260,2262,2264,2260,2264,2265,2266,2267,2268,2267,2266,2269,2270,2271,2272,2270,2272,2273,2273,2272,2274,2273,2274,2275,2273,2275,2276,2273,2276,2270,2270,2276,2277,2277,2276,2278,2277,2278,2279,2278,2276,2280,2280,2276,2275,2280,2275,2281,2280,2281,2282,2278,2280,2283,2278,2283,2284,2278,2284,2279,2279,2284,2285,2285,2284,2286,2285,2286,2287,2286,2284,2288,2288,2284,2283,2286,2288,2289,2288,2283,2290,2288,2290,2291,2292,2293,2294,2292,2294,2295,2296,2297,2293,2298,2299,2296,2300,2301,2302,2301,2300,2303,2300,2302,2304,2304,2302,2305,2306,2307,2308,2307,2306,2309,2310,2311,2312,2311,2310,2313,2314,2315,2316,2315,2314,2317,2318,2319,2320,2319,2318,2321,2322,2323,2324,2322,2324,2325,2326,2327,2328,2326,2328,2329,2330,2331,2332,2331,2330,2333,2333,2330,2334,2334,2330,2335,2336,2337,2338,2336,2338,2339,2338,2337,2340,2338,2340,2341,2342,2343,2344,2342,2344,2345,2346,2347,2348,2347,2346,2349,2349,2346,2350,2350,2346,2351,2352,2353,2354,2352,2354,2355,2354,2353,2356,2354,2356,2357,2358,2359,2360,2358,2360,2361,2362,2363,2364,2362,2364,2365,2366,2367,2368,2369,2370,2371,2372,2373,2374,2374,2373,2375,2376,2377,2378,2376,2378,2379,2380,2381,2382,2381,2380,2383,2384,2385,2386,2387,2388,2389,2390,2391,2392,2391,2390,2393,2394,2395,2396,2397,2398,2399,2400,2401,2402,2400,2402,2403,2404,2405,2406,2406,2405,2407,2408,2409,2410,2410,2409,2411,2412,2413,2414,2412,2414,2415,2416,2417,2418,2417,2416,2419,2420,2421,2422,2423,2424,2425,2426,2427,2428,2427,2426,2429,2430,2431,2432,2433,2434,2435,2436,2437,2438,2437,2436,2439,2440,2441,2442,2442,2441,2443,2444,2445,2446,2445,2444,2447,2448,2449,2450,2448,2450,2451,2452,2453,2454,2454,2453,2455,2456,2457,2458,2458,2457,2459,2460,2461,2462,2462,2461,2463,2464,2465,2466,2466,2465,2467,2468,2469,2470,2470,2469,2471,2472,2473,2474,2474,2473,2475,2476,2477,2478,2478,2477,2479,2480,2481,2482,2482,2481,2483,2484,2485,2486,2486,2485,2487,2488,2489,2490,2490,2489,2491,2492,2493,2494,2494,2493,2495,2496,2497,2498,2498,2497,2499,2500,2501,2502,2502,2501,2503,2501,2500,2504,2503,2501,2505,2503,2505,2506,2503,2506,2507,2507,2506,2508,2508,2506,2509,2508,2509,2510,2510,2509,2511,2510,2511,2512,2510,2512,2513,2513,2512,2514,2513,2514,2515,2515,2514,2516,2516,2514,2517,2516,2517,2518,2516,2518,2519,2519,2518,2520,2520,2518,2521,2520,2521,2522,2522,2521,2523,2522,2523,2504,2522,2504,2500,2524,2525,2526,2527,2528,2529,2530,2531,2532,2533,2534,2535,2536,2537,2538,2539,2540,2541,2542,2543,2544,2545,2546,2547,2548,2549,2550,2551,2552,2553,2554,2555,2556,2557,2558,2559,2560,2561,2562,2563,2564,2565,2566,2567,2568,2569,2570,2571,2572,2573,2574,2575,2576,2577,2578,2579,2580,2581,2582,2583,2584,2585,2586,2587,2588,2589,2590,2591,2592,2593,2594,2595,2596,2597,2598,2597,2596,2599,2598,2597,2600,2598,2600,2601,2601,2600,2602,2602,2600,2603,2602,2603,2604,2604,2603,2605,2604,2605,2606,2606,2605,2607,2606,2607,2608,2606,2608,2609,2609,2608,2610,2609,2610,2611,2611,2610,2612,2611,2612,2613,2613,2612,2614,2614,2612,2615,2614,2615,2616,2616,2615,2617,2616,2617,2618,2618,2617,2619,2618,2619,2599,2618,2599,2596,2620,2621,2622,2623,2624,2625,2626,2627,2628,2628,2627,2629,2630,2631,2632,2630,2632,2633,2634,2635,2636,2635,2634,2637,2637,2634,2638,2637,2638,2639,2640,2641,2642,2643,2644,2645,2646,2647,2648,2649,2650,2651,2652,2653,2654,2655,2656,2657,2657,2656,2658,2659,2660,2661,2662,2663,2664,2665,2666,2667,2668,2669,2670,2671,2672,2673,2674,2675,2676,2677,2678,2679,2680,2681,2682,2683,2684,2685,2686,2687,2688,2689,2690,2691,2692,2693,2694,2695,2696,2697,2698,2699,2700,2701,2702,2703,2704,2705,2706,2707,2708,2709,2710,2711,2712,2713,2714,2715,2713,2715,2716,2717,2718,2719,2720,2721,2722,2723,2724,2725,2726,2727,2728,2729,2730,2731,2731,2730,2732,2733,2734,2735,2735,2734,2736,2737,2738,2739,2740,2741,2742,2743,2744,2745,2746,2747,2748,2748,2747,2749,2750,2751,2752,2753,2754,2755,2756,2757,2758,2759,2760,2761,2762,2763,2764,2765,2766,2767,2768,2769,2770,2771,2772,2773,2774,2775,2776,2777,2778,2779,2780,2781,2782,2783,2784,2785,2786,2787,2788,2786,2788,2789,2790,2791,2792,2793,2794,2795,2796,2797,2798,2796,2798,2799,2798,2797,2800,2801,2802,2803,2804,2805,2806,2807,2808,2809,2810,2811,2812,2813,2814,2815,2816,2817,2818,2818,2817,2819,2816,2818,2820,2820,2818,2821,2820,2821,2822,2822,2821,2823,2822,2823,2824,2824,2823,2825,2826,2827,2828,2829,2830,2831,2832,2833,2834,2835,2836,2837,2838,2839,2840,2841,2842,2843,2844,2845,2846,2847,2848,2849,2850,2851,2852,2853,2854,2855,2856,2857,2858,2858,2857,2859,2860,2861,2862,2860,2862,2863,2862,2861,2864,2864,2861,2865,2866,2867,2868,2869,2870,2871,2872,2873,2874,2874,2873,2875,2872,2874,2876,2876,2874,2877,2876,2877,2878,2876,2878,2879,2879,2878,2880,2876,2879,2881,2881,2879,2882,2882,2879,2883,2872,2876,2884,2884,2876,2881,2884,2881,2885,2884,2885,2872,2885,2881,2886,2872,2885,2887,2888,2889,2890,2891,2892,2893,2894,2895,2896,2897,2898,2899,2900,2901,2902,2902,2901,2903,2904,2905,2906,2904,2906,2907,2907,2906,2908,2907,2908,2909,2909,2908,2910,2910,2908,2911,2910,2911,2912,2912,2911,2913,2914,2915,2916,2915,2914,2917,2918,2919,2920,2921,2922,2923,2924,2925,2926,2925,2924,2927,2928,2929,2930,2931,2932,2928,2933,2934,2935,2935,2934,2936,2937,2938,2939,2940,2941,2942,2943,2944,2945,2946,2947,2948,2949,2950,2951,2952,2953,2954,2955,2956,2957,2955,2957,2958,2959,2960,2961,2962,2963,2964,2965,2966,2967,2968,2969,2970,2971,2972,2973,2974,2975,2976,2977,2978,2979,2980,2981,2982,2983,2984,2985,2984,2983,2986,2986,2983,2987,2986,2987,2988,2989,2990,2991,2992,2993,2994,2995,2996,2997,2998,2999,3000,3001,3002,3003,3004,3005,3006,3007,3008,3009,3010,3011,3012,3010,3012,3013,3014,3015,3016,3017,3018,3019,3020,3021,3022,3023,3024,3025,3026,3027,3028,3029,3030,3031,3032,3033,3034,3035,3036,3037,3038,3039,3040,3041,3042,3043,3044,3045,3046,3047,3048,3049,3050,3051,3052,3053,3054,3055,3056,3057,3058,3059,3060,3061,3062,3063,3064,3065,3066,3067,3068,3069,3070,3071,3072,3073,3074,3075,3076,3077,3078,3079,3080,3081,3082,3083,3084,3085,3086,3087,3088,3089,3090,3091,3092,3093,3094,3095,3096,3097,3098,3099,3100,3101,3102,3103,3104,3105,3106,3107,3108,3109,3110,3111,3112,3113,3114,3115,3116,3117,3118,3119,3120,3121,3122,3123,3124,3125,3126,3127,3128,3129,3130,3131,3132,3133,3134,3135,3136,3137,3138,3139,3140,3141,3142,3143,3144,3145,3146,3147,3148,3149,3150,3151,3152,3153,3154,3155,3156,3157,3158,3159,3160,3161,3162,3163,3164,3165,3166,3167,3168,3169,3170,3171,3172,3173,3174,3175,3176,3177,3178,3179,3180,3181,3182,3183,3184,3185,3186,3187,3188,3189,3190,3191,3192,3193,3194,3195,3196,3197,3198,3199,3200,3201,3202,3203,3204,3205,3206,3207,3208,3209,3210,3211,3212,3213,3214,3215,3216,3217,3218,3219,3220,3221,3222,3223,3224,3225,3226,3227,3228,3229,3230,3231,3232,3233,3234,3235,3236,3237,3238,3239,3240,3241,3242,3243,3244,3245,3246,3247,3248,3249,3250,3251,3252,3253,3254,3255,3256,3257,3258,3259,3260,3261,3262,3263,3264,3265,3266,3267,3268,3269,3270,3271,3272,3273,3274,3275,3276,3277,3278,3279,3276,3279,3278,3280,3281,3282,3283,3284,3285,3286,3287,3288,3289,3290,3291,3292,3293,3294,3295,3296,3297,3298,3296,3298,3299,3300,3301,3302,3303,3304,3305,3304,3303,3306,3307,3308,3309,3307,3309,3310,3311,3312,3313,3314,3315,3316,3317,3318,3319,3320,3321,3322,3323,3324,3325,3326,3327,3328,3329,3330,3331,3332,3333,3334,3335,3336,3337,3338,3339,3340,3341,3342,3343,3344,3345,3346,3347,3348,3349,3349,3348,3350,3351,3352,3353,3354,3355,3356,3357,3358,3359,3357,3359,3360,3357,3360,3361,3362,3363,3364,3365,3366,3367,3368,3369,3370,3371,3372,3373,3374,3375,3376,3377,3378,3379,3380,3381,3382,3383,3384,3385,3386,3387,3388,3389,3390,3391,3392,3393,3394,3395,3396,3397,3398,3399,3400,3401,3402,3403,3404,3405,3406,3407,3408,3409,3407,3409,3410,3411,3412,3413,3414,3415,3416,3417,3418,3419,3420,3421,3422,3423,3424,3425,3426,3427,3428,3429,3430,3431,3431,3430,3432,3433,3434,3435,3434,3433,3436,3437,3438,3439,3440,3441,3442,3443,3444,3445,3444,3443,3446,3447,3448,3449,3450,3451,3452,3453,3454,3455,3456,3457,3458,3459,3460,3461,3462,3463,3464,3465,3466,3467,3467,3466,3468,3469,3470,3471,3469,3471,3472,3473,3474,3475,3476,3477,3478,3479,3480,3481,3482,3483,3484,3485,3486,3487,3488,3489,3490,3491,3492,3493,3494,3495,3496,3497,3498,3499,3500,3501,3502,3503,3504,3505,3506,3507,3508,3509,3510,3511,3512,3513,3514,3515,3516,3517,3518,3519,3520,3521,3522,3523,3524,3525,3526,3527,3528,3529,3530,3531,3532,3533,3534,3535,3536,3537,3538,3539,3540,3541,3542,3543,3544,3545,3546,3547,3548,3549,3550,3551,3552,3553,3554,3555,3556,3557,3558,3559,3560,3561,3562,3563,3564,3565,3566,3567,3568,3569,3570,3571,3572,3573,3574,3575,3576,3577,3578,3579,3580,3581,3582,3583,3584,3585,3586,3587,3588,3589,3590,3591,3592,3593,3594,3595,3596,3597,3598,3599,3600,3601,3602,3603,3604,3605,3606,3607,3608,3609,3610,3611,3612,3613,3614,3615,3616,3617,3618,3619,3620,3621,3622,3623,3624,3625,3626,3627,3628,3629,3630,3631,3632,3633,3634,3635,3636,3637,3638,3639,3640,3641,3642,3643,3644,3645,3646,3647,3648,3649,3650,3651,3652,3653,3654,3655,3656,3657,3658,3659,3660,3661,3662,3663,3664,3665,3666,3667,3668,3669,3670,3671,3672,3673,3674,3675,3676,3677,3678,3679,3680,3681,3682,3683,3684,3685,3686,3687,3688,3689,3690,3691,3692,3693,3694,3695,3696,3697,3698,3699,3700,3701,3702,3703,3704,3705,3706,3707,3708,3709,3710,3711,3712,3713,3714,3715,3716,3717,3718,3719,3720,3721,3722,3723,3724,3725,3726,3727,3728,3729,3730,3731,3732,3733,3734,3735,3736,3737,3738,3739,3740,3741,3742,3743,3744,3745,3746,3747,3748,3749,3750,3751,3752,3753,3754,3753,3752,3755,3756,3757,3758,3759,3760,3761,3762,3763,3764,3765,3766,3767,3768,3769,3770,3771,3772,3773,3774,3775,3776,3777,3778,3779,3780,3781,3782,3783,3784,3785,3786,3787,3788,3786,3788,3789,3790,3791,3792,3793,3794,3795,3796,3797,3798,3797,3796,3799,3800,3801,3802,3803,3804,3805,3806,3807,3808,3807,3806,3809,3810,3811,3812,3811,3810,3813,3814,3815,3816,3814,3816,3817,3818,3819,3820,3819,3818,3821,3822,3823,3824,3823,3822,3825,3826,3827,3828,3829,3830,3831,3832,3833,3834,3832,3834,3835,3836,3837,3838,3837,3836,3839,3840,3841,3842,3841,3840,3843,3844,3845,3846,3845,3844,3847,3848,3849,3850,3848,3850,3851,3852,3853,3854,3855,3856,3857,3858,3859,3860,3861,3862,3863,3864,3865,3866,3867,3868,3869,3870,3871,3872,3873,3874,3875,3876,3877,3878,3879,3880,3881,3882,3883,3884,3885,3886,3887,3888,3889,3890,3891,3892,3893,3894,3895,3896,3897,3898,3899,3900,3901,3902,3903,3904,3905,3906,3907,3908,3906,3908,3909,3910,3911,3912,3911,3910,3913,3914,3915,3916,3917,3918,3919,3920,3921,3922,3921,3920,3923,3924,3925,3926,3925,3924,3927,3928,3929,3930,3931,3932,3933,3934,3935,3936,3934,3936,3937,3938,3939,3940,3939,3938,3941,3942,3943,3944,3945,3946,3947,3948,3949,3950,3951,3952,3953,3954,3955,3956,3957,3958,3959,3960,3961,3962,3963,3964,3965,3966,3967,3968,3969,3970,3971,3972,3973,3974,3975,3976,3977,3978,3979,3980,3981,3982,3983,3984,3985,3986,3987,3988,3989,3990,3991,3992,3993,3994,3995,3996,3997,3998,3999,4000,4001,4002,4003,4004,4005,4006,4007,4008,4009,4010,4011,4012,4013,4014,4015,4016,4017,4018,4019,4020,4021,4022,4023,4024,4025,4026,4027,4028,4029,4030,4031,4032,4033,4034,4035,4036,4037,4038,4039,4040,4041,4042,4043,4044,4045,4046,4047,4048,4049,4050,4051,4052,4053,4054,4055,4056,4057,4058,4059,4060,4061,4062,4063,4064,4063,4062,4065,4066,4067,4068,4069,4070,4071,4072,4073,4074,4073,4072,4075,4076,4077,4078,4079,4080,4081,4082,4083,4084,4085,4086,4087,4088,4089,4090,4089,4088,4091,4092,4093,4094,4095,4096,4097,4098,4099,4100,4099,4098,4101,4102,4103,4104,4102,4104,4105,4106,4107,4108,4107,4106,4109,4110,4111,4112,4111,4110,4113,4114,4115,4116,4115,4114,4117,4118,4119,4120,4121,4122,4123,4124,4125,4126,4125,4124,4127,4128,4129,4130,4128,4130,4131,4132,4133,4134,4133,4132,4135,4136,4137,4138,4139,4140,4141,4142,4143,4144,4145,4146,4147,4148,4149,4150,4151,4152,4153,4154,4155,4156,4157,4158,4159,4160,4161,4162,4163,4164,4165,4166,4167,4168,4169,4170,4171,4172,4173,4174,4175,4176,4177,4178,4179,4180,4181,4182,4183,4184,4185,4186,4187,4188,4189,4190,4191,4192,4193,4194,4195,4196,4197,4198,4199,4200,4201,4202,4203,4204,4205,4206,4207,4208,4209,4210,4211,4212,4213,4214,4215,4216,4217,4218,4219,4220,4221,4222,4223,4224,4225,4226,4227,4228,4229,4230,4231,4232,4233,4234,4235,4236,4237,4238,4239,4240,4238,4240,4241,4242,4243,4244,4245,4246,4247,4248,4249,4250,4251,4252,4253,4254,4255,4256,4257,4258,4259,4260,4261,4262,4263,4264,4265,4266,4267,4268,4267,4266,4269,4270,4271,4272,4273,4274,4275,4276,4277,4278,4279,4280,4281,4282,4283,4284,4285,4286,4287,4288,4289,4290,4291,4292,4293,4294,4295,4296,4297,4298,4299,4300,4301,4302,4303,4304,4305,4306,4307,4308,4309,4310,4311,4312,4313,4314,4313,4312,4315,4316,4317,4318,4317,4316,4319,4320,4321,4322,4320,4322,4323,4324,4325,4326,4325,4324,4327,4328,4329,4330,4329,4328,4331,4332,4333,4334,4333,4332,4335,4336,4337,4338,4339,4340,4341,4342,4343,4344,4345,4346,4347,4348,4349,4350,4351,4352,4353,4354,4355,4356,4357,4358,4359,4360,4361,4362,4363,4364,4365,4366,4367,4368,4369,4370,4371,4372,4373,4374,4375,4376,4377,4378,4379,4380,4381,4382,4383,4384,4385,4386,4387,4388,4389,4390,4391,4392,4393,4394,4395,4396,4397,4398,4399,4400,4401,4402,4403,4404,4405,4406,4407,4408,4409,4410,4411,4412,4413,4414,4415,4416,4417,4418,4419,4420,4421,4422,4423,4424,4425,4426,4427,4428,4429,4430,4431,4432,4433,4434,4435,4436,4437,4438,4439,4440,4441,4442,4443,4444,4445,4446,4447,4448,4449,4450,4451,4452,4453,4454,4455,4456,4457,4458,4459,4460,4461,4462,4463,4464,4465,4466,4467,4468,4469,4470,4471,4472,4473,4474,4475,4476,4477,4478,4479,4480,4481,4482,4483,4484,4485,4486,4487,4488,4487,4486,4489,4486,4488,4490,4490,4488,4491,4490,4491,4492,4490,4492,4493,4493,4492,4494,4493,4494,4495,4495,4494,4496,4496,4494,4497,4496,4497,4498,4498,4497,4499,4498,4499,4500,4498,4500,4501,4501,4500,4502,4502,4500,4503,4502,4503,4504,4502,4504,4505,4505,4504,4489,4489,4504,4487,4506,4507,4508,4506,4508,4509,4510,4511,4512,4511,4510,4513,4514,4515,4516,4515,4514,4517,4518,4519,4520,4521,4522,4523,4524,4525,4526,4524,4526,4527,4528,4529,4530,4528,4530,4531,4532,4533,4534,4532,4534,4535,4536,4537,4538,4537,4536,4539,4540,4541,4542,4543,4544,4545,4546,4547,4548,4546,4548,4549,4550,4551,4552,4551,4550,4553,4554,4555,4556,4557,4558,4559,4560,4561,4562,4563,4564,4565,4566,4567,4568,4569,4570,4571,4572,4573,4574,4575,4576,4577,4578,4579,4580,4581,4582,4583,4584,4585,4586,4587,4588,4589,4590,4591,4592,4593,4594,4595,4596,4597,4598,4599,4600,4601,4602,4603,4604,4605,4606,4607,4608,4609,4610,4609,4608,4611,4612,4613,4614,4615,4616,4617,4618,4619,4620,4621,4622,4623,4624,4625,4626,4625,4624,4627,4628,4629,4630,4628,4630,4631,4632,4633,4634,4633,4632,4635,4636,4637,4638,4639,4640,4641,4642,4643,4644,4645,4646,4647,4648,4649,4650,4648,4650,4651,4652,4653,4654,4654,4653,4655,4656,4657,4658,4658,4657,4659,4660,4661,4658,4661,4660,4662,4662,4660,4663,4663,4660,4664,4664,4660,4657,4664,4657,4665,4666,4667,4668,4669,4670,4671,4672,4673,4674,4675,4676,4677,4678,4679,4680,4681,4682,4683,4684,4685,4686,4684,4686,4687,4688,4689,4690,4691,4692,4693,4694,4695,4696,4697,4698,4699,4700,4701,4702,4702,4701,4703,4704,4705,4706,4707,4708,4709,4710,4711,4712,4713,4714,4715,4716,4717,4718,4716,4718,4719,4720,4721,4722,4720,4722,4723,4724,4725,4726,4726,4725,4727,4725,4724,4728,4728,4724,4729,4730,4731,4732,4730,4732,4733,4731,4730,4734,4731,4734,4735,4736,4737,4738,4738,4737,4739,4740,4741,4742,4743,4744,4745,4746,4747,4748,4746,4748,4749,4747,4746,4750,4747,4750,4751,4752,4753,4754,4754,4753,4755,4756,4757,4758,4759,4760,4761,4762,4763,4764,4765,4766,4767,4768,4769,4770,4771,4772,4773,4774,4775,4776,4777,4778,4779,4780,4781,4782,4780,4782,4783,4784,4785,4786,4787,4788,4789,4790,4791,4792,4793,4794,4795,4796,4797,4798,4799,4800,4801,4802,4803,4804,4805,4806,4807,4808,4809,4810,4811,4812,4813,4814,4815,4816,4815,4814,4817,4816,4815,4818,4818,4815,4819,4818,4819,4820,4820,4819,4821,4822,4823,4824,4825,4826,4827,4828,4829,4830,4831,4832,4833,4834,4835,4836,4837,4838,4839,4840,4841,4842,4843,4844,4845,4846,4847,4848,4849,4850,4851,4852,4853,4854,4855,4856,4857,4858,4859,4860,4861,4862,4863,4864,4865,4866,4867,4868,4869,4870,4871,4872,4873,4874,4875,4876,4877,4878,4879,4880,4881,4882,4883,4884,4885,4886,4887,4888,4889,4890,4891,4892,4893,4894,4895,4896,4897,4898,4899,4897,4899,4900,4901,4902,4903,4904,4905,4906,4907,4908,4909,4910,4911,4912,4913,4914,4915,4916,4917,4918,4919,4920,4921,4922,4923,4924,4925,4926,4927,4928,4929,4930,4931,4932,4933,4934,4935,4936,4937,4938,4939,4940,4941,4942,4943,4944,4945,4946,4947,4948,4949,4950,4951,4952,4953,4954,4955,4956,4957,4958,4959,4960,4961,4962,4963,4964,4965,4966,4967,4968,4969,4970,4971,4972,4973,4974,4975,4976,4977,4978,4979,4980,4981,4982,4983,4984,4985,4986,4987,4988,4989,4990,4991,4992,4993,4994,4995,4996,4997,4998,4999,5000,5001,5002,5000,5002,5003,5003,5002,5004,5004,5002,5005,5005,5002,5006,5006,5002,5007,5007,5002,5008,5008,5002,5009,5009,5002,5010,5010,5002,5011,5011,5002,5012,5012,5002,5001,5013,5014,5015,5016,5017,5018,5019,5020,5021,5022,5023,5024,5025,5026,5027,5028,5029,5030,5031,5032,5033,5034,5035,5036,5037,5038,5039,5040,5041,5042,5043,5044,5045,5046,5047,5048,5049,5050,5051,5052,5053,5054,5055,5056,5057,5058,5059,5060,5061,5062,5063,5064,5065,5066,5067,5068,5069,5068,5067,5070,5071,5072,5073,5074,5075,5076,5077,5078,5079,5080,5081,5082,5083,5084,5085,5083,5085,5086,5087,5088,5089,5087,5089,5090,5091,5092,5093,5091,5093,5094,5095,5096,5097,5095,5097,5098,5099,5100,5101,5099,5101,5102,5103,5104,5105,5103,5105,5106,5107,5108,5109,5107,5109,5110,5111,5112,5113,5111,5113,5114,5115,5116,5117,5116,5115,5118,5116,5118,5119,5116,5119,5120,5121,5122,5123,5122,5121,5124,5124,5121,5125,5124,5125,5126]},{"name":"Object_8","material":1,"positions":[-1.459806,0.853915,-1.127872,-1.363961,0.784414,-1.127872,-1.466251,0.682123,-1.115821,-1.459806,0.853915,-1.127872,-1.466251,0.682123,-1.115821,-1.525384,0.725001,-1.115821,-1.525384,0.725001,-1.115821,-1.572255,0.890347,-1.127872,-1.459806,0.853915,-1.127872,-1.572255,0.890347,-1.127872,-1.525384,0.725001,-1.115821,-1.594675,0.747421,-1.115821,-1.69052,0.890347,-1.127872,-1.594675,0.747421,-1.115821,-1.66782,0.747421,-1.115821,-1.594675,0.747421,-1.115821,-1.69052,0.890347,-1.127872,-1.572255,0.890347,-1.127872,-1.802899,0.853915,-1.127872,-1.66782,0.747421,-1.115821,-1.737041,0.725001,-1.115821,-1.66782,0.747421,-1.115821,-1.802899,0.853915,-1.127872,-1.69052,0.890347,-1.127872,-1.796173,0.682123,-1.115821,-1.898464,0.784414,-1.127872,-1.737041,0.725001,-1.115821,-1.737041,0.725001,-1.115821,-1.898464,0.784414,-1.127872,-1.802899,0.853915,-1.127872,-1.898464,0.784414,-1.127872,-1.796173,0.682123,-1.115821,-1.967965,0.688569,-1.127872,-1.796173,0.682123,-1.115821,-1.839051,0.622991,-1.115821,-1.967965,0.688569,-1.127872,-1.967965,0.688569,-1.127872,-1.839051,0.622991,-1.115821,-2.004397,0.57619,-1.127872,-1.839051,0.622991,-1.115821,-1.861751,0.553489,-1.115821,-2.004397,0.57619,-1.127872,-2.004397,0.457925,-1.127872,-2.004397,0.57619,-1.127872,-1.861751,0.553489,-1.115821,-2.004397,0.457925,-1.127872,-1.861751,0.553489,-1.115821,-1.861471,0.480625,-1.115821,-1.967965,0.345545,-1.127872,-1.861471,0.480625,-1.115821,-1.839051,0.411123,-1.115821,-1.861471,0.480625,-1.115821,-1.967965,0.345545,-1.127872,-2.004397,0.457925,-1.127872,-1.796173,0.352271,-1.115821,-1.967965,0.345545,-1.127872,-1.839051,0.411123,-1.115821,-1.967965,0.345545,-1.127872,-1.796173,0.352271,-1.115821,-1.898464,0.249981,-1.127872,-1.737041,0.309393,-1.115821,-1.898464,0.249981,-1.127872,-1.796173,0.352271,-1.115821,-1.898464,0.249981,-1.127872,-1.737041,0.309393,-1.115821,-1.802619,0.180479,-1.127872,-1.667539,0.286693,-1.115821,-1.690239,0.143767,-1.127872,-1.737041,0.309393,-1.115821,-1.737041,0.309393,-1.115821,-1.690239,0.143767,-1.127872,-1.802619,0.180479,-1.127872,-1.690239,0.143767,-1.127872,-1.667539,0.286693,-1.115821,-1.571975,0.144047,-1.127872,-1.667539,0.286693,-1.115821,-1.594675,0.286693,-1.115821,-1.571975,0.144047,-1.127872,-1.571975,0.144047,-1.127872,-1.594675,0.286693,-1.115821,-1.459525,0.180479,-1.127872,-1.459525,0.180479,-1.127872,-1.594675,0.286693,-1.115821,-1.525103,0.309393,-1.115821,-1.459525,0.180479,-1.127872,-1.466251,0.352271,-1.115821,-1.363961,0.249981,-1.127872,-1.466251,0.352271,-1.115821,-1.459525,0.180479,-1.127872,-1.525103,0.309393,-1.115821,-1.294459,0.345546,-1.127872,-1.466251,0.352271,-1.115821,-1.423373,0.411404,-1.115821,-1.466251,0.352271,-1.115821,-1.294459,0.345546,-1.127872,-1.363961,0.249981,-1.127872,-1.400673,0.480625,-1.115821,-1.294459,0.345546,-1.127872,-1.423373,0.411404,-1.115821,-1.294459,0.345546,-1.127872,-1.400673,0.480625,-1.115821,-1.258027,0.458205,-1.127872,-1.400673,0.55377,-1.115821,-1.258027,0.57647,-1.127872,-1.400673,0.480625,-1.115821,-1.400673,0.480625,-1.115821,-1.258027,0.57647,-1.127872,-1.258027,0.458205,-1.127872,-1.423373,0.622991,-1.115821,-1.294459,0.688849,-1.127872,-1.400673,0.55377,-1.115821,-1.258027,0.57647,-1.127872,-1.400673,0.55377,-1.115821,-1.294459,0.688849,-1.127872,-1.294459,0.688849,-1.127872,-1.466251,0.682123,-1.115821,-1.363961,0.784414,-1.127872,-1.466251,0.682123,-1.115821,-1.294459,0.688849,-1.127872,-1.423373,0.622991,-1.115821,-1.417768,0.936028,-1.115821,-1.298943,0.849712,-1.115821,-1.363961,0.784414,-1.127872,-1.417768,0.936028,-1.115821,-1.363961,0.784414,-1.127872,-1.459806,0.853915,-1.127872,-1.417768,0.936028,-1.115821,-1.572255,0.890347,-1.127872,-1.557682,0.981428,-1.115821,-1.572255,0.890347,-1.127872,-1.417768,0.936028,-1.115821,-1.459806,0.853915,-1.127872,-1.704812,0.981428,-1.115821,-1.572255,0.890347,-1.127872,-1.69052,0.890347,-1.127872,-1.572255,0.890347,-1.127872,-1.704812,0.981428,-1.115821,-1.557682,0.981428,-1.115821,-1.802899,0.853915,-1.127872,-1.704812,0.981428,-1.115821,-1.69052,0.890347,-1.127872,-1.704812,0.981428,-1.115821,-1.802899,0.853915,-1.127872,-1.844656,0.936028,-1.115821,-1.802899,0.853915,-1.127872,-1.898464,0.784414,-1.127872,-1.963761,0.849431,-1.115821,-1.802899,0.853915,-1.127872,-1.963761,0.849431,-1.115821,-1.844656,0.936028,-1.115821,-1.963761,0.849431,-1.115821,-1.898464,0.784414,-1.127872,-2.050078,0.730606,-1.115821,-1.898464,0.784414,-1.127872,-1.967965,0.688569,-1.127872,-2.050078,0.730606,-1.115821,-2.095478,0.590482,-1.115821,-2.050078,0.730606,-1.115821,-1.967965,0.688569,-1.127872,-2.095478,0.590482,-1.115821,-1.967965,0.688569,-1.127872,-2.004397,0.57619,-1.127872,-2.095478,0.443632,-1.115821,-2.095478,0.590482,-1.115821,-2.004397,0.57619,-1.127872,-2.095478,0.443632,-1.115821,-2.004397,0.57619,-1.127872,-2.004397,0.457925,-1.127872,-2.095478,0.443632,-1.115821,-1.967965,0.345545,-1.127872,-2.050078,0.303508,-1.115821,-1.967965,0.345545,-1.127872,-2.095478,0.443632,-1.115821,-2.004397,0.457925,-1.127872,-1.963481,0.184683,-1.115821,-1.967965,0.345545,-1.127872,-1.898464,0.249981,-1.127872,-1.967965,0.345545,-1.127872,-1.963481,0.184683,-1.115821,-2.050078,0.303508,-1.115821,-1.802619,0.180479,-1.127872,-1.963481,0.184683,-1.115821,-1.898464,0.249981,-1.127872,-1.963481,0.184683,-1.115821,-1.802619,0.180479,-1.127872,-1.844656,0.098087,-1.115821,-1.690239,0.143767,-1.127872,-1.844656,0.098087,-1.115821,-1.802619,0.180479,-1.127872,-1.844656,0.098087,-1.115821,-1.690239,0.143767,-1.127872,-1.704812,0.052686,-1.115821,-1.704812,0.052686,-1.115821,-1.571975,0.144047,-1.127872,-1.557682,0.052686,-1.115821,-1.571975,0.144047,-1.127872,-1.704812,0.052686,-1.115821,-1.690239,0.143767,-1.127872,-1.417768,0.098367,-1.115821,-1.557682,0.052686,-1.115821,-1.571975,0.144047,-1.127872,-1.417768,0.098367,-1.115821,-1.571975,0.144047,-1.127872,-1.459525,0.180479,-1.127872,-1.298663,0.184683,-1.115821,-1.417768,0.098367,-1.115821,-1.459525,0.180479,-1.127872,-1.298663,0.184683,-1.115821,-1.459525,0.180479,-1.127872,-1.363961,0.249981,-1.127872,-1.212347,0.303789,-1.115821,-1.363961,0.249981,-1.127872,-1.294459,0.345546,-1.127872,-1.363961,0.249981,-1.127872,-1.212347,0.303789,-1.115821,-1.298663,0.184683,-1.115821,-1.258027,0.458205,-1.127872,-1.212347,0.303789,-1.115821,-1.294459,0.345546,-1.127872,-1.212347,0.303789,-1.115821,-1.258027,0.458205,-1.127872,-1.166947,0.443632,-1.115821,-1.258027,0.458205,-1.127872,-1.258027,0.57647,-1.127872,-1.166947,0.590762,-1.115821,-1.258027,0.458205,-1.127872,-1.166947,0.590762,-1.115821,-1.166947,0.443632,-1.115821,-1.294459,0.688849,-1.127872,-1.166947,0.590762,-1.115821,-1.258027,0.57647,-1.127872,-1.166947,0.590762,-1.115821,-1.294459,0.688849,-1.127872,-1.212347,0.730606,-1.115821,-1.212347,0.730606,-1.115821,-1.363961,0.784414,-1.127872,-1.298943,0.849712,-1.115821,-1.363961,0.784414,-1.127872,-1.212347,0.730606,-1.115821,-1.294459,0.688849,-1.127872,-1.287453,0.860921,-1.066777,-1.417768,0.936028,-1.115821,-1.410482,0.950321,-1.066777,-1.417768,0.936028,-1.115821,-1.287453,0.860921,-1.066777,-1.298943,0.849712,-1.115821,-1.410482,0.950321,-1.066777,-1.557682,0.981428,-1.115821,-1.55516,0.997122,-1.066777,-1.557682,0.981428,-1.115821,-1.410482,0.950321,-1.066777,-1.417768,0.936028,-1.115821,-1.707335,0.997122,-1.066777,-1.557682,0.981428,-1.115821,-1.704812,0.981428,-1.115821,-1.557682,0.981428,-1.115821,-1.707335,0.997122,-1.066777,-1.55516,0.997122,-1.066777,-1.851943,0.95032,-1.066777,-1.704812,0.981428,-1.115821,-1.844656,0.936028,-1.115821,-1.704812,0.981428,-1.115821,-1.851943,0.95032,-1.066777,-1.707335,0.997122,-1.066777,-1.963761,0.849431,-1.115821,-1.851943,0.95032,-1.066777,-1.844656,0.936028,-1.115821,-1.851943,0.95032,-1.066777,-1.963761,0.849431,-1.115821,-1.974971,0.860641,-1.066777,-2.050078,0.730606,-1.115821,-1.974971,0.860641,-1.066777,-1.963761,0.849431,-1.115821,-1.974971,0.860641,-1.066777,-2.050078,0.730606,-1.115821,-2.064371,0.737612,-1.066777,-2.111452,0.593004,-1.066777,-2.050078,0.730606,-1.115821,-2.095478,0.590482,-1.115821,-2.050078,0.730606,-1.115821,-2.111452,0.593004,-1.066777,-2.064371,0.737612,-1.066777,-2.111172,0.44111,-1.066777,-2.095478,0.590482,-1.115821,-2.095478,0.443632,-1.115821,-2.095478,0.590482,-1.115821,-2.111172,0.44111,-1.066777,-2.111452,0.593004,-1.066777,-2.06437,0.296502,-1.066777,-2.095478,0.443632,-1.115821,-2.050078,0.303508,-1.115821,-2.095478,0.443632,-1.115821,-2.06437,0.296502,-1.066777,-2.111172,0.44111,-1.066777,-1.963481,0.184683,-1.115821,-2.06437,0.296502,-1.066777,-2.050078,0.303508,-1.115821,-2.06437,0.296502,-1.066777,-1.963481,0.184683,-1.115821,-1.974971,0.173473,-1.066777,-1.844656,0.098087,-1.115821,-1.974971,0.173473,-1.066777,-1.963481,0.184683,-1.115821,-1.974971,0.173473,-1.066777,-1.844656,0.098087,-1.115821,-1.851943,0.084074,-1.066777,-1.707054,0.036992,-1.066777,-1.844656,0.098087,-1.115821,-1.704812,0.052686,-1.115821,-1.844656,0.098087,-1.115821,-1.707054,0.036992,-1.066777,-1.851943,0.084074,-1.066777,-1.55516,0.036992,-1.066777,-1.704812,0.052686,-1.115821,-1.557682,0.052686,-1.115821,-1.704812,0.052686,-1.115821,-1.55516,0.036992,-1.066777,-1.707054,0.036992,-1.066777,-1.410482,0.084074,-1.066777,-1.557682,0.052686,-1.115821,-1.417768,0.098367,-1.115821,-1.557682,0.052686,-1.115821,-1.410482,0.084074,-1.066777,-1.55516,0.036992,-1.066777,-1.298663,0.184683,-1.115821,-1.410482,0.084074,-1.066777,-1.417768,0.098367,-1.115821,-1.410482,0.084074,-1.066777,-1.298663,0.184683,-1.115821,-1.287453,0.173473,-1.066777,-1.212347,0.303789,-1.115821,-1.287453,0.173473,-1.066777,-1.298663,0.184683,-1.115821,-1.287453,0.173473,-1.066777,-1.212347,0.303789,-1.115821,-1.198054,0.296502,-1.066777,-1.166947,0.443632,-1.115821,-1.198054,0.296502,-1.066777,-1.212347,0.303789,-1.115821,-1.198054,0.296502,-1.066777,-1.166947,0.443632,-1.115821,-1.150972,0.44111,-1.066777,-1.150972,0.593285,-1.066777,-1.150972,0.44111,-1.066777,-1.166947,0.443632,-1.115821,-1.166947,0.443632,-1.115821,-1.166947,0.590762,-1.115821,-1.150972,0.593285,-1.066777,-1.198054,0.737893,-1.066777,-1.150972,0.593285,-1.066777,-1.166947,0.590762,-1.115821,-1.166947,0.590762,-1.115821,-1.212347,0.730606,-1.115821,-1.198054,0.737893,-1.066777,-1.198054,0.737893,-1.066777,-1.298943,0.849712,-1.115821,-1.287453,0.860921,-1.066777,-1.298943,0.849712,-1.115821,-1.198054,0.737893,-1.066777,-1.212347,0.730606,-1.115821,-1.287453,0.860921,-0.929736,-1.287453,0.860921,-1.066777,-1.410482,0.950321,-0.929736,-1.410482,0.950321,-1.066777,-1.410482,0.950321,-0.929736,-1.410482,0.950321,-1.066777,-1.55516,0.997122,-0.929736,-1.55516,0.997122,-1.066777,-1.707335,0.997122,-0.929736,-1.55516,0.997122,-1.066777,-1.707335,0.997122,-1.066777,-1.55516,0.997122,-0.929736,-1.851943,0.95032,-0.929736,-1.707335,0.997122,-1.066777,-1.851943,0.95032,-1.066777,-1.707335,0.997122,-0.929736,-1.974971,0.860641,-0.929736,-1.851943,0.95032,-1.066777,-1.974971,0.860641,-1.066777,-1.851943,0.95032,-0.929736,-2.064371,0.737612,-0.929736,-1.974971,0.860641,-1.066777,-2.064371,0.737612,-1.066777,-1.974971,0.860641,-0.929736,-2.111452,0.593004,-0.929736,-2.064371,0.737612,-1.066777,-2.111452,0.593004,-1.066777,-2.064371,0.737612,-0.929736,-2.111172,0.44111,-0.929736,-2.111452,0.593004,-1.066777,-2.111172,0.44111,-1.066777,-2.111452,0.593004,-0.929736,-2.06437,0.296502,-0.929736,-2.111172,0.44111,-1.066777,-2.06437,0.296502,-1.066777,-2.111172,0.44111,-0.929736,-1.974971,0.173473,-0.929736,-2.06437,0.296502,-1.066777,-1.974971,0.173473,-1.066777,-2.06437,0.296502,-0.929736,-1.851943,0.084074,-0.929736,-1.974971,0.173473,-1.066777,-1.851943,0.084074,-1.066777,-1.974971,0.173473,-0.929736,-1.707054,0.036992,-0.929736,-1.851943,0.084074,-1.066777,-1.707054,0.036992,-1.066777,-1.851943,0.084074,-0.929736,-1.55516,0.036992,-0.929736,-1.707054,0.036992,-1.066777,-1.55516,0.036992,-1.066777,-1.707054,0.036992,-0.929736,-1.410482,0.084074,-0.929736,-1.55516,0.036992,-1.066777,-1.410482,0.084074,-1.066777,-1.55516,0.036992,-0.929736,-1.287453,0.173473,-0.929736,-1.410482,0.084074,-1.066777,-1.287453,0.173473,-1.066777,-1.410482,0.084074,-0.929736,-1.198054,0.296502,-0.929736,-1.287453,0.173473,-1.066777,-1.198054,0.296502,-1.066777,-1.287453,0.173473,-0.929736,-1.150972,0.44111,-0.929736,-1.198054,0.296502,-1.066777,-1.150972,0.44111,-1.066777,-1.198054,0.296502,-0.929736,-1.150972,0.44111,-0.929736,-1.150972,0.44111,-1.066777,-1.150972,0.593285,-0.929736,-1.150972,0.593285,-1.066777,-1.150972,0.593285,-0.929736,-1.150972,0.593285,-1.066777,-1.198054,0.737893,-0.929736,-1.198054,0.737893,-1.066777,-1.198054,0.737893,-0.929736,-1.198054,0.737893,-1.066777,-1.287453,0.860921,-0.929736,-1.287453,0.860921,-1.066777,-1.417768,0.936028,-0.880693,-1.298943,0.849712,-0.880693,-1.287453,0.860921,-0.929736,-1.287453,0.860921,-0.929736,-1.410482,0.950321,-0.929736,-1.417768,0.936028,-0.880693,-1.557682,0.981428,-0.880693,-1.417768,0.936028,-0.880693,-1.410482,0.950321,-0.929736,-1.410482,0.950321,-0.929736,-1.55516,0.997122,-0.929736,-1.557682,0.981428,-0.880693,-1.707335,0.997122,-0.929736,-1.557682,0.981428,-0.880693,-1.55516,0.997122,-0.929736,-1.557682,0.981428,-0.880693,-1.707335,0.997122,-0.929736,-1.704812,0.981428,-0.880693,-1.851943,0.95032,-0.929736,-1.704812,0.981428,-0.880693,-1.707335,0.997122,-0.929736,-1.704812,0.981428,-0.880693,-1.851943,0.95032,-0.929736,-1.844656,0.936028,-0.880693,-1.963762,0.849431,-0.880693,-1.851943,0.95032,-0.929736,-1.974971,0.860641,-0.929736,-1.851943,0.95032,-0.929736,-1.963762,0.849431,-0.880693,-1.844656,0.936028,-0.880693,-2.050078,0.730606,-0.880693,-1.974971,0.860641,-0.929736,-2.064371,0.737612,-0.929736,-1.974971,0.860641,-0.929736,-2.050078,0.730606,-0.880693,-1.963762,0.849431,-0.880693,-2.111452,0.593004,-0.929736,-2.050078,0.730606,-0.880693,-2.064371,0.737612,-0.929736,-2.050078,0.730606,-0.880693,-2.111452,0.593004,-0.929736,-2.095478,0.590482,-0.880693,-2.111172,0.44111,-0.929736,-2.095478,0.590482,-0.880693,-2.111452,0.593004,-0.929736,-2.095478,0.590482,-0.880693,-2.111172,0.44111,-0.929736,-2.095478,0.443632,-0.880693,-2.06437,0.296502,-0.929736,-2.095478,0.443632,-0.880693,-2.111172,0.44111,-0.929736,-2.095478,0.443632,-0.880693,-2.06437,0.296502,-0.929736,-2.050078,0.303508,-0.880693,-1.963481,0.184683,-0.880693,-2.06437,0.296502,-0.929736,-1.974971,0.173473,-0.929736,-2.06437,0.296502,-0.929736,-1.963481,0.184683,-0.880693,-2.050078,0.303508,-0.880693,-1.844656,0.098087,-0.880693,-1.974971,0.173473,-0.929736,-1.851943,0.084074,-0.929736,-1.974971,0.173473,-0.929736,-1.844656,0.098087,-0.880693,-1.963481,0.184683,-0.880693,-1.707054,0.036992,-0.929736,-1.844656,0.098087,-0.880693,-1.851943,0.084074,-0.929736,-1.844656,0.098087,-0.880693,-1.707054,0.036992,-0.929736,-1.704812,0.052686,-0.880693,-1.55516,0.036992,-0.929736,-1.704812,0.052686,-0.880693,-1.707054,0.036992,-0.929736,-1.704812,0.052686,-0.880693,-1.55516,0.036992,-0.929736,-1.557682,0.052686,-0.880693,-1.410482,0.084074,-0.929736,-1.557682,0.052686,-0.880693,-1.55516,0.036992,-0.929736,-1.557682,0.052686,-0.880693,-1.410482,0.084074,-0.929736,-1.417768,0.098367,-0.880693,-1.298663,0.184683,-0.880693,-1.410482,0.084074,-0.929736,-1.287453,0.173473,-0.929736,-1.410482,0.084074,-0.929736,-1.298663,0.184683,-0.880693,-1.417768,0.098367,-0.880693,-1.212347,0.303789,-0.880693,-1.287453,0.173473,-0.929736,-1.198054,0.296502,-0.929736,-1.287453,0.173473,-0.929736,-1.212347,0.303789,-0.880693,-1.298663,0.184683,-0.880693,-1.166947,0.443632,-0.880693,-1.198054,0.296502,-0.929736,-1.150972,0.44111,-0.929736,-1.198054,0.296502,-0.929736,-1.166947,0.443632,-0.880693,-1.212347,0.303789,-0.880693,-1.166947,0.443632,-0.880693,-1.150972,0.593285,-0.929736,-1.166947,0.590762,-0.880693,-1.150972,0.593285,-0.929736,-1.166947,0.443632,-0.880693,-1.150972,0.44111,-0.929736,-1.166947,0.590762,-0.880693,-1.198054,0.737893,-0.929736,-1.212347,0.730606,-0.880693,-1.198054,0.737893,-0.929736,-1.166947,0.590762,-0.880693,-1.150972,0.593285,-0.929736,-1.298943,0.849712,-0.880693,-1.212347,0.730606,-0.880693,-1.198054,0.737893,-0.929736,-1.198054,0.737893,-0.929736,-1.287453,0.860921,-0.929736,-1.298943,0.849712,-0.880693,-1.525384,0.725001,-1.051644,-1.466251,0.682123,-1.051644,-1.631107,0.517057,-1.051644,-1.594675,0.747421,-1.051644,-1.423373,0.622991,-1.051644,-1.400673,0.55377,-1.051644,-1.400673,0.480625,-1.051644,-1.423373,0.411404,-1.051644,-1.466251,0.352271,-1.051644,-1.525103,0.309393,-1.051644,-1.594675,0.286693,-1.051644,-1.667539,0.286693,-1.051644,-1.737041,0.309393,-1.051644,-1.796173,0.352271,-1.051644,-1.839051,0.411123,-1.051644,-1.861471,0.480625,-1.051644,-1.861751,0.553489,-1.051644,-1.839051,0.622991,-1.051644,-1.796173,0.682123,-1.051644,-1.737041,0.725001,-1.051644,-1.66782,0.747421,-1.051644,-1.594675,0.747421,-1.051644,-1.417768,0.936028,-0.880693,-1.631107,0.517057,-0.880693,-1.298943,0.849712,-0.880693,-1.557682,0.981428,-0.880693,-1.704812,0.981428,-0.880693,-1.844656,0.936028,-0.880693,-1.963762,0.849431,-0.880693,-2.050078,0.730606,-0.880693,-2.095478,0.590482,-0.880693,-2.095478,0.443632,-0.880693,-2.050078,0.303508,-0.880693,-1.963481,0.184683,-0.880693,-1.844656,0.098087,-0.880693,-1.704812,0.052686,-0.880693,-1.557682,0.052686,-0.880693,-1.417768,0.098367,-0.880693,-1.298663,0.184683,-0.880693,-1.212347,0.303789,-0.880693,-1.166947,0.443632,-0.880693,-1.166947,0.590762,-0.880693,-1.212347,0.730606,-0.880693,-1.466251,0.682123,-1.051644,-1.525384,0.725001,-1.115821,-1.466251,0.682123,-1.115821,-1.525384,0.725001,-1.051644,-1.525384,0.725001,-1.051644,-1.594675,0.747421,-1.115821,-1.525384,0.725001,-1.115821,-1.594675,0.747421,-1.051644,-1.594675,0.747421,-1.051644,-1.66782,0.747421,-1.115821,-1.594675,0.747421,-1.115821,-1.66782,0.747421,-1.051644,-1.66782,0.747421,-1.051644,-1.737041,0.725001,-1.115821,-1.66782,0.747421,-1.115821,-1.737041,0.725001,-1.051644,-1.737041,0.725001,-1.051644,-1.796173,0.682123,-1.115821,-1.737041,0.725001,-1.115821,-1.796173,0.682123,-1.051644,-1.796173,0.682123,-1.051644,-1.839051,0.622991,-1.115821,-1.796173,0.682123,-1.115821,-1.839051,0.622991,-1.051644,-1.861751,0.553489,-1.051644,-1.861751,0.553489,-1.115821,-1.839051,0.622991,-1.051644,-1.839051,0.622991,-1.115821,-1.861471,0.480625,-1.051644,-1.861471,0.480625,-1.115821,-1.861751,0.553489,-1.051644,-1.861751,0.553489,-1.115821,-1.839051,0.411123,-1.051644,-1.839051,0.411123,-1.115821,-1.861471,0.480625,-1.051644,-1.861471,0.480625,-1.115821,-1.796173,0.352271,-1.051644,-1.796173,0.352271,-1.115821,-1.839051,0.411123,-1.051644,-1.839051,0.411123,-1.115821,-1.737041,0.309393,-1.051644,-1.737041,0.309393,-1.115821,-1.796173,0.352271,-1.051644,-1.796173,0.352271,-1.115821,-1.737041,0.309393,-1.051644,-1.667539,0.286693,-1.115821,-1.737041,0.309393,-1.115821,-1.667539,0.286693,-1.051644,-1.667539,0.286693,-1.051644,-1.594675,0.286693,-1.115821,-1.667539,0.286693,-1.115821,-1.594675,0.286693,-1.051644,-1.594675,0.286693,-1.051644,-1.525103,0.309393,-1.115821,-1.594675,0.286693,-1.115821,-1.525103,0.309393,-1.051644,-1.525103,0.309393,-1.051644,-1.466251,0.352271,-1.115821,-1.525103,0.309393,-1.115821,-1.466251,0.352271,-1.051644,-1.466251,0.352271,-1.051644,-1.423373,0.411404,-1.115821,-1.466251,0.352271,-1.115821,-1.423373,0.411404,-1.051644,-1.423373,0.411404,-1.051644,-1.400673,0.480625,-1.115821,-1.423373,0.411404,-1.115821,-1.400673,0.480625,-1.051644,-1.400673,0.480625,-1.051644,-1.400673,0.55377,-1.115821,-1.400673,0.480625,-1.115821,-1.400673,0.55377,-1.051644,-1.400673,0.55377,-1.051644,-1.423373,0.622991,-1.115821,-1.400673,0.55377,-1.115821,-1.423373,0.622991,-1.051644,-1.423373,0.622991,-1.051644,-1.466251,0.682123,-1.115821,-1.423373,0.622991,-1.115821,-1.466251,0.682123,-1.051644,1.960131,0.518179,-1.04716,1.83535,0.733409,-1.115541,1.908005,0.761434,-1.115541,1.716525,0.466052,-1.115541,1.712322,0.543961,-1.04716,1.716525,0.466052,-1.04716,1.712322,0.543961,-1.115541,1.712322,0.543961,-1.115541,1.732499,0.619068,-1.04716,1.712322,0.543961,-1.04716,1.732499,0.619068,-1.115541,1.732499,0.619068,-1.115541,1.774817,0.684366,-1.04716,1.732499,0.619068,-1.04716,1.774817,0.684366,-1.115541,1.774817,0.684366,-1.115541,1.83535,0.733409,-1.04716,1.774817,0.684366,-1.04716,1.83535,0.733409,-1.115541,1.83535,0.733409,-1.115541,1.908005,0.761434,-1.04716,1.83535,0.733409,-1.04716,1.908005,0.761434,-1.04716,1.83535,0.733409,-1.115541,1.908005,0.761434,-1.115541,1.908005,0.761434,-1.115541,1.985633,0.765638,-1.04716,1.908005,0.761434,-1.04716,1.985633,0.765638,-1.04716,1.908005,0.761434,-1.115541,1.985633,0.765638,-1.115541,1.985633,0.765638,-1.115541,2.06102,0.74546,-1.04716,1.985633,0.765638,-1.04716,2.06102,0.74546,-1.115541,2.06102,0.74546,-1.115541,2.126318,0.703142,-1.04716,2.06102,0.74546,-1.04716,2.126318,0.703142,-1.115541,2.126318,0.703142,-1.115541,2.175361,0.642889,-1.04716,2.126318,0.703142,-1.04716,2.175361,0.642889,-1.115541,2.175361,0.642889,-1.115541,2.203386,0.570024,-1.115541,2.203386,0.570024,-1.04716,2.175361,0.642889,-1.04716,2.203386,0.570024,-1.115541,2.20759,0.492396,-1.115541,2.20759,0.492396,-1.04716,2.203386,0.570024,-1.04716,2.20759,0.492396,-1.115541,2.187412,0.417289,-1.115541,2.187412,0.417289,-1.04716,2.20759,0.492396,-1.04716,2.187412,0.417289,-1.115541,2.145094,0.351711,-1.115541,2.145094,0.351711,-1.04716,2.187412,0.417289,-1.04716,2.145094,0.351711,-1.115541,2.084561,0.302668,-1.115541,2.084561,0.302668,-1.04716,2.145094,0.351711,-1.04716,2.084561,0.302668,-1.115541,2.011977,0.274923,-1.04716,2.084561,0.302668,-1.04716,2.011977,0.274923,-1.115541,2.011977,0.274923,-1.115541,1.934348,0.27072,-1.04716,2.011977,0.274923,-1.04716,1.934348,0.27072,-1.115541,1.934348,0.27072,-1.115541,1.858891,0.290617,-1.04716,1.934348,0.27072,-1.04716,1.858891,0.290617,-1.115541,1.858891,0.290617,-1.115541,1.793593,0.332935,-1.04716,1.858891,0.290617,-1.04716,1.793593,0.332935,-1.115541,1.793593,0.332935,-1.115541,1.74455,0.393468,-1.04716,1.793593,0.332935,-1.04716,1.74455,0.393468,-1.115541,1.74455,0.393468,-1.115541,1.716525,0.466052,-1.04716,1.74455,0.393468,-1.04716,1.716525,0.466052,-1.115541,1.469627,0.413366,-0.864999,1.960131,0.518179,-0.864999,1.461219,0.570024,-0.864999,1.525957,0.266796,-0.864999,1.624884,0.145169,-0.864999,1.756601,0.059693,-0.864999,1.908005,0.019337,-0.864999,2.064944,0.027745,-0.864999,2.211233,0.084075,-0.864999,2.333141,0.183002,-0.864999,2.418336,0.314719,-0.864999,2.458692,0.466333,-0.864999,2.450565,0.622991,-0.864999,2.393955,0.769281,-0.864999,2.295027,0.891189,-0.864999,2.163591,0.976384,-0.864999,2.011976,1.01702,-0.864999,1.855248,1.008613,-0.864999,1.708678,0.952283,-0.864999,1.58677,0.853355,-0.864999,1.501575,0.721639,-0.864999,1.716525,0.466052,-1.04716,1.712322,0.543961,-1.04716,1.960131,0.518179,-1.04716,1.74455,0.393468,-1.04716,1.793593,0.332935,-1.04716,1.858891,0.290617,-1.04716,1.934348,0.27072,-1.04716,2.011977,0.274923,-1.04716,2.084561,0.302668,-1.04716,2.145094,0.351711,-1.04716,2.187412,0.417289,-1.04716,2.20759,0.492396,-1.04716,1.732499,0.619068,-1.04716,1.774817,0.684366,-1.04716,1.83535,0.733409,-1.04716,1.908005,0.761434,-1.04716,1.985633,0.765638,-1.04716,2.06102,0.74546,-1.04716,2.126318,0.703142,-1.04716,2.175361,0.642889,-1.04716,2.203386,0.570024,-1.04716,2.20759,0.492396,-1.04716,1.444124,0.571706,-0.917125,1.452812,0.409723,-0.917125,1.469627,0.413366,-0.864999,1.469627,0.413366,-0.864999,1.461219,0.570024,-0.864999,1.444124,0.571706,-0.917125,1.444124,0.571706,-0.917125,1.501575,0.721639,-0.864999,1.485881,0.728365,-0.917125,1.501575,0.721639,-0.864999,1.444124,0.571706,-0.917125,1.461219,0.570024,-0.864999,1.485881,0.728365,-0.917125,1.58677,0.853355,-0.864999,1.574159,0.864565,-0.917125,1.58677,0.853355,-0.864999,1.485881,0.728365,-0.917125,1.501575,0.721639,-0.864999,1.700271,0.966856,-0.917125,1.58677,0.853355,-0.864999,1.708678,0.952283,-0.864999,1.58677,0.853355,-0.864999,1.700271,0.966856,-0.917125,1.574159,0.864565,-0.917125,1.851605,1.025147,-0.917125,1.708678,0.952283,-0.864999,1.855248,1.008613,-0.864999,1.708678,0.952283,-0.864999,1.851605,1.025147,-0.917125,1.700271,0.966856,-0.917125,2.013658,1.033835,-0.917125,1.855248,1.008613,-0.864999,2.011976,1.01702,-0.864999,1.855248,1.008613,-0.864999,2.013658,1.033835,-0.917125,1.851605,1.025147,-0.917125,2.163591,0.976384,-0.864999,2.013658,1.033835,-0.917125,2.011976,1.01702,-0.864999,2.013658,1.033835,-0.917125,2.163591,0.976384,-0.864999,2.170317,0.992078,-0.917125,2.295027,0.891189,-0.864999,2.170317,0.992078,-0.917125,2.163591,0.976384,-0.864999,2.170317,0.992078,-0.917125,2.295027,0.891189,-0.864999,2.306517,0.9038,-0.917125,2.393955,0.769281,-0.864999,2.306517,0.9038,-0.917125,2.295027,0.891189,-0.864999,2.306517,0.9038,-0.917125,2.393955,0.769281,-0.864999,2.408808,0.777968,-0.917125,2.467099,0.626635,-0.917125,2.393955,0.769281,-0.864999,2.450565,0.622991,-0.864999,2.393955,0.769281,-0.864999,2.467099,0.626635,-0.917125,2.408808,0.777968,-0.917125,2.475787,0.464371,-0.917125,2.450565,0.622991,-0.864999,2.458692,0.466333,-0.864999,2.450565,0.622991,-0.864999,2.475787,0.464371,-0.917125,2.467099,0.626635,-0.917125,2.418336,0.314719,-0.864999,2.475787,0.464371,-0.917125,2.458692,0.466333,-0.864999,2.475787,0.464371,-0.917125,2.418336,0.314719,-0.864999,2.43403,0.307712,-0.917125,2.333141,0.183002,-0.864999,2.43403,0.307712,-0.917125,2.418336,0.314719,-0.864999,2.43403,0.307712,-0.917125,2.333141,0.183002,-0.864999,2.345752,0.171512,-0.917125,2.211233,0.084075,-0.864999,2.345752,0.171512,-0.917125,2.333141,0.183002,-0.864999,2.345752,0.171512,-0.917125,2.211233,0.084075,-0.864999,2.21964,0.069502,-0.917125,2.068307,0.01093,-0.917125,2.211233,0.084075,-0.864999,2.064944,0.027745,-0.864999,2.211233,0.084075,-0.864999,2.068307,0.01093,-0.917125,2.21964,0.069502,-0.917125,1.906323,0.002522,-0.917125,2.064944,0.027745,-0.864999,1.908005,0.019337,-0.864999,2.064944,0.027745,-0.864999,1.906323,0.002522,-0.917125,2.068307,0.01093,-0.917125,1.756601,0.059693,-0.864999,1.906323,0.002522,-0.917125,1.908005,0.019337,-0.864999,1.906323,0.002522,-0.917125,1.756601,0.059693,-0.864999,1.749594,0.044279,-0.917125,1.624884,0.145169,-0.864999,1.749594,0.044279,-0.917125,1.756601,0.059693,-0.864999,1.749594,0.044279,-0.917125,1.624884,0.145169,-0.864999,1.613394,0.132277,-0.917125,1.511104,0.258389,-0.917125,1.613394,0.132277,-0.917125,1.624884,0.145169,-0.864999,1.624884,0.145169,-0.864999,1.525957,0.266796,-0.864999,1.511104,0.258389,-0.917125,1.452812,0.409723,-0.917125,1.511104,0.258389,-0.917125,1.525957,0.266796,-0.864999,1.525957,0.266796,-0.864999,1.469627,0.413366,-0.864999,1.452812,0.409723,-0.917125,1.444124,0.571706,-1.063414,1.452812,0.409723,-1.063414,1.452812,0.409723,-0.917125,1.444124,0.571706,-0.917125,1.485881,0.728365,-1.063414,1.444124,0.571706,-1.063414,1.444124,0.571706,-0.917125,1.485881,0.728365,-0.917125,1.574159,0.864565,-1.063414,1.485881,0.728365,-1.063414,1.485881,0.728365,-0.917125,1.574159,0.864565,-0.917125,1.700271,0.966856,-1.063414,1.574159,0.864565,-0.917125,1.700271,0.966856,-0.917125,1.574159,0.864565,-1.063414,1.851605,1.025147,-1.063414,1.700271,0.966856,-0.917125,1.851605,1.025147,-0.917125,1.700271,0.966856,-1.063414,2.013658,1.033835,-1.063414,1.851605,1.025147,-0.917125,2.013658,1.033835,-0.917125,1.851605,1.025147,-1.063414,2.170317,0.992078,-1.063414,2.013658,1.033835,-0.917125,2.170317,0.992078,-0.917125,2.013658,1.033835,-1.063414,2.306517,0.9038,-1.063414,2.170317,0.992078,-0.917125,2.306517,0.9038,-0.917125,2.170317,0.992078,-1.063414,2.408808,0.777968,-1.063414,2.306517,0.9038,-0.917125,2.408808,0.777968,-0.917125,2.306517,0.9038,-1.063414,2.467099,0.626635,-1.063414,2.408808,0.777968,-0.917125,2.467099,0.626635,-0.917125,2.408808,0.777968,-1.063414,2.475787,0.464371,-1.063414,2.467099,0.626635,-0.917125,2.475787,0.464371,-0.917125,2.467099,0.626635,-1.063414,2.43403,0.307712,-1.063414,2.475787,0.464371,-0.917125,2.43403,0.307712,-0.917125,2.475787,0.464371,-1.063414,2.345752,0.171512,-1.063414,2.43403,0.307712,-0.917125,2.345752,0.171512,-0.917125,2.43403,0.307712,-1.063414,2.21964,0.069502,-1.063415,2.345752,0.171512,-0.917125,2.21964,0.069502,-0.917125,2.345752,0.171512,-1.063414,2.068307,0.01093,-1.063415,2.21964,0.069502,-0.917125,2.068307,0.01093,-0.917125,2.21964,0.069502,-1.063415,1.906323,0.002522,-1.063415,2.068307,0.01093,-0.917125,1.906323,0.002522,-0.917125,2.068307,0.01093,-1.063415,1.749594,0.044279,-1.063415,1.906323,0.002522,-0.917125,1.749594,0.044279,-0.917125,1.906323,0.002522,-1.063415,1.613394,0.132277,-1.063414,1.749594,0.044279,-0.917125,1.613394,0.132277,-0.917125,1.749594,0.044279,-1.063415,1.511104,0.258389,-1.063414,1.613394,0.132277,-1.063414,1.613394,0.132277,-0.917125,1.511104,0.258389,-0.917125,1.452812,0.409723,-1.063414,1.511104,0.258389,-1.063414,1.511104,0.258389,-0.917125,1.452812,0.409723,-0.917125,1.469627,0.413366,-1.115541,1.444124,0.571706,-1.063414,1.461219,0.570024,-1.115541,1.444124,0.571706,-1.063414,1.469627,0.413366,-1.115541,1.452812,0.409723,-1.063414,1.501575,0.721639,-1.115541,1.461219,0.570024,-1.115541,1.444124,0.571706,-1.063414,1.444124,0.571706,-1.063414,1.485881,0.728365,-1.063414,1.501575,0.721639,-1.115541,1.58677,0.853355,-1.115541,1.501575,0.721639,-1.115541,1.485881,0.728365,-1.063414,1.485881,0.728365,-1.063414,1.574159,0.864565,-1.063414,1.58677,0.853355,-1.115541,1.700271,0.966856,-1.063414,1.58677,0.853355,-1.115541,1.574159,0.864565,-1.063414,1.58677,0.853355,-1.115541,1.700271,0.966856,-1.063414,1.708678,0.952283,-1.115541,1.851605,1.025147,-1.063414,1.708678,0.952283,-1.115541,1.700271,0.966856,-1.063414,1.708678,0.952283,-1.115541,1.851605,1.025147,-1.063414,1.855248,1.008613,-1.115541,2.013658,1.033835,-1.063414,1.855248,1.008613,-1.115541,1.851605,1.025147,-1.063414,1.855248,1.008613,-1.115541,2.013658,1.033835,-1.063414,2.011976,1.01702,-1.115541,2.163591,0.976384,-1.115541,2.013658,1.033835,-1.063414,2.170317,0.992078,-1.063414,2.013658,1.033835,-1.063414,2.163591,0.976384,-1.115541,2.011976,1.01702,-1.115541,2.295027,0.891189,-1.115541,2.170317,0.992078,-1.063414,2.306517,0.9038,-1.063414,2.170317,0.992078,-1.063414,2.295027,0.891189,-1.115541,2.163591,0.976384,-1.115541,2.393955,0.769281,-1.115541,2.306517,0.9038,-1.063414,2.408808,0.777968,-1.063414,2.306517,0.9038,-1.063414,2.393955,0.769281,-1.115541,2.295027,0.891189,-1.115541,2.467099,0.626635,-1.063414,2.393955,0.769281,-1.115541,2.408808,0.777968,-1.063414,2.393955,0.769281,-1.115541,2.467099,0.626635,-1.063414,2.450565,0.622991,-1.115541,2.475787,0.464371,-1.063414,2.450565,0.622991,-1.115541,2.467099,0.626635,-1.063414,2.450565,0.622991,-1.115541,2.475787,0.464371,-1.063414,2.458692,0.466333,-1.115541,2.418336,0.314719,-1.115541,2.475787,0.464371,-1.063414,2.43403,0.307712,-1.063414,2.475787,0.464371,-1.063414,2.418336,0.314719,-1.115541,2.458692,0.466333,-1.115541,2.333141,0.183002,-1.115541,2.43403,0.307712,-1.063414,2.345752,0.171512,-1.063414,2.43403,0.307712,-1.063414,2.333141,0.183002,-1.115541,2.418336,0.314719,-1.115541,2.211233,0.084075,-1.115541,2.345752,0.171512,-1.063414,2.21964,0.069502,-1.063415,2.345752,0.171512,-1.063414,2.211233,0.084075,-1.115541,2.333141,0.183002,-1.115541,2.068307,0.01093,-1.063415,2.211233,0.084075,-1.115541,2.21964,0.069502,-1.063415,2.211233,0.084075,-1.115541,2.068307,0.01093,-1.063415,2.064944,0.027745,-1.115541,1.906323,0.002522,-1.063415,2.064944,0.027745,-1.115541,2.068307,0.01093,-1.063415,2.064944,0.027745,-1.115541,1.906323,0.002522,-1.063415,1.908005,0.019337,-1.115541,1.756601,0.059693,-1.115541,1.906323,0.002522,-1.063415,1.749594,0.044279,-1.063415,1.906323,0.002522,-1.063415,1.756601,0.059693,-1.115541,1.908005,0.019337,-1.115541,1.624884,0.145169,-1.115541,1.749594,0.044279,-1.063415,1.613394,0.132277,-1.063414,1.749594,0.044279,-1.063415,1.624884,0.145169,-1.115541,1.756601,0.059693,-1.115541,1.624884,0.145169,-1.115541,1.511104,0.258389,-1.063414,1.525957,0.266796,-1.115541,1.511104,0.258389,-1.063414,1.624884,0.145169,-1.115541,1.613394,0.132277,-1.063414,1.525957,0.266796,-1.115541,1.452812,0.409723,-1.063414,1.469627,0.413366,-1.115541,1.452812,0.409723,-1.063414,1.525957,0.266796,-1.115541,1.511104,0.258389,-1.063414,1.565752,0.433824,-1.128432,1.461219,0.570024,-1.115541,1.559026,0.559936,-1.128432,1.461219,0.570024,-1.115541,1.565752,0.433824,-1.128432,1.469627,0.413366,-1.115541,1.501575,0.721639,-1.115541,1.559026,0.559936,-1.128432,1.461219,0.570024,-1.115541,1.559026,0.559936,-1.128432,1.501575,0.721639,-1.115541,1.591535,0.681563,-1.128432,1.660195,0.787497,-1.128432,1.501575,0.721639,-1.115541,1.58677,0.853355,-1.115541,1.660195,0.787497,-1.128432,1.591535,0.681563,-1.128432,1.501575,0.721639,-1.115541,1.708678,0.952283,-1.115541,1.660195,0.787497,-1.128432,1.58677,0.853355,-1.115541,1.660195,0.787497,-1.128432,1.708678,0.952283,-1.115541,1.758002,0.867087,-1.128432,1.875706,0.912207,-1.128432,1.708678,0.952283,-1.115541,1.855248,1.008613,-1.115541,1.708678,0.952283,-1.115541,1.875706,0.912207,-1.128432,1.758002,0.867087,-1.128432,1.875706,0.912207,-1.128432,2.011976,1.01702,-1.115541,2.001607,0.919213,-1.128432,2.011976,1.01702,-1.115541,1.875706,0.912207,-1.128432,1.855248,1.008613,-1.115541,2.011976,1.01702,-1.115541,2.123515,0.886705,-1.128432,2.001607,0.919213,-1.128432,2.011976,1.01702,-1.115541,2.163591,0.976384,-1.115541,2.123515,0.886705,-1.128432,2.229449,0.818044,-1.128432,2.123515,0.886705,-1.128432,2.163591,0.976384,-1.115541,2.295027,0.891189,-1.115541,2.229449,0.818044,-1.128432,2.163591,0.976384,-1.115541,2.308759,0.719957,-1.128432,2.295027,0.891189,-1.115541,2.393955,0.769281,-1.115541,2.308759,0.719957,-1.128432,2.229449,0.818044,-1.128432,2.295027,0.891189,-1.115541,2.450565,0.622991,-1.115541,2.308759,0.719957,-1.128432,2.393955,0.769281,-1.115541,2.308759,0.719957,-1.128432,2.450565,0.622991,-1.115541,2.354159,0.602253,-1.128432,2.360885,0.476422,-1.128432,2.450565,0.622991,-1.115541,2.458692,0.466333,-1.115541,2.450565,0.622991,-1.115541,2.360885,0.476422,-1.128432,2.354159,0.602253,-1.128432,2.360885,0.476422,-1.128432,2.418336,0.314719,-1.115541,2.328377,0.354514,-1.128432,2.418336,0.314719,-1.115541,2.360885,0.476422,-1.128432,2.458692,0.466333,-1.115541,2.418336,0.314719,-1.115541,2.259996,0.24886,-1.128432,2.328377,0.354514,-1.128432,2.418336,0.314719,-1.115541,2.333141,0.183002,-1.115541,2.259996,0.24886,-1.128432,2.333141,0.183002,-1.115541,2.161909,0.16927,-1.128432,2.259996,0.24886,-1.128432,2.333141,0.183002,-1.115541,2.211233,0.084075,-1.115541,2.161909,0.16927,-1.128432,2.044205,0.12387,-1.128432,2.161909,0.16927,-1.128432,2.211233,0.084075,-1.115541,2.064944,0.027745,-1.115541,2.044205,0.12387,-1.128432,2.211233,0.084075,-1.115541,1.918374,0.117144,-1.128432,2.064944,0.027745,-1.115541,1.908005,0.019337,-1.115541,1.918374,0.117144,-1.128432,2.044205,0.12387,-1.128432,2.064944,0.027745,-1.115541,1.756601,0.059693,-1.115541,1.918374,0.117144,-1.128432,1.908005,0.019337,-1.115541,1.918374,0.117144,-1.128432,1.756601,0.059693,-1.115541,1.796396,0.149653,-1.128432,1.624884,0.145169,-1.115541,1.796396,0.149653,-1.128432,1.756601,0.059693,-1.115541,1.796396,0.149653,-1.128432,1.624884,0.145169,-1.115541,1.690462,0.218313,-1.128432,1.690462,0.218313,-1.128432,1.525957,0.266796,-1.115541,1.611152,0.31612,-1.128432,1.525957,0.266796,-1.115541,1.690462,0.218313,-1.128432,1.624884,0.145169,-1.115541,1.525957,0.266796,-1.115541,1.565752,0.433824,-1.128432,1.611152,0.31612,-1.128432,1.525957,0.266796,-1.115541,1.469627,0.413366,-1.115541,1.565752,0.433824,-1.128432,1.716525,0.466052,-1.115541,1.559026,0.559936,-1.128432,1.712322,0.543961,-1.115541,1.559026,0.559936,-1.128432,1.716525,0.466052,-1.115541,1.565752,0.433824,-1.128432,1.591535,0.681563,-1.128432,1.712322,0.543961,-1.115541,1.559026,0.559936,-1.128432,1.712322,0.543961,-1.115541,1.591535,0.681563,-1.128432,1.732499,0.619068,-1.115541,1.774817,0.684366,-1.115541,1.591535,0.681563,-1.128432,1.660195,0.787497,-1.128432,1.732499,0.619068,-1.115541,1.591535,0.681563,-1.128432,1.774817,0.684366,-1.115541,1.758002,0.867087,-1.128432,1.774817,0.684366,-1.115541,1.660195,0.787497,-1.128432,1.774817,0.684366,-1.115541,1.758002,0.867087,-1.128432,1.83535,0.733409,-1.115541,1.908005,0.761434,-1.115541,1.758002,0.867087,-1.128432,1.875706,0.912207,-1.128432,1.758002,0.867087,-1.128432,1.908005,0.761434,-1.115541,1.83535,0.733409,-1.115541,1.908005,0.761434,-1.115541,2.001607,0.919213,-1.128432,1.985633,0.765638,-1.115541,2.001607,0.919213,-1.128432,1.908005,0.761434,-1.115541,1.875706,0.912207,-1.128432,2.001607,0.919213,-1.128432,2.06102,0.74546,-1.115541,1.985633,0.765638,-1.115541,2.123515,0.886705,-1.128432,2.06102,0.74546,-1.115541,2.001607,0.919213,-1.128432,2.126318,0.703142,-1.115541,2.06102,0.74546,-1.115541,2.123515,0.886705,-1.128432,2.229449,0.818044,-1.128432,2.126318,0.703142,-1.115541,2.123515,0.886705,-1.128432,2.175361,0.642889,-1.115541,2.229449,0.818044,-1.128432,2.308759,0.719957,-1.128432,2.126318,0.703142,-1.115541,2.229449,0.818044,-1.128432,2.175361,0.642889,-1.115541,2.354159,0.602253,-1.128432,2.175361,0.642889,-1.115541,2.308759,0.719957,-1.128432,2.175361,0.642889,-1.115541,2.354159,0.602253,-1.128432,2.203386,0.570024,-1.115541,2.20759,0.492396,-1.115541,2.354159,0.602253,-1.128432,2.360885,0.476422,-1.128432,2.354159,0.602253,-1.128432,2.20759,0.492396,-1.115541,2.203386,0.570024,-1.115541,2.328377,0.354514,-1.128432,2.20759,0.492396,-1.115541,2.360885,0.476422,-1.128432,2.20759,0.492396,-1.115541,2.328377,0.354514,-1.128432,2.187412,0.417289,-1.115541,2.328377,0.354514,-1.128432,2.145094,0.351711,-1.115541,2.187412,0.417289,-1.115541,2.328377,0.354514,-1.128432,2.259996,0.24886,-1.128432,2.145094,0.351711,-1.115541,2.084561,0.302668,-1.115541,2.145094,0.351711,-1.115541,2.259996,0.24886,-1.128432,2.161909,0.16927,-1.128432,2.084561,0.302668,-1.115541,2.259996,0.24886,-1.128432,2.011977,0.274923,-1.115541,2.084561,0.302668,-1.115541,2.161909,0.16927,-1.128432,2.044205,0.12387,-1.128432,2.011977,0.274923,-1.115541,2.161909,0.16927,-1.128432,1.934348,0.27072,-1.115541,2.044205,0.12387,-1.128432,1.918374,0.117144,-1.128432,2.011977,0.274923,-1.115541,2.044205,0.12387,-1.128432,1.934348,0.27072,-1.115541,1.858891,0.290617,-1.115541,1.918374,0.117144,-1.128432,1.796396,0.149653,-1.128432,1.918374,0.117144,-1.128432,1.858891,0.290617,-1.115541,1.934348,0.27072,-1.115541,1.793593,0.332935,-1.115541,1.796396,0.149653,-1.128432,1.690462,0.218313,-1.128432,1.796396,0.149653,-1.128432,1.793593,0.332935,-1.115541,1.858891,0.290617,-1.115541,1.690462,0.218313,-1.128432,1.74455,0.393468,-1.115541,1.793593,0.332935,-1.115541,-0.923901,0.654099,-1.122267,-0.864208,0.756109,-1.122267,-0.752109,0.664748,-1.110496,-0.923901,0.654099,-1.122267,-0.752109,0.664748,-1.110496,-0.788821,0.601692,-1.110496,-0.923901,0.654099,-1.122267,-0.804235,0.530229,-1.110496,-0.948843,0.538356,-1.122267,-0.804235,0.530229,-1.110496,-0.923901,0.654099,-1.122267,-0.788821,0.601692,-1.110496,-0.936792,0.420652,-1.122267,-0.804235,0.530229,-1.110496,-0.796949,0.457645,-1.110496,-0.804235,0.530229,-1.110496,-0.936792,0.420652,-1.122267,-0.948843,0.538356,-1.122267,-0.88915,0.312757,-1.122267,-0.796949,0.457645,-1.110496,-0.767523,0.390946,-1.110496,-0.796949,0.457645,-1.110496,-0.88915,0.312757,-1.122267,-0.936792,0.420652,-1.122267,-0.718759,0.336578,-1.110496,-0.81012,0.224478,-1.122267,-0.767523,0.390946,-1.110496,-0.767523,0.390946,-1.110496,-0.81012,0.224478,-1.122267,-0.88915,0.312757,-1.122267,-0.81012,0.224478,-1.122267,-0.718759,0.336578,-1.110496,-0.70811,0.165066,-1.122267,-0.718759,0.336578,-1.110496,-0.655704,0.299865,-1.110496,-0.70811,0.165066,-1.122267,-0.70811,0.165066,-1.122267,-0.584521,0.284451,-1.110496,-0.592368,0.140124,-1.122267,-0.584521,0.284451,-1.110496,-0.70811,0.165066,-1.122267,-0.655704,0.299865,-1.110496,-0.474944,0.152174,-1.122267,-0.592368,0.140124,-1.122267,-0.584521,0.284451,-1.110496,-0.474944,0.152174,-1.122267,-0.584521,0.284451,-1.110496,-0.511936,0.292018,-1.110496,-0.444957,0.321444,-1.110496,-0.474944,0.152174,-1.122267,-0.511936,0.292018,-1.110496,-0.474944,0.152174,-1.122267,-0.444957,0.321444,-1.110496,-0.366698,0.199817,-1.122267,-0.27842,0.278566,-1.122267,-0.444957,0.321444,-1.110496,-0.390519,0.369927,-1.110496,-0.444957,0.321444,-1.110496,-0.27842,0.278566,-1.122267,-0.366698,0.199817,-1.122267,-0.353806,0.432983,-1.110496,-0.27842,0.278566,-1.122267,-0.390519,0.369927,-1.110496,-0.27842,0.278566,-1.122267,-0.353806,0.432983,-1.110496,-0.219007,0.380857,-1.122267,-0.338393,0.504446,-1.110496,-0.194065,0.496319,-1.122267,-0.353806,0.432983,-1.110496,-0.353806,0.432983,-1.110496,-0.194065,0.496319,-1.122267,-0.219007,0.380857,-1.122267,-0.194065,0.496319,-1.122267,-0.34596,0.57703,-1.110496,-0.206116,0.614023,-1.122267,-0.34596,0.57703,-1.110496,-0.194065,0.496319,-1.122267,-0.338393,0.504446,-1.110496,-0.206116,0.614023,-1.122267,-0.375386,0.643729,-1.110496,-0.253758,0.722199,-1.122267,-0.375386,0.643729,-1.110496,-0.206116,0.614023,-1.122267,-0.34596,0.57703,-1.110496,-0.253758,0.722199,-1.122267,-0.423939,0.698097,-1.110496,-0.332508,0.810197,-1.122267,-0.423939,0.698097,-1.110496,-0.253758,0.722199,-1.122267,-0.375386,0.643729,-1.110496,-0.487275,0.73481,-1.110496,-0.332508,0.810197,-1.122267,-0.423939,0.698097,-1.110496,-0.332508,0.810197,-1.122267,-0.487275,0.73481,-1.110496,-0.434868,0.869609,-1.122267,-0.55033,0.894832,-1.122267,-0.487275,0.73481,-1.110496,-0.558458,0.750224,-1.110496,-0.487275,0.73481,-1.110496,-0.55033,0.894832,-1.122267,-0.434868,0.869609,-1.122267,-0.631042,0.742937,-1.110496,-0.668035,0.882781,-1.122267,-0.558458,0.750224,-1.110496,-0.558458,0.750224,-1.110496,-0.668035,0.882781,-1.122267,-0.55033,0.894832,-1.122267,-0.697741,0.713511,-1.110496,-0.77621,0.834858,-1.122267,-0.631042,0.742937,-1.110496,-0.668035,0.882781,-1.122267,-0.631042,0.742937,-1.110496,-0.77621,0.834858,-1.122267,-0.77621,0.834858,-1.122267,-0.752109,0.664748,-1.110496,-0.864208,0.756109,-1.122267,-0.752109,0.664748,-1.110496,-0.77621,0.834858,-1.122267,-0.697741,0.713511,-1.110496,-1.009727,0.687448,-1.110496,-0.935952,0.8144,-1.110496,-0.864208,0.756109,-1.122267,-1.009727,0.687448,-1.110496,-0.864208,0.756109,-1.122267,-0.923901,0.654099,-1.122267,-1.009727,0.687448,-1.110496,-0.948843,0.538356,-1.122267,-1.040834,0.543401,-1.110496,-0.948843,0.538356,-1.122267,-1.009727,0.687448,-1.110496,-0.923901,0.654099,-1.122267,-1.025981,0.397111,-1.110496,-0.948843,0.538356,-1.122267,-0.936792,0.420652,-1.122267,-0.948843,0.538356,-1.122267,-1.025981,0.397111,-1.110496,-1.040834,0.543401,-1.110496,-0.966569,0.262592,-1.110496,-0.936792,0.420652,-1.122267,-0.88915,0.312757,-1.122267,-0.936792,0.420652,-1.122267,-0.966569,0.262592,-1.110496,-1.025981,0.397111,-1.110496,-0.88915,0.312757,-1.122267,-0.81012,0.224478,-1.122267,-0.868412,0.153015,-1.110496,-0.88915,0.312757,-1.122267,-0.868412,0.153015,-1.110496,-0.966569,0.262592,-1.110496,-0.868412,0.153015,-1.110496,-0.81012,0.224478,-1.122267,-0.741459,0.07903,-1.110496,-0.81012,0.224478,-1.122267,-0.70811,0.165066,-1.122267,-0.741459,0.07903,-1.110496,-0.741459,0.07903,-1.110496,-0.592368,0.140124,-1.122267,-0.597692,0.047922,-1.110496,-0.592368,0.140124,-1.122267,-0.741459,0.07903,-1.110496,-0.70811,0.165066,-1.122267,-0.451123,0.062775,-1.110496,-0.597692,0.047922,-1.110496,-0.592368,0.140124,-1.122267,-0.451123,0.062775,-1.110496,-0.592368,0.140124,-1.122267,-0.474944,0.152174,-1.122267,-0.451123,0.062775,-1.110496,-0.366698,0.199817,-1.122267,-0.316534,0.122188,-1.110496,-0.366698,0.199817,-1.122267,-0.451123,0.062775,-1.110496,-0.474944,0.152174,-1.122267,-0.206957,0.220275,-1.110496,-0.366698,0.199817,-1.122267,-0.27842,0.278566,-1.122267,-0.366698,0.199817,-1.122267,-0.206957,0.220275,-1.110496,-0.316534,0.122188,-1.110496,-0.219007,0.380857,-1.122267,-0.206957,0.220275,-1.110496,-0.27842,0.278566,-1.122267,-0.206957,0.220275,-1.110496,-0.219007,0.380857,-1.122267,-0.132971,0.347507,-1.110496,-0.219007,0.380857,-1.122267,-0.194065,0.496319,-1.122267,-0.101864,0.491274,-1.110496,-0.219007,0.380857,-1.122267,-0.101864,0.491274,-1.110496,-0.132971,0.347507,-1.110496,-0.101864,0.491274,-1.110496,-0.206116,0.614023,-1.122267,-0.116997,0.637564,-1.110496,-0.206116,0.614023,-1.122267,-0.101864,0.491274,-1.110496,-0.194065,0.496319,-1.122267,-0.176129,0.772083,-1.110496,-0.116997,0.637564,-1.110496,-0.206116,0.614023,-1.122267,-0.176129,0.772083,-1.110496,-0.206116,0.614023,-1.122267,-0.253758,0.722199,-1.122267,-0.274216,0.88166,-1.110496,-0.176129,0.772083,-1.110496,-0.253758,0.722199,-1.122267,-0.274216,0.88166,-1.110496,-0.253758,0.722199,-1.122267,-0.332508,0.810197,-1.122267,-0.401519,0.955645,-1.110496,-0.332508,0.810197,-1.122267,-0.434868,0.869609,-1.122267,-0.332508,0.810197,-1.122267,-0.401519,0.955645,-1.110496,-0.274216,0.88166,-1.110496,-0.545286,0.986753,-1.110496,-0.434868,0.869609,-1.122267,-0.55033,0.894832,-1.122267,-0.434868,0.869609,-1.122267,-0.545286,0.986753,-1.110496,-0.401519,0.955645,-1.110496,-0.55033,0.894832,-1.122267,-0.668035,0.882781,-1.122267,-0.691575,0.9719,-1.110496,-0.55033,0.894832,-1.122267,-0.691575,0.9719,-1.110496,-0.545286,0.986753,-1.110496,-0.77621,0.834858,-1.122267,-0.691575,0.9719,-1.110496,-0.668035,0.882781,-1.122267,-0.691575,0.9719,-1.110496,-0.77621,0.834858,-1.122267,-0.826094,0.912487,-1.110496,-0.826094,0.912487,-1.110496,-0.864208,0.756109,-1.122267,-0.935952,0.8144,-1.110496,-0.864208,0.756109,-1.122267,-0.826094,0.912487,-1.110496,-0.77621,0.834858,-1.122267,-0.948283,0.824489,-1.061453,-1.009727,0.687448,-1.110496,-1.02486,0.693053,-1.061453,-1.009727,0.687448,-1.110496,-0.948283,0.824489,-1.061453,-0.935952,0.8144,-1.110496,-1.02486,0.693053,-1.061453,-1.040834,0.543401,-1.110496,-1.056808,0.544522,-1.061453,-1.040834,0.543401,-1.110496,-1.02486,0.693053,-1.061453,-1.009727,0.687448,-1.110496,-1.041395,0.393188,-1.061453,-1.040834,0.543401,-1.110496,-1.025981,0.397111,-1.110496,-1.040834,0.543401,-1.110496,-1.041395,0.393188,-1.061453,-1.056808,0.544522,-1.061453,-0.98002,0.253904,-1.061453,-1.025981,0.397111,-1.110496,-0.966569,0.262592,-1.110496,-1.025981,0.397111,-1.110496,-0.98002,0.253904,-1.061453,-1.041395,0.393188,-1.061453,-0.868412,0.153015,-1.110496,-0.98002,0.253904,-1.061453,-0.966569,0.262592,-1.110496,-0.98002,0.253904,-1.061453,-0.868412,0.153015,-1.110496,-0.878501,0.140684,-1.061453,-0.741459,0.07903,-1.110496,-0.878501,0.140684,-1.061453,-0.868412,0.153015,-1.110496,-0.878501,0.140684,-1.061453,-0.741459,0.07903,-1.110496,-0.747064,0.064177,-1.061453,-0.597692,0.047922,-1.110496,-0.747064,0.064177,-1.061453,-0.741459,0.07903,-1.110496,-0.747064,0.064177,-1.061453,-0.597692,0.047922,-1.110496,-0.598533,0.031948,-1.061453,-0.447199,0.047362,-1.061453,-0.597692,0.047922,-1.110496,-0.451123,0.062775,-1.110496,-0.597692,0.047922,-1.110496,-0.447199,0.047362,-1.061453,-0.598533,0.031948,-1.061453,-0.307846,0.108736,-1.061453,-0.451123,0.062775,-1.110496,-0.316534,0.122188,-1.110496,-0.451123,0.062775,-1.110496,-0.307846,0.108736,-1.061453,-0.447199,0.047362,-1.061453,-0.206957,0.220275,-1.110496,-0.307846,0.108736,-1.061453,-0.316534,0.122188,-1.110496,-0.307846,0.108736,-1.061453,-0.206957,0.220275,-1.110496,-0.194626,0.210186,-1.061453,-0.132971,0.347507,-1.110496,-0.194626,0.210186,-1.061453,-0.206957,0.220275,-1.110496,-0.194626,0.210186,-1.061453,-0.132971,0.347507,-1.110496,-0.118118,0.341622,-1.061453,-0.08617,0.490434,-1.061453,-0.132971,0.347507,-1.110496,-0.101864,0.491274,-1.110496,-0.132971,0.347507,-1.110496,-0.08617,0.490434,-1.061453,-0.118118,0.341622,-1.061453,-0.101583,0.641768,-1.061453,-0.101864,0.491274,-1.110496,-0.116997,0.637564,-1.110496,-0.101864,0.491274,-1.110496,-0.101583,0.641768,-1.061453,-0.08617,0.490434,-1.061453,-0.162958,0.780771,-1.061453,-0.116997,0.637564,-1.110496,-0.176129,0.772083,-1.110496,-0.116997,0.637564,-1.110496,-0.162958,0.780771,-1.061453,-0.101583,0.641768,-1.061453,-0.274216,0.88166,-1.110496,-0.162958,0.780771,-1.061453,-0.176129,0.772083,-1.110496,-0.162958,0.780771,-1.061453,-0.274216,0.88166,-1.110496,-0.264127,0.894271,-1.061453,-0.401519,0.955645,-1.110496,-0.264127,0.894271,-1.061453,-0.274216,0.88166,-1.110496,-0.264127,0.894271,-1.061453,-0.401519,0.955645,-1.110496,-0.395634,0.970499,-1.061453,-0.544445,1.002727,-1.061453,-0.395634,0.970499,-1.061453,-0.401519,0.955645,-1.110496,-0.401519,0.955645,-1.110496,-0.545286,0.986753,-1.110496,-0.544445,1.002727,-1.061453,-0.695779,0.987313,-1.061453,-0.544445,1.002727,-1.061453,-0.545286,0.986753,-1.110496,-0.545286,0.986753,-1.110496,-0.691575,0.9719,-1.110496,-0.695779,0.987313,-1.061453,-0.834782,0.925939,-1.061453,-0.695779,0.987313,-1.061453,-0.691575,0.9719,-1.110496,-0.691575,0.9719,-1.110496,-0.826094,0.912487,-1.110496,-0.834782,0.925939,-1.061453,-0.834782,0.925939,-1.061453,-0.935952,0.8144,-1.110496,-0.948283,0.824489,-1.061453,-0.935952,0.8144,-1.110496,-0.834782,0.925939,-1.061453,-0.826094,0.912487,-1.110496,-0.948283,0.824489,-0.924411,-0.948283,0.824489,-1.061453,-1.02486,0.693053,-0.924411,-1.02486,0.693053,-1.061453,-1.02486,0.693053,-0.924411,-1.02486,0.693053,-1.061453,-1.056808,0.544522,-0.924411,-1.056808,0.544522,-1.061453,-1.041395,0.393188,-0.924412,-1.056808,0.544522,-1.061453,-1.041395,0.393188,-1.061453,-1.056808,0.544522,-0.924411,-0.980021,0.253904,-0.924412,-1.041395,0.393188,-1.061453,-0.98002,0.253904,-1.061453,-1.041395,0.393188,-0.924412,-0.878501,0.140684,-0.924412,-0.98002,0.253904,-1.061453,-0.878501,0.140684,-1.061453,-0.980021,0.253904,-0.924412,-0.747064,0.064177,-0.924412,-0.878501,0.140684,-1.061453,-0.747064,0.064177,-1.061453,-0.878501,0.140684,-0.924412,-0.598533,0.031948,-0.924412,-0.747064,0.064177,-1.061453,-0.598533,0.031948,-1.061453,-0.747064,0.064177,-0.924412,-0.447199,0.047362,-0.924412,-0.598533,0.031948,-1.061453,-0.447199,0.047362,-1.061453,-0.598533,0.031948,-0.924412,-0.307846,0.108736,-0.924412,-0.447199,0.047362,-1.061453,-0.307846,0.108736,-1.061453,-0.447199,0.047362,-0.924412,-0.194626,0.210186,-0.924412,-0.307846,0.108736,-1.061453,-0.194626,0.210186,-1.061453,-0.307846,0.108736,-0.924412,-0.118118,0.341622,-0.924412,-0.194626,0.210186,-1.061453,-0.118118,0.341622,-1.061453,-0.194626,0.210186,-0.924412,-0.08617,0.490434,-0.924412,-0.118118,0.341622,-1.061453,-0.08617,0.490434,-1.061453,-0.118118,0.341622,-0.924412,-0.101583,0.641768,-0.924411,-0.08617,0.490434,-1.061453,-0.101583,0.641768,-1.061453,-0.08617,0.490434,-0.924412,-0.162958,0.780771,-0.924411,-0.101583,0.641768,-1.061453,-0.162958,0.780771,-1.061453,-0.101583,0.641768,-0.924411,-0.264127,0.894271,-0.924411,-0.162958,0.780771,-1.061453,-0.264127,0.894271,-1.061453,-0.162958,0.780771,-0.924411,-0.395634,0.970499,-0.924411,-0.264127,0.894271,-1.061453,-0.395634,0.970499,-1.061453,-0.264127,0.894271,-0.924411,-0.395634,0.970499,-0.924411,-0.395634,0.970499,-1.061453,-0.544445,1.002727,-0.924411,-0.544445,1.002727,-1.061453,-0.544445,1.002727,-0.924411,-0.544445,1.002727,-1.061453,-0.695779,0.987313,-0.924411,-0.695779,0.987313,-1.061453,-0.695779,0.987313,-0.924411,-0.695779,0.987313,-1.061453,-0.834782,0.925939,-0.924411,-0.834782,0.925939,-1.061453,-0.834782,0.925939,-0.924411,-0.834782,0.925939,-1.061453,-0.948283,0.824489,-0.924411,-0.948283,0.824489,-1.061453,-1.009727,0.687448,-0.875368,-0.935952,0.8144,-0.875368,-0.948283,0.824489,-0.924411,-0.948283,0.824489,-0.924411,-1.02486,0.693053,-0.924411,-1.009727,0.687448,-0.875368,-1.040834,0.543401,-0.875368,-1.009727,0.687448,-0.875368,-1.02486,0.693053,-0.924411,-1.02486,0.693053,-0.924411,-1.056808,0.544522,-0.924411,-1.040834,0.543401,-0.875368,-1.041395,0.393188,-0.924412,-1.040834,0.543401,-0.875368,-1.056808,0.544522,-0.924411,-1.040834,0.543401,-0.875368,-1.041395,0.393188,-0.924412,-1.025981,0.397111,-0.875368,-0.980021,0.253904,-0.924412,-1.025981,0.397111,-0.875368,-1.041395,0.393188,-0.924412,-1.025981,0.397111,-0.875368,-0.980021,0.253904,-0.924412,-0.966569,0.262592,-0.875368,-0.868412,0.153015,-0.875368,-0.980021,0.253904,-0.924412,-0.878501,0.140684,-0.924412,-0.980021,0.253904,-0.924412,-0.868412,0.153015,-0.875368,-0.966569,0.262592,-0.875368,-0.741459,0.07903,-0.875368,-0.878501,0.140684,-0.924412,-0.747064,0.064177,-0.924412,-0.878501,0.140684,-0.924412,-0.741459,0.07903,-0.875368,-0.868412,0.153015,-0.875368,-0.597692,0.047922,-0.875368,-0.747064,0.064177,-0.924412,-0.598533,0.031948,-0.924412,-0.747064,0.064177,-0.924412,-0.597692,0.047922,-0.875368,-0.741459,0.07903,-0.875368,-0.447199,0.047362,-0.924412,-0.597692,0.047922,-0.875368,-0.598533,0.031948,-0.924412,-0.597692,0.047922,-0.875368,-0.447199,0.047362,-0.924412,-0.451123,0.062775,-0.875368,-0.307846,0.108736,-0.924412,-0.451123,0.062775,-0.875368,-0.447199,0.047362,-0.924412,-0.451123,0.062775,-0.875368,-0.307846,0.108736,-0.924412,-0.316534,0.122188,-0.875368,-0.206957,0.220275,-0.875368,-0.307846,0.108736,-0.924412,-0.194626,0.210186,-0.924412,-0.307846,0.108736,-0.924412,-0.206957,0.220275,-0.875368,-0.316534,0.122188,-0.875368,-0.132971,0.347507,-0.875368,-0.194626,0.210186,-0.924412,-0.118118,0.341622,-0.924412,-0.194626,0.210186,-0.924412,-0.132971,0.347507,-0.875368,-0.206957,0.220275,-0.875368,-0.08617,0.490434,-0.924412,-0.132971,0.347507,-0.875368,-0.118118,0.341622,-0.924412,-0.132971,0.347507,-0.875368,-0.08617,0.490434,-0.924412,-0.101864,0.491274,-0.875368,-0.101583,0.641768,-0.924411,-0.101864,0.491274,-0.875368,-0.08617,0.490434,-0.924412,-0.101864,0.491274,-0.875368,-0.101583,0.641768,-0.924411,-0.116997,0.637564,-0.875368,-0.162958,0.780771,-0.924411,-0.116997,0.637564,-0.875368,-0.101583,0.641768,-0.924411,-0.116997,0.637564,-0.875368,-0.162958,0.780771,-0.924411,-0.176129,0.772083,-0.875368,-0.274216,0.88166,-0.875368,-0.162958,0.780771,-0.924411,-0.264127,0.894271,-0.924411,-0.162958,0.780771,-0.924411,-0.274216,0.88166,-0.875368,-0.176129,0.772083,-0.875368,-0.401519,0.955645,-0.875368,-0.264127,0.894271,-0.924411,-0.395634,0.970499,-0.924411,-0.264127,0.894271,-0.924411,-0.401519,0.955645,-0.875368,-0.274216,0.88166,-0.875368,-0.401519,0.955645,-0.875368,-0.544445,1.002727,-0.924411,-0.545286,0.986753,-0.875368,-0.544445,1.002727,-0.924411,-0.401519,0.955645,-0.875368,-0.395634,0.970499,-0.924411,-0.545286,0.986753,-0.875368,-0.695779,0.987313,-0.924411,-0.691575,0.9719,-0.875368,-0.695779,0.987313,-0.924411,-0.545286,0.986753,-0.875368,-0.544445,1.002727,-0.924411,-0.691575,0.9719,-0.875368,-0.834782,0.925939,-0.924411,-0.826094,0.912487,-0.875368,-0.834782,0.925939,-0.924411,-0.691575,0.9719,-0.875368,-0.695779,0.987313,-0.924411,-0.935952,0.8144,-0.875368,-0.826094,0.912487,-0.875368,-0.834782,0.925939,-0.924411,-0.834782,0.925939,-0.924411,-0.948283,0.824489,-0.924411,-0.935952,0.8144,-0.875368,-0.788821,0.601692,-1.046039,-0.752109,0.664748,-1.046039,-0.571349,0.517338,-1.046039,-0.697741,0.713511,-1.046039,-0.631042,0.742937,-1.046039,-0.558458,0.750224,-1.046039,-0.487275,0.73481,-1.046039,-0.423939,0.698097,-1.046039,-0.375386,0.643729,-1.046039,-0.34596,0.57703,-1.046039,-0.338393,0.504446,-1.046039,-0.353806,0.432983,-1.046039,-0.390519,0.369927,-1.046039,-0.444957,0.321444,-1.046039,-0.511936,0.292018,-1.046039,-0.584521,0.284451,-1.046039,-0.655704,0.299865,-1.046039,-0.718759,0.336578,-1.046039,-0.767523,0.390946,-1.046039,-0.796949,0.457645,-1.046039,-0.804235,0.530229,-1.046039,-1.009727,0.687448,-0.875368,-0.571349,0.517338,-0.875368,-0.935952,0.8144,-0.875368,-1.040834,0.543401,-0.875368,-1.025981,0.397111,-0.875368,-0.966569,0.262592,-0.875368,-0.868412,0.153015,-0.875368,-0.741459,0.07903,-0.875368,-0.597692,0.047922,-0.875368,-0.451123,0.062775,-0.875368,-0.316534,0.122188,-0.875368,-0.206957,0.220275,-0.875368,-0.132971,0.347507,-0.875368,-0.101864,0.491274,-0.875368,-0.116997,0.637564,-0.875368,-0.176129,0.772083,-0.875368,-0.274216,0.88166,-0.875368,-0.401519,0.955645,-0.875368,-0.545286,0.986753,-0.875368,-0.691575,0.9719,-0.875368,-0.826094,0.912487,-0.875368,-0.752109,0.664748,-1.046039,-0.788821,0.601692,-1.110496,-0.752109,0.664748,-1.110496,-0.788821,0.601692,-1.046039,-0.788821,0.601692,-1.046039,-0.804235,0.530229,-1.110496,-0.788821,0.601692,-1.110496,-0.804235,0.530229,-1.046039,-0.804235,0.530229,-1.046039,-0.796949,0.457645,-1.110496,-0.804235,0.530229,-1.110496,-0.796949,0.457645,-1.046039,-0.796949,0.457645,-1.046039,-0.767523,0.390946,-1.110496,-0.796949,0.457645,-1.110496,-0.767523,0.390946,-1.046039,-0.767523,0.390946,-1.046039,-0.718759,0.336578,-1.110496,-0.767523,0.390946,-1.110496,-0.718759,0.336578,-1.046039,-0.718759,0.336578,-1.046039,-0.655704,0.299865,-1.110496,-0.718759,0.336578,-1.110496,-0.655704,0.299865,-1.046039,-0.655704,0.299865,-1.046039,-0.584521,0.284451,-1.110496,-0.655704,0.299865,-1.110496,-0.584521,0.284451,-1.046039,-0.511936,0.292018,-1.046039,-0.511936,0.292018,-1.110496,-0.584521,0.284451,-1.046039,-0.584521,0.284451,-1.110496,-0.444957,0.321444,-1.046039,-0.444957,0.321444,-1.110496,-0.511936,0.292018,-1.046039,-0.511936,0.292018,-1.110496,-0.390519,0.369927,-1.046039,-0.390519,0.369927,-1.110496,-0.444957,0.321444,-1.046039,-0.444957,0.321444,-1.110496,-0.353806,0.432983,-1.046039,-0.353806,0.432983,-1.110496,-0.390519,0.369927,-1.046039,-0.390519,0.369927,-1.110496,-0.353806,0.432983,-1.046039,-0.338393,0.504446,-1.110496,-0.353806,0.432983,-1.110496,-0.338393,0.504446,-1.046039,-0.338393,0.504446,-1.046039,-0.34596,0.57703,-1.110496,-0.338393,0.504446,-1.110496,-0.34596,0.57703,-1.046039,-0.34596,0.57703,-1.046039,-0.375386,0.643729,-1.110496,-0.34596,0.57703,-1.110496,-0.375386,0.643729,-1.046039,-0.375386,0.643729,-1.046039,-0.423939,0.698097,-1.110496,-0.375386,0.643729,-1.110496,-0.423939,0.698097,-1.046039,-0.423939,0.698097,-1.046039,-0.487275,0.73481,-1.110496,-0.423939,0.698097,-1.110496,-0.487275,0.73481,-1.046039,-0.487275,0.73481,-1.046039,-0.558458,0.750224,-1.110496,-0.487275,0.73481,-1.110496,-0.558458,0.750224,-1.046039,-0.558458,0.750224,-1.046039,-0.631042,0.742937,-1.110496,-0.558458,0.750224,-1.110496,-0.631042,0.742937,-1.046039,-0.631042,0.742937,-1.046039,-0.697741,0.713511,-1.110496,-0.631042,0.742937,-1.110496,-0.697741,0.713511,-1.046039,-0.697741,0.713511,-1.046039,-0.752109,0.664748,-1.110496,-0.697741,0.713511,-1.110496,-0.752109,0.664748,-1.046039,1.943316,0.921736,1.104443,1.873464,0.752186,1.091552,1.949762,0.767599,1.091552,1.873464,0.752186,1.091552,1.943316,0.921736,1.104443,1.819656,0.896794,1.104443,1.873464,0.752186,1.091552,1.709799,0.835139,1.104443,1.805364,0.714072,1.091552,1.709799,0.835139,1.104443,1.873464,0.752186,1.091552,1.819656,0.896794,1.104443,1.624323,0.742377,1.104444,1.752677,0.656901,1.091552,1.805364,0.714072,1.091552,1.624323,0.742377,1.104444,1.805364,0.714072,1.091552,1.709799,0.835139,1.104443,1.571637,0.627755,1.104444,1.720168,0.585999,1.091552,1.752677,0.656901,1.091552,1.752677,0.656901,1.091552,1.624323,0.742377,1.104444,1.571637,0.627755,1.104444,1.720168,0.585999,1.091552,1.571637,0.627755,1.104444,1.557064,0.502485,1.104444,1.720168,0.585999,1.091552,1.557064,0.502485,1.104444,1.7112,0.50865,1.091552,1.557064,0.502485,1.104444,1.582006,0.378615,1.104444,1.7112,0.50865,1.091552,1.7112,0.50865,1.091552,1.582006,0.378615,1.104444,1.726614,0.432423,1.091552,1.582006,0.378615,1.104444,1.764728,0.364603,1.091552,1.726614,0.432423,1.091552,1.764728,0.364603,1.091552,1.582006,0.378615,1.104444,1.643661,0.268758,1.104444,1.736423,0.183282,1.104444,1.764728,0.364603,1.091552,1.643661,0.268758,1.104444,1.764728,0.364603,1.091552,1.736423,0.183282,1.104444,1.821898,0.311916,1.091552,1.892801,0.279407,1.091552,1.736423,0.183282,1.104444,1.851044,0.130876,1.104444,1.736423,0.183282,1.104444,1.892801,0.279407,1.091552,1.821898,0.311916,1.091552,1.976385,0.116023,1.104444,1.97022,0.270159,1.091552,1.892801,0.279407,1.091552,1.976385,0.116023,1.104444,1.892801,0.279407,1.091552,1.851044,0.130876,1.104444,1.976385,0.116023,1.104444,2.046447,0.285573,1.091552,1.97022,0.270159,1.091552,2.046447,0.285573,1.091552,1.976385,0.116023,1.104444,2.099974,0.140965,1.104444,2.046447,0.285573,1.091552,2.099974,0.140965,1.104444,2.210112,0.202619,1.104444,2.046447,0.285573,1.091552,2.210112,0.202619,1.104444,2.114267,0.323686,1.091552,2.210112,0.202619,1.104444,2.295587,0.295381,1.104444,2.114267,0.323686,1.091552,2.114267,0.323686,1.091552,2.295587,0.295381,1.104444,2.166954,0.381137,1.091552,2.347994,0.410003,1.104444,2.166954,0.381137,1.091552,2.295587,0.295381,1.104444,2.166954,0.381137,1.091552,2.347994,0.410003,1.104444,2.199462,0.45176,1.091552,2.347994,0.410003,1.104444,2.20843,0.529108,1.091552,2.199462,0.45176,1.091552,2.20843,0.529108,1.091552,2.347994,0.410003,1.104444,2.362847,0.535274,1.104444,2.193297,0.605336,1.091552,2.362847,0.535274,1.104444,2.337905,0.659143,1.104444,2.362847,0.535274,1.104444,2.193297,0.605336,1.091552,2.20843,0.529108,1.091552,2.155183,0.673156,1.091552,2.337905,0.659143,1.104444,2.27597,0.769001,1.104443,2.337905,0.659143,1.104444,2.155183,0.673156,1.091552,2.193297,0.605336,1.091552,2.155183,0.673156,1.091552,2.27597,0.769001,1.104443,2.183208,0.854476,1.104443,2.155183,0.673156,1.091552,2.183208,0.854476,1.104443,2.097732,0.726123,1.091552,2.097732,0.726123,1.091552,2.183208,0.854476,1.104443,2.068587,0.907163,1.104443,2.097732,0.726123,1.091552,2.068587,0.907163,1.104443,2.02711,0.758631,1.091552,2.068587,0.907163,1.104443,1.949762,0.767599,1.091552,2.02711,0.758631,1.091552,1.949762,0.767599,1.091552,2.068587,0.907163,1.104443,1.943316,0.921736,1.104443,1.785466,0.988995,1.091552,1.943316,0.921736,1.104443,1.939392,1.020103,1.091552,1.943316,0.921736,1.104443,1.785466,0.988995,1.091552,1.819656,0.896794,1.104443,1.785466,0.988995,1.091552,1.709799,0.835139,1.104443,1.819656,0.896794,1.104443,1.709799,0.835139,1.104443,1.785466,0.988995,1.091552,1.648705,0.912207,1.091552,1.542491,0.796745,1.091552,1.624323,0.742377,1.104444,1.709799,0.835139,1.104443,1.542491,0.796745,1.091552,1.709799,0.835139,1.104443,1.648705,0.912207,1.091552,1.571637,0.627755,1.104444,1.624323,0.742377,1.104444,1.476913,0.654099,1.091552,1.624323,0.742377,1.104444,1.542491,0.796745,1.091552,1.476913,0.654099,1.091552,1.476913,0.654099,1.091552,1.458697,0.498281,1.091552,1.571637,0.627755,1.104444,1.571637,0.627755,1.104444,1.458697,0.498281,1.091552,1.557064,0.502485,1.104444,1.458697,0.498281,1.091552,1.489524,0.344425,1.091552,1.557064,0.502485,1.104444,1.557064,0.502485,1.104444,1.489524,0.344425,1.091552,1.582006,0.378615,1.104444,1.489524,0.344425,1.091552,1.643661,0.268758,1.104444,1.582006,0.378615,1.104444,1.643661,0.268758,1.104444,1.489524,0.344425,1.091552,1.566592,0.207664,1.091552,1.682055,0.10145,1.091552,1.643661,0.268758,1.104444,1.566592,0.207664,1.091552,1.643661,0.268758,1.104444,1.682055,0.10145,1.091552,1.736423,0.183282,1.104444,1.851044,0.130876,1.104444,1.682055,0.10145,1.091552,1.824421,0.035872,1.091552,1.682055,0.10145,1.091552,1.851044,0.130876,1.104444,1.736423,0.183282,1.104444,1.976385,0.116023,1.104444,1.851044,0.130876,1.104444,1.980589,0.017936,1.091552,1.851044,0.130876,1.104444,1.824421,0.035872,1.091552,1.980589,0.017936,1.091552,2.099974,0.140965,1.104444,1.980589,0.017936,1.091552,2.134445,0.048763,1.091552,1.980589,0.017936,1.091552,2.099974,0.140965,1.104444,1.976385,0.116023,1.104444,2.134445,0.048763,1.091552,2.271206,0.125551,1.091552,2.099974,0.140965,1.104444,2.099974,0.140965,1.104444,2.271206,0.125551,1.091552,2.210112,0.202619,1.104444,2.271206,0.125551,1.091552,2.37742,0.241013,1.091552,2.210112,0.202619,1.104444,2.210112,0.202619,1.104444,2.37742,0.241013,1.091552,2.295587,0.295381,1.104444,2.442718,0.38366,1.091552,2.295587,0.295381,1.104444,2.37742,0.241013,1.091552,2.295587,0.295381,1.104444,2.442718,0.38366,1.091552,2.347994,0.410003,1.104444,2.460934,0.539477,1.091552,2.347994,0.410003,1.104444,2.442718,0.38366,1.091552,2.347994,0.410003,1.104444,2.460934,0.539477,1.091552,2.362847,0.535274,1.104444,2.430106,0.693334,1.091552,2.337905,0.659143,1.104444,2.362847,0.535274,1.104444,2.430106,0.693334,1.091552,2.362847,0.535274,1.104444,2.460934,0.539477,1.091552,2.27597,0.769001,1.104443,2.337905,0.659143,1.104444,2.353318,0.830095,1.091552,2.337905,0.659143,1.104444,2.430106,0.693334,1.091552,2.353318,0.830095,1.091552,2.353318,0.830095,1.091552,2.237856,0.936309,1.091552,2.27597,0.769001,1.104443,2.27597,0.769001,1.104443,2.237856,0.936309,1.091552,2.183208,0.854476,1.104443,2.237856,0.936309,1.091552,2.068587,0.907163,1.104443,2.183208,0.854476,1.104443,2.068587,0.907163,1.104443,2.237856,0.936309,1.091552,2.09521,1.001886,1.091552,2.09521,1.001886,1.091552,1.943316,0.921736,1.104443,2.068587,0.907163,1.104443,1.943316,0.921736,1.104443,2.09521,1.001886,1.091552,1.939392,1.020103,1.091552,1.938832,1.036918,1.039426,1.785466,0.988995,1.091552,1.939392,1.020103,1.091552,1.785466,0.988995,1.091552,1.938832,1.036918,1.039426,1.779581,1.004969,1.039426,1.779581,1.004969,1.039426,1.648705,0.912207,1.091552,1.785466,0.988995,1.091552,1.648705,0.912207,1.091552,1.779581,1.004969,1.039426,1.638056,0.925659,1.039426,1.542491,0.796745,1.091552,1.648705,0.912207,1.091552,1.528198,0.806273,1.039426,1.528198,0.806273,1.039426,1.648705,0.912207,1.091552,1.638056,0.925659,1.039426,1.476913,0.654099,1.091552,1.542491,0.796745,1.091552,1.460659,0.658863,1.039426,1.460659,0.658863,1.039426,1.542491,0.796745,1.091552,1.528198,0.806273,1.039426,1.458697,0.498281,1.091552,1.460659,0.658863,1.039426,1.441882,0.49772,1.039426,1.460659,0.658863,1.039426,1.458697,0.498281,1.091552,1.476913,0.654099,1.091552,1.489524,0.344425,1.091552,1.441882,0.49772,1.039426,1.47383,0.33854,1.039426,1.441882,0.49772,1.039426,1.489524,0.344425,1.091552,1.458697,0.498281,1.091552,1.566592,0.207664,1.091552,1.47383,0.33854,1.039426,1.553141,0.197295,1.039426,1.47383,0.33854,1.039426,1.566592,0.207664,1.091552,1.489524,0.344425,1.091552,1.682055,0.10145,1.091552,1.566592,0.207664,1.091552,1.672526,0.087157,1.039426,1.672526,0.087157,1.039426,1.566592,0.207664,1.091552,1.553141,0.197295,1.039426,1.824421,0.035872,1.091552,1.682055,0.10145,1.091552,1.819937,0.019617,1.039426,1.819937,0.019617,1.039426,1.682055,0.10145,1.091552,1.672526,0.087157,1.039426,1.980589,0.017936,1.091552,1.819937,0.019617,1.039426,1.981149,0.000841,1.039426,1.819937,0.019617,1.039426,1.980589,0.017936,1.091552,1.824421,0.035872,1.091552,2.134445,0.048763,1.091552,1.981149,0.000841,1.039426,2.14033,0.032789,1.039426,1.981149,0.000841,1.039426,2.134445,0.048763,1.091552,1.980589,0.017936,1.091552,2.271206,0.125551,1.091552,2.134445,0.048763,1.091552,2.281575,0.112099,1.039426,2.281575,0.112099,1.039426,2.134445,0.048763,1.091552,2.14033,0.032789,1.039426,2.37742,0.241013,1.091552,2.271206,0.125551,1.091552,2.391432,0.231485,1.039426,2.391432,0.231485,1.039426,2.271206,0.125551,1.091552,2.281575,0.112099,1.039426,2.442718,0.38366,1.091552,2.37742,0.241013,1.091552,2.459252,0.378895,1.039426,2.459252,0.378895,1.039426,2.37742,0.241013,1.091552,2.391432,0.231485,1.039426,2.460934,0.539477,1.091552,2.459252,0.378895,1.039426,2.478029,0.540038,1.039426,2.459252,0.378895,1.039426,2.460934,0.539477,1.091552,2.442718,0.38366,1.091552,2.430106,0.693334,1.091552,2.478029,0.540038,1.039426,2.44608,0.699219,1.039426,2.478029,0.540038,1.039426,2.430106,0.693334,1.091552,2.460934,0.539477,1.091552,2.353318,0.830095,1.091552,2.44608,0.699219,1.039426,2.36649,0.840464,1.039426,2.44608,0.699219,1.039426,2.353318,0.830095,1.091552,2.430106,0.693334,1.091552,2.36649,0.840464,1.039426,2.247385,0.950601,1.039426,2.353318,0.830095,1.091552,2.353318,0.830095,1.091552,2.247385,0.950601,1.039426,2.237856,0.936309,1.091552,2.247385,0.950601,1.039426,2.099974,1.018141,1.039426,2.237856,0.936309,1.091552,2.237856,0.936309,1.091552,2.099974,1.018141,1.039426,2.09521,1.001886,1.091552,2.099974,1.018141,1.039426,1.939392,1.020103,1.091552,2.09521,1.001886,1.091552,1.939392,1.020103,1.091552,2.099974,1.018141,1.039426,1.938832,1.036918,1.039426,1.938832,1.036918,0.893137,1.779581,1.004969,0.893137,1.938832,1.036918,1.039426,1.779581,1.004969,1.039426,1.779581,1.004969,0.893137,1.638056,0.925659,0.893137,1.779581,1.004969,1.039426,1.638056,0.925659,1.039426,1.528198,0.806273,0.893137,1.528198,0.806273,1.039426,1.638056,0.925659,1.039426,1.638056,0.925659,0.893137,1.460659,0.658863,0.893137,1.460659,0.658863,1.039426,1.528198,0.806273,1.039426,1.528198,0.806273,0.893137,1.441882,0.49772,0.893137,1.441882,0.49772,1.039426,1.460659,0.658863,1.039426,1.460659,0.658863,0.893137,1.47383,0.33854,0.893137,1.47383,0.33854,1.039426,1.441882,0.49772,1.039426,1.441882,0.49772,0.893137,1.553141,0.197295,0.893137,1.553141,0.197295,1.039426,1.47383,0.33854,1.039426,1.47383,0.33854,0.893137,1.672526,0.087157,0.893137,1.672526,0.087157,1.039426,1.553141,0.197295,1.039426,1.553141,0.197295,0.893137,1.819937,0.019617,0.893137,1.819937,0.019617,1.039426,1.672526,0.087157,1.039426,1.672526,0.087157,0.893137,1.981149,0.000841,0.893137,1.981149,0.000841,1.039426,1.819937,0.019617,1.039426,1.819937,0.019617,0.893137,2.14033,0.032789,0.893137,2.14033,0.032789,1.039426,1.981149,0.000841,1.039426,1.981149,0.000841,0.893137,2.281575,0.112099,0.893137,2.281575,0.112099,1.039426,2.14033,0.032789,1.039426,2.14033,0.032789,0.893137,2.391432,0.231485,0.893137,2.391432,0.231485,1.039426,2.281575,0.112099,1.039426,2.281575,0.112099,0.893137,2.459252,0.378895,0.893137,2.459252,0.378895,1.039426,2.391432,0.231485,1.039426,2.391432,0.231485,0.893137,2.478029,0.540038,0.893137,2.478029,0.540038,1.039426,2.459252,0.378895,1.039426,2.459252,0.378895,0.893137,2.44608,0.699219,0.893137,2.44608,0.699219,1.039426,2.478029,0.540038,1.039426,2.478029,0.540038,0.893137,2.36649,0.840464,0.893137,2.36649,0.840464,1.039426,2.44608,0.699219,1.039426,2.44608,0.699219,0.893137,2.36649,0.840464,0.893137,2.247385,0.950601,0.893137,2.36649,0.840464,1.039426,2.247385,0.950601,1.039426,2.247385,0.950601,0.893137,2.099974,1.018141,0.893137,2.247385,0.950601,1.039426,2.099974,1.018141,1.039426,1.938832,1.036918,0.893137,2.099974,1.018141,1.039426,2.099974,1.018141,0.893137,1.938832,1.036918,1.039426,1.939392,1.020103,0.84101,1.785466,0.988995,0.84101,1.938832,1.036918,0.893137,1.938832,1.036918,0.893137,1.785466,0.988995,0.84101,1.779581,1.004969,0.893137,1.785466,0.988995,0.84101,1.648705,0.912207,0.84101,1.779581,1.004969,0.893137,1.779581,1.004969,0.893137,1.648705,0.912207,0.84101,1.638056,0.925659,0.893137,1.528198,0.806273,0.893137,1.648705,0.912207,0.84101,1.542491,0.796745,0.84101,1.648705,0.912207,0.84101,1.528198,0.806273,0.893137,1.638056,0.925659,0.893137,1.460659,0.658863,0.893137,1.542491,0.796745,0.84101,1.476913,0.654099,0.84101,1.542491,0.796745,0.84101,1.460659,0.658863,0.893137,1.528198,0.806273,0.893137,1.441882,0.49772,0.893137,1.460659,0.658863,0.893137,1.458697,0.498281,0.84101,1.458697,0.498281,0.84101,1.460659,0.658863,0.893137,1.476913,0.654099,0.84101,1.47383,0.33854,0.893137,1.441882,0.49772,0.893137,1.489524,0.344425,0.84101,1.489524,0.344425,0.84101,1.441882,0.49772,0.893137,1.458697,0.498281,0.84101,1.553141,0.197295,0.893137,1.47383,0.33854,0.893137,1.566592,0.207664,0.84101,1.566592,0.207664,0.84101,1.47383,0.33854,0.893137,1.489524,0.344425,0.84101,1.672526,0.087157,0.893137,1.566592,0.207664,0.84101,1.682055,0.10145,0.84101,1.566592,0.207664,0.84101,1.672526,0.087157,0.893137,1.553141,0.197295,0.893137,1.819937,0.019617,0.893137,1.682055,0.10145,0.84101,1.824421,0.035872,0.84101,1.682055,0.10145,0.84101,1.819937,0.019617,0.893137,1.672526,0.087157,0.893137,1.981149,0.000841,0.893137,1.819937,0.019617,0.893137,1.980589,0.017936,0.84101,1.980589,0.017936,0.84101,1.819937,0.019617,0.893137,1.824421,0.035872,0.84101,2.14033,0.032789,0.893137,1.981149,0.000841,0.893137,2.134445,0.048763,0.84101,2.134445,0.048763,0.84101,1.981149,0.000841,0.893137,1.980589,0.017936,0.84101,2.281575,0.112099,0.893137,2.134445,0.048763,0.84101,2.271206,0.125551,0.84101,2.134445,0.048763,0.84101,2.281575,0.112099,0.893137,2.14033,0.032789,0.893137,2.391432,0.231485,0.893137,2.271206,0.125551,0.84101,2.37742,0.241013,0.84101,2.271206,0.125551,0.84101,2.391432,0.231485,0.893137,2.281575,0.112099,0.893137,2.459252,0.378895,0.893137,2.37742,0.241013,0.84101,2.442718,0.38366,0.84101,2.37742,0.241013,0.84101,2.459252,0.378895,0.893137,2.391432,0.231485,0.893137,2.478029,0.540038,0.893137,2.459252,0.378895,0.893137,2.460934,0.539477,0.84101,2.460934,0.539477,0.84101,2.459252,0.378895,0.893137,2.442718,0.38366,0.84101,2.44608,0.699219,0.893137,2.478029,0.540038,0.893137,2.430106,0.693334,0.84101,2.430106,0.693334,0.84101,2.478029,0.540038,0.893137,2.460934,0.539477,0.84101,2.36649,0.840464,0.893137,2.44608,0.699219,0.893137,2.353318,0.830095,0.84101,2.353318,0.830095,0.84101,2.44608,0.699219,0.893137,2.430106,0.693334,0.84101,2.353318,0.830095,0.84101,2.247385,0.950601,0.893137,2.36649,0.840464,0.893137,2.247385,0.950601,0.893137,2.353318,0.830095,0.84101,2.237856,0.936309,0.84101,2.237856,0.936309,0.84101,2.099974,1.018141,0.893137,2.247385,0.950601,0.893137,2.099974,1.018141,0.893137,2.237856,0.936309,0.84101,2.09521,1.001886,0.84101,2.09521,1.001886,0.84101,1.939392,1.020103,0.84101,2.099974,1.018141,0.893137,2.099974,1.018141,0.893137,1.939392,1.020103,0.84101,1.938832,1.036918,0.893137,1.873464,0.752186,1.023172,1.95985,0.519019,1.023172,1.949762,0.767599,1.023172,1.805364,0.714072,1.023172,1.752677,0.656901,1.023172,1.720168,0.585999,1.023172,1.7112,0.50865,1.023172,1.726614,0.432423,1.023172,1.764728,0.364603,1.023172,1.821898,0.311916,1.023172,1.892801,0.279407,1.023172,1.97022,0.270159,1.023172,2.046447,0.285573,1.023172,2.114267,0.323686,1.023172,2.166954,0.381137,1.023172,2.199462,0.45176,1.023172,2.20843,0.529108,1.023172,2.193297,0.605336,1.023172,2.155183,0.673156,1.023172,2.097732,0.726123,1.023172,2.02711,0.758631,1.023172,1.785466,0.988995,0.84101,1.939392,1.020103,0.84101,1.95985,0.519019,0.84101,1.648705,0.912207,0.84101,1.542491,0.796745,0.84101,1.476913,0.654099,0.84101,1.458697,0.498281,0.84101,1.489524,0.344425,0.84101,1.566592,0.207664,0.84101,1.682055,0.10145,0.84101,1.824421,0.035872,0.84101,1.980589,0.017936,0.84101,2.134445,0.048763,0.84101,2.271206,0.125551,0.84101,2.37742,0.241013,0.84101,2.442718,0.38366,0.84101,2.460934,0.539477,0.84101,2.430106,0.693334,0.84101,2.353318,0.830095,0.84101,2.237856,0.936309,0.84101,2.09521,1.001886,0.84101,2.237856,0.936309,0.84101,1.95985,0.519019,0.84101,1.939392,1.020103,0.84101,2.09521,1.001886,0.84101,1.95985,0.519019,0.84101,1.949762,0.767599,1.023172,1.949762,0.767599,1.091552,1.873464,0.752186,1.091552,1.873464,0.752186,1.023172,1.873464,0.752186,1.023172,1.873464,0.752186,1.091552,1.805364,0.714072,1.091552,1.805364,0.714072,1.023172,1.805364,0.714072,1.023172,1.805364,0.714072,1.091552,1.752677,0.656901,1.091552,1.752677,0.656901,1.023172,1.752677,0.656901,1.023172,1.752677,0.656901,1.091552,1.720168,0.585999,1.091552,1.720168,0.585999,1.023172,1.720168,0.585999,1.023172,1.720168,0.585999,1.091552,1.7112,0.50865,1.091552,1.7112,0.50865,1.023172,1.7112,0.50865,1.023172,1.7112,0.50865,1.091552,1.726614,0.432423,1.091552,1.726614,0.432423,1.023172,1.726614,0.432423,1.023172,1.726614,0.432423,1.091552,1.764728,0.364603,1.091552,1.764728,0.364603,1.023172,1.821898,0.311916,1.023172,1.764728,0.364603,1.023172,1.821898,0.311916,1.091552,1.764728,0.364603,1.091552,1.892801,0.279407,1.023172,1.821898,0.311916,1.023172,1.892801,0.279407,1.091552,1.821898,0.311916,1.091552,1.97022,0.270159,1.023172,1.892801,0.279407,1.023172,1.97022,0.270159,1.091552,1.892801,0.279407,1.091552,2.046447,0.285573,1.023172,1.97022,0.270159,1.023172,2.046447,0.285573,1.091552,1.97022,0.270159,1.091552,2.046447,0.285573,1.023172,2.046447,0.285573,1.091552,2.114267,0.323686,1.091552,2.114267,0.323686,1.023172,2.114267,0.323686,1.023172,2.114267,0.323686,1.091552,2.166954,0.381137,1.091552,2.166954,0.381137,1.023172,2.166954,0.381137,1.023172,2.166954,0.381137,1.091552,2.199462,0.45176,1.091552,2.199462,0.45176,1.023172,2.199462,0.45176,1.023172,2.199462,0.45176,1.091552,2.20843,0.529108,1.091552,2.20843,0.529108,1.023172,2.20843,0.529108,1.023172,2.20843,0.529108,1.091552,2.193297,0.605336,1.091552,2.193297,0.605336,1.023172,2.193297,0.605336,1.023172,2.193297,0.605336,1.091552,2.155183,0.673156,1.091552,2.155183,0.673156,1.023172,2.155183,0.673156,1.023172,2.155183,0.673156,1.091552,2.097732,0.726123,1.091552,2.097732,0.726123,1.023172,2.097732,0.726123,1.023172,2.097732,0.726123,1.091552,2.02711,0.758631,1.091552,2.02711,0.758631,1.023172,2.02711,0.758631,1.023172,2.02711,0.758631,1.091552,1.949762,0.767599,1.091552,1.949762,0.767599,1.023172,0.962588,0.145729,1.106966,0.881036,0.269599,1.094074,0.837317,0.129194,1.106966,0.881036,0.269599,1.094074,0.962588,0.145729,1.106966,0.958104,0.279687,1.094074,0.958104,0.279687,1.094074,1.115604,0.185804,1.106966,1.028447,0.313037,1.094074,1.115604,0.185804,1.106966,0.958104,0.279687,1.094074,0.962588,0.145729,1.106966,1.207245,0.272681,1.106966,1.084776,0.366564,1.094074,1.028447,0.313037,1.094074,1.207245,0.272681,1.106966,1.028447,0.313037,1.094074,1.115604,0.185804,1.106966,1.267498,0.383379,1.106966,1.122049,0.434945,1.094074,1.084776,0.366564,1.094074,1.084776,0.366564,1.094074,1.207245,0.272681,1.106966,1.267498,0.383379,1.106966,1.122049,0.434945,1.094074,1.267498,0.383379,1.106966,1.290478,0.507249,1.106966,1.122049,0.434945,1.094074,1.290478,0.507249,1.106966,1.136342,0.511453,1.094074,1.290478,0.507249,1.106966,1.274224,0.63252,1.106966,1.136342,0.511453,1.094074,1.136342,0.511453,1.094074,1.274224,0.63252,1.106966,1.126253,0.588801,1.094074,1.220136,0.7463,1.106966,1.126253,0.588801,1.094074,1.274224,0.63252,1.106966,1.126253,0.588801,1.094074,1.220136,0.7463,1.106966,1.092903,0.659143,1.094074,1.133259,0.837941,1.106966,1.092903,0.659143,1.094074,1.220136,0.7463,1.106966,1.092903,0.659143,1.094074,1.133259,0.837941,1.106966,1.039376,0.715473,1.094074,0.970996,0.752746,1.094074,1.133259,0.837941,1.106966,1.022561,0.898195,1.106966,1.133259,0.837941,1.106966,0.970996,0.752746,1.094074,1.039376,0.715473,1.094074,0.898411,0.921175,1.106966,0.894208,0.767039,1.094074,0.970996,0.752746,1.094074,0.898411,0.921175,1.106966,0.970996,0.752746,1.094074,1.022561,0.898195,1.106966,0.898411,0.921175,1.106966,0.81714,0.75695,1.094074,0.894208,0.767039,1.094074,0.81714,0.75695,1.094074,0.898411,0.921175,1.106966,0.773421,0.904921,1.106966,0.81714,0.75695,1.094074,0.773421,0.904921,1.106966,0.65957,0.850552,1.106966,0.81714,0.75695,1.094074,0.65957,0.850552,1.106966,0.746727,0.72332,1.094074,0.65957,0.850552,1.106966,0.567929,0.763956,1.106966,0.746727,0.72332,1.094074,0.746727,0.72332,1.094074,0.567929,0.763956,1.106966,0.690397,0.669793,1.094074,0.507676,0.653258,1.106966,0.690397,0.669793,1.094074,0.567929,0.763956,1.106966,0.690397,0.669793,1.094074,0.507676,0.653258,1.106966,0.653124,0.601412,1.094074,0.507676,0.653258,1.106966,0.638832,0.524904,1.094074,0.653124,0.601412,1.094074,0.638832,0.524904,1.094074,0.507676,0.653258,1.106966,0.484695,0.529108,1.106966,0.50095,0.404118,1.106966,0.648921,0.447836,1.094074,0.638832,0.524904,1.094074,0.50095,0.404118,1.106966,0.638832,0.524904,1.094074,0.484695,0.529108,1.106966,0.68227,0.377494,1.094074,0.50095,0.404118,1.106966,0.555038,0.290337,1.106966,0.50095,0.404118,1.106966,0.68227,0.377494,1.094074,0.648921,0.447836,1.094074,0.68227,0.377494,1.094074,0.555038,0.290337,1.106966,0.641915,0.198696,1.106966,0.68227,0.377494,1.094074,0.641915,0.198696,1.106966,0.735798,0.320884,1.094074,0.641915,0.198696,1.106966,0.804248,0.283891,1.094074,0.735798,0.320884,1.094074,0.804248,0.283891,1.094074,0.641915,0.198696,1.106966,0.752613,0.138442,1.106966,0.752613,0.138442,1.106966,0.881036,0.269599,1.094074,0.804248,0.283891,1.094074,0.881036,0.269599,1.094074,0.752613,0.138442,1.106966,0.837317,0.129194,1.106966,0.990333,0.051285,1.094074,0.837317,0.129194,1.106966,0.87403,0.016815,1.094074,0.837317,0.129194,1.106966,0.990333,0.051285,1.094074,0.962588,0.145729,1.106966,0.990333,0.051285,1.094074,1.115604,0.185804,1.106966,0.962588,0.145729,1.106966,1.115604,0.185804,1.106966,0.990333,0.051285,1.094074,1.171373,0.104813,1.094074,1.207245,0.272681,1.106966,1.171373,0.104813,1.094074,1.285154,0.212708,1.094074,1.171373,0.104813,1.094074,1.207245,0.272681,1.106966,1.115604,0.185804,1.106966,1.267498,0.383379,1.106966,1.285154,0.212708,1.094074,1.36033,0.35059,1.094074,1.285154,0.212708,1.094074,1.267498,0.383379,1.106966,1.207245,0.272681,1.106966,1.36033,0.35059,1.094074,1.388916,0.504727,1.094074,1.267498,0.383379,1.106966,1.267498,0.383379,1.106966,1.388916,0.504727,1.094074,1.290478,0.507249,1.106966,1.388916,0.504727,1.094074,1.368738,0.660264,1.094074,1.290478,0.507249,1.106966,1.290478,0.507249,1.106966,1.368738,0.660264,1.094074,1.274224,0.63252,1.106966,1.301128,0.80207,1.094074,1.274224,0.63252,1.106966,1.368738,0.660264,1.094074,1.274224,0.63252,1.106966,1.301128,0.80207,1.094074,1.220136,0.7463,1.106966,1.193232,0.91585,1.094074,1.220136,0.7463,1.106966,1.301128,0.80207,1.094074,1.220136,0.7463,1.106966,1.193232,0.91585,1.094074,1.133259,0.837941,1.106966,1.022561,0.898195,1.106966,1.193232,0.91585,1.094074,1.05535,0.990957,1.094074,1.193232,0.91585,1.094074,1.022561,0.898195,1.106966,1.133259,0.837941,1.106966,0.898411,0.921175,1.106966,1.022561,0.898195,1.106966,0.901214,1.019542,1.094074,1.022561,0.898195,1.106966,1.05535,0.990957,1.094074,0.901214,1.019542,1.094074,0.773421,0.904921,1.106966,0.901214,1.019542,1.094074,0.745606,0.999364,1.094074,0.901214,1.019542,1.094074,0.773421,0.904921,1.106966,0.898411,0.921175,1.106966,0.745606,0.999364,1.094074,0.603801,0.931824,1.094074,0.773421,0.904921,1.106966,0.773421,0.904921,1.106966,0.603801,0.931824,1.094074,0.65957,0.850552,1.106966,0.603801,0.931824,1.094074,0.49002,0.823929,1.094074,0.65957,0.850552,1.106966,0.65957,0.850552,1.106966,0.49002,0.823929,1.094074,0.567929,0.763956,1.106966,0.414914,0.686047,1.094074,0.567929,0.763956,1.106966,0.49002,0.823929,1.094074,0.567929,0.763956,1.106966,0.414914,0.686047,1.094074,0.507676,0.653258,1.106966,0.414914,0.686047,1.094074,0.484695,0.529108,1.106966,0.507676,0.653258,1.106966,0.484695,0.529108,1.106966,0.414914,0.686047,1.094074,0.386328,0.531911,1.094074,0.406506,0.376093,1.094074,0.50095,0.404118,1.106966,0.484695,0.529108,1.106966,0.406506,0.376093,1.094074,0.484695,0.529108,1.106966,0.386328,0.531911,1.094074,0.555038,0.290337,1.106966,0.406506,0.376093,1.094074,0.474046,0.234568,1.094074,0.406506,0.376093,1.094074,0.555038,0.290337,1.106966,0.50095,0.404118,1.106966,0.474046,0.234568,1.094074,0.581942,0.120507,1.094074,0.555038,0.290337,1.106966,0.555038,0.290337,1.106966,0.581942,0.120507,1.094074,0.641915,0.198696,1.106966,0.581942,0.120507,1.094074,0.752613,0.138442,1.106966,0.641915,0.198696,1.106966,0.752613,0.138442,1.106966,0.581942,0.120507,1.094074,0.719824,0.04568,1.094074,0.719824,0.04568,1.094074,0.837317,0.129194,1.106966,0.752613,0.138442,1.106966,0.837317,0.129194,1.106966,0.719824,0.04568,1.094074,0.87403,0.016815,1.094074,0.87375,0,1.041948,0.990333,0.051285,1.094074,0.87403,0.016815,1.094074,0.990333,0.051285,1.094074,0.87375,0,1.041948,1.034612,0.021019,1.041948,1.034612,0.021019,1.041948,1.171373,0.104813,1.094074,0.990333,0.051285,1.094074,1.171373,0.104813,1.094074,1.034612,0.021019,1.041948,1.180902,0.0908,1.041948,1.285154,0.212708,1.094074,1.171373,0.104813,1.094074,1.298606,0.202339,1.041948,1.298606,0.202339,1.041948,1.171373,0.104813,1.094074,1.180902,0.0908,1.041948,1.36033,0.35059,1.094074,1.285154,0.212708,1.094074,1.376304,0.344705,1.041948,1.376304,0.344705,1.041948,1.285154,0.212708,1.094074,1.298606,0.202339,1.041948,1.388916,0.504727,1.094074,1.376304,0.344705,1.041948,1.406011,0.504166,1.041948,1.376304,0.344705,1.041948,1.388916,0.504727,1.094074,1.36033,0.35059,1.094074,1.368738,0.660264,1.094074,1.406011,0.504166,1.041948,1.384992,0.665028,1.041948,1.406011,0.504166,1.041948,1.368738,0.660264,1.094074,1.388916,0.504727,1.094074,1.301128,0.80207,1.094074,1.368738,0.660264,1.094074,1.31514,0.811598,1.041948,1.31514,0.811598,1.041948,1.368738,0.660264,1.094074,1.384992,0.665028,1.041948,1.193232,0.91585,1.094074,1.301128,0.80207,1.094074,1.203601,0.929302,1.041948,1.203601,0.929302,1.041948,1.301128,0.80207,1.094074,1.31514,0.811598,1.041948,1.05535,0.990957,1.094074,1.193232,0.91585,1.094074,1.060955,1.006931,1.041948,1.060955,1.006931,1.041948,1.193232,0.91585,1.094074,1.203601,0.929302,1.041948,0.901214,1.019542,1.094074,1.060955,1.006931,1.041948,0.901494,1.036637,1.041948,1.060955,1.006931,1.041948,0.901214,1.019542,1.094074,1.05535,0.990957,1.094074,0.745606,0.999364,1.094074,0.901494,1.036637,1.041948,0.740562,1.015619,1.041948,0.901494,1.036637,1.041948,0.745606,0.999364,1.094074,0.901214,1.019542,1.094074,0.603801,0.931824,1.094074,0.745606,0.999364,1.094074,0.594272,0.945837,1.041948,0.594272,0.945837,1.041948,0.745606,0.999364,1.094074,0.740562,1.015619,1.041948,0.49002,0.823929,1.094074,0.603801,0.931824,1.094074,0.476288,0.834298,1.041948,0.476288,0.834298,1.041948,0.603801,0.931824,1.094074,0.594272,0.945837,1.041948,0.414914,0.686047,1.094074,0.49002,0.823929,1.094074,0.39894,0.691652,1.041948,0.39894,0.691652,1.041948,0.49002,0.823929,1.094074,0.476288,0.834298,1.041948,0.386328,0.531911,1.094074,0.39894,0.691652,1.041948,0.369233,0.532191,1.041948,0.39894,0.691652,1.041948,0.386328,0.531911,1.094074,0.414914,0.686047,1.094074,0.406506,0.376093,1.094074,0.369233,0.532191,1.041948,0.390252,0.371329,1.041948,0.369233,0.532191,1.041948,0.406506,0.376093,1.094074,0.386328,0.531911,1.094074,0.474046,0.234568,1.094074,0.390252,0.371329,1.041948,0.460034,0.225039,1.041948,0.390252,0.371329,1.041948,0.474046,0.234568,1.094074,0.406506,0.376093,1.094074,0.460034,0.225039,1.041948,0.571572,0.107055,1.041948,0.474046,0.234568,1.094074,0.474046,0.234568,1.094074,0.571572,0.107055,1.041948,0.581942,0.120507,1.094074,0.571572,0.107055,1.041948,0.713938,0.029706,1.041948,0.581942,0.120507,1.094074,0.581942,0.120507,1.094074,0.713938,0.029706,1.041948,0.719824,0.04568,1.094074,0.713938,0.029706,1.041948,0.87403,0.016815,1.094074,0.719824,0.04568,1.094074,0.87403,0.016815,1.094074,0.713938,0.029706,1.041948,0.87375,0,1.041948,0.87375,0,0.895659,1.034612,0.021019,0.895659,0.87375,0,1.041948,1.034612,0.021019,1.041948,1.034612,0.021019,0.895659,1.180902,0.0908,0.895659,1.034612,0.021019,1.041948,1.180902,0.0908,1.041948,1.298606,0.202339,0.895659,1.298606,0.202339,1.041948,1.180902,0.0908,1.041948,1.180902,0.0908,0.895659,1.376304,0.344705,0.895659,1.376304,0.344705,1.041948,1.298606,0.202339,1.041948,1.298606,0.202339,0.895659,1.406011,0.504166,0.895659,1.406011,0.504166,1.041948,1.376304,0.344705,1.041948,1.376304,0.344705,0.895659,1.384992,0.665028,0.895659,1.384992,0.665028,1.041948,1.406011,0.504166,1.041948,1.406011,0.504166,0.895659,1.31514,0.811598,0.895659,1.31514,0.811598,1.041948,1.384992,0.665028,1.041948,1.384992,0.665028,0.895659,1.203601,0.929302,0.895659,1.203601,0.929302,1.041948,1.31514,0.811598,1.041948,1.31514,0.811598,0.895659,1.060955,1.006931,0.895659,1.060955,1.006931,1.041948,1.203601,0.929302,1.041948,1.203601,0.929302,0.895659,0.901494,1.036637,0.895659,0.901494,1.036637,1.041948,1.060955,1.006931,1.041948,1.060955,1.006931,0.895659,0.740562,1.015619,0.895659,0.740562,1.015619,1.041948,0.901494,1.036637,1.041948,0.901494,1.036637,0.895659,0.594272,0.945837,0.895659,0.594272,0.945837,1.041948,0.740562,1.015619,1.041948,0.740562,1.015619,0.895659,0.476288,0.834298,0.895659,0.476288,0.834298,1.041948,0.594272,0.945837,1.041948,0.594272,0.945837,0.895659,0.39894,0.691652,0.895659,0.39894,0.691652,1.041948,0.476288,0.834298,1.041948,0.476288,0.834298,0.895659,0.369233,0.532191,0.895659,0.369233,0.532191,1.041948,0.39894,0.691652,1.041948,0.39894,0.691652,0.895659,0.390252,0.371329,0.895659,0.390252,0.371329,1.041948,0.369233,0.532191,1.041948,0.369233,0.532191,0.895659,0.460034,0.225039,0.895659,0.460034,0.225039,1.041948,0.390252,0.371329,1.041948,0.390252,0.371329,0.895659,0.460034,0.225039,0.895659,0.571572,0.107055,0.895659,0.460034,0.225039,1.041948,0.571572,0.107055,1.041948,0.571572,0.107055,0.895659,0.713938,0.029706,0.895659,0.571572,0.107055,1.041948,0.713938,0.029706,1.041948,0.87375,0,0.895659,0.713938,0.029706,1.041948,0.713938,0.029706,0.895659,0.87375,0,1.041948,0.87403,0.016815,0.843533,1.029567,0.037273,0.843533,0.87375,0,0.895659,0.87375,0,0.895659,1.029567,0.037273,0.843533,1.034612,0.021019,0.895659,1.029567,0.037273,0.843533,1.171373,0.104813,0.843533,1.034612,0.021019,0.895659,1.034612,0.021019,0.895659,1.171373,0.104813,0.843533,1.180902,0.0908,0.895659,1.298606,0.202339,0.895659,1.171373,0.104813,0.843533,1.285154,0.212708,0.843533,1.171373,0.104813,0.843533,1.298606,0.202339,0.895659,1.180902,0.0908,0.895659,1.376304,0.344705,0.895659,1.285154,0.212708,0.843533,1.36033,0.35059,0.843533,1.285154,0.212708,0.843533,1.376304,0.344705,0.895659,1.298606,0.202339,0.895659,1.406011,0.504166,0.895659,1.376304,0.344705,0.895659,1.388916,0.504727,0.843533,1.388916,0.504727,0.843533,1.376304,0.344705,0.895659,1.36033,0.35059,0.843533,1.384992,0.665028,0.895659,1.406011,0.504166,0.895659,1.368738,0.660264,0.843533,1.368738,0.660264,0.843533,1.406011,0.504166,0.895659,1.388916,0.504727,0.843533,1.31514,0.811598,0.895659,1.368738,0.660264,0.843533,1.301128,0.80207,0.843533,1.368738,0.660264,0.843533,1.31514,0.811598,0.895659,1.384992,0.665028,0.895659,1.203601,0.929302,0.895659,1.301128,0.80207,0.843533,1.193232,0.91585,0.843533,1.301128,0.80207,0.843533,1.203601,0.929302,0.895659,1.31514,0.811598,0.895659,1.060955,1.006931,0.895659,1.193232,0.91585,0.843533,1.05535,0.990957,0.843533,1.193232,0.91585,0.843533,1.060955,1.006931,0.895659,1.203601,0.929302,0.895659,0.901494,1.036637,0.895659,1.060955,1.006931,0.895659,0.901214,1.019542,0.843533,0.901214,1.019542,0.843533,1.060955,1.006931,0.895659,1.05535,0.990957,0.843533,0.740562,1.015619,0.895659,0.901494,1.036637,0.895659,0.745606,0.999364,0.843533,0.745606,0.999364,0.843533,0.901494,1.036637,0.895659,0.901214,1.019542,0.843533,0.594272,0.945837,0.895659,0.745606,0.999364,0.843533,0.603801,0.931824,0.843533,0.745606,0.999364,0.843533,0.594272,0.945837,0.895659,0.740562,1.015619,0.895659,0.476288,0.834298,0.895659,0.603801,0.931824,0.843533,0.49002,0.823929,0.843533,0.603801,0.931824,0.843533,0.476288,0.834298,0.895659,0.594272,0.945837,0.895659,0.39894,0.691652,0.895659,0.49002,0.823929,0.843533,0.414914,0.686047,0.843533,0.49002,0.823929,0.843533,0.39894,0.691652,0.895659,0.476288,0.834298,0.895659,0.369233,0.532191,0.895659,0.39894,0.691652,0.895659,0.386328,0.531911,0.843533,0.386328,0.531911,0.843533,0.39894,0.691652,0.895659,0.414914,0.686047,0.843533,0.390252,0.371329,0.895659,0.369233,0.532191,0.895659,0.406506,0.376093,0.843533,0.406506,0.376093,0.843533,0.369233,0.532191,0.895659,0.386328,0.531911,0.843533,0.460034,0.225039,0.895659,0.390252,0.371329,0.895659,0.474046,0.234568,0.843533,0.474046,0.234568,0.843533,0.390252,0.371329,0.895659,0.406506,0.376093,0.843533,0.474046,0.234568,0.843533,0.571572,0.107055,0.895659,0.460034,0.225039,0.895659,0.571572,0.107055,0.895659,0.474046,0.234568,0.843533,0.581941,0.120507,0.843533,0.581941,0.120507,0.843533,0.713938,0.029706,0.895659,0.571572,0.107055,0.895659,0.713938,0.029706,0.895659,0.581941,0.120507,0.843533,0.719823,0.04568,0.843533,0.719823,0.04568,0.843533,0.87403,0.016815,0.843533,0.713938,0.029706,0.895659,0.713938,0.029706,0.895659,0.87403,0.016815,0.843533,0.87375,0,0.895659,0.958104,0.279687,1.025694,0.887482,0.518178,1.025694,0.881036,0.269599,1.025694,1.028447,0.313037,1.025694,1.084776,0.366564,1.025694,1.122049,0.434945,1.025694,1.136342,0.511453,1.025694,1.126253,0.588801,1.025694,1.092903,0.659143,1.025694,1.039376,0.715473,1.025694,0.970996,0.752746,1.025694,0.894208,0.767039,1.025694,0.81714,0.75695,1.025694,0.746727,0.72332,1.025694,0.690397,0.669793,1.025694,0.653124,0.601412,1.025694,0.638832,0.524904,1.025694,0.648921,0.447836,1.025694,0.68227,0.377494,1.025694,0.735798,0.320884,1.025694,0.804248,0.283891,1.025694,1.029567,0.037273,0.843533,0.87403,0.016815,0.843533,0.887482,0.518178,0.843533,0.719823,0.04568,0.843533,0.581941,0.120507,0.843533,0.474046,0.234568,0.843533,0.406506,0.376093,0.843533,0.386328,0.531911,0.843533,0.414914,0.686047,0.843533,0.49002,0.823929,0.843533,0.603801,0.931824,0.843533,0.745606,0.999364,0.843533,0.901214,1.019542,0.843533,1.05535,0.990957,0.843533,1.193232,0.91585,0.843533,1.301128,0.80207,0.843533,1.368738,0.660264,0.843533,1.388916,0.504727,0.843533,1.36033,0.35059,0.843533,1.285154,0.212708,0.843533,1.171373,0.104813,0.843533,0.881036,0.269599,1.025694,0.881036,0.269599,1.094074,0.958104,0.279687,1.094074,0.958104,0.279687,1.025694,0.958104,0.279687,1.025694,0.958104,0.279687,1.094074,1.028447,0.313037,1.094074,1.028447,0.313037,1.025694,1.028447,0.313037,1.025694,1.028447,0.313037,1.094074,1.084776,0.366564,1.094074,1.084776,0.366564,1.025694,1.084776,0.366564,1.025694,1.084776,0.366564,1.094074,1.122049,0.434945,1.094074,1.122049,0.434945,1.025694,1.122049,0.434945,1.025694,1.122049,0.434945,1.094074,1.136342,0.511453,1.094074,1.136342,0.511453,1.025694,1.136342,0.511453,1.025694,1.136342,0.511453,1.094074,1.126253,0.588801,1.094074,1.126253,0.588801,1.025694,1.092903,0.659143,1.025694,1.126253,0.588801,1.025694,1.092903,0.659143,1.094074,1.126253,0.588801,1.094074,1.039376,0.715473,1.025694,1.092903,0.659143,1.025694,1.039376,0.715473,1.094074,1.092903,0.659143,1.094074,0.970996,0.752746,1.025694,1.039376,0.715473,1.025694,0.970996,0.752746,1.094074,1.039376,0.715473,1.094074,0.894208,0.767039,1.025694,0.970996,0.752746,1.025694,0.894208,0.767039,1.094074,0.970996,0.752746,1.094074,0.81714,0.75695,1.025694,0.894208,0.767039,1.025694,0.81714,0.75695,1.094074,0.894208,0.767039,1.094074,0.81714,0.75695,1.025694,0.81714,0.75695,1.094074,0.746727,0.72332,1.094074,0.81714,0.75695,1.025694,0.746727,0.72332,1.094074,0.746727,0.72332,1.025694,0.746727,0.72332,1.025694,0.746727,0.72332,1.094074,0.690397,0.669793,1.094074,0.746727,0.72332,1.025694,0.690397,0.669793,1.094074,0.690397,0.669793,1.025694,0.690397,0.669793,1.025694,0.690397,0.669793,1.094074,0.653124,0.601412,1.094074,0.653124,0.601412,1.025694,0.653124,0.601412,1.025694,0.653124,0.601412,1.094074,0.638832,0.524904,1.094074,0.638832,0.524904,1.025694,0.638832,0.524904,1.025694,0.638832,0.524904,1.094074,0.648921,0.447836,1.094074,0.648921,0.447836,1.025694,0.648921,0.447836,1.025694,0.648921,0.447836,1.094074,0.68227,0.377494,1.094074,0.68227,0.377494,1.025694,0.68227,0.377494,1.025694,0.68227,0.377494,1.094074,0.735798,0.320884,1.094074,0.735798,0.320884,1.025694,0.735798,0.320884,1.025694,0.735798,0.320884,1.094074,0.804248,0.283891,1.094074,0.804248,0.283891,1.025694,0.804248,0.283891,1.025694,0.804248,0.283891,1.094074,0.881036,0.269599,1.094074,0.881036,0.269599,1.025694,-0.8771,0.295381,1.099399,-0.793025,0.445314,1.087348,-0.930627,0.400754,1.099399,-0.793025,0.445314,1.087348,-0.8771,0.295381,1.099399,-0.759956,0.380296,1.087348,-0.759956,0.380296,1.087348,-0.793305,0.211867,1.099399,-0.70839,0.328731,1.087348,-0.793305,0.211867,1.099399,-0.759956,0.380296,1.087348,-0.8771,0.295381,1.099399,-0.687932,0.15806,1.099399,-0.643373,0.295661,1.087348,-0.70839,0.328731,1.087348,-0.687932,0.15806,1.099399,-0.70839,0.328731,1.087348,-0.793305,0.211867,1.099399,-0.571349,0.139563,1.099399,-0.571349,0.284171,1.087348,-0.643373,0.295661,1.087348,-0.643373,0.295661,1.087348,-0.687932,0.15806,1.099399,-0.571349,0.139563,1.099399,-0.571349,0.284171,1.087348,-0.571349,0.139563,1.099399,-0.454486,0.15806,1.099399,-0.571349,0.284171,1.087348,-0.454486,0.15806,1.099399,-0.499325,0.295661,1.087348,-0.454486,0.15806,1.099399,-0.349042,0.211867,1.099399,-0.499325,0.295661,1.087348,-0.499325,0.295661,1.087348,-0.349042,0.211867,1.099399,-0.434308,0.328731,1.087348,-0.265529,0.295381,1.099399,-0.434308,0.328731,1.087348,-0.349042,0.211867,1.099399,-0.434308,0.328731,1.087348,-0.265529,0.295381,1.099399,-0.382392,0.380296,1.087348,-0.211721,0.400754,1.099399,-0.382392,0.380296,1.087348,-0.265529,0.295381,1.099399,-0.382392,0.380296,1.087348,-0.211721,0.400754,1.099399,-0.349323,0.445314,1.087348,-0.193225,0.517618,1.099399,-0.337833,0.517618,1.087348,-0.349323,0.445314,1.087348,-0.193225,0.517618,1.099399,-0.349323,0.445314,1.087348,-0.211721,0.400754,1.099399,-0.349323,0.589642,1.087348,-0.193225,0.517618,1.099399,-0.211721,0.634201,1.099399,-0.193225,0.517618,1.099399,-0.349323,0.589642,1.087348,-0.337833,0.517618,1.087348,-0.211721,0.634201,1.099399,-0.382392,0.654659,1.087348,-0.349323,0.589642,1.087348,-0.382392,0.654659,1.087348,-0.211721,0.634201,1.099399,-0.265529,0.739574,1.099399,-0.382392,0.654659,1.087348,-0.265529,0.739574,1.099399,-0.349042,0.823088,1.099399,-0.382392,0.654659,1.087348,-0.349042,0.823088,1.099399,-0.434308,0.706225,1.087348,-0.349042,0.823088,1.099399,-0.454486,0.876896,1.099399,-0.434308,0.706225,1.087348,-0.434308,0.706225,1.087348,-0.454486,0.876896,1.099399,-0.499325,0.739294,1.087348,-0.571349,0.895392,1.099399,-0.499325,0.739294,1.087348,-0.454486,0.876896,1.099399,-0.499325,0.739294,1.087348,-0.571349,0.895392,1.099399,-0.571349,0.750784,1.087348,-0.571349,0.895392,1.099399,-0.643373,0.739294,1.087348,-0.571349,0.750784,1.087348,-0.643373,0.739294,1.087348,-0.571349,0.895392,1.099399,-0.687932,0.876896,1.099399,-0.793306,0.823088,1.099399,-0.70839,0.706225,1.087348,-0.643373,0.739294,1.087348,-0.793306,0.823088,1.099399,-0.643373,0.739294,1.087348,-0.687932,0.876896,1.099399,-0.759956,0.654659,1.087348,-0.793306,0.823088,1.099399,-0.8771,0.739574,1.099399,-0.793306,0.823088,1.099399,-0.759956,0.654659,1.087348,-0.70839,0.706225,1.087348,-0.759956,0.654659,1.087348,-0.8771,0.739574,1.099399,-0.930627,0.634201,1.099399,-0.759956,0.654659,1.087348,-0.930627,0.634201,1.099399,-0.793025,0.589641,1.087348,-0.793025,0.589641,1.087348,-0.930627,0.634201,1.099399,-0.949123,0.517618,1.099399,-0.793025,0.589641,1.087348,-0.949123,0.517618,1.099399,-0.804515,0.517618,1.087348,-0.949123,0.517618,1.099399,-0.793025,0.445314,1.087348,-0.804515,0.517618,1.087348,-0.793025,0.445314,1.087348,-0.949123,0.517618,1.099399,-0.930627,0.400754,1.099399,-0.951646,0.241293,1.087348,-0.930627,0.400754,1.099399,-1.018415,0.372169,1.087348,-0.930627,0.400754,1.099399,-0.951646,0.241293,1.087348,-0.8771,0.295381,1.099399,-0.951646,0.241293,1.087348,-0.793305,0.211867,1.099399,-0.8771,0.295381,1.099399,-0.793305,0.211867,1.099399,-0.951646,0.241293,1.087348,-0.847674,0.137041,1.087348,-0.716518,0.070342,1.087348,-0.687932,0.15806,1.099399,-0.793305,0.211867,1.099399,-0.716518,0.070342,1.087348,-0.793305,0.211867,1.099399,-0.847674,0.137041,1.087348,-0.571349,0.139563,1.099399,-0.716518,0.070342,1.087348,-0.571349,0.047362,1.087348,-0.716518,0.070342,1.087348,-0.571349,0.139563,1.099399,-0.687932,0.15806,1.099399,-0.571349,0.047362,1.087348,-0.4259,0.070342,1.087348,-0.571349,0.139563,1.099399,-0.571349,0.139563,1.099399,-0.4259,0.070342,1.087348,-0.454486,0.15806,1.099399,-0.4259,0.070342,1.087348,-0.294955,0.137041,1.087348,-0.454486,0.15806,1.099399,-0.454486,0.15806,1.099399,-0.294955,0.137041,1.087348,-0.349042,0.211867,1.099399,-0.190983,0.241293,1.087348,-0.349042,0.211867,1.099399,-0.294955,0.137041,1.087348,-0.349042,0.211867,1.099399,-0.190983,0.241293,1.087348,-0.265529,0.295381,1.099399,-0.124003,0.372169,1.087348,-0.265529,0.295381,1.099399,-0.190983,0.241293,1.087348,-0.265529,0.295381,1.099399,-0.124003,0.372169,1.087348,-0.211721,0.400754,1.099399,-0.193225,0.517618,1.099399,-0.124003,0.372169,1.087348,-0.101023,0.517618,1.087348,-0.124003,0.372169,1.087348,-0.193225,0.517618,1.099399,-0.211721,0.400754,1.099399,-0.211721,0.634201,1.099399,-0.193225,0.517618,1.099399,-0.124003,0.662786,1.087348,-0.193225,0.517618,1.099399,-0.101023,0.517618,1.087348,-0.124003,0.662786,1.087348,-0.265529,0.739574,1.099399,-0.124003,0.662786,1.087348,-0.190983,0.793942,1.087348,-0.124003,0.662786,1.087348,-0.265529,0.739574,1.099399,-0.211721,0.634201,1.099399,-0.190983,0.793942,1.087348,-0.349042,0.823088,1.099399,-0.265529,0.739574,1.099399,-0.349042,0.823088,1.099399,-0.190983,0.793942,1.087348,-0.294955,0.897914,1.087348,-0.294955,0.897914,1.087348,-0.454486,0.876896,1.099399,-0.349042,0.823088,1.099399,-0.454486,0.876896,1.099399,-0.294955,0.897914,1.087348,-0.4259,0.964613,1.087348,-0.571349,0.987594,1.087348,-0.454486,0.876896,1.099399,-0.4259,0.964613,1.087348,-0.454486,0.876896,1.099399,-0.571349,0.987594,1.087348,-0.571349,0.895392,1.099399,-0.716518,0.964613,1.087348,-0.571349,0.895392,1.099399,-0.571349,0.987594,1.087348,-0.571349,0.895392,1.099399,-0.716518,0.964613,1.087348,-0.687932,0.876896,1.099399,-0.847674,0.897914,1.087348,-0.793306,0.823088,1.099399,-0.687932,0.876896,1.099399,-0.847674,0.897914,1.087348,-0.687932,0.876896,1.099399,-0.716518,0.964613,1.087348,-0.8771,0.739574,1.099399,-0.847674,0.897914,1.087348,-0.951646,0.793942,1.087348,-0.847674,0.897914,1.087348,-0.8771,0.739574,1.099399,-0.793306,0.823088,1.099399,-0.951646,0.793942,1.087348,-1.018415,0.662786,1.087348,-0.8771,0.739574,1.099399,-0.8771,0.739574,1.099399,-1.018415,0.662786,1.087348,-0.930627,0.634201,1.099399,-1.018415,0.662786,1.087348,-0.949123,0.517618,1.099399,-0.930627,0.634201,1.099399,-0.949123,0.517618,1.099399,-1.018415,0.662786,1.087348,-1.041395,0.517618,1.087348,-1.041395,0.517618,1.087348,-0.930627,0.400754,1.099399,-0.949123,0.517618,1.099399,-0.930627,0.400754,1.099399,-1.041395,0.517618,1.087348,-1.018415,0.372169,1.087348,-1.033548,0.367405,1.038585,-0.951646,0.241293,1.087348,-1.018415,0.372169,1.087348,-0.951646,0.241293,1.087348,-1.033548,0.367405,1.038585,-0.964537,0.231765,1.038585,-0.964537,0.231765,1.038585,-0.847674,0.137041,1.087348,-0.951646,0.241293,1.087348,-0.847674,0.137041,1.087348,-0.964537,0.231765,1.038585,-0.856922,0.12415,1.038585,-0.716518,0.070342,1.087348,-0.847674,0.137041,1.087348,-0.721562,0.055209,1.038585,-0.721562,0.055209,1.038585,-0.847674,0.137041,1.087348,-0.856922,0.12415,1.038585,-0.571349,0.047362,1.087348,-0.716518,0.070342,1.087348,-0.571349,0.031388,1.038585,-0.571349,0.031388,1.038585,-0.716518,0.070342,1.087348,-0.721562,0.055209,1.038585,-0.4259,0.070342,1.087348,-0.571349,0.031388,1.038585,-0.421136,0.055209,1.038585,-0.571349,0.031388,1.038585,-0.4259,0.070342,1.087348,-0.571349,0.047362,1.087348,-0.294955,0.137041,1.087348,-0.421136,0.055209,1.038585,-0.285426,0.12415,1.038585,-0.421136,0.055209,1.038585,-0.294955,0.137041,1.087348,-0.4259,0.070342,1.087348,-0.190983,0.241293,1.087348,-0.294955,0.137041,1.087348,-0.178091,0.231765,1.038585,-0.178091,0.231765,1.038585,-0.294955,0.137041,1.087348,-0.285426,0.12415,1.038585,-0.124003,0.372169,1.087348,-0.190983,0.241293,1.087348,-0.10887,0.367405,1.038585,-0.10887,0.367405,1.038585,-0.190983,0.241293,1.087348,-0.178091,0.231765,1.038585,-0.101023,0.517618,1.087348,-0.124003,0.372169,1.087348,-0.085049,0.517618,1.038585,-0.085049,0.517618,1.038585,-0.124003,0.372169,1.087348,-0.10887,0.367405,1.038585,-0.124003,0.662786,1.087348,-0.085049,0.517618,1.038585,-0.10887,0.667831,1.038585,-0.085049,0.517618,1.038585,-0.124003,0.662786,1.087348,-0.101023,0.517618,1.087348,-0.190983,0.793942,1.087348,-0.10887,0.667831,1.038585,-0.178091,0.80319,1.038585,-0.10887,0.667831,1.038585,-0.190983,0.793942,1.087348,-0.124003,0.662786,1.087348,-0.294955,0.897914,1.087348,-0.190983,0.793942,1.087348,-0.285426,0.910806,1.038585,-0.285426,0.910806,1.038585,-0.190983,0.793942,1.087348,-0.178091,0.80319,1.038585,-0.4259,0.964613,1.087348,-0.294955,0.897914,1.087348,-0.421136,0.979747,1.038585,-0.421136,0.979747,1.038585,-0.294955,0.897914,1.087348,-0.285426,0.910806,1.038585,-0.571349,0.987594,1.087348,-0.4259,0.964613,1.087348,-0.571349,1.003568,1.038585,-0.571349,1.003568,1.038585,-0.4259,0.964613,1.087348,-0.421136,0.979747,1.038585,-0.716518,0.964613,1.087348,-0.571349,1.003568,1.038585,-0.721562,0.979747,1.038585,-0.571349,1.003568,1.038585,-0.716518,0.964613,1.087348,-0.571349,0.987594,1.087348,-0.847674,0.897914,1.087348,-0.721562,0.979747,1.038585,-0.856922,0.910806,1.038585,-0.721562,0.979747,1.038585,-0.847674,0.897914,1.087348,-0.716518,0.964613,1.087348,-0.951646,0.793942,1.087348,-0.856922,0.910806,1.038585,-0.964537,0.80319,1.038585,-0.856922,0.910806,1.038585,-0.951646,0.793942,1.087348,-0.847674,0.897914,1.087348,-0.964537,0.80319,1.038585,-1.033548,0.667831,1.038585,-0.951646,0.793942,1.087348,-0.951646,0.793942,1.087348,-1.033548,0.667831,1.038585,-1.018415,0.662786,1.087348,-1.033548,0.667831,1.038585,-1.057369,0.517618,1.038585,-1.018415,0.662786,1.087348,-1.018415,0.662786,1.087348,-1.057369,0.517618,1.038585,-1.041395,0.517618,1.087348,-1.057369,0.517618,1.038585,-1.018415,0.372169,1.087348,-1.041395,0.517618,1.087348,-1.018415,0.372169,1.087348,-1.057369,0.517618,1.038585,-1.033548,0.367405,1.038585,-1.033548,0.367405,0.901264,-0.964537,0.231765,0.901264,-1.033548,0.367405,1.038585,-0.964537,0.231765,1.038585,-0.856922,0.12415,0.901264,-0.964537,0.231765,1.038585,-0.964537,0.231765,0.901264,-0.856922,0.12415,1.038585,-0.721562,0.055209,0.901264,-0.721562,0.055209,1.038585,-0.856922,0.12415,1.038585,-0.856922,0.12415,0.901264,-0.571349,0.031388,0.901264,-0.571349,0.031388,1.038585,-0.721562,0.055209,1.038585,-0.721562,0.055209,0.901264,-0.421136,0.055209,0.901264,-0.421136,0.055209,1.038585,-0.571349,0.031388,1.038585,-0.571349,0.031388,0.901264,-0.285426,0.12415,0.901264,-0.285426,0.12415,1.038585,-0.421136,0.055209,1.038585,-0.421136,0.055209,0.901264,-0.178091,0.231765,0.901264,-0.178091,0.231765,1.038585,-0.285426,0.12415,1.038585,-0.285426,0.12415,0.901264,-0.10887,0.367405,0.901264,-0.10887,0.367405,1.038585,-0.178091,0.231765,1.038585,-0.178091,0.231765,0.901264,-0.085049,0.517618,0.901264,-0.085049,0.517618,1.038585,-0.10887,0.367405,1.038585,-0.10887,0.367405,0.901264,-0.10887,0.667831,0.901264,-0.10887,0.667831,1.038585,-0.085049,0.517618,1.038585,-0.085049,0.517618,0.901264,-0.178091,0.80319,0.901264,-0.178091,0.80319,1.038585,-0.10887,0.667831,1.038585,-0.10887,0.667831,0.901264,-0.285426,0.910806,0.901264,-0.285426,0.910806,1.038585,-0.178091,0.80319,1.038585,-0.178091,0.80319,0.901264,-0.421136,0.979747,0.901264,-0.421136,0.979747,1.038585,-0.285426,0.910806,1.038585,-0.285426,0.910806,0.901264,-0.571349,1.003568,0.901264,-0.571349,1.003568,1.038585,-0.421136,0.979747,1.038585,-0.421136,0.979747,0.901264,-0.721562,0.979747,0.901264,-0.721562,0.979747,1.038585,-0.571349,1.003568,1.038585,-0.571349,1.003568,0.901264,-0.856922,0.910806,0.901264,-0.856922,0.910806,1.038585,-0.721562,0.979747,1.038585,-0.721562,0.979747,0.901264,-0.964537,0.80319,0.901264,-0.964537,0.80319,1.038585,-0.856922,0.910806,1.038585,-0.856922,0.910806,0.901264,-0.964537,0.80319,0.901264,-1.033548,0.667831,0.901264,-0.964537,0.80319,1.038585,-1.033548,0.667831,1.038585,-1.057369,0.517618,0.901264,-1.033548,0.667831,1.038585,-1.033548,0.667831,0.901264,-1.057369,0.517618,1.038585,-1.033548,0.367405,0.901264,-1.057369,0.517618,1.038585,-1.057369,0.517618,0.901264,-1.033548,0.367405,1.038585,-1.018415,0.372169,0.852501,-0.951646,0.241293,0.852501,-1.033548,0.367405,0.901264,-1.033548,0.367405,0.901264,-0.951646,0.241293,0.852501,-0.964537,0.231765,0.901264,-0.951646,0.241293,0.852501,-0.847674,0.137041,0.852501,-0.964537,0.231765,0.901264,-0.964537,0.231765,0.901264,-0.847674,0.137041,0.852501,-0.856922,0.12415,0.901264,-0.721562,0.055209,0.901264,-0.847674,0.137041,0.852501,-0.716518,0.070342,0.852501,-0.847674,0.137041,0.852501,-0.721562,0.055209,0.901264,-0.856922,0.12415,0.901264,-0.571349,0.031388,0.901264,-0.716518,0.070342,0.852501,-0.571349,0.047362,0.852501,-0.716518,0.070342,0.852501,-0.571349,0.031388,0.901264,-0.721562,0.055209,0.901264,-0.421136,0.055209,0.901264,-0.571349,0.031388,0.901264,-0.4259,0.070342,0.852501,-0.4259,0.070342,0.852501,-0.571349,0.031388,0.901264,-0.571349,0.047362,0.852501,-0.285426,0.12415,0.901264,-0.421136,0.055209,0.901264,-0.294955,0.137041,0.852501,-0.294955,0.137041,0.852501,-0.421136,0.055209,0.901264,-0.4259,0.070342,0.852501,-0.178091,0.231765,0.901264,-0.294955,0.137041,0.852501,-0.190983,0.241293,0.852501,-0.294955,0.137041,0.852501,-0.178091,0.231765,0.901264,-0.285426,0.12415,0.901264,-0.10887,0.367405,0.901264,-0.190983,0.241293,0.852501,-0.124003,0.372169,0.852501,-0.190983,0.241293,0.852501,-0.10887,0.367405,0.901264,-0.178091,0.231765,0.901264,-0.085049,0.517618,0.901264,-0.124003,0.372169,0.852501,-0.101023,0.517618,0.852501,-0.124003,0.372169,0.852501,-0.085049,0.517618,0.901264,-0.10887,0.367405,0.901264,-0.10887,0.667831,0.901264,-0.085049,0.517618,0.901264,-0.124003,0.662786,0.852501,-0.124003,0.662786,0.852501,-0.085049,0.517618,0.901264,-0.101023,0.517618,0.852501,-0.178091,0.80319,0.901264,-0.10887,0.667831,0.901264,-0.190983,0.793942,0.852501,-0.190983,0.793942,0.852501,-0.10887,0.667831,0.901264,-0.124003,0.662786,0.852501,-0.285426,0.910806,0.901264,-0.190983,0.793942,0.852501,-0.294955,0.897914,0.852501,-0.190983,0.793942,0.852501,-0.285426,0.910806,0.901264,-0.178091,0.80319,0.901264,-0.421136,0.979747,0.901264,-0.294955,0.897914,0.852501,-0.4259,0.964613,0.852501,-0.294955,0.897914,0.852501,-0.421136,0.979747,0.901264,-0.285426,0.910806,0.901264,-0.571349,1.003568,0.901264,-0.4259,0.964613,0.852501,-0.571349,0.987594,0.852501,-0.4259,0.964613,0.852501,-0.571349,1.003568,0.901264,-0.421136,0.979747,0.901264,-0.721562,0.979747,0.901264,-0.571349,1.003568,0.901264,-0.716518,0.964613,0.852501,-0.716518,0.964613,0.852501,-0.571349,1.003568,0.901264,-0.571349,0.987594,0.852501,-0.856922,0.910806,0.901264,-0.721562,0.979747,0.901264,-0.847674,0.897914,0.852501,-0.847674,0.897914,0.852501,-0.721562,0.979747,0.901264,-0.716518,0.964613,0.852501,-0.964537,0.80319,0.901264,-0.856922,0.910806,0.901264,-0.951646,0.793942,0.852501,-0.951646,0.793942,0.852501,-0.856922,0.910806,0.901264,-0.847674,0.897914,0.852501,-0.951646,0.793942,0.852501,-1.033548,0.667831,0.901264,-0.964537,0.80319,0.901264,-1.033548,0.667831,0.901264,-0.951646,0.793942,0.852501,-1.018415,0.662786,0.852501,-1.018415,0.662786,0.852501,-1.057369,0.517618,0.901264,-1.033548,0.667831,0.901264,-1.057369,0.517618,0.901264,-1.018415,0.662786,0.852501,-1.041395,0.517618,0.852501,-1.041395,0.517618,0.852501,-1.018415,0.372169,0.852501,-1.057369,0.517618,0.901264,-1.057369,0.517618,0.901264,-1.018415,0.372169,0.852501,-1.033548,0.367405,0.901264,-0.759956,0.380296,1.023172,-0.571349,0.517618,1.023172,-0.793025,0.445314,1.023172,-0.70839,0.328731,1.023172,-0.643373,0.295661,1.023172,-0.571349,0.284171,1.023172,-0.499325,0.295661,1.023172,-0.434308,0.328731,1.023172,-0.382392,0.380296,1.023172,-0.349323,0.445314,1.023172,-0.337833,0.517618,1.023172,-0.349323,0.589642,1.023172,-0.382392,0.654659,1.023172,-0.434308,0.706225,1.023172,-0.499325,0.739294,1.023172,-0.571349,0.750784,1.023172,-0.643373,0.739294,1.023172,-0.70839,0.706225,1.023172,-0.759956,0.654659,1.023172,-0.793025,0.589641,1.023172,-0.804515,0.517618,1.023172,-0.951646,0.241293,0.852501,-1.018415,0.372169,0.852501,-0.571349,0.517618,0.852501,-1.041395,0.517618,0.852501,-1.018415,0.662786,0.852501,-0.951646,0.793942,0.852501,-0.847674,0.897914,0.852501,-0.716518,0.964613,0.852501,-0.571349,0.987594,0.852501,-0.4259,0.964613,0.852501,-0.294955,0.897914,0.852501,-0.190983,0.793942,0.852501,-0.124003,0.662786,0.852501,-0.101023,0.517618,0.852501,-0.847674,0.137041,0.852501,-0.716518,0.070342,0.852501,-0.571349,0.047362,0.852501,-0.4259,0.070342,0.852501,-0.294955,0.137041,0.852501,-0.190983,0.241293,0.852501,-0.124003,0.372169,0.852501,-0.101023,0.517618,0.852501,-0.793025,0.445314,1.023172,-0.793025,0.445314,1.087348,-0.759956,0.380296,1.087348,-0.759956,0.380296,1.023172,-0.759956,0.380296,1.023172,-0.759956,0.380296,1.087348,-0.70839,0.328731,1.087348,-0.70839,0.328731,1.023172,-0.70839,0.328731,1.023172,-0.70839,0.328731,1.087348,-0.643373,0.295661,1.087348,-0.643373,0.295661,1.023172,-0.643373,0.295661,1.023172,-0.643373,0.295661,1.087348,-0.571349,0.284171,1.087348,-0.571349,0.284171,1.023172,-0.571349,0.284171,1.023172,-0.571349,0.284171,1.087348,-0.499325,0.295661,1.087348,-0.499325,0.295661,1.023172,-0.499325,0.295661,1.023172,-0.499325,0.295661,1.087348,-0.434308,0.328731,1.087348,-0.434308,0.328731,1.023172,-0.382392,0.380296,1.023172,-0.434308,0.328731,1.023172,-0.382392,0.380296,1.087348,-0.434308,0.328731,1.087348,-0.349323,0.445314,1.023172,-0.382392,0.380296,1.023172,-0.349323,0.445314,1.087348,-0.382392,0.380296,1.087348,-0.337833,0.517618,1.023172,-0.349323,0.445314,1.023172,-0.337833,0.517618,1.087348,-0.349323,0.445314,1.087348,-0.349323,0.589642,1.023172,-0.337833,0.517618,1.023172,-0.349323,0.589642,1.087348,-0.337833,0.517618,1.087348,-0.382392,0.654659,1.023172,-0.349323,0.589642,1.023172,-0.382392,0.654659,1.087348,-0.349323,0.589642,1.087348,-0.382392,0.654659,1.023172,-0.382392,0.654659,1.087348,-0.434308,0.706225,1.087348,-0.434308,0.706225,1.023172,-0.434308,0.706225,1.023172,-0.434308,0.706225,1.087348,-0.499325,0.739294,1.087348,-0.499325,0.739294,1.023172,-0.499325,0.739294,1.023172,-0.499325,0.739294,1.087348,-0.571349,0.750784,1.087348,-0.571349,0.750784,1.023172,-0.571349,0.750784,1.023172,-0.571349,0.750784,1.087348,-0.643373,0.739294,1.087348,-0.643373,0.739294,1.023172,-0.643373,0.739294,1.023172,-0.643373,0.739294,1.087348,-0.70839,0.706225,1.087348,-0.70839,0.706225,1.023172,-0.70839,0.706225,1.023172,-0.70839,0.706225,1.087348,-0.759956,0.654659,1.087348,-0.759956,0.654659,1.023172,-0.759956,0.654659,1.023172,-0.759956,0.654659,1.087348,-0.793025,0.589641,1.087348,-0.793025,0.589641,1.023172,-0.793025,0.589641,1.023172,-0.793025,0.589641,1.087348,-0.804515,0.517618,1.087348,-0.804515,0.517618,1.023172,-0.804515,0.517618,1.023172,-0.804515,0.517618,1.087348,-0.793025,0.445314,1.087348,-0.793025,0.445314,1.023172,-1.701729,0.888386,1.099119,-1.601681,0.748542,1.087068,-1.583465,0.892029,1.099119,-1.601681,0.748542,1.087068,-1.701729,0.888386,1.099119,-1.674826,0.7463,1.087068,-1.743486,0.721638,1.087068,-1.701729,0.888386,1.099119,-1.812988,0.84831,1.099119,-1.701729,0.888386,1.099119,-1.743486,0.721638,1.087068,-1.674826,0.7463,1.087068,-1.906591,0.776006,1.099119,-1.801217,0.676799,1.087068,-1.743486,0.721638,1.087068,-1.906591,0.776006,1.099119,-1.743486,0.721638,1.087068,-1.812988,0.84831,1.099119,-1.973009,0.6782,1.099119,-1.842134,0.616545,1.087068,-1.801217,0.676799,1.087068,-1.801217,0.676799,1.087068,-1.906591,0.776006,1.099119,-1.973009,0.6782,1.099119,-1.842134,0.616545,1.087068,-1.973009,0.6782,1.099119,-2.006079,0.564699,1.099119,-1.842134,0.616545,1.087068,-2.006079,0.564699,1.099119,-1.862592,0.546483,1.087068,-2.006079,0.564699,1.099119,-2.002435,0.446715,1.099119,-1.862592,0.546483,1.087068,-1.862592,0.546483,1.087068,-2.002435,0.446715,1.099119,-1.86035,0.473619,1.087068,-2.002435,0.446715,1.099119,-1.835688,0.404958,1.087068,-1.86035,0.473619,1.087068,-1.835688,0.404958,1.087068,-2.002435,0.446715,1.099119,-1.96264,0.335456,1.099119,-1.890056,0.241854,1.099119,-1.835688,0.404958,1.087068,-1.96264,0.335456,1.099119,-1.835688,0.404958,1.087068,-1.890056,0.241854,1.099119,-1.791128,0.347227,1.087068,-1.730595,0.30603,1.087068,-1.890056,0.241854,1.099119,-1.79253,0.175435,1.099119,-1.890056,0.241854,1.099119,-1.730595,0.30603,1.087068,-1.791128,0.347227,1.087068,-1.679029,0.142366,1.099119,-1.660813,0.285853,1.087068,-1.730595,0.30603,1.087068,-1.679029,0.142366,1.099119,-1.730595,0.30603,1.087068,-1.79253,0.175435,1.099119,-1.679029,0.142366,1.099119,-1.587668,0.288095,1.087068,-1.660813,0.285853,1.087068,-1.587668,0.288095,1.087068,-1.679029,0.142366,1.099119,-1.560765,0.145729,1.099119,-1.587668,0.288095,1.087068,-1.560765,0.145729,1.099119,-1.449436,0.185804,1.099119,-1.587668,0.288095,1.087068,-1.449436,0.185804,1.099119,-1.518938,0.312476,1.087068,-1.449436,0.185804,1.099119,-1.461207,0.357316,1.087068,-1.518938,0.312476,1.087068,-1.461207,0.357316,1.087068,-1.449436,0.185804,1.099119,-1.355833,0.258108,1.099119,-1.355833,0.258108,1.099119,-1.42029,0.417569,1.087068,-1.461207,0.357316,1.087068,-1.42029,0.417569,1.087068,-1.355833,0.258108,1.099119,-1.289415,0.355915,1.099119,-1.289415,0.355915,1.099119,-1.399832,0.487631,1.087068,-1.42029,0.417569,1.087068,-1.399832,0.487631,1.087068,-1.289415,0.355915,1.099119,-1.256345,0.469415,1.099119,-1.402074,0.560496,1.087068,-1.256345,0.469415,1.099119,-1.259988,0.58768,1.099119,-1.256345,0.469415,1.099119,-1.402074,0.560496,1.087068,-1.399832,0.487631,1.087068,-1.299784,0.698938,1.099119,-1.426736,0.629156,1.087068,-1.402074,0.560496,1.087068,-1.402074,0.560496,1.087068,-1.259988,0.58768,1.099119,-1.299784,0.698938,1.099119,-1.426736,0.629156,1.087068,-1.299784,0.698938,1.099119,-1.372088,0.792261,1.099119,-1.426736,0.629156,1.087068,-1.372088,0.792261,1.099119,-1.471295,0.686887,1.087068,-1.471295,0.686887,1.087068,-1.372088,0.792261,1.099119,-1.469894,0.85896,1.099119,-1.471295,0.686887,1.087068,-1.469894,0.85896,1.099119,-1.531549,0.728084,1.087068,-1.469894,0.85896,1.099119,-1.601681,0.748542,1.087068,-1.531549,0.728084,1.087068,-1.601681,0.748542,1.087068,-1.469894,0.85896,1.099119,-1.583465,0.892029,1.099119,-1.718825,0.978906,1.087068,-1.583465,0.892029,1.099119,-1.571975,0.98339,1.087068,-1.583465,0.892029,1.099119,-1.718825,0.978906,1.087068,-1.701729,0.888386,1.099119,-1.718825,0.978906,1.087068,-1.812988,0.84831,1.099119,-1.701729,0.888386,1.099119,-1.812988,0.84831,1.099119,-1.718825,0.978906,1.087068,-1.857267,0.929302,1.087068,-1.97357,0.839342,1.087068,-1.906591,0.776006,1.099119,-1.812988,0.84831,1.099119,-1.97357,0.839342,1.087068,-1.812988,0.84831,1.099119,-1.857267,0.929302,1.087068,-1.973009,0.6782,1.099119,-1.906591,0.776006,1.099119,-2.056523,0.717715,1.087068,-1.906591,0.776006,1.099119,-1.97357,0.839342,1.087068,-2.056523,0.717715,1.087068,-2.056523,0.717715,1.087068,-2.09772,0.57647,1.087068,-1.973009,0.6782,1.099119,-1.973009,0.6782,1.099119,-2.09772,0.57647,1.087068,-2.006079,0.564699,1.099119,-2.09772,0.57647,1.087068,-2.093236,0.42934,1.087068,-2.006079,0.564699,1.099119,-2.006079,0.564699,1.099119,-2.093236,0.42934,1.087068,-2.002435,0.446715,1.099119,-2.093236,0.42934,1.087068,-1.96264,0.335456,1.099119,-2.002435,0.446715,1.099119,-1.96264,0.335456,1.099119,-2.093236,0.42934,1.087068,-2.043352,0.290897,1.087068,-1.953392,0.174594,1.087068,-1.96264,0.335456,1.099119,-2.043352,0.290897,1.087068,-1.96264,0.335456,1.099119,-1.953392,0.174594,1.087068,-1.890056,0.241854,1.099119,-1.79253,0.175435,1.099119,-1.953392,0.174594,1.087068,-1.831764,0.091921,1.087068,-1.953392,0.174594,1.087068,-1.79253,0.175435,1.099119,-1.890056,0.241854,1.099119,-1.679029,0.142366,1.099119,-1.79253,0.175435,1.099119,-1.690519,0.050725,1.087068,-1.79253,0.175435,1.099119,-1.831764,0.091921,1.087068,-1.690519,0.050725,1.087068,-1.560765,0.145729,1.099119,-1.690519,0.050725,1.087068,-1.543669,0.055209,1.087068,-1.690519,0.050725,1.087068,-1.560765,0.145729,1.099119,-1.679029,0.142366,1.099119,-1.543669,0.055209,1.087068,-1.405157,0.104812,1.087068,-1.560765,0.145729,1.099119,-1.560765,0.145729,1.099119,-1.405157,0.104812,1.087068,-1.449436,0.185804,1.099119,-1.405157,0.104812,1.087068,-1.355833,0.258108,1.099119,-1.449436,0.185804,1.099119,-1.355833,0.258108,1.099119,-1.405157,0.104812,1.087068,-1.288854,0.195052,1.087068,-1.205901,0.31668,1.087068,-1.355833,0.258108,1.099119,-1.288854,0.195052,1.087068,-1.355833,0.258108,1.099119,-1.205901,0.31668,1.087068,-1.289415,0.355915,1.099119,-1.164704,0.457645,1.087068,-1.289415,0.355915,1.099119,-1.205901,0.31668,1.087068,-1.289415,0.355915,1.099119,-1.164704,0.457645,1.087068,-1.256345,0.469415,1.099119,-1.169188,0.604775,1.087068,-1.259988,0.58768,1.099119,-1.256345,0.469415,1.099119,-1.169188,0.604775,1.087068,-1.256345,0.469415,1.099119,-1.164704,0.457645,1.087068,-1.299784,0.698938,1.099119,-1.259988,0.58768,1.099119,-1.219072,0.743217,1.087068,-1.259988,0.58768,1.099119,-1.169188,0.604775,1.087068,-1.219072,0.743217,1.087068,-1.219072,0.743217,1.087068,-1.309032,0.85952,1.087068,-1.299784,0.698938,1.099119,-1.299784,0.698938,1.099119,-1.309032,0.85952,1.087068,-1.372088,0.792261,1.099119,-1.309032,0.85952,1.087068,-1.469894,0.85896,1.099119,-1.372088,0.792261,1.099119,-1.469894,0.85896,1.099119,-1.309032,0.85952,1.087068,-1.43066,0.942193,1.087068,-1.43066,0.942193,1.087068,-1.583465,0.892029,1.099119,-1.469894,0.85896,1.099119,-1.583465,0.892029,1.099119,-1.43066,0.942193,1.087068,-1.571975,0.98339,1.087068,-1.569733,0.999364,1.038305,-1.718825,0.978906,1.087068,-1.571975,0.98339,1.087068,-1.718825,0.978906,1.087068,-1.569733,0.999364,1.038305,-1.721907,0.9946,1.038305,-1.721907,0.9946,1.038305,-1.857267,0.929302,1.087068,-1.718825,0.978906,1.087068,-1.857267,0.929302,1.087068,-1.721907,0.9946,1.038305,-1.865114,0.943314,1.038305,-1.97357,0.839342,1.087068,-1.857267,0.929302,1.087068,-1.98534,0.850272,1.038305,-1.98534,0.850272,1.038305,-1.857267,0.929302,1.087068,-1.865114,0.943314,1.038305,-2.056523,0.717715,1.087068,-1.97357,0.839342,1.087068,-2.070816,0.724441,1.038305,-2.070816,0.724441,1.038305,-1.97357,0.839342,1.087068,-1.98534,0.850272,1.038305,-2.09772,0.57647,1.087068,-2.070816,0.724441,1.038305,-2.113414,0.578431,1.038305,-2.070816,0.724441,1.038305,-2.09772,0.57647,1.087068,-2.056523,0.717715,1.087068,-2.093236,0.42934,1.087068,-2.113414,0.578431,1.038305,-2.108649,0.426537,1.038305,-2.113414,0.578431,1.038305,-2.093236,0.42934,1.087068,-2.09772,0.57647,1.087068,-2.043352,0.290897,1.087068,-2.108649,0.426537,1.038305,-2.057364,0.28333,1.038305,-2.108649,0.426537,1.038305,-2.043352,0.290897,1.087068,-2.093236,0.42934,1.087068,-1.953392,0.174594,1.087068,-2.043352,0.290897,1.087068,-1.964322,0.163104,1.038305,-1.964322,0.163104,1.038305,-2.043352,0.290897,1.087068,-2.057364,0.28333,1.038305,-1.831764,0.091921,1.087068,-1.953392,0.174594,1.087068,-1.83849,0.077348,1.038305,-1.83849,0.077348,1.038305,-1.953392,0.174594,1.087068,-1.964322,0.163104,1.038305,-1.690519,0.050725,1.087068,-1.83849,0.077348,1.038305,-1.692481,0.035031,1.038305,-1.83849,0.077348,1.038305,-1.690519,0.050725,1.087068,-1.831764,0.091921,1.087068,-1.543669,0.055209,1.087068,-1.692481,0.035031,1.038305,-1.540587,0.039515,1.038305,-1.692481,0.035031,1.038305,-1.543669,0.055209,1.087068,-1.690519,0.050725,1.087068,-1.405157,0.104812,1.087068,-1.543669,0.055209,1.087068,-1.39731,0.09108,1.038305,-1.39731,0.09108,1.038305,-1.543669,0.055209,1.087068,-1.540587,0.039515,1.038305,-1.288854,0.195052,1.087068,-1.405157,0.104812,1.087068,-1.277084,0.184123,1.038305,-1.277084,0.184123,1.038305,-1.405157,0.104812,1.087068,-1.39731,0.09108,1.038305,-1.205901,0.31668,1.087068,-1.288854,0.195052,1.087068,-1.191608,0.309674,1.038305,-1.191608,0.309674,1.038305,-1.288854,0.195052,1.087068,-1.277084,0.184123,1.038305,-1.164704,0.457645,1.087068,-1.191608,0.309674,1.038305,-1.14901,0.455683,1.038305,-1.191608,0.309674,1.038305,-1.164704,0.457645,1.087068,-1.205901,0.31668,1.087068,-1.169188,0.604775,1.087068,-1.14901,0.455683,1.038305,-1.153494,0.607857,1.038305,-1.14901,0.455683,1.038305,-1.169188,0.604775,1.087068,-1.164704,0.457645,1.087068,-1.153494,0.607857,1.038305,-1.20506,0.750784,1.038305,-1.169188,0.604775,1.087068,-1.169188,0.604775,1.087068,-1.20506,0.750784,1.038305,-1.219072,0.743217,1.087068,-1.20506,0.750784,1.038305,-1.298102,0.87101,1.038305,-1.219072,0.743217,1.087068,-1.219072,0.743217,1.087068,-1.298102,0.87101,1.038305,-1.309032,0.85952,1.087068,-1.298102,0.87101,1.038305,-1.423653,0.956766,1.038305,-1.309032,0.85952,1.087068,-1.309032,0.85952,1.087068,-1.423653,0.956766,1.038305,-1.43066,0.942193,1.087068,-1.423653,0.956766,1.038305,-1.571975,0.98339,1.087068,-1.43066,0.942193,1.087068,-1.571975,0.98339,1.087068,-1.423653,0.956766,1.038305,-1.569733,0.999364,1.038305,-1.569733,0.999364,0.900984,-1.721907,0.9946,0.900984,-1.569733,0.999364,1.038305,-1.721907,0.9946,1.038305,-1.865114,0.943314,0.900984,-1.721907,0.9946,1.038305,-1.721907,0.9946,0.900984,-1.865114,0.943314,1.038305,-1.98534,0.850272,0.900984,-1.98534,0.850272,1.038305,-1.865114,0.943314,1.038305,-1.865114,0.943314,0.900984,-2.070816,0.724441,0.900984,-2.070816,0.724441,1.038305,-1.98534,0.850272,1.038305,-1.98534,0.850272,0.900984,-2.113414,0.578431,0.900984,-2.113414,0.578431,1.038305,-2.070816,0.724441,1.038305,-2.070816,0.724441,0.900984,-2.108649,0.426537,0.900984,-2.108649,0.426537,1.038305,-2.113414,0.578431,1.038305,-2.113414,0.578431,0.900984,-2.057364,0.28333,0.900984,-2.057364,0.28333,1.038305,-2.108649,0.426537,1.038305,-2.108649,0.426537,0.900984,-1.964322,0.163104,0.900984,-1.964322,0.163104,1.038305,-2.057364,0.28333,1.038305,-2.057364,0.28333,0.900984,-1.83849,0.077348,0.900984,-1.83849,0.077348,1.038305,-1.964322,0.163104,1.038305,-1.964322,0.163104,0.900984,-1.692481,0.035031,0.900984,-1.692481,0.035031,1.038305,-1.83849,0.077348,1.038305,-1.83849,0.077348,0.900984,-1.540587,0.039515,0.900984,-1.540587,0.039515,1.038305,-1.692481,0.035031,1.038305,-1.692481,0.035031,0.900984,-1.39731,0.09108,0.900984,-1.39731,0.09108,1.038305,-1.540587,0.039515,1.038305,-1.540587,0.039515,0.900984,-1.277084,0.184123,0.900984,-1.277084,0.184123,1.038305,-1.39731,0.09108,1.038305,-1.39731,0.09108,0.900984,-1.191608,0.309674,0.900984,-1.191608,0.309674,1.038305,-1.277084,0.184123,1.038305,-1.277084,0.184123,0.900984,-1.14901,0.455683,0.900984,-1.14901,0.455683,1.038305,-1.191608,0.309674,1.038305,-1.191608,0.309674,0.900984,-1.153494,0.607857,0.900984,-1.153494,0.607857,1.038305,-1.14901,0.455683,1.038305,-1.14901,0.455683,0.900984,-1.153494,0.607857,0.900984,-1.20506,0.750784,0.900984,-1.153494,0.607857,1.038305,-1.20506,0.750784,1.038305,-1.20506,0.750784,0.900984,-1.298102,0.87101,0.900984,-1.20506,0.750784,1.038305,-1.298102,0.87101,1.038305,-1.423653,0.956766,0.900984,-1.298102,0.87101,1.038305,-1.298102,0.87101,0.900984,-1.423653,0.956766,1.038305,-1.569733,0.999364,0.900984,-1.423653,0.956766,1.038305,-1.423653,0.956766,0.900984,-1.569733,0.999364,1.038305,-1.571975,0.98339,0.85222,-1.718825,0.978906,0.85222,-1.569733,0.999364,0.900984,-1.569733,0.999364,0.900984,-1.718825,0.978906,0.85222,-1.721907,0.9946,0.900984,-1.718825,0.978906,0.85222,-1.857267,0.929302,0.85222,-1.721907,0.9946,0.900984,-1.721907,0.9946,0.900984,-1.857267,0.929302,0.85222,-1.865114,0.943314,0.900984,-1.98534,0.850272,0.900984,-1.857267,0.929302,0.85222,-1.97357,0.839342,0.85222,-1.857267,0.929302,0.85222,-1.98534,0.850272,0.900984,-1.865114,0.943314,0.900984,-2.070816,0.724441,0.900984,-1.97357,0.839342,0.85222,-2.056523,0.717715,0.85222,-1.97357,0.839342,0.85222,-2.070816,0.724441,0.900984,-1.98534,0.850272,0.900984,-2.113414,0.578431,0.900984,-2.070816,0.724441,0.900984,-2.09772,0.57647,0.85222,-2.09772,0.57647,0.85222,-2.070816,0.724441,0.900984,-2.056523,0.717715,0.85222,-2.108649,0.426537,0.900984,-2.113414,0.578431,0.900984,-2.093236,0.42934,0.85222,-2.093236,0.42934,0.85222,-2.113414,0.578431,0.900984,-2.09772,0.57647,0.85222,-2.057364,0.28333,0.900984,-2.108649,0.426537,0.900984,-2.043352,0.290897,0.85222,-2.043352,0.290897,0.85222,-2.108649,0.426537,0.900984,-2.093236,0.42934,0.85222,-1.964322,0.163104,0.900984,-2.043352,0.290897,0.85222,-1.953392,0.174594,0.85222,-2.043352,0.290897,0.85222,-1.964322,0.163104,0.900984,-2.057364,0.28333,0.900984,-1.83849,0.077348,0.900984,-1.953392,0.174594,0.85222,-1.831764,0.091921,0.85222,-1.953392,0.174594,0.85222,-1.83849,0.077348,0.900984,-1.964322,0.163104,0.900984,-1.692481,0.035031,0.900984,-1.83849,0.077348,0.900984,-1.690519,0.050725,0.85222,-1.690519,0.050725,0.85222,-1.83849,0.077348,0.900984,-1.831764,0.091921,0.85222,-1.540587,0.039515,0.900984,-1.692481,0.035031,0.900984,-1.543669,0.055209,0.85222,-1.543669,0.055209,0.85222,-1.692481,0.035031,0.900984,-1.690519,0.050725,0.85222,-1.39731,0.09108,0.900984,-1.543669,0.055209,0.85222,-1.405157,0.104812,0.85222,-1.543669,0.055209,0.85222,-1.39731,0.09108,0.900984,-1.540587,0.039515,0.900984,-1.277084,0.184123,0.900984,-1.405157,0.104812,0.85222,-1.288854,0.195052,0.85222,-1.405157,0.104812,0.85222,-1.277084,0.184123,0.900984,-1.39731,0.09108,0.900984,-1.191608,0.309674,0.900984,-1.288854,0.195052,0.85222,-1.205901,0.31668,0.85222,-1.288854,0.195052,0.85222,-1.191608,0.309674,0.900984,-1.277084,0.184123,0.900984,-1.14901,0.455683,0.900984,-1.191608,0.309674,0.900984,-1.164704,0.457645,0.85222,-1.164704,0.457645,0.85222,-1.191608,0.309674,0.900984,-1.205901,0.31668,0.85222,-1.153494,0.607857,0.900984,-1.14901,0.455683,0.900984,-1.169188,0.604775,0.85222,-1.169188,0.604775,0.85222,-1.14901,0.455683,0.900984,-1.164704,0.457645,0.85222,-1.169188,0.604775,0.85222,-1.20506,0.750784,0.900984,-1.153494,0.607857,0.900984,-1.20506,0.750784,0.900984,-1.169188,0.604775,0.85222,-1.219072,0.743217,0.85222,-1.219072,0.743217,0.85222,-1.298102,0.87101,0.900984,-1.20506,0.750784,0.900984,-1.298102,0.87101,0.900984,-1.219072,0.743217,0.85222,-1.309032,0.85952,0.85222,-1.309032,0.85952,0.85222,-1.423653,0.956766,0.900984,-1.298102,0.87101,0.900984,-1.423653,0.956766,0.900984,-1.309032,0.85952,0.85222,-1.43066,0.942193,0.85222,-1.43066,0.942193,0.85222,-1.571975,0.98339,0.85222,-1.423653,0.956766,0.900984,-1.423653,0.956766,0.900984,-1.571975,0.98339,0.85222,-1.569733,0.999364,0.900984,-1.674826,0.7463,1.022891,-1.631107,0.517057,1.022891,-1.601681,0.748542,1.022891,-1.743486,0.721638,1.022891,-1.801217,0.676799,1.022891,-1.842134,0.616545,1.022891,-1.862592,0.546483,1.022891,-1.86035,0.473619,1.022891,-1.835688,0.404958,1.022891,-1.791128,0.347227,1.022891,-1.730595,0.30603,1.022891,-1.660813,0.285853,1.022891,-1.587668,0.288095,1.022891,-1.518938,0.312476,1.022891,-1.461207,0.357316,1.022891,-1.42029,0.417569,1.022891,-1.399832,0.487631,1.022891,-1.402074,0.560496,1.022891,-1.426736,0.629156,1.022891,-1.471295,0.686887,1.022891,-1.531549,0.728084,1.022891,-1.718825,0.978906,0.85222,-1.571975,0.98339,0.85222,-1.631107,0.517057,0.85222,-1.43066,0.942193,0.85222,-1.309032,0.85952,0.85222,-1.219072,0.743217,0.85222,-1.169188,0.604775,0.85222,-1.164704,0.457645,0.85222,-1.205901,0.31668,0.85222,-1.288854,0.195052,0.85222,-1.405157,0.104812,0.85222,-1.543669,0.055209,0.85222,-1.690519,0.050725,0.85222,-1.831764,0.091921,0.85222,-1.953392,0.174594,0.85222,-2.043352,0.290897,0.85222,-2.093236,0.42934,0.85222,-2.09772,0.57647,0.85222,-2.056523,0.717715,0.85222,-1.97357,0.839342,0.85222,-1.857267,0.929302,0.85222,-1.601681,0.748542,1.022891,-1.601681,0.748542,1.087068,-1.674826,0.7463,1.087068,-1.674826,0.7463,1.022891,-1.674826,0.7463,1.022891,-1.674826,0.7463,1.087068,-1.743486,0.721638,1.087068,-1.743486,0.721638,1.022891,-1.743486,0.721638,1.022891,-1.743486,0.721638,1.087068,-1.801217,0.676799,1.087068,-1.801217,0.676799,1.022891,-1.801217,0.676799,1.022891,-1.801217,0.676799,1.087068,-1.842134,0.616545,1.087068,-1.842134,0.616545,1.022891,-1.842134,0.616545,1.022891,-1.842134,0.616545,1.087068,-1.862592,0.546483,1.087068,-1.862592,0.546483,1.022891,-1.862592,0.546483,1.022891,-1.862592,0.546483,1.087068,-1.86035,0.473619,1.087068,-1.86035,0.473619,1.022891,-1.86035,0.473619,1.022891,-1.86035,0.473619,1.087068,-1.835688,0.404958,1.087068,-1.835688,0.404958,1.022891,-1.791128,0.347227,1.022891,-1.835688,0.404958,1.022891,-1.791128,0.347227,1.087068,-1.835688,0.404958,1.087068,-1.730595,0.30603,1.022891,-1.791128,0.347227,1.022891,-1.730595,0.30603,1.087068,-1.791128,0.347227,1.087068,-1.660813,0.285853,1.022891,-1.730595,0.30603,1.022891,-1.660813,0.285853,1.087068,-1.730595,0.30603,1.087068,-1.587668,0.288095,1.022891,-1.660813,0.285853,1.022891,-1.587668,0.288095,1.087068,-1.660813,0.285853,1.087068,-1.587668,0.288095,1.022891,-1.587668,0.288095,1.087068,-1.518938,0.312476,1.087068,-1.518938,0.312476,1.022891,-1.518938,0.312476,1.022891,-1.518938,0.312476,1.087068,-1.461207,0.357316,1.087068,-1.461207,0.357316,1.022891,-1.461207,0.357316,1.022891,-1.461207,0.357316,1.087068,-1.42029,0.417569,1.087068,-1.42029,0.417569,1.022891,-1.42029,0.417569,1.022891,-1.42029,0.417569,1.087068,-1.399832,0.487631,1.087068,-1.399832,0.487631,1.022891,-1.399832,0.487631,1.022891,-1.399832,0.487631,1.087068,-1.402074,0.560496,1.087068,-1.402074,0.560496,1.022891,-1.402074,0.560496,1.022891,-1.402074,0.560496,1.087068,-1.426736,0.629156,1.087068,-1.426736,0.629156,1.022891,-1.426736,0.629156,1.022891,-1.426736,0.629156,1.087068,-1.471295,0.686887,1.087068,-1.471295,0.686887,1.022891,-1.471295,0.686887,1.022891,-1.471295,0.686887,1.087068,-1.531549,0.728084,1.087068,-1.531549,0.728084,1.022891,-1.531549,0.728084,1.022891,-1.531549,0.728084,1.087068,-1.601681,0.748542,1.087068,-1.601681,0.748542,1.022891,1.95985,0.519019,1.023172,2.114267,0.323686,1.091552,2.166954,0.381137,1.091552,0.887482,0.518178,1.025694,0.746727,0.72332,1.094074,0.690397,0.669793,1.094074,-0.571349,0.517618,1.023172,-0.434308,0.706225,1.087348,-0.499325,0.739294,1.087348,-1.631107,0.517057,1.022891,-1.518938,0.312476,1.087068,-1.461207,0.357316,1.087068,1.74455,0.393468,-1.115541,1.690462,0.218313,-1.128432,1.611152,0.31612,-1.128432,1.611152,0.31612,-1.128432,1.716525,0.466052,-1.115541,1.74455,0.393468,-1.115541,1.611152,0.31612,-1.128432,1.565752,0.433824,-1.128432,1.716525,0.466052,-1.115541,-1.631107,0.517057,-1.051644,-1.423373,0.411404,-1.115821,-1.466251,0.352271,-1.115821,-0.571349,0.517338,-1.046039,-0.487275,0.73481,-1.110496,-0.423939,0.698097,-1.110496,0.538503,0.3164,-1.124509,0.493103,0.434104,-1.124509,0.644157,0.466333,-1.111617,0.538503,0.3164,-1.124509,0.644157,0.466333,-1.111617,0.672181,0.393748,-1.111617,0.672181,0.393748,-1.111617,0.618093,0.218313,-1.124509,0.538503,0.3164,-1.124509,0.618093,0.218313,-1.124509,0.672181,0.393748,-1.111617,0.721225,0.333215,-1.111617,0.724027,0.149933,-1.124509,0.721225,0.333215,-1.111617,0.786593,0.290897,-1.111617,0.721225,0.333215,-1.111617,0.724027,0.149933,-1.124509,0.618093,0.218313,-1.124509,0.845725,0.117424,-1.124509,0.786593,0.290897,-1.111617,0.861699,0.27072,-1.111617,0.786593,0.290897,-1.111617,0.845725,0.117424,-1.124509,0.724027,0.149933,-1.124509,0.939608,0.274923,-1.111617,0.971836,0.12415,-1.124509,0.861699,0.27072,-1.111617,0.861699,0.27072,-1.111617,0.971836,0.12415,-1.124509,0.845725,0.117424,-1.124509,0.971836,0.12415,-1.124509,0.939608,0.274923,-1.111617,1.089541,0.16955,-1.124509,0.939608,0.274923,-1.111617,1.012192,0.302948,-1.111617,1.089541,0.16955,-1.124509,1.089541,0.16955,-1.124509,1.012192,0.302948,-1.111617,1.187347,0.24886,-1.124509,1.012192,0.302948,-1.111617,1.072726,0.351991,-1.111617,1.187347,0.24886,-1.124509,1.256008,0.354794,-1.124509,1.187347,0.24886,-1.124509,1.072726,0.351991,-1.111617,1.256008,0.354794,-1.124509,1.072726,0.351991,-1.111617,1.115043,0.417289,-1.111617,1.134941,0.492676,-1.111617,1.256008,0.354794,-1.124509,1.115043,0.417289,-1.111617,1.256008,0.354794,-1.124509,1.134941,0.492676,-1.111617,1.288517,0.476702,-1.124509,1.281791,0.602533,-1.124509,1.134941,0.492676,-1.111617,1.130737,0.570305,-1.111617,1.134941,0.492676,-1.111617,1.281791,0.602533,-1.124509,1.288517,0.476702,-1.124509,1.102992,0.642889,-1.111617,1.281791,0.602533,-1.124509,1.130737,0.570305,-1.111617,1.281791,0.602533,-1.124509,1.102992,0.642889,-1.111617,1.23639,0.720237,-1.124509,1.053669,0.703422,-1.111617,1.1568,0.818324,-1.124509,1.102992,0.642889,-1.111617,1.102992,0.642889,-1.111617,1.1568,0.818324,-1.124509,1.23639,0.720237,-1.124509,1.1568,0.818324,-1.124509,1.053669,0.703422,-1.111617,1.051147,0.886705,-1.124509,1.053669,0.703422,-1.111617,0.988371,0.74574,-1.111617,1.051147,0.886705,-1.124509,1.051147,0.886705,-1.124509,0.988371,0.74574,-1.111617,0.929239,0.919213,-1.124509,0.929239,0.919213,-1.124509,0.988371,0.74574,-1.111617,0.913265,0.765918,-1.111617,0.929239,0.919213,-1.124509,0.835636,0.761714,-1.111617,0.803127,0.912487,-1.124509,0.835636,0.761714,-1.111617,0.929239,0.919213,-1.124509,0.913265,0.765918,-1.111617,0.685633,0.867087,-1.124509,0.835636,0.761714,-1.111617,0.762771,0.733689,-1.111617,0.835636,0.761714,-1.111617,0.685633,0.867087,-1.124509,0.803127,0.912487,-1.124509,0.702448,0.684646,-1.111617,0.685633,0.867087,-1.124509,0.762771,0.733689,-1.111617,0.685633,0.867087,-1.124509,0.702448,0.684646,-1.111617,0.587546,0.787777,-1.124509,0.660131,0.619348,-1.111617,0.518886,0.681843,-1.124509,0.702448,0.684646,-1.111617,0.702448,0.684646,-1.111617,0.518886,0.681843,-1.124509,0.587546,0.787777,-1.124509,0.639953,0.543961,-1.111617,0.518886,0.681843,-1.124509,0.660131,0.619348,-1.111617,0.518886,0.681843,-1.124509,0.639953,0.543961,-1.111617,0.486377,0.559935,-1.124509,0.486377,0.559935,-1.124509,0.644157,0.466333,-1.111617,0.493103,0.434104,-1.124509,0.644157,0.466333,-1.111617,0.486377,0.559935,-1.124509,0.639953,0.543961,-1.111617,0.453308,0.267076,-1.111617,0.396978,0.413366,-1.111617,0.493103,0.434104,-1.124509,0.453308,0.267076,-1.111617,0.493103,0.434104,-1.124509,0.538503,0.3164,-1.124509,0.453308,0.267076,-1.111617,0.618093,0.218313,-1.124509,0.552235,0.145168,-1.111617,0.618093,0.218313,-1.124509,0.453308,0.267076,-1.111617,0.538503,0.3164,-1.124509,0.724027,0.149933,-1.124509,0.552235,0.145168,-1.111617,0.618093,0.218313,-1.124509,0.552235,0.145168,-1.111617,0.724027,0.149933,-1.124509,0.683952,0.059973,-1.111617,0.845725,0.117424,-1.124509,0.683952,0.059973,-1.111617,0.724027,0.149933,-1.124509,0.683952,0.059973,-1.111617,0.845725,0.117424,-1.124509,0.835636,0.019617,-1.111617,0.845725,0.117424,-1.124509,0.971836,0.12415,-1.124509,0.992295,0.028025,-1.111617,0.845725,0.117424,-1.124509,0.992295,0.028025,-1.111617,0.835636,0.019617,-1.111617,0.992295,0.028025,-1.111617,0.971836,0.12415,-1.124509,1.138864,0.084355,-1.111617,0.971836,0.12415,-1.124509,1.089541,0.16955,-1.124509,1.138864,0.084355,-1.111617,1.260492,0.183282,-1.111617,1.138864,0.084355,-1.111617,1.089541,0.16955,-1.124509,1.260492,0.183282,-1.111617,1.089541,0.16955,-1.124509,1.187347,0.24886,-1.124509,1.346038,0.314719,-1.111617,1.260492,0.183282,-1.111617,1.187347,0.24886,-1.124509,1.346038,0.314719,-1.111617,1.187347,0.24886,-1.124509,1.256008,0.354794,-1.124509,1.346038,0.314719,-1.111617,1.288517,0.476702,-1.124509,1.386393,0.466333,-1.111617,1.288517,0.476702,-1.124509,1.346038,0.314719,-1.111617,1.256008,0.354794,-1.124509,1.377986,0.623272,-1.111617,1.288517,0.476702,-1.124509,1.281791,0.602533,-1.124509,1.288517,0.476702,-1.124509,1.377986,0.623272,-1.111617,1.386393,0.466333,-1.111617,1.23639,0.720237,-1.124509,1.377986,0.623272,-1.111617,1.281791,0.602533,-1.124509,1.377986,0.623272,-1.111617,1.23639,0.720237,-1.124509,1.321586,0.769561,-1.111617,1.23639,0.720237,-1.124509,1.1568,0.818324,-1.124509,1.222658,0.891469,-1.111617,1.23639,0.720237,-1.124509,1.222658,0.891469,-1.111617,1.321586,0.769561,-1.111617,1.222658,0.891469,-1.111617,1.1568,0.818324,-1.124509,1.090942,0.976664,-1.111617,1.1568,0.818324,-1.124509,1.051147,0.886705,-1.124509,1.090942,0.976664,-1.111617,0.939328,1.01702,-1.111617,1.090942,0.976664,-1.111617,1.051147,0.886705,-1.124509,0.939328,1.01702,-1.111617,1.051147,0.886705,-1.124509,0.929239,0.919213,-1.124509,0.939328,1.01702,-1.111617,0.803127,0.912487,-1.124509,0.782669,1.008893,-1.111617,0.803127,0.912487,-1.124509,0.939328,1.01702,-1.111617,0.929239,0.919213,-1.124509,0.63631,0.952283,-1.111617,0.803127,0.912487,-1.124509,0.685633,0.867087,-1.124509,0.803127,0.912487,-1.124509,0.63631,0.952283,-1.111617,0.782669,1.008893,-1.111617,0.587546,0.787777,-1.124509,0.63631,0.952283,-1.111617,0.685633,0.867087,-1.124509,0.63631,0.952283,-1.111617,0.587546,0.787777,-1.124509,0.514402,0.853355,-1.111617,0.587546,0.787777,-1.124509,0.518886,0.681843,-1.124509,0.429206,0.721919,-1.111617,0.587546,0.787777,-1.124509,0.429206,0.721919,-1.111617,0.514402,0.853355,-1.111617,0.486377,0.559935,-1.124509,0.429206,0.721919,-1.111617,0.518886,0.681843,-1.124509,0.429206,0.721919,-1.111617,0.486377,0.559935,-1.124509,0.38857,0.570305,-1.111617,0.38857,0.570305,-1.111617,0.493103,0.434104,-1.124509,0.396978,0.413366,-1.111617,0.493103,0.434104,-1.124509,0.38857,0.570305,-1.111617,0.486377,0.559935,-1.124509,0.380443,0.410003,-1.059491,0.453308,0.267076,-1.111617,0.438735,0.258669,-1.059491,0.453308,0.267076,-1.111617,0.380443,0.410003,-1.059491,0.396978,0.413366,-1.111617,0.438735,0.258669,-1.059491,0.552235,0.145168,-1.111617,0.541025,0.132557,-1.059491,0.552235,0.145168,-1.111617,0.438735,0.258669,-1.059491,0.453308,0.267076,-1.111617,0.676946,0.044279,-1.059491,0.552235,0.145168,-1.111617,0.683952,0.059973,-1.111617,0.552235,0.145168,-1.111617,0.676946,0.044279,-1.059491,0.541025,0.132557,-1.059491,0.833955,0.002522,-1.059491,0.683952,0.059973,-1.111617,0.835636,0.019617,-1.111617,0.683952,0.059973,-1.111617,0.833955,0.002522,-1.059491,0.676946,0.044279,-1.059491,0.992295,0.028025,-1.111617,0.833955,0.002522,-1.059491,0.835636,0.019617,-1.111617,0.833955,0.002522,-1.059491,0.992295,0.028025,-1.111617,0.995938,0.01121,-1.059491,1.138864,0.084355,-1.111617,0.995938,0.01121,-1.059491,0.992295,0.028025,-1.111617,0.995938,0.01121,-1.059491,1.138864,0.084355,-1.111617,1.147272,0.069502,-1.059491,1.273383,0.171792,-1.059491,1.138864,0.084355,-1.111617,1.260492,0.183282,-1.111617,1.138864,0.084355,-1.111617,1.273383,0.171792,-1.059491,1.147272,0.069502,-1.059491,1.361451,0.307993,-1.059491,1.260492,0.183282,-1.111617,1.346038,0.314719,-1.111617,1.260492,0.183282,-1.111617,1.361451,0.307993,-1.059491,1.273383,0.171792,-1.059491,1.403208,0.464651,-1.059491,1.346038,0.314719,-1.111617,1.386393,0.466333,-1.111617,1.346038,0.314719,-1.111617,1.403208,0.464651,-1.059491,1.361451,0.307993,-1.059491,1.377986,0.623272,-1.111617,1.403208,0.464651,-1.059491,1.386393,0.466333,-1.111617,1.403208,0.464651,-1.059491,1.377986,0.623272,-1.111617,1.394801,0.626634,-1.059491,1.321586,0.769561,-1.111617,1.394801,0.626634,-1.059491,1.377986,0.623272,-1.111617,1.394801,0.626634,-1.059491,1.321586,0.769561,-1.111617,1.336229,0.777968,-1.059491,1.234149,0.90408,-1.059491,1.321586,0.769561,-1.111617,1.222658,0.891469,-1.111617,1.321586,0.769561,-1.111617,1.234149,0.90408,-1.059491,1.336229,0.777968,-1.059491,1.097948,0.992358,-1.059491,1.222658,0.891469,-1.111617,1.090942,0.976664,-1.111617,1.222658,0.891469,-1.111617,1.097948,0.992358,-1.059491,1.234149,0.90408,-1.059491,0.941009,1.034115,-1.059491,1.090942,0.976664,-1.111617,0.939328,1.01702,-1.111617,1.090942,0.976664,-1.111617,0.941009,1.034115,-1.059491,1.097948,0.992358,-1.059491,0.782669,1.008893,-1.111617,0.941009,1.034115,-1.059491,0.939328,1.01702,-1.111617,0.941009,1.034115,-1.059491,0.782669,1.008893,-1.111617,0.779026,1.025427,-1.059491,0.63631,0.952283,-1.111617,0.779026,1.025427,-1.059491,0.782669,1.008893,-1.111617,0.779026,1.025427,-1.059491,0.63631,0.952283,-1.111617,0.627622,0.967136,-1.059491,0.514402,0.853355,-1.111617,0.627622,0.967136,-1.059491,0.63631,0.952283,-1.111617,0.627622,0.967136,-1.059491,0.514402,0.853355,-1.111617,0.501791,0.864845,-1.059491,0.413512,0.728645,-1.059491,0.501791,0.864845,-1.059491,0.514402,0.853355,-1.111617,0.514402,0.853355,-1.111617,0.429206,0.721919,-1.111617,0.413512,0.728645,-1.059491,0.371756,0.571986,-1.059491,0.413512,0.728645,-1.059491,0.429206,0.721919,-1.111617,0.429206,0.721919,-1.111617,0.38857,0.570305,-1.111617,0.371756,0.571986,-1.059491,0.371756,0.571986,-1.059491,0.396978,0.413366,-1.111617,0.380443,0.410003,-1.059491,0.396978,0.413366,-1.111617,0.371756,0.571986,-1.059491,0.38857,0.570305,-1.111617,0.380443,0.410003,-0.913202,0.380443,0.410003,-1.059491,0.438735,0.258669,-0.913202,0.438735,0.258669,-1.059491,0.438735,0.258669,-0.913202,0.438735,0.258669,-1.059491,0.541025,0.132557,-0.913202,0.541025,0.132557,-1.059491,0.676946,0.044279,-0.913202,0.541025,0.132557,-1.059491,0.676946,0.044279,-1.059491,0.541025,0.132557,-0.913202,0.833955,0.002522,-0.913202,0.676946,0.044279,-1.059491,0.833955,0.002522,-1.059491,0.676946,0.044279,-0.913202,0.995938,0.01121,-0.913202,0.833955,0.002522,-1.059491,0.995938,0.01121,-1.059491,0.833955,0.002522,-0.913202,1.147272,0.069502,-0.913202,0.995938,0.01121,-1.059491,1.147272,0.069502,-1.059491,0.995938,0.01121,-0.913202,1.273383,0.171792,-0.913202,1.147272,0.069502,-1.059491,1.273383,0.171792,-1.059491,1.147272,0.069502,-0.913202,1.361451,0.307993,-0.913202,1.273383,0.171792,-1.059491,1.361451,0.307993,-1.059491,1.273383,0.171792,-0.913202,1.403208,0.464651,-0.913202,1.361451,0.307993,-1.059491,1.403208,0.464651,-1.059491,1.361451,0.307993,-0.913202,1.394801,0.626634,-0.913202,1.403208,0.464651,-1.059491,1.394801,0.626634,-1.059491,1.403208,0.464651,-0.913202,1.336229,0.777968,-0.913202,1.394801,0.626634,-1.059491,1.336229,0.777968,-1.059491,1.394801,0.626634,-0.913202,1.234148,0.90408,-0.913202,1.336229,0.777968,-1.059491,1.234149,0.90408,-1.059491,1.336229,0.777968,-0.913202,1.097948,0.992358,-0.913202,1.234149,0.90408,-1.059491,1.097948,0.992358,-1.059491,1.234148,0.90408,-0.913202,0.941009,1.034115,-0.913202,1.097948,0.992358,-1.059491,0.941009,1.034115,-1.059491,1.097948,0.992358,-0.913202,0.779026,1.025427,-0.913202,0.941009,1.034115,-1.059491,0.779026,1.025427,-1.059491,0.941009,1.034115,-0.913202,0.627622,0.967136,-0.913202,0.779026,1.025427,-1.059491,0.627622,0.967136,-1.059491,0.779026,1.025427,-0.913202,0.501791,0.864845,-0.913202,0.627622,0.967136,-1.059491,0.501791,0.864845,-1.059491,0.627622,0.967136,-0.913202,0.501791,0.864845,-0.913202,0.501791,0.864845,-1.059491,0.413512,0.728645,-0.913202,0.413512,0.728645,-1.059491,0.413512,0.728645,-0.913202,0.413512,0.728645,-1.059491,0.371756,0.571986,-0.913202,0.371756,0.571986,-1.059491,0.371756,0.571986,-0.913202,0.371756,0.571986,-1.059491,0.380443,0.410003,-0.913202,0.380443,0.410003,-1.059491,0.453308,0.267076,-0.861075,0.396978,0.413366,-0.861075,0.380443,0.410003,-0.913202,0.380443,0.410003,-0.913202,0.438735,0.258669,-0.913202,0.453308,0.267076,-0.861075,0.552235,0.145168,-0.861075,0.453308,0.267076,-0.861075,0.438735,0.258669,-0.913202,0.438735,0.258669,-0.913202,0.541025,0.132557,-0.913202,0.552235,0.145168,-0.861075,0.676946,0.044279,-0.913202,0.552235,0.145168,-0.861075,0.541025,0.132557,-0.913202,0.552235,0.145168,-0.861075,0.676946,0.044279,-0.913202,0.683952,0.059973,-0.861075,0.833955,0.002522,-0.913202,0.683952,0.059973,-0.861075,0.676946,0.044279,-0.913202,0.683952,0.059973,-0.861075,0.833955,0.002522,-0.913202,0.835636,0.019617,-0.861076,0.992295,0.028025,-0.861076,0.833955,0.002522,-0.913202,0.995938,0.01121,-0.913202,0.833955,0.002522,-0.913202,0.992295,0.028025,-0.861076,0.835636,0.019617,-0.861076,1.138864,0.084355,-0.861075,0.995938,0.01121,-0.913202,1.147272,0.069502,-0.913202,0.995938,0.01121,-0.913202,1.138864,0.084355,-0.861075,0.992295,0.028025,-0.861076,1.273383,0.171792,-0.913202,1.138864,0.084355,-0.861075,1.147272,0.069502,-0.913202,1.138864,0.084355,-0.861075,1.273383,0.171792,-0.913202,1.260492,0.183282,-0.861075,1.361451,0.307993,-0.913202,1.260492,0.183282,-0.861075,1.273383,0.171792,-0.913202,1.260492,0.183282,-0.861075,1.361451,0.307993,-0.913202,1.346038,0.314719,-0.861075,1.403208,0.464651,-0.913202,1.346038,0.314719,-0.861075,1.361451,0.307993,-0.913202,1.346038,0.314719,-0.861075,1.403208,0.464651,-0.913202,1.386393,0.466333,-0.861075,1.377986,0.623272,-0.861075,1.403208,0.464651,-0.913202,1.394801,0.626634,-0.913202,1.403208,0.464651,-0.913202,1.377986,0.623272,-0.861075,1.386393,0.466333,-0.861075,1.321586,0.769561,-0.861075,1.394801,0.626634,-0.913202,1.336229,0.777968,-0.913202,1.394801,0.626634,-0.913202,1.321586,0.769561,-0.861075,1.377986,0.623272,-0.861075,1.234148,0.90408,-0.913202,1.321586,0.769561,-0.861075,1.336229,0.777968,-0.913202,1.321586,0.769561,-0.861075,1.234148,0.90408,-0.913202,1.222658,0.891469,-0.861075,1.097948,0.992358,-0.913202,1.222658,0.891469,-0.861075,1.234148,0.90408,-0.913202,1.222658,0.891469,-0.861075,1.097948,0.992358,-0.913202,1.090942,0.976664,-0.861075,0.941009,1.034115,-0.913202,1.090942,0.976664,-0.861075,1.097948,0.992358,-0.913202,1.090942,0.976664,-0.861075,0.941009,1.034115,-0.913202,0.939328,1.01702,-0.861075,0.782669,1.008893,-0.861075,0.941009,1.034115,-0.913202,0.779026,1.025427,-0.913202,0.941009,1.034115,-0.913202,0.782669,1.008893,-0.861075,0.939328,1.01702,-0.861075,0.63631,0.952283,-0.861075,0.779026,1.025427,-0.913202,0.627622,0.967136,-0.913202,0.779026,1.025427,-0.913202,0.63631,0.952283,-0.861075,0.782669,1.008893,-0.861075,0.514402,0.853355,-0.861075,0.627622,0.967136,-0.913202,0.501791,0.864845,-0.913202,0.627622,0.967136,-0.913202,0.514402,0.853355,-0.861075,0.63631,0.952283,-0.861075,0.514402,0.853355,-0.861075,0.413512,0.728645,-0.913202,0.429206,0.721919,-0.861075,0.413512,0.728645,-0.913202,0.514402,0.853355,-0.861075,0.501791,0.864845,-0.913202,0.429206,0.721919,-0.861075,0.371756,0.571986,-0.913202,0.38857,0.570305,-0.861075,0.371756,0.571986,-0.913202,0.429206,0.721919,-0.861075,0.413512,0.728645,-0.913202,0.396978,0.413366,-0.861075,0.38857,0.570305,-0.861075,0.371756,0.571986,-0.913202,0.371756,0.571986,-0.913202,0.380443,0.410003,-0.913202,0.396978,0.413366,-0.861075,0.672181,0.393748,-1.043237,0.644157,0.466333,-1.043237,0.887482,0.518459,-1.043237,0.639953,0.543961,-1.043237,0.660131,0.619348,-1.043237,0.702448,0.684646,-1.043237,0.762771,0.733689,-1.043237,0.835636,0.761714,-1.043237,0.913265,0.765918,-1.043237,0.721225,0.333215,-1.043237,0.786593,0.290897,-1.043237,0.861699,0.27072,-1.043237,0.939608,0.274923,-1.043237,1.012192,0.302948,-1.043237,1.072726,0.351991,-1.043237,1.115043,0.417289,-1.043237,1.134941,0.492676,-1.043237,1.130737,0.570305,-1.043237,1.102992,0.642889,-1.043237,1.053669,0.703422,-1.043237,0.988371,0.74574,-1.043237,0.913265,0.765918,-1.043237,0.453308,0.267076,-0.861075,0.887482,0.518459,-0.861075,0.396978,0.413366,-0.861075,0.552235,0.145168,-0.861075,0.683952,0.059973,-0.861075,0.835636,0.019617,-0.861076,0.992295,0.028025,-0.861076,1.138864,0.084355,-0.861075,1.260492,0.183282,-0.861075,1.346038,0.314719,-0.861075,1.386393,0.466333,-0.861075,1.377986,0.623272,-0.861075,1.321586,0.769561,-0.861075,1.222658,0.891469,-0.861075,1.090942,0.976664,-0.861075,0.939328,1.01702,-0.861075,0.782669,1.008893,-0.861075,0.63631,0.952283,-0.861075,0.514402,0.853355,-0.861075,0.429206,0.721919,-0.861075,0.38857,0.570305,-0.861075,0.644157,0.466333,-1.043237,0.672181,0.393748,-1.111617,0.644157,0.466333,-1.111617,0.672181,0.393748,-1.043237,0.672181,0.393748,-1.043237,0.721225,0.333215,-1.111617,0.672181,0.393748,-1.111617,0.721225,0.333215,-1.043237,0.721225,0.333215,-1.043237,0.786593,0.290897,-1.111617,0.721225,0.333215,-1.111617,0.786593,0.290897,-1.043237,0.786593,0.290897,-1.043237,0.861699,0.27072,-1.111617,0.786593,0.290897,-1.111617,0.861699,0.27072,-1.043237,0.861699,0.27072,-1.043237,0.939608,0.274923,-1.111617,0.861699,0.27072,-1.111617,0.939608,0.274923,-1.043237,0.939608,0.274923,-1.043237,1.012192,0.302948,-1.111617,0.939608,0.274923,-1.111617,1.012192,0.302948,-1.043237,1.072726,0.351991,-1.043237,1.072726,0.351991,-1.111617,1.012192,0.302948,-1.043237,1.012192,0.302948,-1.111617,1.115043,0.417289,-1.043237,1.115043,0.417289,-1.111617,1.072726,0.351991,-1.043237,1.072726,0.351991,-1.111617,1.134941,0.492676,-1.043237,1.134941,0.492676,-1.111617,1.115043,0.417289,-1.043237,1.115043,0.417289,-1.111617,1.130737,0.570305,-1.043237,1.130737,0.570305,-1.111617,1.134941,0.492676,-1.043237,1.134941,0.492676,-1.111617,1.102992,0.642889,-1.043237,1.102992,0.642889,-1.111617,1.130737,0.570305,-1.043237,1.130737,0.570305,-1.111617,1.102992,0.642889,-1.043237,1.053669,0.703422,-1.111617,1.102992,0.642889,-1.111617,1.053669,0.703422,-1.043237,1.053669,0.703422,-1.043237,0.988371,0.74574,-1.111617,1.053669,0.703422,-1.111617,0.988371,0.74574,-1.043237,0.988371,0.74574,-1.043237,0.913265,0.765918,-1.111617,0.988371,0.74574,-1.111617,0.913265,0.765918,-1.043237,0.913265,0.765918,-1.043237,0.835636,0.761714,-1.111617,0.913265,0.765918,-1.111617,0.835636,0.761714,-1.111617,0.913265,0.765918,-1.043237,0.835636,0.761714,-1.043237,0.835636,0.761714,-1.043237,0.762771,0.733689,-1.111617,0.835636,0.761714,-1.111617,0.762771,0.733689,-1.111617,0.835636,0.761714,-1.043237,0.762771,0.733689,-1.043237,0.762771,0.733689,-1.043237,0.702448,0.684646,-1.111617,0.762771,0.733689,-1.111617,0.702448,0.684646,-1.043237,0.702448,0.684646,-1.043237,0.660131,0.619348,-1.111617,0.702448,0.684646,-1.111617,0.660131,0.619348,-1.043237,0.660131,0.619348,-1.043237,0.639953,0.543961,-1.111617,0.660131,0.619348,-1.111617,0.639953,0.543961,-1.043237,0.639953,0.543961,-1.043237,0.644157,0.466333,-1.111617,0.639953,0.543961,-1.111617,0.644157,0.466333,-1.043237,0.887482,0.518459,-1.043237,0.762771,0.733689,-1.111617,0.835636,0.761714,-1.111617,2.114267,0.323686,1.023172,2.166954,0.381137,1.023172,2.166954,0.381137,1.091552,2.114267,0.323686,1.091552],"normals":[-0.049344,-0.068047,-0.996461,-0.049344,-0.068047,-0.996461,-0.049344,-0.068047,-0.996461,-0.049342,-0.068047,-0.996461,-0.049342,-0.068047,-0.996461,-0.049342,-0.068047,-0.996461,-0.025908,-0.079968,-0.996461,-0.025908,-0.079968,-0.996461,-0.025908,-0.079968,-0.996461,-0.025871,-0.079957,-0.996463,-0.025871,-0.079957,-0.996463,-0.025871,-0.079957,-0.996463,0,-0.084015,-0.996464,0,-0.084015,-0.996464,0,-0.084015,-0.996464,0,-0.084015,-0.996464,0,-0.084015,-0.996464,0,-0.084015,-0.996464,0.025886,-0.079923,-0.996465,0.025886,-0.079923,-0.996465,0.025886,-0.079923,-0.996465,0.025903,-0.079901,-0.996466,0.025903,-0.079901,-0.996466,0.025903,-0.079901,-0.996466,0.049343,-0.068048,-0.996461,0.049343,-0.068048,-0.996461,0.049343,-0.068048,-0.996461,0.049393,-0.067915,-0.996468,0.049393,-0.067915,-0.996468,0.049393,-0.067915,-0.996468,0.068047,-0.049344,-0.996461,0.068047,-0.049344,-0.996461,0.068047,-0.049344,-0.996461,0.068047,-0.049342,-0.996461,0.068047,-0.049342,-0.996461,0.068047,-0.049342,-0.996461,0.079961,-0.025922,-0.996461,0.079961,-0.025922,-0.996461,0.079961,-0.025922,-0.996461,0.08002,-0.026136,-0.996451,0.08002,-0.026136,-0.996451,0.08002,-0.026136,-0.996451,0.084179,0,-0.996451,0.084179,0,-0.996451,0.084179,0,-0.996451,0.083964,0.000323,-0.996469,0.083964,0.000323,-0.996469,0.083964,0.000323,-0.996469,0.080017,0.025812,-0.996459,0.080017,0.025812,-0.996459,0.080017,0.025812,-0.996459,0.079901,0.025903,-0.996466,0.079901,0.025903,-0.996466,0.079901,0.025903,-0.996466,0.06796,0.049514,-0.996459,0.06796,0.049514,-0.996459,0.06796,0.049514,-0.996459,0.067963,0.049428,-0.996463,0.067963,0.049428,-0.996463,0.067963,0.049428,-0.996463,0.049343,0.068048,-0.996461,0.049343,0.068048,-0.996461,0.049343,0.068048,-0.996461,0.049344,0.068046,-0.996461,0.049344,0.068046,-0.996461,0.049344,0.068046,-0.996461,0.026087,0.079872,-0.996464,0.026087,0.079872,-0.996464,0.026087,0.079872,-0.996464,0.026093,0.079874,-0.996463,0.026093,0.079874,-0.996463,0.026093,0.079874,-0.996463,-0.000199,0.084047,-0.996462,-0.000199,0.084047,-0.996462,-0.000199,0.084047,-0.996462,0,0.084179,-0.996451,0,0.084179,-0.996451,0,0.084179,-0.996451,-0.025936,0.080052,-0.996453,-0.025936,0.080052,-0.996453,-0.025936,0.080052,-0.996453,-0.026066,0.079888,-0.996463,-0.026066,0.079888,-0.996463,-0.026066,0.079888,-0.996463,-0.049428,0.067963,-0.996463,-0.049428,0.067963,-0.996463,-0.049428,0.067963,-0.996463,-0.049514,0.06796,-0.996459,-0.049514,0.06796,-0.996459,-0.049514,0.06796,-0.996459,-0.067969,0.049286,-0.996469,-0.067969,0.049286,-0.996469,-0.067969,0.049286,-0.996469,-0.067963,0.049428,-0.996463,-0.067963,0.049428,-0.996463,-0.067963,0.049428,-0.996463,-0.079782,0.026163,-0.996469,-0.079782,0.026163,-0.996469,-0.079782,0.026163,-0.996469,-0.080108,0.025905,-0.99645,-0.080108,0.025905,-0.99645,-0.080108,0.025905,-0.99645,-0.084179,0,-0.996451,-0.084179,0,-0.996451,-0.084179,0,-0.996451,-0.084179,0,-0.996451,-0.084179,0,-0.996451,-0.084179,0,-0.996451,-0.079782,-0.026163,-0.996469,-0.079782,-0.026163,-0.996469,-0.079782,-0.026163,-0.996469,-0.08005,-0.025951,-0.996453,-0.08005,-0.025951,-0.996453,-0.08005,-0.025951,-0.996453,-0.067963,-0.049428,-0.996463,-0.067963,-0.049428,-0.996463,-0.067963,-0.049428,-0.996463,-0.067969,-0.049286,-0.996469,-0.067969,-0.049286,-0.996469,-0.067969,-0.049286,-0.996469,0.07712,0.106165,-0.991353,0.07712,0.106165,-0.991353,0.07712,0.106165,-0.991353,0.07694,0.106102,-0.991374,0.07694,0.106102,-0.991374,0.07694,0.106102,-0.991374,0.040461,0.124692,-0.99137,0.040461,0.124692,-0.99137,0.040461,0.124692,-0.99137,0.040431,0.124791,-0.991359,0.040431,0.124791,-0.991359,0.040431,0.124791,-0.991359,0,0.131164,-0.991361,0,0.131164,-0.991361,0,0.131164,-0.991361,0,0.131164,-0.991361,0,0.131164,-0.991361,0,0.131164,-0.991361,-0.040463,0.124814,-0.991355,-0.040463,0.124814,-0.991355,-0.040463,0.124814,-0.991355,-0.040539,0.124871,-0.991344,-0.040539,0.124871,-0.991344,-0.040539,0.124871,-0.991344,-0.077224,0.106183,-0.991343,-0.077224,0.106183,-0.991343,-0.077224,0.106183,-0.991343,-0.077225,0.106215,-0.99134,-0.077225,0.106215,-0.99134,-0.077225,0.106215,-0.99134,-0.106165,0.077119,-0.991353,-0.106165,0.077119,-0.991353,-0.106165,0.077119,-0.991353,-0.106103,0.07694,-0.991374,-0.106103,0.07694,-0.991374,-0.106103,0.07694,-0.991374,-0.12479,0.040432,-0.991359,-0.12479,0.040432,-0.991359,-0.12479,0.040432,-0.991359,-0.124814,0.040463,-0.991355,-0.124814,0.040463,-0.991355,-0.124814,0.040463,-0.991355,-0.131164,0,-0.991361,-0.131164,0,-0.991361,-0.131164,0,-0.991361,-0.131164,0,-0.991361,-0.131164,0,-0.991361,-0.131164,0,-0.991361,-0.12479,-0.040432,-0.991359,-0.12479,-0.040432,-0.991359,-0.12479,-0.040432,-0.991359,-0.124814,-0.040463,-0.991355,-0.124814,-0.040463,-0.991355,-0.124814,-0.040463,-0.991355,-0.106183,-0.077224,-0.991343,-0.106183,-0.077224,-0.991343,-0.106183,-0.077224,-0.991343,-0.105958,-0.07722,-0.991368,-0.105958,-0.07722,-0.991368,-0.105958,-0.07722,-0.991368,-0.077041,-0.106242,-0.991351,-0.077041,-0.106242,-0.991351,-0.077041,-0.106242,-0.991351,-0.077031,-0.1057,-0.99141,-0.077031,-0.1057,-0.99141,-0.077031,-0.1057,-0.99141,-0.040602,-0.124287,-0.991415,-0.040602,-0.124287,-0.991415,-0.040602,-0.124287,-0.991415,-0.04048,-0.124689,-0.99137,-0.04048,-0.124689,-0.99137,-0.04048,-0.124689,-0.99137,0,-0.130769,-0.991413,0,-0.130769,-0.991413,0,-0.130769,-0.991413,0.000311,-0.131213,-0.991354,0.000311,-0.131213,-0.991354,0.000311,-0.131213,-0.991354,0.040619,-0.124412,-0.991399,0.040619,-0.124412,-0.991399,0.040619,-0.124412,-0.991399,0.040468,-0.124907,-0.991343,0.040468,-0.124907,-0.991343,0.040468,-0.124907,-0.991343,0.077042,-0.106308,-0.991344,0.077042,-0.106308,-0.991344,0.077042,-0.106308,-0.991344,0.077035,-0.105924,-0.991386,0.077035,-0.105924,-0.991386,0.077035,-0.105924,-0.991386,0.106207,-0.077241,-0.991339,0.106207,-0.077241,-0.991339,0.106207,-0.077241,-0.991339,0.106081,-0.076877,-0.991381,0.106081,-0.076877,-0.991381,0.106081,-0.076877,-0.991381,0.12494,-0.040404,-0.991341,0.12494,-0.040404,-0.991341,0.12494,-0.040404,-0.991341,0.124689,-0.04048,-0.99137,0.124689,-0.04048,-0.99137,0.124689,-0.04048,-0.99137,0.131165,0,-0.991361,0.131165,0,-0.991361,0.131165,0,-0.991361,0.131165,0,-0.991361,0.131165,0,-0.991361,0.131165,0,-0.991361,0.124814,0.040464,-0.991355,0.124814,0.040464,-0.991355,0.124814,0.040464,-0.991355,0.124871,0.040539,-0.991344,0.124871,0.040539,-0.991344,0.124871,0.040539,-0.991344,0.106196,0.077211,-0.991343,0.106196,0.077211,-0.991343,0.106196,0.077211,-0.991343,0.106207,0.077241,-0.991339,0.106207,0.077241,-0.991339,0.106207,0.077241,-0.991339,0.559371,0.769793,-0.307445,0.559371,0.769793,-0.307445,0.559371,0.769793,-0.307445,0.559329,0.769986,-0.307039,0.559329,0.769986,-0.307039,0.559329,0.769986,-0.307039,0.293115,0.906112,-0.305031,0.293115,0.906112,-0.305031,0.293115,0.906112,-0.305031,0.293699,0.905118,-0.307412,0.293699,0.905118,-0.307412,0.293699,0.905118,-0.307412,0,0.952424,-0.304776,0,0.952424,-0.304776,0,0.952424,-0.304776,0,0.952424,-0.304776,0,0.952424,-0.304776,0,0.952424,-0.304776,-0.293831,0.905073,-0.307418,-0.293831,0.905073,-0.307418,-0.293831,0.905073,-0.307418,-0.293245,0.906072,-0.305025,-0.293245,0.906072,-0.305025,-0.293245,0.906072,-0.305025,-0.559579,0.769647,-0.307433,-0.559579,0.769647,-0.307433,-0.559579,0.769647,-0.307433,-0.561129,0.769799,-0.304211,-0.561129,0.769799,-0.304211,-0.561129,0.769799,-0.304211,-0.770739,0.559875,-0.30414,-0.770739,0.559875,-0.30414,-0.770739,0.559875,-0.30414,-0.770545,0.559919,-0.304553,-0.770545,0.559919,-0.304553,-0.770545,0.559919,-0.304553,-0.904543,0.293073,-0.309693,-0.904543,0.293073,-0.309693,-0.904543,0.293073,-0.309693,-0.905279,0.294741,-0.305936,-0.905279,0.294741,-0.305936,-0.905279,0.294741,-0.305936,-0.952424,0,-0.304776,-0.952424,0,-0.304776,-0.952424,0,-0.304776,-0.95086,-0.001754,-0.309617,-0.95086,-0.001754,-0.309617,-0.95086,-0.001754,-0.309617,-0.905718,-0.293454,-0.305875,-0.905718,-0.293454,-0.305875,-0.905718,-0.293454,-0.305875,-0.906072,-0.293245,-0.305025,-0.906072,-0.293245,-0.305025,-0.906072,-0.293245,-0.305025,-0.769786,-0.560999,-0.304481,-0.769786,-0.560999,-0.304481,-0.769786,-0.560999,-0.304481,-0.769613,-0.55924,-0.308134,-0.769613,-0.55924,-0.308134,-0.769613,-0.55924,-0.308134,-0.560502,-0.769103,-0.307112,-0.560502,-0.769103,-0.307112,-0.560502,-0.769103,-0.307112,-0.560124,-0.770828,-0.303456,-0.560124,-0.770828,-0.303456,-0.560124,-0.770828,-0.303456,-0.294223,-0.906281,-0.30346,-0.294223,-0.906281,-0.30346,-0.294223,-0.906281,-0.30346,-0.294542,-0.906419,-0.302738,-0.294542,-0.906419,-0.302738,-0.294542,-0.906419,-0.302738,0,-0.952424,-0.304776,0,-0.952424,-0.304776,0,-0.952424,-0.304776,0,-0.952424,-0.304776,0,-0.952424,-0.304776,0,-0.952424,-0.304776,0.295329,-0.90456,-0.307492,0.295329,-0.90456,-0.307492,0.295329,-0.90456,-0.307492,0.29471,-0.90562,-0.304955,0.29471,-0.90562,-0.304955,0.29471,-0.90562,-0.304955,0.558379,-0.77049,-0.307502,0.558379,-0.77049,-0.307502,0.558379,-0.77049,-0.307502,0.559994,-0.77065,-0.304146,0.559994,-0.77065,-0.304146,0.559994,-0.77065,-0.304146,0.771378,-0.559021,-0.30409,0.771378,-0.559021,-0.30409,0.771378,-0.559021,-0.30409,0.769793,-0.559371,-0.307445,0.769793,-0.559371,-0.307445,0.769793,-0.559371,-0.307445,0.905073,-0.293831,-0.307418,0.905073,-0.293831,-0.307418,0.905073,-0.293831,-0.307418,0.904141,-0.294373,-0.309634,0.904141,-0.294373,-0.309634,0.904141,-0.294373,-0.309634,0.950833,0.000001,-0.309703,0.950833,0.000001,-0.309703,0.950833,0.000001,-0.309703,0.950834,0,-0.309701,0.950834,0,-0.309701,0.950834,0,-0.309701,0.904142,0.294372,-0.309632,0.904142,0.294372,-0.309632,0.904142,0.294372,-0.309632,0.905073,0.293831,-0.307418,0.905073,0.293831,-0.307418,0.905073,0.293831,-0.307418,0.769613,0.55924,-0.308134,0.769613,0.55924,-0.308134,0.769613,0.55924,-0.308134,0.769647,0.559579,-0.307433,0.769647,0.559579,-0.307433,0.769647,0.559579,-0.307433,0.587843,0.808975,0,0.587843,0.808975,0,0.587843,0.808975,0,0.587843,0.808975,0,0.307784,0.951456,0,0.307784,0.951456,0,0.307784,0.951456,0,0.307784,0.951456,0,0,1,0,0,1,0,0,1,0,0,1,0,-0.307919,0.951413,0,-0.307919,0.951413,0,-0.307919,0.951413,0,-0.307919,0.951413,0,-0.589047,0.808099,0,-0.589047,0.808099,0,-0.589047,0.808099,0,-0.589047,0.808099,-0.000001,-0.808975,0.587844,0,-0.808975,0.587844,0,-0.808975,0.587844,0,-0.808975,0.587844,0,-0.950872,0.309585,0,-0.950872,0.309585,0,-0.950872,0.309585,0,-0.950872,0.309585,0,-0.999998,-0.001844,0,-0.999998,-0.001844,0,-0.999998,-0.001844,0,-0.999998,-0.001844,0,-0.951412,-0.307919,0,-0.951412,-0.307919,0,-0.951412,-0.307919,0,-0.951412,-0.307919,0,-0.808975,-0.587843,0,-0.808975,-0.587843,0,-0.808975,-0.587843,0,-0.808975,-0.587843,0,-0.587843,-0.808975,0,-0.587843,-0.808975,0,-0.587843,-0.808975,0,-0.587843,-0.808975,0,-0.309044,-0.951048,0,-0.309044,-0.951048,0,-0.309044,-0.951048,0,-0.309044,-0.951048,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0.30945,-0.950916,0,0.30945,-0.950916,0,0.30945,-0.950916,0,0.30945,-0.950916,0,0.587843,-0.808975,0,0.587843,-0.808975,0,0.587843,-0.808975,0,0.587843,-0.808975,0,0.808975,-0.587842,0,0.808975,-0.587842,0,0.808975,-0.587842,0,0.808975,-0.587842,0,0.950871,-0.309587,0,0.950871,-0.309587,0,0.950871,-0.309587,0,0.950871,-0.309587,0,1,0.000001,0,1,0.000001,0,1,0.000001,0,1,0.000001,0,0.950871,0.309587,0,0.950871,0.309587,0,0.950871,0.309587,0,0.950871,0.309587,0,0.808975,0.587843,0,0.808975,0.587843,0,0.808975,0.587843,0,0.808975,0.587843,0,0.559329,0.769986,0.307039,0.559329,0.769986,0.307039,0.559329,0.769986,0.307039,0.559371,0.769793,0.307445,0.559371,0.769793,0.307445,0.559371,0.769793,0.307445,0.293698,0.905118,0.307412,0.293698,0.905118,0.307412,0.293698,0.905118,0.307412,0.293115,0.906112,0.305032,0.293115,0.906112,0.305032,0.293115,0.906112,0.305032,0,0.952424,0.304776,0,0.952424,0.304776,0,0.952424,0.304776,0,0.952424,0.304776,0,0.952424,0.304776,0,0.952424,0.304776,-0.293245,0.906073,0.305025,-0.293245,0.906073,0.305025,-0.293245,0.906073,0.305025,-0.293831,0.905073,0.307419,-0.293831,0.905073,0.307419,-0.293831,0.905073,0.307419,-0.561129,0.769799,0.30421,-0.561129,0.769799,0.30421,-0.561129,0.769799,0.30421,-0.559578,0.769647,0.307435,-0.559578,0.769647,0.307435,-0.559578,0.769647,0.307435,-0.770545,0.559918,0.304553,-0.770545,0.559918,0.304553,-0.770545,0.559918,0.304553,-0.77074,0.559875,0.304139,-0.77074,0.559875,0.304139,-0.77074,0.559875,0.304139,-0.905279,0.294741,0.305936,-0.905279,0.294741,0.305936,-0.905279,0.294741,0.305936,-0.904543,0.293073,0.309693,-0.904543,0.293073,0.309693,-0.904543,0.293073,0.309693,-0.95086,-0.001754,0.309617,-0.95086,-0.001754,0.309617,-0.95086,-0.001754,0.309617,-0.952424,0,0.304776,-0.952424,0,0.304776,-0.952424,0,0.304776,-0.906072,-0.293245,0.305025,-0.906072,-0.293245,0.305025,-0.906072,-0.293245,0.305025,-0.905718,-0.293454,0.305875,-0.905718,-0.293454,0.305875,-0.905718,-0.293454,0.305875,-0.769613,-0.55924,0.308134,-0.769613,-0.55924,0.308134,-0.769613,-0.55924,0.308134,-0.769786,-0.560999,0.304481,-0.769786,-0.560999,0.304481,-0.769786,-0.560999,0.304481,-0.560124,-0.770828,0.303455,-0.560124,-0.770828,0.303455,-0.560124,-0.770828,0.303455,-0.560502,-0.769103,0.307112,-0.560502,-0.769103,0.307112,-0.560502,-0.769103,0.307112,-0.294542,-0.906419,0.302738,-0.294542,-0.906419,0.302738,-0.294542,-0.906419,0.302738,-0.294223,-0.906281,0.303461,-0.294223,-0.906281,0.303461,-0.294223,-0.906281,0.303461,0,-0.952424,0.304776,0,-0.952424,0.304776,0,-0.952424,0.304776,0,-0.952424,0.304776,0,-0.952424,0.304776,0,-0.952424,0.304776,0.29471,-0.90562,0.304956,0.29471,-0.90562,0.304956,0.29471,-0.90562,0.304956,0.295329,-0.90456,0.307493,0.295329,-0.90456,0.307493,0.295329,-0.90456,0.307493,0.559994,-0.77065,0.304146,0.559994,-0.77065,0.304146,0.559994,-0.77065,0.304146,0.558379,-0.77049,0.307502,0.558379,-0.77049,0.307502,0.558379,-0.77049,0.307502,0.769793,-0.559371,0.307445,0.769793,-0.559371,0.307445,0.769793,-0.559371,0.307445,0.771378,-0.559021,0.30409,0.771378,-0.559021,0.30409,0.771378,-0.559021,0.30409,0.904141,-0.294373,0.309634,0.904141,-0.294373,0.309634,0.904141,-0.294373,0.309634,0.905073,-0.293831,0.307418,0.905073,-0.293831,0.307418,0.905073,-0.293831,0.307418,0.950834,0,0.309701,0.950834,0,0.309701,0.950834,0,0.309701,0.950833,0.000001,0.309703,0.950833,0.000001,0.309703,0.950833,0.000001,0.309703,0.905073,0.293831,0.307418,0.905073,0.293831,0.307418,0.905073,0.293831,0.307418,0.904142,0.294372,0.309632,0.904142,0.294372,0.309632,0.904142,0.294372,0.309632,0.769647,0.559579,0.307433,0.769647,0.559579,0.307433,0.769647,0.559579,0.307433,0.769613,0.55924,0.308135,0.769613,0.55924,0.308135,0.769613,0.55924,0.308135,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,-0.58703,-0.809565,0,-0.58703,-0.809565,0,-0.58703,-0.809565,0,-0.58703,-0.809565,0,-0.307846,-0.951436,0,-0.307846,-0.951436,0,-0.307846,-0.951436,0,-0.307846,-0.951436,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0.308128,-0.951345,0,0.308128,-0.951345,0,0.308128,-0.951345,0,0.308128,-0.951345,0,0.58703,-0.809565,0,0.58703,-0.809565,0,0.58703,-0.809565,0,0.58703,-0.809565,0,0.809565,-0.587031,0,0.809565,-0.587031,0,0.809565,-0.587031,0,0.809565,-0.587031,0,0.950582,-0.310472,0,0.950582,-0.310472,0,0.950582,-0.310472,0,0.950582,-0.310472,0,0.999993,0.003846,0,0.999993,0.003846,0,0.999993,0.003846,0,0.999993,0.003846,0,0.951709,0.307002,0,0.951709,0.307002,0,0.951709,0.307002,0,0.951709,0.307002,0,0.808236,0.588859,0,0.808236,0.588859,0,0.808236,0.588859,0,0.808236,0.588859,0,0.587031,0.809564,0,0.587031,0.809564,0,0.587031,0.809564,0,0.587031,0.809564,0,0.310472,0.950582,0,0.310472,0.950582,0,0.310472,0.950582,0,0.310472,0.950582,0,0,1,0,0,1,0,0,1,0,0,1,0,-0.310189,0.950675,0,-0.310189,0.950675,0,-0.310189,0.950675,0,-0.310189,0.950675,0,-0.588859,0.808236,0,-0.588859,0.808236,0,-0.588859,0.808236,0,-0.588859,0.808236,0,-0.809565,0.58703,0,-0.809565,0.58703,0,-0.809565,0.58703,0,-0.809565,0.58703,0,-0.950211,0.311607,0,-0.950211,0.311607,0,-0.950211,0.311607,0,-0.950211,0.311607,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-0.950211,-0.311607,0,-0.950211,-0.311607,0,-0.950211,-0.311607,0,-0.950211,-0.311607,0,-0.809565,-0.587031,0,-0.809565,-0.587031,0,-0.809565,-0.587031,0,-0.809565,-0.587031,0,0.096486,-0.25014,-0.96339,0.096486,-0.25014,-0.96339,0.096486,-0.25014,-0.96339,0.998548,0.053878,0,0.998548,0.053878,0,0.998548,0.053878,0,0.998548,0.053878,0,0.965755,-0.259457,0,0.965755,-0.259457,0,0.965755,-0.259457,0,0.965755,-0.259457,0,0.839184,-0.543848,0,0.839184,-0.543848,0,0.839184,-0.543848,0,0.839184,-0.543848,0,0.629509,-0.776993,0,0.629509,-0.776993,0,0.629509,-0.776993,0,0.629509,-0.776993,0,0.359883,-0.932998,0,0.359883,-0.932998,0,0.359883,-0.932998,0,0.359882,-0.932998,0.000001,0.359882,-0.932998,0.000001,0.359882,-0.932998,0.000001,0.054073,-0.998537,0,0.054073,-0.998537,0,0.054073,-0.998537,0,0.054073,-0.998537,0,0.054073,-0.998537,0,0.054073,-0.998537,0,-0.258556,-0.965996,0,-0.258556,-0.965996,0,-0.258556,-0.965996,0,-0.258556,-0.965996,0,-0.54385,-0.839182,0,-0.54385,-0.839182,0,-0.54385,-0.839182,0,-0.54385,-0.839182,0,-0.775562,-0.631272,0,-0.775562,-0.631272,0,-0.775562,-0.631272,0,-0.775562,-0.631272,0,-0.933345,-0.358981,0,-0.933345,-0.358981,0,-0.933345,-0.358981,0,-0.933345,-0.358981,0,-0.998537,-0.05407,0,-0.998537,-0.05407,0,-0.998537,-0.05407,0,-0.998537,-0.05407,0,-0.965755,0.259456,0,-0.965755,0.259456,0,-0.965755,0.259456,0,-0.965755,0.259456,0,-0.840244,0.542208,0,-0.840244,0.542208,0,-0.840244,0.542208,0,-0.840244,0.542208,0,-0.629509,0.776993,0,-0.629509,0.776993,0,-0.629509,0.776993,0,-0.629509,0.776993,0,-0.357045,0.934087,0,-0.357045,0.934087,0,-0.357045,0.934087,0,-0.357045,0.934087,0,-0.054073,0.998537,0,-0.054073,0.998537,0,-0.054073,0.998537,0,-0.054073,0.998537,0,0.254979,0.966947,0,0.254979,0.966947,0,0.254979,0.966947,0,0.254979,0.966947,0,0.543848,0.839183,0,0.543848,0.839183,0,0.543848,0.839183,0,0.543848,0.839183,0,0.776994,0.629508,0,0.776994,0.629508,0,0.776994,0.629508,0,0.776994,0.629508,0,0.93288,0.360187,0,0.93288,0.360187,0,0.93288,0.360187,0,0.93288,0.360187,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.949429,-0.050922,0.309826,-0.949429,-0.050922,0.309826,-0.949429,-0.050922,0.309826,-0.949455,-0.050955,0.309738,-0.949455,-0.050955,0.309738,-0.949455,-0.050955,0.309738,-0.919179,0.245005,0.308356,-0.919179,0.245005,0.308356,-0.919179,0.245005,0.308356,-0.918975,0.244607,0.309277,-0.918975,0.244607,0.309277,-0.918975,0.244607,0.309277,-0.799232,0.518021,0.304765,-0.799232,0.518021,0.304765,-0.799232,0.518021,0.304765,-0.799047,0.516831,0.307262,-0.799047,0.516831,0.307262,-0.799047,0.516831,0.307262,-0.600367,0.739828,0.303666,-0.600367,0.739828,0.303666,-0.600367,0.739828,0.303666,-0.600073,0.739815,0.30428,-0.600073,0.739815,0.30428,-0.600073,0.739815,0.30428,-0.341557,0.888728,0.305781,-0.341557,0.888728,0.305781,-0.341557,0.888728,0.305781,-0.342455,0.889065,0.303789,-0.342455,0.889065,0.303789,-0.342455,0.889065,0.303789,-0.051012,0.950949,0.305113,-0.051012,0.950949,0.305113,-0.051012,0.950949,0.305113,-0.050979,0.950923,0.305201,-0.050979,0.950923,0.305201,-0.050979,0.950923,0.305201,0.246572,0.919971,0.304721,0.246572,0.919971,0.304721,0.246572,0.919971,0.304721,0.245004,0.919179,0.308356,0.245004,0.919179,0.308356,0.245004,0.919179,0.308356,0.517615,0.798557,0.307216,0.517615,0.798557,0.307216,0.517615,0.798557,0.307216,0.517579,0.798551,0.307292,0.517579,0.798551,0.307292,0.517579,0.798551,0.307292,0.738773,0.599511,0.307897,0.738773,0.599511,0.307897,0.738773,0.599511,0.307897,0.737691,0.599682,0.310151,0.737691,0.599682,0.310151,0.737691,0.599682,0.310151,0.887966,0.343619,0.305682,0.887966,0.343619,0.305682,0.887966,0.343619,0.305682,0.887262,0.34176,0.309784,0.887262,0.34176,0.309784,0.887262,0.34176,0.309784,0.949599,0.049264,0.309573,0.949599,0.049264,0.309573,0.949599,0.049264,0.309573,0.950928,0.050913,0.305196,0.950928,0.050913,0.305196,0.950928,0.050913,0.305196,0.918602,-0.244507,0.310463,0.918602,-0.244507,0.310463,0.918602,-0.244507,0.310463,0.918805,-0.244905,0.309547,0.918805,-0.244905,0.309547,0.918805,-0.244905,0.309547,0.798363,-0.516388,0.309775,0.798363,-0.516388,0.309775,0.798363,-0.516388,0.309775,0.798552,-0.517581,0.307285,0.798552,-0.517581,0.307285,0.798552,-0.517581,0.307285,0.599512,-0.738776,0.307889,0.599512,-0.738776,0.307889,0.599512,-0.738776,0.307889,0.599189,-0.740754,0.303738,0.599189,-0.740754,0.303738,0.599189,-0.740754,0.303738,0.341822,-0.887715,0.308414,0.341822,-0.887715,0.308414,0.341822,-0.887715,0.308414,0.343879,-0.888491,0.303861,0.343879,-0.888491,0.303861,0.343879,-0.888491,0.303861,0.050944,-0.950952,0.305115,0.050944,-0.950952,0.305115,0.050944,-0.950952,0.305115,0.049288,-0.949618,0.309509,0.049288,-0.949618,0.309509,0.049288,-0.949618,0.309509,-0.245297,-0.920292,0.304781,-0.245297,-0.920292,0.304781,-0.245297,-0.920292,0.304781,-0.245175,-0.920231,0.305065,-0.245175,-0.920231,0.305065,-0.245175,-0.920231,0.305065,-0.51828,-0.79866,0.305824,-0.51828,-0.79866,0.305824,-0.51828,-0.79866,0.305824,-0.515747,-0.798259,0.311107,-0.515747,-0.798259,0.311107,-0.515747,-0.798259,0.311107,-0.73818,-0.598745,0.310797,-0.73818,-0.598745,0.310797,-0.73818,-0.598745,0.310797,-0.738268,-0.600481,0.307219,-0.738268,-0.600481,0.307219,-0.738268,-0.600481,0.307219,-0.887767,-0.341954,0.30812,-0.887767,-0.341954,0.30812,-0.887767,-0.341954,0.30812,-0.887422,-0.341055,0.310102,-0.887422,-0.341055,0.310102,-0.887422,-0.341055,0.310102,-0.998565,-0.053557,0,-0.998565,-0.053557,0,-0.998565,-0.053557,0,-0.998565,-0.053557,-0.000001,-0.966264,0.257555,-0.000001,-0.966264,0.257555,-0.000001,-0.966264,0.257555,-0.000001,-0.966264,0.257555,-0.000001,-0.839153,0.543895,0,-0.839153,0.543895,-0.000001,-0.839153,0.543895,0,-0.839153,0.543896,0,-0.629943,0.776642,0,-0.629943,0.776642,0,-0.629943,0.776642,0,-0.629943,0.776642,0,-0.359443,0.933167,0,-0.359443,0.933167,0,-0.359443,0.933167,0,-0.359443,0.933167,0,-0.053533,0.998566,0,-0.053533,0.998566,0,-0.053533,0.998566,0,-0.053533,0.998566,0,0.257555,0.966264,0,0.257555,0.966264,0,0.257555,0.966264,0,0.257555,0.966264,0,0.543895,0.839153,0,0.543895,0.839153,0,0.543895,0.839153,0,0.543895,0.839153,0,0.775956,0.630787,0,0.775956,0.630787,0,0.775956,0.630787,0,0.775956,0.630787,0,0.933168,0.359442,0,0.933168,0.359442,0,0.933168,0.359442,0,0.933168,0.359442,0,0.99857,0.053464,0,0.99857,0.053464,0,0.99857,0.053464,0,0.99857,0.053464,0,0.966264,-0.257555,0,0.966264,-0.257555,0,0.966264,-0.257555,0,0.966264,-0.257555,0,0.839152,-0.543896,0,0.839152,-0.543896,0,0.839152,-0.543896,0,0.839152,-0.543896,0,0.628901,-0.777485,0,0.628901,-0.777485,0,0.628901,-0.777485,0,0.628901,-0.777485,0,0.360946,-0.932587,0,0.360946,-0.932587,0,0.360946,-0.932587,0,0.360946,-0.932587,0,0.051833,-0.998656,0,0.051833,-0.998656,0,0.051833,-0.998656,0,0.051833,-0.998656,0,-0.257447,-0.966292,0,-0.257447,-0.966292,0,-0.257447,-0.966292,0,-0.257447,-0.966292,0,-0.542678,-0.839941,0,-0.542678,-0.839941,0,-0.542678,-0.839941,-0.000001,-0.542678,-0.839941,0,-0.776642,-0.629943,-0.000001,-0.776641,-0.629943,-0.000001,-0.776642,-0.629943,-0.000001,-0.776642,-0.629942,0,-0.933167,-0.359442,0,-0.933167,-0.359442,0,-0.933167,-0.359442,0,-0.933167,-0.359442,0,-0.949456,-0.050955,-0.309736,-0.949456,-0.050955,-0.309736,-0.949456,-0.050955,-0.309736,-0.949429,-0.050921,-0.309825,-0.949429,-0.050921,-0.309825,-0.949429,-0.050921,-0.309825,-0.918976,0.244607,-0.309274,-0.918976,0.244607,-0.309274,-0.918976,0.244607,-0.309274,-0.919179,0.245005,-0.308354,-0.919179,0.245005,-0.308354,-0.919179,0.245005,-0.308354,-0.799048,0.516831,-0.30726,-0.799048,0.516831,-0.30726,-0.799048,0.516831,-0.30726,-0.799233,0.518021,-0.304765,-0.799233,0.518021,-0.304765,-0.799233,0.518021,-0.304765,-0.600073,0.739816,-0.304279,-0.600073,0.739816,-0.304279,-0.600073,0.739816,-0.304279,-0.600367,0.739828,-0.303665,-0.600367,0.739828,-0.303665,-0.600367,0.739828,-0.303665,-0.342455,0.889065,-0.303789,-0.342455,0.889065,-0.303789,-0.342455,0.889065,-0.303789,-0.341557,0.888728,-0.305781,-0.341557,0.888728,-0.305781,-0.341557,0.888728,-0.305781,-0.050979,0.950923,-0.3052,-0.050979,0.950923,-0.3052,-0.050979,0.950923,-0.3052,-0.051012,0.950949,-0.305113,-0.051012,0.950949,-0.305113,-0.051012,0.950949,-0.305113,0.245005,0.919179,-0.308356,0.245005,0.919179,-0.308356,0.245005,0.919179,-0.308356,0.246572,0.919972,-0.30472,0.246572,0.919972,-0.30472,0.246572,0.919972,-0.30472,0.517579,0.798551,-0.307292,0.517579,0.798551,-0.307292,0.517579,0.798551,-0.307292,0.517615,0.798557,-0.307216,0.517615,0.798557,-0.307216,0.517615,0.798557,-0.307216,0.737691,0.599682,-0.31015,0.737691,0.599682,-0.31015,0.737691,0.599682,-0.31015,0.738773,0.599512,-0.307896,0.738773,0.599512,-0.307896,0.738773,0.599512,-0.307896,0.887262,0.34176,-0.309783,0.887262,0.34176,-0.309783,0.887262,0.34176,-0.309783,0.887966,0.343619,-0.305682,0.887966,0.343619,-0.305682,0.887966,0.343619,-0.305682,0.950928,0.050913,-0.305195,0.950928,0.050913,-0.305195,0.950928,0.050913,-0.305195,0.949599,0.049264,-0.309573,0.949599,0.049264,-0.309573,0.949599,0.049264,-0.309573,0.918805,-0.244905,-0.309547,0.918805,-0.244905,-0.309547,0.918805,-0.244905,-0.309547,0.918602,-0.244507,-0.310463,0.918602,-0.244507,-0.310463,0.918602,-0.244507,-0.310463,0.798552,-0.517581,-0.307285,0.798552,-0.517581,-0.307285,0.798552,-0.517581,-0.307285,0.798363,-0.516388,-0.309774,0.798363,-0.516388,-0.309774,0.798363,-0.516388,-0.309774,0.599189,-0.740753,-0.303738,0.599189,-0.740753,-0.303738,0.599189,-0.740753,-0.303738,0.599512,-0.738776,-0.307889,0.599512,-0.738776,-0.307889,0.599512,-0.738776,-0.307889,0.343879,-0.888491,-0.303861,0.343879,-0.888491,-0.303861,0.343879,-0.888491,-0.303861,0.341822,-0.887715,-0.308414,0.341822,-0.887715,-0.308414,0.341822,-0.887715,-0.308414,0.049288,-0.949618,-0.309509,0.049288,-0.949618,-0.309509,0.049288,-0.949618,-0.309509,0.050944,-0.950952,-0.305116,0.050944,-0.950952,-0.305116,0.050944,-0.950952,-0.305116,-0.245175,-0.92023,-0.305066,-0.245175,-0.92023,-0.305066,-0.245175,-0.92023,-0.305066,-0.245298,-0.920292,-0.304781,-0.245298,-0.920292,-0.304781,-0.245298,-0.920292,-0.304781,-0.515749,-0.798259,-0.311105,-0.515749,-0.798259,-0.311105,-0.515749,-0.798259,-0.311105,-0.518279,-0.79866,-0.305825,-0.518279,-0.79866,-0.305825,-0.518279,-0.79866,-0.305825,-0.738268,-0.600481,-0.307218,-0.738268,-0.600481,-0.307218,-0.738268,-0.600481,-0.307218,-0.73818,-0.598747,-0.310793,-0.73818,-0.598747,-0.310793,-0.73818,-0.598747,-0.310793,-0.887422,-0.341055,-0.310101,-0.887422,-0.341055,-0.310101,-0.887422,-0.341055,-0.310101,-0.887767,-0.341954,-0.308119,-0.887767,-0.341954,-0.308119,-0.887767,-0.341954,-0.308119,-0.131381,-0.007007,-0.991307,-0.131381,-0.007007,-0.991307,-0.131381,-0.007007,-0.991307,-0.131441,-0.007054,-0.991299,-0.131441,-0.007054,-0.991299,-0.131441,-0.007054,-0.991299,-0.127166,0.033848,-0.991304,-0.127166,0.033848,-0.991304,-0.127166,0.033848,-0.991304,-0.126943,0.03393,-0.991329,-0.126943,0.03393,-0.991329,-0.126943,0.03393,-0.991329,-0.11015,0.071246,-0.991358,-0.11015,0.071246,-0.991358,-0.11015,0.071246,-0.991358,-0.110231,0.071446,-0.991335,-0.110231,0.071446,-0.991335,-0.110231,0.071446,-0.991335,-0.082674,0.101878,-0.991356,-0.082674,0.101878,-0.991356,-0.082674,0.101878,-0.991356,-0.082973,0.101964,-0.991322,-0.082973,0.101964,-0.991322,-0.082973,0.101964,-0.991322,-0.047105,0.122566,-0.991342,-0.047105,0.122566,-0.991342,-0.047105,0.122566,-0.991342,-0.047057,0.122757,-0.99132,-0.047057,0.122757,-0.99132,-0.047057,0.122757,-0.99132,-0.007314,0.131433,-0.991298,-0.007314,0.131433,-0.991298,-0.007314,0.131433,-0.991298,-0.007031,0.131071,-0.991348,-0.007031,0.131071,-0.991348,-0.007031,0.131071,-0.991348,0.033885,0.127067,-0.991315,0.033885,0.127067,-0.991315,0.033885,0.127067,-0.991315,0.034107,0.127254,-0.991284,0.034107,0.127254,-0.991284,0.034107,0.127254,-0.991284,0.071616,0.110494,-0.991293,0.071616,0.110494,-0.991293,0.071616,0.110494,-0.991293,0.071622,0.110496,-0.991292,0.071622,0.110496,-0.991292,0.071622,0.110496,-0.991292,0.102055,0.082817,-0.991325,0.102055,0.082817,-0.991325,0.102055,0.082817,-0.991325,0.10246,0.082846,-0.991281,0.10246,0.082846,-0.991281,0.10246,0.082846,-0.991281,0.122547,0.047423,-0.991329,0.122547,0.047423,-0.991329,0.122547,0.047423,-0.991329,0.122407,0.047214,-0.991356,0.122407,0.047214,-0.991356,0.122407,0.047214,-0.991356,0.131362,0.006815,-0.991311,0.131362,0.006815,-0.991311,0.131362,0.006815,-0.991311,0.131056,0.007005,-0.99135,0.131056,0.007005,-0.99135,0.131056,0.007005,-0.99135,0.127067,-0.033885,-0.991315,0.127067,-0.033885,-0.991315,0.127067,-0.033885,-0.991315,0.127166,-0.033848,-0.991304,0.127166,-0.033848,-0.991304,0.127166,-0.033848,-0.991304,0.110437,-0.071476,-0.99131,0.110437,-0.071476,-0.99131,0.110437,-0.071476,-0.99131,0.110412,-0.071415,-0.991317,0.110412,-0.071415,-0.991317,0.110412,-0.071415,-0.991317,0.082818,-0.102064,-0.991324,0.082818,-0.102064,-0.991324,0.082818,-0.102064,-0.991324,0.082817,-0.102055,-0.991325,0.082817,-0.102055,-0.991325,0.082817,-0.102055,-0.991325,0.047297,-0.122619,-0.991326,0.047297,-0.122619,-0.991326,0.047297,-0.122619,-0.991326,0.047265,-0.122748,-0.991312,0.047265,-0.122748,-0.991312,0.047265,-0.122748,-0.991312,0.00704,-0.131405,-0.991304,0.00704,-0.131405,-0.991304,0.00704,-0.131405,-0.991304,0.007025,-0.131429,-0.991301,0.007025,-0.131429,-0.991301,0.007025,-0.131429,-0.991301,-0.03387,-0.12707,-0.991315,-0.03387,-0.12707,-0.991315,-0.03387,-0.12707,-0.991315,-0.033868,-0.127074,-0.991315,-0.033868,-0.127074,-0.991315,-0.033868,-0.127074,-0.991315,-0.071624,-0.110371,-0.991306,-0.071624,-0.110371,-0.991306,-0.071624,-0.110371,-0.991306,-0.071619,-0.110499,-0.991292,-0.071619,-0.110499,-0.991292,-0.071619,-0.110499,-0.991292,-0.10208,-0.082775,-0.991326,-0.10208,-0.082775,-0.991326,-0.10208,-0.082775,-0.991326,-0.102174,-0.083104,-0.991289,-0.102174,-0.083104,-0.991289,-0.102174,-0.083104,-0.991289,-0.12262,-0.047296,-0.991326,-0.12262,-0.047296,-0.991326,-0.12262,-0.047296,-0.991326,-0.122891,-0.047229,-0.991296,-0.122891,-0.047229,-0.991296,-0.122891,-0.047229,-0.991296,0.084268,0.004547,-0.996433,0.084268,0.004547,-0.996433,0.084268,0.004547,-0.996433,0.084236,0.004493,-0.996436,0.084236,0.004493,-0.996436,0.084236,0.004493,-0.996436,0.081524,-0.02179,-0.996433,0.081524,-0.02179,-0.996433,0.081524,-0.02179,-0.996433,0.081426,-0.021876,-0.996439,0.081426,-0.021876,-0.996439,0.081426,-0.021876,-0.996439,0.070787,-0.04588,-0.996436,0.070787,-0.04588,-0.996436,0.070787,-0.04588,-0.996436,0.070787,-0.045874,-0.996436,0.070787,-0.045874,-0.996436,0.070787,-0.045874,-0.996436,0.053222,-0.065403,-0.996439,0.053222,-0.065403,-0.996439,0.053222,-0.065403,-0.996439,0.053005,-0.065423,-0.996449,0.053005,-0.065423,-0.996449,0.053005,-0.065423,-0.996449,0.03018,-0.078731,-0.996439,0.03018,-0.078731,-0.996439,0.03018,-0.078731,-0.996439,0.030302,-0.078559,-0.996449,0.030302,-0.078559,-0.996449,0.030302,-0.078559,-0.996449,0.004555,-0.084116,-0.996446,0.004555,-0.084116,-0.996446,0.004555,-0.084116,-0.996446,0.004685,-0.084193,-0.996438,0.004685,-0.084193,-0.996438,0.004685,-0.084193,-0.996438,-0.021781,-0.081377,-0.996445,-0.021781,-0.081377,-0.996445,-0.021781,-0.081377,-0.996445,-0.021693,-0.081347,-0.99645,-0.021693,-0.081347,-0.99645,-0.021693,-0.081347,-0.99645,-0.045805,-0.070678,-0.996447,-0.045805,-0.070678,-0.996447,-0.045805,-0.070678,-0.996447,-0.04581,-0.070678,-0.996447,-0.04581,-0.070678,-0.996447,-0.04581,-0.070678,-0.996447,-0.065633,-0.053069,-0.996432,-0.065633,-0.053069,-0.996432,-0.065633,-0.053069,-0.996432,-0.06532,-0.053167,-0.996447,-0.06532,-0.053167,-0.996447,-0.06532,-0.053167,-0.996447,-0.078745,-0.030373,-0.996432,-0.078745,-0.030373,-0.996432,-0.078745,-0.030373,-0.996432,-0.078724,-0.030279,-0.996436,-0.078724,-0.030279,-0.996436,-0.078724,-0.030279,-0.996436,-0.084264,-0.004504,-0.996433,-0.084264,-0.004504,-0.996433,-0.084264,-0.004504,-0.996433,-0.084222,-0.004561,-0.996437,-0.084222,-0.004561,-0.996437,-0.084222,-0.004561,-0.996437,-0.081529,0.021741,-0.996434,-0.081529,0.021741,-0.996434,-0.081529,0.021741,-0.996434,-0.081388,0.021865,-0.996443,-0.081388,0.021865,-0.996443,-0.081388,0.021865,-0.996443,-0.070784,0.045677,-0.996445,-0.070784,0.045677,-0.996445,-0.070784,0.045677,-0.996445,-0.070786,0.045814,-0.996439,-0.070786,0.045814,-0.996439,-0.070786,0.045814,-0.996439,-0.053113,0.065557,-0.996434,-0.053113,0.065557,-0.996434,-0.053113,0.065557,-0.996434,-0.053135,0.065484,-0.996438,-0.053135,0.065484,-0.996438,-0.053135,0.065484,-0.996438,-0.030129,0.078823,-0.996433,-0.030129,0.078823,-0.996433,-0.030129,0.078823,-0.996433,-0.030306,0.078574,-0.996448,-0.030306,0.078574,-0.996448,-0.030306,0.078574,-0.996448,-0.004496,0.084111,-0.996446,-0.004496,0.084111,-0.996446,-0.004496,0.084111,-0.996446,-0.004552,0.084069,-0.99645,-0.004552,0.084069,-0.99645,-0.004552,0.084069,-0.99645,0.021719,0.081496,-0.996437,0.021719,0.081496,-0.996437,0.021719,0.081496,-0.996437,0.021468,0.081411,-0.996449,0.021468,0.081411,-0.996449,0.021468,0.081411,-0.996449,0.04588,0.070787,-0.996436,0.04588,0.070787,-0.996436,0.04588,0.070787,-0.996436,0.045875,0.070787,-0.996436,0.045875,0.070787,-0.996436,0.045875,0.070787,-0.996436,0.065539,0.053099,-0.996436,0.065539,0.053099,-0.996436,0.065539,0.053099,-0.996436,0.070854,-0.041461,-0.996625,0.070854,-0.041461,-0.996625,0.070854,-0.041461,-0.996625,0.070841,-0.041245,-0.996634,0.070841,-0.041245,-0.996634,0.070841,-0.041245,-0.996634,0.08015,-0.017272,-0.996633,0.08015,-0.017272,-0.996633,0.08015,-0.017272,-0.996633,0.080137,-0.017285,-0.996634,0.080137,-0.017285,-0.996634,0.080137,-0.017285,-0.996634,0.081714,0.008203,-0.996622,0.081714,0.008203,-0.996622,0.081714,0.008203,-0.996622,0.08159,0.008353,-0.996631,0.08159,0.008353,-0.996631,0.08159,0.008353,-0.996631,0.075137,0.033149,-0.996622,0.075137,0.033149,-0.996622,0.075137,0.033149,-0.996622,0.075111,0.033166,-0.996624,0.075111,0.033166,-0.996624,0.075111,0.033166,-0.996624,0.061128,0.054826,-0.996623,0.061128,0.054826,-0.996623,0.061128,0.054826,-0.996623,0.061216,0.054803,-0.996619,0.061216,0.054803,-0.996619,0.061216,0.054803,-0.996619,0.041329,0.070962,-0.996622,0.041329,0.070962,-0.996622,0.041329,0.070962,-0.996622,0.041315,0.070961,-0.996623,0.041315,0.070961,-0.996623,0.041315,0.070961,-0.996623,0.017312,0.080336,-0.996617,0.017312,0.080336,-0.996617,0.017312,0.080336,-0.996617,0.01738,0.080266,-0.996622,0.01738,0.080266,-0.996622,0.01738,0.080266,-0.996622,-0.008388,0.081733,-0.996619,-0.008388,0.081733,-0.996619,-0.008388,0.081733,-0.996619,-0.00851,0.081633,-0.996626,-0.00851,0.081633,-0.996626,-0.00851,0.081633,-0.996626,-0.033016,0.07515,-0.996625,-0.033016,0.07515,-0.996625,-0.033016,0.07515,-0.996625,-0.033081,0.075162,-0.996623,-0.033081,0.075162,-0.996623,-0.033081,0.075162,-0.996623,-0.054642,0.061353,-0.996619,-0.054642,0.061353,-0.996619,-0.054642,0.061353,-0.996619,-0.054662,0.061276,-0.996623,-0.054662,0.061276,-0.996623,-0.054662,0.061276,-0.996623,-0.070969,0.04132,-0.996622,-0.070969,0.04132,-0.996622,-0.070969,0.04132,-0.996622,-0.071062,0.041274,-0.996618,-0.071062,0.041274,-0.996618,-0.071062,0.041274,-0.996618,-0.080302,0.01732,-0.99662,-0.080302,0.01732,-0.99662,-0.080302,0.01732,-0.99662,-0.080314,0.017349,-0.996619,-0.080314,0.017349,-0.996619,-0.080314,0.017349,-0.996619,-0.081672,-0.008362,-0.996624,-0.081672,-0.008362,-0.996624,-0.081672,-0.008362,-0.996624,-0.081757,-0.008523,-0.996616,-0.081757,-0.008523,-0.996616,-0.081757,-0.008523,-0.996616,-0.075107,-0.033078,-0.996627,-0.075107,-0.033078,-0.996627,-0.075107,-0.033078,-0.996627,-0.075117,-0.03314,-0.996624,-0.075117,-0.03314,-0.996624,-0.075117,-0.03314,-0.996624,-0.061177,-0.054748,-0.996624,-0.061177,-0.054748,-0.996624,-0.061177,-0.054748,-0.996624,-0.061192,-0.054647,-0.996629,-0.061192,-0.054647,-0.996629,-0.061192,-0.054647,-0.996629,-0.041186,-0.071053,-0.996622,-0.041186,-0.071053,-0.996622,-0.041186,-0.071053,-0.996622,-0.041211,-0.071001,-0.996625,-0.041211,-0.071001,-0.996625,-0.041211,-0.071001,-0.996625,-0.017354,-0.080146,-0.996632,-0.017354,-0.080146,-0.996632,-0.017354,-0.080146,-0.996632,-0.017522,-0.080211,-0.996624,-0.017522,-0.080211,-0.996624,-0.017522,-0.080211,-0.996624,0.008203,-0.081714,-0.996622,0.008203,-0.081714,-0.996622,0.008203,-0.081714,-0.996622,0.008353,-0.08159,-0.996631,0.008353,-0.08159,-0.996631,0.008353,-0.08159,-0.996631,0.033182,-0.075212,-0.996615,0.033182,-0.075212,-0.996615,0.033182,-0.075212,-0.996615,0.033263,-0.075085,-0.996622,0.033263,-0.075085,-0.996622,0.033263,-0.075085,-0.996622,0.054768,-0.061199,-0.996622,0.054768,-0.061199,-0.996622,0.054768,-0.061199,-0.996622,0.054876,-0.061184,-0.996617,0.054876,-0.061184,-0.996617,0.054876,-0.061184,-0.996617,-0.110528,0.064231,-0.991795,-0.110528,0.064231,-0.991795,-0.110528,0.064231,-0.991795,-0.110811,0.064843,-0.991724,-0.110811,0.064843,-0.991724,-0.110811,0.064843,-0.991724,-0.125408,0.027082,-0.991736,-0.125408,0.027082,-0.991736,-0.125408,0.027082,-0.991736,-0.125499,0.027044,-0.991725,-0.125499,0.027044,-0.991725,-0.125499,0.027044,-0.991725,-0.12744,-0.013047,-0.99176,-0.12744,-0.013047,-0.99176,-0.12744,-0.013047,-0.99176,-0.127604,-0.012956,-0.991741,-0.127604,-0.012956,-0.991741,-0.127604,-0.012956,-0.991741,-0.117238,-0.051768,-0.991754,-0.117238,-0.051768,-0.991754,-0.117238,-0.051768,-0.991754,-0.117218,-0.051772,-0.991756,-0.117218,-0.051772,-0.991756,-0.117218,-0.051772,-0.991756,-0.095473,-0.085471,-0.991756,-0.095473,-0.085471,-0.991756,-0.095473,-0.085471,-0.991756,-0.095406,-0.085463,-0.991763,-0.095406,-0.085463,-0.991763,-0.095406,-0.085463,-0.991763,-0.064523,-0.110716,-0.991755,-0.064523,-0.110716,-0.991755,-0.064523,-0.110716,-0.991755,-0.064468,-0.110691,-0.991762,-0.064468,-0.110691,-0.991762,-0.064468,-0.110691,-0.991762,-0.027057,-0.125047,-0.991782,-0.027057,-0.125047,-0.991782,-0.027057,-0.125047,-0.991782,-0.026985,-0.12522,-0.991762,-0.026985,-0.12522,-0.991762,-0.026985,-0.12522,-0.991762,0.012906,-0.127354,-0.991773,0.012906,-0.127354,-0.991773,0.012906,-0.127354,-0.991773,0.013044,-0.127106,-0.991803,0.013044,-0.127106,-0.991803,0.013044,-0.127106,-0.991803,0.051649,-0.117003,-0.991788,0.051649,-0.117003,-0.991788,0.051649,-0.117003,-0.991788,0.051441,-0.116876,-0.991813,0.051441,-0.116876,-0.991813,0.051441,-0.116876,-0.991813,0.085326,-0.09565,-0.991751,0.085326,-0.09565,-0.991751,0.085326,-0.09565,-0.991751,0.08528,-0.09527,-0.991792,0.08528,-0.09527,-0.991792,0.08528,-0.09527,-0.991792,0.110836,-0.064376,-0.991752,0.110836,-0.064376,-0.991752,0.110836,-0.064376,-0.991752,0.110723,-0.064385,-0.991764,0.110723,-0.064385,-0.991764,0.110723,-0.064385,-0.991764,0.12513,-0.02703,-0.991772,0.12513,-0.02703,-0.991772,0.12513,-0.02703,-0.991772,0.125181,-0.027086,-0.991764,0.125181,-0.027086,-0.991764,0.125181,-0.027086,-0.991764,0.127501,0.01319,-0.991751,0.127501,0.01319,-0.991751,0.127501,0.01319,-0.991751,0.127322,0.013035,-0.991776,0.127322,0.013035,-0.991776,0.127322,0.013035,-0.991776,0.117358,0.051589,-0.991749,0.117358,0.051589,-0.991749,0.117358,0.051589,-0.991749,0.117205,0.051619,-0.991765,0.117205,0.051619,-0.991765,0.117205,0.051619,-0.991765,0.095463,0.085453,-0.991758,0.095463,0.085453,-0.991758,0.095463,0.085453,-0.991758,0.095492,0.085456,-0.991755,0.095492,0.085456,-0.991755,0.095492,0.085456,-0.991755,0.064288,0.110761,-0.991766,0.064288,0.110761,-0.991766,0.064288,0.110761,-0.991766,0.064403,0.110814,-0.991752,0.064403,0.110814,-0.991752,0.064403,0.110814,-0.991752,0.027411,0.125483,-0.991717,0.027411,0.125483,-0.991717,0.027411,0.125483,-0.991717,0.027086,0.125181,-0.991764,0.027086,0.125181,-0.991764,0.027086,0.125181,-0.991764,-0.013057,0.127536,-0.991748,-0.013057,0.127536,-0.991748,-0.013057,0.127536,-0.991748,-0.012966,0.127701,-0.991728,-0.012966,0.127701,-0.991728,-0.012966,0.127701,-0.991728,-0.051948,0.117262,-0.991741,-0.051948,0.117262,-0.991741,-0.051948,0.117262,-0.991741,-0.051733,0.117132,-0.991768,-0.051733,0.117132,-0.991768,-0.051733,0.117132,-0.991768,-0.085191,0.095414,-0.991786,-0.085191,0.095414,-0.991786,-0.085191,0.095414,-0.991786,-0.085438,0.095472,-0.991759,-0.085438,0.095472,-0.991759,-0.085438,0.095472,-0.991759,-0.821942,0.478882,-0.308356,-0.821942,0.478882,-0.308356,-0.821942,0.478882,-0.308356,-0.823295,0.478438,-0.305422,-0.823295,0.478438,-0.305422,-0.823295,0.478438,-0.305422,-0.93025,0.200091,-0.30757,-0.93025,0.200091,-0.30757,-0.93025,0.200091,-0.30757,-0.929402,0.200707,-0.309724,-0.929402,0.200707,-0.309724,-0.929402,0.200707,-0.309724,-0.947344,-0.096186,-0.305431,-0.947344,-0.096186,-0.305431,-0.947344,-0.096186,-0.305431,-0.947048,-0.096459,-0.306262,-0.947048,-0.096459,-0.306262,-0.947048,-0.096459,-0.306262,-0.870605,-0.384518,-0.306908,-0.870605,-0.384518,-0.306908,-0.870605,-0.384518,-0.306908,-0.871596,-0.384064,-0.304655,-0.871596,-0.384064,-0.304655,-0.871596,-0.384064,-0.304655,-0.708902,-0.63502,-0.30693,-0.708902,-0.63502,-0.30693,-0.708902,-0.63502,-0.30693,-0.7089,-0.635641,-0.305649,-0.7089,-0.635641,-0.305649,-0.7089,-0.635641,-0.305649,-0.479447,-0.822688,-0.305476,-0.479447,-0.822688,-0.305476,-0.479447,-0.822688,-0.305476,-0.479241,-0.823311,-0.304116,-0.479241,-0.823311,-0.304116,-0.479241,-0.823311,-0.304116,-0.201409,-0.930835,-0.304928,-0.201409,-0.930835,-0.304928,-0.201409,-0.930835,-0.304928,-0.201844,-0.93024,-0.306452,-0.201844,-0.93024,-0.306452,-0.201844,-0.93024,-0.306452,0.096005,-0.947365,-0.305423,0.096005,-0.947365,-0.305423,0.096005,-0.947365,-0.305423,0.096442,-0.946888,-0.306761,0.096442,-0.946888,-0.306761,0.096442,-0.946888,-0.306761,0.384351,-0.870682,-0.306901,0.384351,-0.870682,-0.306901,0.384351,-0.870682,-0.306901,0.383901,-0.871665,-0.304664,0.383901,-0.871665,-0.304664,0.383901,-0.871665,-0.304664,0.634766,-0.709124,-0.306947,0.634766,-0.709124,-0.306947,0.634766,-0.709124,-0.306947,0.635401,-0.709121,-0.305634,0.635401,-0.709121,-0.305634,0.635401,-0.709121,-0.305634,0.823159,-0.478665,-0.305434,0.823159,-0.478665,-0.305434,0.823159,-0.478665,-0.305434,0.822623,-0.47884,-0.306598,0.822623,-0.47884,-0.306598,0.822623,-0.47884,-0.306598,0.931855,-0.201629,-0.30165,0.931855,-0.201629,-0.30165,0.931855,-0.201629,-0.30165,0.930854,-0.199844,-0.305897,0.930854,-0.199844,-0.305897,0.930854,-0.199844,-0.305897,0.946973,0.097963,-0.306017,0.946973,0.097963,-0.306017,0.946973,0.097963,-0.306017,0.948449,0.096601,-0.301848,0.948449,0.096601,-0.301848,0.948449,0.096601,-0.301848,0.872621,0.38359,-0.302311,0.872621,0.38359,-0.302311,0.872621,0.38359,-0.302311,0.870736,0.384458,-0.306613,0.870736,0.384458,-0.306613,0.870736,0.384458,-0.306613,0.710001,0.635551,-0.30327,0.710001,0.635551,-0.30327,0.710001,0.635551,-0.30327,0.71001,0.632874,-0.308798,0.71001,0.632874,-0.308798,0.71001,0.632874,-0.308798,0.477778,0.822087,-0.309679,0.477778,0.822087,-0.309679,0.477778,0.822087,-0.309679,0.477326,0.823475,-0.306675,0.477326,0.823475,-0.306675,0.477326,0.823475,-0.306675,0.201513,0.930467,-0.305981,0.201513,0.930467,-0.305981,0.201513,0.930467,-0.305981,0.201304,0.930348,-0.306479,0.201304,0.930348,-0.306479,0.201304,0.930348,-0.306479,-0.096443,0.946887,-0.306762,-0.096443,0.946887,-0.306762,-0.096443,0.946887,-0.306762,-0.09617,0.947184,-0.30593,-0.09617,0.947184,-0.30593,-0.09617,0.947184,-0.30593,-0.384458,0.870736,-0.306613,-0.384458,0.870736,-0.306613,-0.384458,0.870736,-0.306613,-0.384517,0.870605,-0.306909,-0.384517,0.870605,-0.306909,-0.384517,0.870605,-0.306909,-0.634541,0.709914,-0.305581,-0.634541,0.709914,-0.305581,-0.634541,0.709914,-0.305581,-0.633853,0.709915,-0.307002,-0.633853,0.709915,-0.307002,-0.633853,0.709915,-0.307002,-0.864046,0.503413,0,-0.864046,0.503413,0,-0.864046,0.503413,0,-0.864046,0.503413,0,-0.97764,0.210285,0,-0.97764,0.210285,0,-0.97764,0.210285,0,-0.97764,0.210285,0,-0.994853,-0.101328,0,-0.994853,-0.101328,0,-0.994853,-0.101328,0,-0.994853,-0.101328,0,-0.915098,-0.403232,0,-0.915098,-0.403232,0,-0.915098,-0.403233,-0.000001,-0.915098,-0.403232,0,-0.74453,-0.667589,0,-0.74453,-0.667589,0,-0.74453,-0.667589,0,-0.74453,-0.667589,-0.000001,-0.503069,-0.864246,0,-0.503069,-0.864246,0,-0.503069,-0.864246,0,-0.503069,-0.864246,0,-0.212047,-0.97726,0,-0.212047,-0.97726,0,-0.212047,-0.97726,0,-0.212047,-0.97726,0,0.101328,-0.994853,0,0.101328,-0.994853,0,0.101328,-0.994853,0,0.101328,-0.994853,0,0.403062,-0.915172,0,0.403062,-0.915172,0,0.403063,-0.915172,0,0.403062,-0.915173,0,0.667334,-0.744759,0,0.667334,-0.744759,0,0.667334,-0.744759,0,0.667334,-0.744759,0,0.864246,-0.503069,0,0.864246,-0.503069,0,0.864246,-0.503069,0,0.864246,-0.503069,0,0.977722,-0.209906,0,0.977722,-0.209906,0,0.977722,-0.209906,0,0.977722,-0.209906,0,0.994853,0.101328,0,0.994853,0.101328,0,0.994853,0.101328,0,0.994853,0.101328,0,0.914798,0.403913,0,0.914798,0.403913,0,0.914798,0.403913,0,0.914798,0.403913,0,0.746493,0.665393,0,0.746493,0.665393,0,0.746493,0.665393,0,0.746493,0.665393,0,0.501491,0.865163,0,0.501491,0.865163,0,0.501491,0.865163,0,0.501491,0.865163,0,0.211665,0.977342,0,0.211665,0.977342,0,0.211665,0.977342,0,0.211665,0.977342,0,-0.101328,0.994853,0,-0.101328,0.994853,0,-0.101328,0.994853,0,-0.101328,0.994853,0,-0.403913,0.914797,0,-0.403913,0.914797,0,-0.403913,0.914797,0,-0.403913,0.914797,0,-0.666418,0.745578,0,-0.666418,0.745578,0,-0.666418,0.745578,0,-0.666418,0.745578,0,-0.823295,0.478438,0.305422,-0.823295,0.478438,0.305422,-0.823295,0.478438,0.305422,-0.821942,0.478882,0.308357,-0.821942,0.478882,0.308357,-0.821942,0.478882,0.308357,-0.929402,0.200707,0.309725,-0.929402,0.200707,0.309725,-0.929402,0.200707,0.309725,-0.93025,0.200091,0.30757,-0.93025,0.200091,0.30757,-0.93025,0.200091,0.30757,-0.947047,-0.096459,0.306263,-0.947047,-0.096459,0.306263,-0.947047,-0.096459,0.306263,-0.947344,-0.096186,0.305431,-0.947344,-0.096186,0.305431,-0.947344,-0.096186,0.305431,-0.871597,-0.384063,0.304655,-0.871597,-0.384063,0.304655,-0.871597,-0.384063,0.304655,-0.870605,-0.384517,0.30691,-0.870605,-0.384517,0.30691,-0.870605,-0.384517,0.30691,-0.7089,-0.635641,0.305649,-0.7089,-0.635641,0.305649,-0.7089,-0.635641,0.305649,-0.708902,-0.63502,0.306932,-0.708902,-0.63502,0.306932,-0.708902,-0.63502,0.306932,-0.479241,-0.823311,0.304116,-0.479241,-0.823311,0.304116,-0.479241,-0.823311,0.304116,-0.479447,-0.822688,0.305476,-0.479447,-0.822688,0.305476,-0.479447,-0.822688,0.305476,-0.201844,-0.93024,0.306452,-0.201844,-0.93024,0.306452,-0.201844,-0.93024,0.306452,-0.201409,-0.930835,0.304928,-0.201409,-0.930835,0.304928,-0.201409,-0.930835,0.304928,0.096442,-0.946888,0.306761,0.096442,-0.946888,0.306761,0.096442,-0.946888,0.306761,0.096005,-0.947365,0.305423,0.096005,-0.947365,0.305423,0.096005,-0.947365,0.305423,0.383901,-0.871665,0.304664,0.383901,-0.871665,0.304664,0.383901,-0.871665,0.304664,0.384351,-0.870682,0.306901,0.384351,-0.870682,0.306901,0.384351,-0.870682,0.306901,0.635401,-0.709121,0.305635,0.635401,-0.709121,0.305635,0.635401,-0.709121,0.305635,0.634766,-0.709124,0.306947,0.634766,-0.709124,0.306947,0.634766,-0.709124,0.306947,0.822624,-0.47884,0.306598,0.822624,-0.47884,0.306598,0.822624,-0.47884,0.306598,0.823159,-0.478665,0.305434,0.823159,-0.478665,0.305434,0.823159,-0.478665,0.305434,0.930854,-0.199844,0.305897,0.930854,-0.199844,0.305897,0.930854,-0.199844,0.305897,0.931855,-0.201629,0.30165,0.931855,-0.201629,0.30165,0.931855,-0.201629,0.30165,0.948449,0.096601,0.301847,0.948449,0.096601,0.301847,0.948449,0.096601,0.301847,0.946972,0.097963,0.306017,0.946972,0.097963,0.306017,0.946972,0.097963,0.306017,0.870736,0.384458,0.306613,0.870736,0.384458,0.306613,0.870736,0.384458,0.306613,0.872621,0.38359,0.302311,0.872621,0.38359,0.302311,0.872621,0.38359,0.302311,0.71001,0.632874,0.308799,0.71001,0.632874,0.308799,0.71001,0.632874,0.308799,0.710001,0.635551,0.30327,0.710001,0.635551,0.30327,0.710001,0.635551,0.30327,0.477326,0.823475,0.306675,0.477326,0.823475,0.306675,0.477326,0.823475,0.306675,0.477779,0.822086,0.30968,0.477779,0.822086,0.30968,0.477779,0.822086,0.30968,0.201304,0.930348,0.306479,0.201304,0.930348,0.306479,0.201304,0.930348,0.306479,0.201513,0.930467,0.305981,0.201513,0.930467,0.305981,0.201513,0.930467,0.305981,-0.09617,0.947184,0.30593,-0.09617,0.947184,0.30593,-0.09617,0.947184,0.30593,-0.096443,0.946887,0.306762,-0.096443,0.946887,0.306762,-0.096443,0.946887,0.306762,-0.384518,0.870605,0.306909,-0.384518,0.870605,0.306909,-0.384518,0.870605,0.306909,-0.384458,0.870736,0.306613,-0.384458,0.870736,0.306613,-0.384458,0.870736,0.306613,-0.633853,0.709915,0.307002,-0.633853,0.709915,0.307002,-0.633853,0.709915,0.307002,-0.63454,0.709914,0.305582,-0.63454,0.709914,0.305582,-0.63454,0.709914,0.305582,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0.864197,-0.503154,0,0.864197,-0.503154,0,0.864197,-0.503154,0,0.864197,-0.503154,0,0.977521,-0.210838,0,0.977521,-0.210838,0,0.977521,-0.210838,0,0.977521,-0.210838,0,0.994999,0.099885,0,0.994999,0.099885,0,0.994999,0.099885,0,0.994999,0.099885,0,0.914918,0.40364,0,0.914918,0.40364,0,0.914918,0.40364,0,0.914918,0.40364,0,0.744438,0.667692,0,0.744438,0.667692,0,0.744438,0.667692,0,0.744438,0.667692,0,0.503154,0.864197,0,0.503154,0.864197,0,0.503154,0.864197,0,0.503154,0.864197,0,0.21163,0.97735,0,0.21163,0.97735,0,0.21163,0.97735,0,0.21163,0.97735,0,-0.103685,0.99461,0,-0.103685,0.99461,0,-0.103685,0.99461,0,-0.103685,0.99461,0,-0.402225,0.915541,0,-0.402225,0.915541,0,-0.402225,0.915541,0,-0.402225,0.915541,0,-0.66508,0.746773,0,-0.66508,0.746773,0,-0.66508,0.746773,0,-0.66508,0.746773,0,-0.864196,0.503155,0,-0.864196,0.503155,0,-0.864196,0.503155,0,-0.864196,0.503155,0,-0.977521,0.210837,0,-0.977521,0.210837,0,-0.977521,0.210837,0,-0.977521,0.210837,0,-0.99461,-0.103685,0,-0.99461,-0.103685,0,-0.99461,-0.103685,0,-0.99461,-0.103685,0,-0.914918,-0.40364,0,-0.914918,-0.40364,0,-0.914918,-0.40364,0,-0.914918,-0.40364,0,-0.74587,-0.666092,0,-0.74587,-0.666092,0,-0.74587,-0.666092,0,-0.74587,-0.666092,0,-0.501489,-0.865164,0,-0.501489,-0.865164,0,-0.501489,-0.865164,0,-0.501489,-0.865164,0,-0.211631,-0.97735,0,-0.211631,-0.97735,0,-0.211631,-0.97735,0,-0.211631,-0.97735,0,0.099885,-0.994999,0,0.099885,-0.994999,0,0.099885,-0.994999,0,0.099885,-0.994999,0,0.40364,-0.914918,0,0.40364,-0.914918,0,0.40364,-0.914918,0,0.40364,-0.914918,0,0.667692,-0.744438,0,0.667692,-0.744438,0,0.667692,-0.744438,0,0.667692,-0.744438,0,0.016695,-0.08264,0.99644,0.016695,-0.08264,0.99644,0.016695,-0.08264,0.99644,0.016666,-0.082628,0.996441,0.016666,-0.082628,0.996441,0.016666,-0.082628,0.996441,0.041187,-0.073591,0.996438,0.041187,-0.073591,0.996438,0.041187,-0.073591,0.996438,0.041241,-0.073484,0.996443,0.041241,-0.073484,0.996443,0.041241,-0.073484,0.996443,0.062018,-0.057154,0.996437,0.062018,-0.057154,0.996437,0.062018,-0.057154,0.996437,0.062019,-0.057146,0.996438,0.062019,-0.057146,0.996438,0.062019,-0.057146,0.996438,0.076609,-0.035125,0.996442,0.076609,-0.035125,0.996442,0.076609,-0.035125,0.996442,0.076624,-0.035221,0.996438,0.076624,-0.035221,0.996438,0.076624,-0.035221,0.996438,0.083745,-0.009742,0.99644,0.083745,-0.009742,0.99644,0.083745,-0.009742,0.99644,0.083727,-0.009708,0.996441,0.083727,-0.009708,0.996441,0.083727,-0.009708,0.996441,0.082673,0.016647,0.996438,0.082673,0.016647,0.996438,0.082673,0.016647,0.996438,0.082614,0.016705,0.996442,0.082614,0.016705,0.996442,0.082614,0.016705,0.996442,0.073467,0.041287,0.996443,0.073467,0.041287,0.996443,0.073467,0.041287,0.996443,0.073463,0.041229,0.996445,0.073463,0.041229,0.996445,0.073463,0.041229,0.996445,0.057071,0.061936,0.996447,0.057071,0.061936,0.996447,0.057071,0.061936,0.996447,0.057077,0.061935,0.996447,0.057077,0.061935,0.996447,0.057077,0.061935,0.996447,0.035038,0.076634,0.996444,0.035038,0.076634,0.996444,0.035038,0.076634,0.996444,0.035094,0.076542,0.996449,0.035094,0.076542,0.996449,0.035094,0.076542,0.996449,0.010003,0.083739,0.996438,0.010003,0.083739,0.996438,0.010003,0.083739,0.996438,0.009918,0.083695,0.996442,0.009918,0.083695,0.996442,0.009918,0.083695,0.996442,-0.016716,0.08267,0.996437,-0.016716,0.08267,0.996437,-0.016716,0.08267,0.996437,-0.016681,0.082655,0.996439,-0.016681,0.082655,0.996439,-0.016681,0.082655,0.996439,-0.041191,0.073583,0.996438,-0.041191,0.073583,0.996438,-0.041191,0.073583,0.996438,-0.041268,0.073433,0.996446,-0.041268,0.073433,0.996446,-0.041268,0.073433,0.996446,-0.061936,0.057071,0.996447,-0.061936,0.057071,0.996447,-0.061936,0.057071,0.996447,-0.061974,0.056834,0.996458,-0.061974,0.056834,0.996458,-0.061974,0.056834,0.996458,-0.076534,0.034993,0.996453,-0.076534,0.034993,0.996453,-0.076534,0.034993,0.996453,-0.076574,0.035248,0.996441,-0.076574,0.035248,0.996441,-0.076574,0.035248,0.996441,-0.083754,0.00971,0.996439,-0.083754,0.00971,0.996439,-0.083754,0.00971,0.996439,-0.083584,0.00991,0.996451,-0.083584,0.00991,0.996451,-0.083584,0.00991,0.996451,-0.082638,-0.01664,0.996441,-0.082638,-0.01664,0.996441,-0.082638,-0.01664,0.996441,-0.082534,-0.016385,0.996454,-0.082534,-0.016385,0.996454,-0.082534,-0.016385,0.996454,-0.073477,-0.041424,0.996436,-0.073477,-0.041424,0.996436,-0.073477,-0.041424,0.996436,-0.073467,-0.041288,0.996443,-0.073467,-0.041288,0.996443,-0.073467,-0.041288,0.996443,-0.057141,-0.062012,0.996438,-0.057141,-0.062012,0.996438,-0.057141,-0.062012,0.996438,-0.057168,-0.062008,0.996437,-0.057168,-0.062008,0.996437,-0.057168,-0.062008,0.996437,-0.035221,-0.076623,0.996438,-0.035221,-0.076623,0.996438,-0.035221,-0.076623,0.996438,-0.035275,-0.076632,0.996435,-0.035275,-0.076632,0.996435,-0.035275,-0.076632,0.996435,-0.009713,-0.08377,0.996438,-0.009713,-0.08377,0.996438,-0.009713,-0.08377,0.996438,-0.009742,-0.083745,0.99644,-0.009742,-0.083745,0.99644,-0.009742,-0.083745,0.99644,-0.026045,0.128877,0.991319,-0.026045,0.128877,0.991319,-0.026045,0.128877,0.991319,-0.02601,0.128956,0.991309,-0.02601,0.128956,0.991309,-0.02601,0.128956,0.991309,-0.064387,0.114725,0.991308,-0.064387,0.114725,0.991308,-0.064387,0.114725,0.991308,-0.064426,0.114744,0.991304,-0.064426,0.114744,0.991304,-0.064426,0.114744,0.991304,-0.096862,0.089255,0.991288,-0.096862,0.089255,0.991288,-0.096862,0.089255,0.991288,-0.09682,0.089065,0.991309,-0.09682,0.089065,0.991309,-0.09682,0.089065,0.991309,-0.119619,0.054984,0.991296,-0.119619,0.054984,0.991296,-0.119619,0.054984,0.991296,-0.119625,0.054995,0.991295,-0.119625,0.054995,0.991295,-0.119625,0.054995,0.991295,-0.130664,0.015275,0.991309,-0.130664,0.015275,0.991309,-0.130664,0.015275,0.991309,-0.130566,0.015189,0.991323,-0.130566,0.015189,0.991323,-0.130566,0.015189,0.991323,-0.128815,-0.02581,0.991333,-0.128815,-0.02581,0.991333,-0.128815,-0.02581,0.991333,-0.128615,-0.025898,0.991356,-0.128615,-0.025898,0.991356,-0.128615,-0.025898,0.991356,-0.114443,-0.064228,0.991351,-0.114443,-0.064228,0.991351,-0.114443,-0.064228,0.991351,-0.114617,-0.064589,0.991308,-0.114617,-0.064589,0.991308,-0.114617,-0.064589,0.991308,-0.089066,-0.096821,0.991309,-0.089066,-0.096821,0.991309,-0.089066,-0.096821,0.991309,-0.089254,-0.096863,0.991288,-0.089254,-0.096863,0.991288,-0.089254,-0.096863,0.991288,-0.05488,-0.119141,0.991359,-0.05488,-0.119141,0.991359,-0.05488,-0.119141,0.991359,-0.054764,-0.119778,0.991289,-0.054764,-0.119778,0.991289,-0.054764,-0.119778,0.991289,-0.015517,-0.130946,0.991268,-0.015517,-0.130946,0.991268,-0.015517,-0.130946,0.991268,-0.014968,-0.130326,0.991358,-0.014968,-0.130326,0.991358,-0.014968,-0.130326,0.991358,0.025836,-0.128944,0.991315,0.025836,-0.128944,0.991315,0.025836,-0.128944,0.991315,0.026067,-0.129165,0.99128,0.026067,-0.129165,0.99128,0.026067,-0.129165,0.99128,0.064322,-0.114558,0.991332,0.064322,-0.114558,0.991332,0.064322,-0.114558,0.991332,0.064293,-0.114851,0.9913,0.064293,-0.114851,0.9913,0.064293,-0.114851,0.9913,0.096821,-0.089066,0.991309,0.096821,-0.089066,0.991309,0.096821,-0.089066,0.991309,0.096863,-0.089254,0.991288,0.096863,-0.089254,0.991288,0.096863,-0.089254,0.991288,0.119745,-0.054814,0.99129,0.119745,-0.054814,0.99129,0.119745,-0.054814,0.99129,0.119692,-0.054725,0.991302,0.119692,-0.054725,0.991302,0.119692,-0.054725,0.991302,0.130664,-0.015275,0.991309,0.130664,-0.015275,0.991309,0.130664,-0.015275,0.991309,0.130946,-0.015526,0.991268,0.130946,-0.015526,0.991268,0.130946,-0.015526,0.991268,0.128973,0.025969,0.991308,0.128973,0.025969,0.991308,0.128973,0.025969,0.991308,0.129174,0.025882,0.991284,0.129174,0.025882,0.991284,0.129174,0.025882,0.991284,0.114317,0.06445,0.991351,0.114317,0.06445,0.991351,0.114317,0.06445,0.991351,0.114718,0.064411,0.991308,0.114718,0.064411,0.991308,0.114718,0.064411,0.991308,0.088895,0.096635,0.991342,0.088895,0.096635,0.991342,0.088895,0.096635,0.991342,0.089082,0.096676,0.991321,0.089082,0.096676,0.991321,0.089082,0.096676,0.991321,0.054923,0.119487,0.991315,0.054923,0.119487,0.991315,0.054923,0.119487,0.991315,0.054925,0.119474,0.991317,0.054925,0.119474,0.991317,0.054925,0.119474,0.991317,0.015197,0.13064,0.991313,0.015197,0.13064,0.991313,0.015197,0.13064,0.991313,0.015259,0.130525,0.991328,0.015259,0.130525,0.991328,0.015259,0.130525,0.991328,-0.188757,0.934005,0.303323,-0.188757,0.934005,0.303323,-0.188757,0.934005,0.303323,-0.187193,0.933091,0.307082,-0.187193,0.933091,0.307082,-0.187193,0.933091,0.307082,-0.465953,0.829871,0.306922,-0.465953,0.829871,0.306922,-0.465953,0.829871,0.306922,-0.464928,0.829643,0.309087,-0.464928,0.829643,0.309087,-0.464928,0.829643,0.309087,-0.699816,0.643762,0.309561,-0.699816,0.643762,0.309561,-0.699816,0.643762,0.309561,-0.699813,0.643959,0.309157,-0.699813,0.643959,0.309157,-0.699813,0.643959,0.309157,-0.864981,0.397653,0.306071,-0.864981,0.397653,0.306071,-0.864981,0.397653,0.306071,-0.864498,0.396092,0.309443,-0.864498,0.396092,0.309443,-0.864498,0.396092,0.309443,-0.946252,0.110258,0.304056,-0.946252,0.110258,0.304056,-0.946252,0.110258,0.304056,-0.94589,0.110581,0.305063,-0.94589,0.110581,0.305063,-0.94589,0.110581,0.305063,-0.934504,-0.187559,0.30253,-0.934504,-0.187559,0.30253,-0.934504,-0.187559,0.30253,-0.934295,-0.187199,0.303398,-0.934295,-0.187199,0.303398,-0.934295,-0.187199,0.303398,-0.829879,-0.465983,0.306857,-0.829879,-0.465983,0.306857,-0.829879,-0.465983,0.306857,-0.830293,-0.467891,0.302806,-0.830293,-0.467891,0.302806,-0.830293,-0.467891,0.302806,-0.643762,-0.699816,0.309562,-0.643762,-0.699816,0.309562,-0.643762,-0.699816,0.309562,-0.645582,-0.699791,0.305807,-0.645582,-0.699791,0.305807,-0.645582,-0.699791,0.305807,-0.398564,-0.865258,0.304097,-0.398564,-0.865258,0.304097,-0.398564,-0.865258,0.304097,-0.396091,-0.864498,0.309444,-0.396091,-0.864498,0.309444,-0.396091,-0.864498,0.309444,-0.11004,-0.944784,0.308666,-0.11004,-0.944784,0.308666,-0.11004,-0.944784,0.308666,-0.108684,-0.946312,0.304436,-0.108684,-0.946312,0.304436,-0.108684,-0.946312,0.304436,0.187272,-0.933074,0.307086,0.187272,-0.933074,0.307086,0.187272,-0.933074,0.307086,0.186912,-0.932862,0.307949,0.186912,-0.932862,0.307949,0.186912,-0.932862,0.307949,0.465963,-0.82989,0.306856,0.465963,-0.82989,0.306856,0.465963,-0.82989,0.306856,0.465973,-0.82986,0.306922,0.465973,-0.82986,0.306922,0.465973,-0.82986,0.306922,0.700627,-0.644508,0.306157,0.700627,-0.644508,0.306157,0.700627,-0.644508,0.306157,0.700624,-0.644706,0.305746,0.700624,-0.644706,0.305746,0.700624,-0.644706,0.305746,0.864367,-0.395673,0.310344,0.864367,-0.395673,0.310344,0.864367,-0.395673,0.310344,0.865089,-0.398006,0.305308,0.865089,-0.398006,0.305308,0.865089,-0.398006,0.305308,0.944778,-0.110089,0.308667,0.944778,-0.110089,0.308667,0.944778,-0.110089,0.308667,0.944415,-0.110408,0.309663,0.944415,-0.110408,0.309663,0.944415,-0.110408,0.309663,0.933074,0.187274,0.307085,0.933074,0.187274,0.307085,0.933074,0.187274,0.307085,0.932861,0.186912,0.307952,0.932861,0.186912,0.307952,0.932861,0.186912,0.307952,0.830287,0.467859,0.302872,0.830287,0.467859,0.302872,0.830287,0.467859,0.302872,0.829872,0.465953,0.306922,0.829872,0.465953,0.306922,0.829872,0.465953,0.306922,0.647073,0.699761,0.302707,0.647073,0.699761,0.302707,0.647073,0.699761,0.302707,0.643762,0.699816,0.309563,0.643762,0.699816,0.309563,0.643762,0.699816,0.309563,0.396091,0.864498,0.309443,0.396091,0.864498,0.309443,0.396091,0.864498,0.309443,0.397653,0.864982,0.30607,0.397653,0.864982,0.30607,0.397653,0.864982,0.30607,0.110581,0.945891,0.305062,0.110581,0.945891,0.305062,0.110581,0.945891,0.305062,0.110259,0.946251,0.304058,0.110259,0.946251,0.304058,0.110259,0.946251,0.304058,-0.196697,0.980464,0,-0.196697,0.980464,0,-0.196697,0.980464,0,-0.196697,0.980464,0,-0.488866,0.872359,0,-0.488866,0.872359,0,-0.488866,0.872359,0,-0.488866,0.872359,0,-0.735862,0.677131,0,-0.735863,0.677131,0.000001,-0.735862,0.677131,0,-0.735862,0.677131,0,-0.909119,0.416536,0,-0.909119,0.416536,0,-0.909119,0.416536,0,-0.909119,0.416535,0.000001,-0.99328,0.115739,0,-0.99328,0.115738,0.000001,-0.99328,0.115739,0,-0.99328,0.115739,0,-0.980448,-0.19678,0.000001,-0.980448,-0.19678,0.000001,-0.980448,-0.19678,0.000001,-0.980448,-0.19678,0.000001,-0.871945,-0.489604,0,-0.871945,-0.489604,0,-0.871945,-0.489604,0,-0.871945,-0.489605,0.000001,-0.678065,-0.735002,0,-0.678065,-0.735002,0,-0.678065,-0.735002,0,-0.678065,-0.735002,0,-0.416536,-0.909119,0,-0.416536,-0.909119,0,-0.416536,-0.909119,0,-0.416536,-0.909119,0,-0.115689,-0.993285,0,-0.115689,-0.993285,0,-0.115689,-0.993285,0,-0.115689,-0.993285,0,0.19678,-0.980448,0,0.19678,-0.980448,0,0.19678,-0.980448,0,0.19678,-0.980448,0,0.489604,-0.871945,0,0.489604,-0.871945,0,0.489604,-0.871945,0,0.489604,-0.871945,0,0.735862,-0.677132,0,0.735862,-0.677132,0,0.735862,-0.677132,0,0.735862,-0.677132,0,0.908465,-0.417962,0,0.908465,-0.417962,0,0.908465,-0.417962,0,0.908465,-0.417962,0,0.99328,-0.11574,0,0.99328,-0.11574,0,0.99328,-0.11574,0,0.99328,-0.11574,0,0.980447,0.196782,0,0.980447,0.196782,0,0.980447,0.196782,0,0.980447,0.196782,0,0.871206,0.490917,0,0.871206,0.490917,0,0.871206,0.490917,0,0.871206,0.490917,0,0.678925,0.734208,0,0.678925,0.734208,-0.000001,0.678925,0.734208,-0.000001,0.678925,0.734207,-0.000001,0.416536,0.909119,-0.000001,0.416536,0.909119,0,0.416536,0.909119,0,0.416535,0.909119,0,0.115739,0.99328,0,0.115739,0.99328,0,0.115739,0.99328,0,0.115739,0.99328,0,-0.188757,0.934005,-0.303323,-0.188757,0.934005,-0.303323,-0.188757,0.934005,-0.303323,-0.187193,0.933091,-0.307082,-0.187193,0.933091,-0.307082,-0.187193,0.933091,-0.307082,-0.465953,0.829871,-0.306922,-0.465953,0.829871,-0.306922,-0.465953,0.829871,-0.306922,-0.464928,0.829643,-0.309087,-0.464928,0.829643,-0.309087,-0.464928,0.829643,-0.309087,-0.699815,0.643762,-0.309563,-0.699815,0.643762,-0.309563,-0.699815,0.643762,-0.309563,-0.699813,0.643959,-0.309157,-0.699813,0.643959,-0.309157,-0.699813,0.643959,-0.309157,-0.864981,0.397653,-0.30607,-0.864981,0.397653,-0.30607,-0.864981,0.397653,-0.30607,-0.864498,0.396091,-0.309445,-0.864498,0.396091,-0.309445,-0.864498,0.396091,-0.309445,-0.946251,0.110259,-0.304058,-0.946251,0.110259,-0.304058,-0.946251,0.110259,-0.304058,-0.94589,0.110581,-0.305062,-0.94589,0.110581,-0.305062,-0.94589,0.110581,-0.305062,-0.934503,-0.187559,-0.302532,-0.934503,-0.187559,-0.302532,-0.934503,-0.187559,-0.302532,-0.934294,-0.187199,-0.303399,-0.934294,-0.187199,-0.303399,-0.934294,-0.187199,-0.303399,-0.829878,-0.465984,-0.306856,-0.829878,-0.465984,-0.306856,-0.829878,-0.465984,-0.306856,-0.830293,-0.467891,-0.302807,-0.830293,-0.467891,-0.302807,-0.830293,-0.467891,-0.302807,-0.643762,-0.699816,-0.309561,-0.643762,-0.699816,-0.309561,-0.643762,-0.699816,-0.309561,-0.645582,-0.699791,-0.305806,-0.645582,-0.699791,-0.305806,-0.645582,-0.699791,-0.305806,-0.398564,-0.865258,-0.304096,-0.398564,-0.865258,-0.304096,-0.398564,-0.865258,-0.304096,-0.396091,-0.864498,-0.309443,-0.396091,-0.864498,-0.309443,-0.396091,-0.864498,-0.309443,-0.11004,-0.944784,-0.308665,-0.11004,-0.944784,-0.308665,-0.11004,-0.944784,-0.308665,-0.108684,-0.946312,-0.304435,-0.108684,-0.946312,-0.304435,-0.108684,-0.946312,-0.304435,0.187272,-0.933074,-0.307085,0.187272,-0.933074,-0.307085,0.187272,-0.933074,-0.307085,0.186912,-0.932862,-0.307948,0.186912,-0.932862,-0.307948,0.186912,-0.932862,-0.307948,0.465963,-0.82989,-0.306855,0.465963,-0.82989,-0.306855,0.465963,-0.82989,-0.306855,0.465974,-0.82986,-0.306921,0.465974,-0.82986,-0.306921,0.465974,-0.82986,-0.306921,0.700627,-0.644508,-0.306156,0.700627,-0.644508,-0.306156,0.700627,-0.644508,-0.306156,0.700624,-0.644706,-0.305745,0.700624,-0.644706,-0.305745,0.700624,-0.644706,-0.305745,0.864367,-0.395673,-0.310343,0.864367,-0.395673,-0.310343,0.864367,-0.395673,-0.310343,0.865089,-0.398006,-0.305307,0.865089,-0.398006,-0.305307,0.865089,-0.398006,-0.305307,0.944778,-0.110089,-0.308666,0.944778,-0.110089,-0.308666,0.944778,-0.110089,-0.308666,0.944415,-0.110408,-0.309662,0.944415,-0.110408,-0.309662,0.944415,-0.110408,-0.309662,0.933074,0.187274,-0.307084,0.933074,0.187274,-0.307084,0.933074,0.187274,-0.307084,0.932861,0.186912,-0.307952,0.932861,0.186912,-0.307952,0.932861,0.186912,-0.307952,0.830287,0.467859,-0.302873,0.830287,0.467859,-0.302873,0.830287,0.467859,-0.302873,0.829872,0.465953,-0.306921,0.829872,0.465953,-0.306921,0.829872,0.465953,-0.306921,0.647072,0.699761,-0.302708,0.647072,0.699761,-0.302708,0.647072,0.699761,-0.302708,0.643762,0.699816,-0.30956,0.643762,0.699816,-0.30956,0.643762,0.699816,-0.30956,0.396092,0.864498,-0.309441,0.396092,0.864498,-0.309441,0.396092,0.864498,-0.309441,0.397653,0.864982,-0.30607,0.397653,0.864982,-0.30607,0.397653,0.864982,-0.30607,0.110581,0.945891,-0.305062,0.110581,0.945891,-0.305062,0.110581,0.945891,-0.305062,0.110259,0.946251,-0.304058,0.110259,0.946251,-0.304058,0.110259,0.946251,-0.304058,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0.19802,-0.980198,0,0.19802,-0.980198,0,0.19802,-0.980198,0,0.19802,-0.980198,0,0.488385,-0.872628,0,0.488385,-0.872628,0,0.488385,-0.872628,0,0.488385,-0.872628,0,0.735356,-0.677681,0,0.735356,-0.677681,0,0.735356,-0.677681,0,0.735356,-0.677681,0,0.909008,-0.416778,0,0.909008,-0.416778,0,0.909008,-0.416778,0,0.909008,-0.416778,0,0.993346,-0.115171,0,0.993346,-0.115171,0,0.993346,-0.115171,0,0.993346,-0.115171,0,0.980163,0.198195,0,0.980163,0.198195,0,0.980163,0.198195,0,0.980163,0.198195,0,0.871768,0.489919,0,0.871768,0.489919,0,0.871768,0.489919,0,0.871768,0.489919,0,0.677681,0.735356,0,0.677681,0.735356,0,0.677681,0.735356,0,0.677681,0.735356,0,0.416779,0.909008,0,0.416779,0.909008,0,0.416779,0.909008,0,0.416779,0.909008,0,0.118613,0.99294,0,0.118613,0.99294,0,0.118613,0.99294,0,0.118613,0.99294,0,-0.198195,0.980163,0,-0.198195,0.980163,0,-0.198195,0.980163,0,-0.198195,0.980163,0,-0.489919,0.871768,0.000001,-0.489919,0.871768,0,-0.489919,0.871768,0.000001,-0.48992,0.871767,0.000002,-0.737005,0.675887,0.000001,-0.737006,0.675886,0.000003,-0.737005,0.675887,0.000001,-0.737005,0.675888,0,-0.90838,0.418145,0,-0.90838,0.418145,0,-0.90838,0.418145,0,-0.90838,0.418145,0,-0.993346,0.11517,0,-0.993346,0.11517,0,-0.993346,0.11517,0,-0.993346,0.11517,0,-0.980857,-0.194729,0,-0.980857,-0.194729,0,-0.980857,-0.194729,0,-0.980857,-0.194729,0,-0.871767,-0.48992,0,-0.871767,-0.48992,0,-0.871767,-0.48992,0,-0.871767,-0.48992,0,-0.677834,-0.735215,0,-0.677834,-0.735215,0,-0.677834,-0.735215,0,-0.677834,-0.735215,0,-0.418143,-0.908381,0,-0.418143,-0.908381,0,-0.418143,-0.908381,0,-0.418143,-0.908381,0,-0.115171,-0.993346,0,-0.115171,-0.993346,0,-0.115171,-0.993346,0,-0.115171,-0.993346,0,-0.01258,0.095308,0.995368,-0.01258,0.095308,0.995368,-0.01258,0.095308,0.995368,-0.012485,0.09537,0.995364,-0.012485,0.09537,0.995364,-0.012485,0.09537,0.995364,-0.036131,0.07621,0.996437,-0.036131,0.07621,0.996437,-0.036131,0.07621,0.996437,-0.024865,0.094938,0.995173,-0.024865,0.094938,0.995173,-0.024865,0.094938,0.995173,-0.058055,0.061094,0.996442,-0.058055,0.061094,0.996442,-0.058055,0.061094,0.996442,-0.058028,0.06121,0.996437,-0.058028,0.06121,0.996437,-0.058028,0.06121,0.996437,-0.074014,0.040343,0.996441,-0.074014,0.040343,0.996441,-0.074014,0.040343,0.996441,-0.074008,0.040283,0.996444,-0.074008,0.040283,0.996444,-0.074008,0.040283,0.996444,-0.082866,0.015373,0.996442,-0.082866,0.015373,0.996442,-0.082866,0.015373,0.996442,-0.082916,0.01549,0.996436,-0.082916,0.01549,0.996436,-0.082916,0.01549,0.996436,-0.083634,-0.010852,0.996437,-0.083634,-0.010852,0.996437,-0.083634,-0.010852,0.996437,-0.08359,-0.010903,0.996441,-0.08359,-0.010903,0.996441,-0.08359,-0.010903,0.996441,-0.07612,-0.036185,0.996442,-0.07612,-0.036185,0.996442,-0.07612,-0.036185,0.996442,-0.07621,-0.036131,0.996437,-0.07621,-0.036131,0.996437,-0.07621,-0.036131,0.996437,-0.06121,-0.058028,0.996437,-0.06121,-0.058028,0.996437,-0.06121,-0.058028,0.996437,-0.061094,-0.058055,0.996442,-0.061094,-0.058055,0.996442,-0.061094,-0.058055,0.996442,-0.040295,-0.074031,0.996442,-0.040295,-0.074031,0.996442,-0.040295,-0.074031,0.996442,-0.040324,-0.073977,0.996444,-0.040324,-0.073977,0.996444,-0.040324,-0.073977,0.996444,-0.015433,-0.082917,0.996437,-0.015433,-0.082917,0.996437,-0.015433,-0.082917,0.996437,-0.015342,-0.082878,0.996442,-0.015342,-0.082878,0.996442,-0.015342,-0.082878,0.996442,0.010949,-0.083636,0.996436,0.010949,-0.083636,0.996436,0.010949,-0.083636,0.996436,0.010873,-0.083599,0.99644,0.010873,-0.083599,0.99644,0.010873,-0.083599,0.99644,0.03633,-0.076077,0.99644,0.03633,-0.076077,0.99644,0.03633,-0.076077,0.99644,0.036333,-0.076072,0.99644,0.036333,-0.076072,0.99644,0.036333,-0.076072,0.99644,0.057914,-0.061288,0.996439,0.057914,-0.061288,0.996439,0.057914,-0.061288,0.996439,0.057978,-0.061013,0.996452,0.057978,-0.061013,0.996452,0.057978,-0.061013,0.996452,0.073944,-0.040248,0.99645,0.073944,-0.040248,0.99645,0.073944,-0.040248,0.99645,0.073949,-0.040308,0.996447,0.073949,-0.040308,0.996447,0.073949,-0.040308,0.996447,0.082803,-0.015469,0.996446,0.082803,-0.015469,0.996446,0.082803,-0.015469,0.996446,0.08292,-0.015349,0.996438,0.08292,-0.015349,0.996438,0.08292,-0.015349,0.996438,0.083579,0.010941,0.996441,0.083579,0.010941,0.996441,0.083579,0.010941,0.996441,0.083635,0.010876,0.996437,0.083635,0.010876,0.996437,0.083635,0.010876,0.996437,0.07616,0.036204,0.996438,0.07616,0.036204,0.996438,0.07616,0.036204,0.996438,0.076145,0.036101,0.996443,0.076145,0.036101,0.996443,0.076145,0.036101,0.996443,0.06121,0.058028,0.996437,0.06121,0.058028,0.996437,0.06121,0.058028,0.996437,0.061339,0.057998,0.996431,0.061339,0.057998,0.996431,0.061339,0.057998,0.996431,0.040145,0.074283,0.996429,0.040145,0.074283,0.996429,0.040145,0.074283,0.996429,0.040286,0.074015,0.996443,0.040286,0.074015,0.996443,0.040286,0.074015,0.996443,0.01542,0.082843,0.996443,0.01542,0.082843,0.996443,0.01542,0.082843,0.996443,0.009657,0.088445,0.996034,0.009657,0.088445,0.996034,0.009657,0.088445,0.996034,0.030815,-0.103969,0.994103,0.030815,-0.103969,0.994103,0.030815,-0.103969,0.994103,0.017194,-0.130263,0.99133,0.017194,-0.130263,0.99133,0.017194,-0.130263,0.99133,0.032914,-0.125672,0.991526,0.032914,-0.125672,0.991526,0.032914,-0.125672,0.991526,0.038734,-0.131005,0.990625,0.038734,-0.131005,0.990625,0.038734,-0.131005,0.990625,0.090536,-0.095473,0.991306,0.090536,-0.095473,0.991306,0.090536,-0.095473,0.991306,0.090503,-0.095466,0.99131,0.090503,-0.095466,0.99131,0.090503,-0.095466,0.99131,0.115433,-0.062937,0.991319,0.115433,-0.062937,0.991319,0.115433,-0.062937,0.991319,0.115595,-0.062919,0.991302,0.115595,-0.062919,0.991302,0.115595,-0.062919,0.991302,0.129201,-0.023961,0.991329,0.129201,-0.023961,0.991329,0.129201,-0.023961,0.991329,0.129211,-0.023971,0.991327,0.129211,-0.023971,0.991327,0.129211,-0.023971,0.991327,0.130259,0.016899,0.991336,0.130259,0.016899,0.991336,0.130259,0.016899,0.991336,0.130254,0.016901,0.991337,0.130254,0.016901,0.991337,0.130254,0.016901,0.991337,0.118614,0.056552,0.991329,0.118614,0.056552,0.991329,0.118614,0.056552,0.991329,0.118874,0.056509,0.9913,0.118874,0.056509,0.9913,0.118874,0.056509,0.9913,0.095457,0.090519,0.991309,0.095457,0.090519,0.991309,0.095457,0.090519,0.991309,0.095488,0.090524,0.991306,0.095488,0.090524,0.991306,0.095488,0.090524,0.991306,0.062927,0.115522,0.99131,0.062927,0.115522,0.99131,0.062927,0.115522,0.99131,0.062919,0.115595,0.991302,0.062919,0.115595,0.991302,0.062919,0.115595,0.991302,0.023921,0.129235,0.991325,0.023921,0.129235,0.991325,0.023921,0.129235,0.991325,0.023977,0.129291,0.991317,0.023977,0.129291,0.991317,0.023977,0.129291,0.991317,-0.016901,0.130337,0.991326,-0.016901,0.130337,0.991326,-0.016901,0.130337,0.991326,-0.016957,0.130398,0.991317,-0.016957,0.130398,0.991317,-0.016957,0.130398,0.991317,-0.05652,0.118669,0.991324,-0.05652,0.118669,0.991324,-0.05652,0.118669,0.991324,-0.056559,0.118438,0.991349,-0.056559,0.118438,0.991349,-0.056559,0.118438,0.991349,-0.090333,0.095261,0.991345,-0.090333,0.095261,0.991345,-0.090333,0.095261,0.991345,-0.090392,0.095658,0.991302,-0.090392,0.095658,0.991302,-0.090392,0.095658,0.991302,-0.115569,0.062952,0.991303,-0.115569,0.062952,0.991303,-0.115569,0.062952,0.991303,-0.115536,0.062887,0.991311,-0.115536,0.062887,0.991311,-0.115536,0.062887,0.991311,-0.129306,0.023935,0.991316,-0.129306,0.023935,0.991316,-0.129306,0.023935,0.991316,-0.129234,0.023967,0.991324,-0.129234,0.023967,0.991324,-0.129234,0.023967,0.991324,-0.130288,-0.016943,0.991331,-0.130288,-0.016943,0.991331,-0.130288,-0.016943,0.991331,-0.130397,-0.016886,0.991318,-0.130397,-0.016886,0.991318,-0.130397,-0.016886,0.991318,-0.11876,-0.056676,0.991304,-0.11876,-0.056676,0.991304,-0.11876,-0.056676,0.991304,-0.118589,-0.056373,0.991342,-0.118589,-0.056373,0.991342,-0.118589,-0.056373,0.991342,-0.09555,-0.090384,0.991313,-0.09555,-0.090384,0.991313,-0.09555,-0.090384,0.991313,-0.095301,-0.090347,0.99134,-0.095301,-0.090347,0.99134,-0.095301,-0.090347,0.99134,-0.062762,-0.115306,0.991345,-0.062762,-0.115306,0.991345,-0.062762,-0.115306,0.991345,-0.062729,-0.115591,0.991314,-0.062729,-0.115591,0.991314,-0.062729,-0.115591,0.991314,-0.014479,-0.132612,0.991062,-0.014479,-0.132612,0.991062,-0.014479,-0.132612,0.991062,-0.022697,-0.121251,0.992362,-0.022697,-0.121251,0.992362,-0.022697,-0.121251,0.992362,0.271596,-0.916361,0.294139,0.271596,-0.916361,0.294139,0.271596,-0.916361,0.294139,0.106848,-0.817743,0.56558,0.106848,-0.817743,0.56558,0.106848,-0.817743,0.56558,0.221654,-0.749677,0.623581,0.221654,-0.749677,0.623581,0.221654,-0.749677,0.623581,0.409896,-0.8593,0.305922,0.409896,-0.8593,0.305922,0.409896,-0.8593,0.305922,0.65499,-0.690717,0.306429,0.65499,-0.690717,0.306429,0.65499,-0.690717,0.306429,0.654953,-0.691156,0.305517,0.654953,-0.691156,0.305517,0.654953,-0.691156,0.305517,0.835454,-0.455509,0.307453,0.835454,-0.455509,0.307453,0.835454,-0.455509,0.307453,0.835576,-0.45603,0.306347,0.835576,-0.45603,0.306347,0.835576,-0.45603,0.306347,0.93512,-0.174205,0.308549,0.93512,-0.174205,0.308549,0.93512,-0.174205,0.308549,0.935939,-0.173574,0.306415,0.935939,-0.173574,0.306415,0.935939,-0.173574,0.306415,0.944111,0.12336,0.305674,0.944111,0.12336,0.305674,0.944111,0.12336,0.305674,0.943451,0.122394,0.308092,0.943451,0.122394,0.308092,0.943451,0.122394,0.308092,0.85938,0.409735,0.305914,0.85938,0.409735,0.305914,0.85938,0.409735,0.305914,0.859573,0.409653,0.305479,0.859573,0.409653,0.305479,0.859573,0.409653,0.305479,0.690717,0.65499,0.306428,0.690717,0.65499,0.306428,0.690717,0.65499,0.306428,0.691156,0.654953,0.305517,0.691156,0.654953,0.305517,0.691156,0.654953,0.305517,0.455521,0.836255,0.305252,0.455521,0.836255,0.305252,0.455521,0.836255,0.305252,0.455032,0.83614,0.306293,0.455032,0.83614,0.306293,0.455032,0.83614,0.306293,0.174255,0.935389,0.307705,0.174255,0.935389,0.307705,0.174255,0.935389,0.307705,0.173623,0.936206,0.305571,0.173623,0.936206,0.305571,0.173623,0.936206,0.305571,-0.123282,0.943927,0.306274,-0.123282,0.943927,0.306274,-0.123282,0.943927,0.306274,-0.122314,0.943264,0.308694,-0.122314,0.943264,0.308694,-0.122314,0.943264,0.308694,-0.409391,0.85955,0.305897,-0.409391,0.85955,0.305897,-0.409391,0.85955,0.305897,-0.409683,0.858853,0.307461,-0.409683,0.858853,0.307461,-0.409683,0.858853,0.307461,-0.65428,0.689968,0.309615,-0.65428,0.689968,0.309615,-0.65428,0.689968,0.309615,-0.65412,0.691921,0.30557,-0.65412,0.691921,0.30557,-0.65412,0.691921,0.30557,-0.836255,0.455521,0.305252,-0.836255,0.455521,0.305252,-0.836255,0.455521,0.305252,-0.83569,0.453144,0.310296,-0.83569,0.453144,0.310296,-0.83569,0.453144,0.310296,-0.935389,0.174255,0.307704,-0.935389,0.174255,0.307704,-0.935389,0.174255,0.307704,-0.936206,0.173624,0.305571,-0.936206,0.173624,0.305571,-0.936206,0.173624,0.305571,-0.944111,-0.12336,0.305674,-0.944111,-0.12336,0.305674,-0.944111,-0.12336,0.305674,-0.943283,-0.122152,0.308699,-0.943283,-0.122152,0.308699,-0.943283,-0.122152,0.308699,-0.8593,-0.409896,0.305922,-0.8593,-0.409896,0.305922,-0.8593,-0.409896,0.305922,-0.859363,-0.410112,0.305456,-0.859363,-0.410112,0.305456,-0.859363,-0.410112,0.305456,-0.691921,-0.65412,0.30557,-0.691921,-0.65412,0.30557,-0.691921,-0.65412,0.30557,-0.691533,-0.654153,0.306376,-0.691533,-0.654153,0.306376,-0.691533,-0.654153,0.306376,-0.454457,-0.836464,0.306263,-0.454457,-0.836464,0.306263,-0.454457,-0.836464,0.306263,-0.453858,-0.836323,0.307534,-0.453858,-0.836323,0.307534,-0.453858,-0.836323,0.307534,-0.175137,-0.935622,0.306495,-0.175137,-0.935622,0.306495,-0.175137,-0.935622,0.306495,-0.174152,-0.936892,0.303158,-0.174152,-0.936892,0.303158,-0.174152,-0.936892,0.303158,0.129561,-0.991571,0,0.129561,-0.991571,0,0.129561,-0.991571,0,0.129561,-0.991571,0,0.430537,-0.902573,0,0.430537,-0.902573,0,0.430537,-0.902573,0,0.430537,-0.902573,0,0.687841,-0.725861,0,0.687841,-0.725861,0,0.687841,-0.725861,0,0.687841,-0.725861,0,0.87778,-0.479064,0,0.87778,-0.479064,0,0.87778,-0.479064,0,0.87778,-0.479064,0,0.983087,-0.183141,0,0.983087,-0.183141,0,0.983087,-0.183141,0,0.983087,-0.183141,0,0.991571,0.129561,0,0.991571,0.129561,0,0.991571,0.129561,0,0.991571,0.129561,0,0.902725,0.430218,0,0.902725,0.430218,0,0.902725,0.430218,0,0.902725,0.430218,0,0.725862,0.687841,0,0.725862,0.687841,0,0.725862,0.687841,0,0.725862,0.687841,0,0.478006,0.878357,0,0.478006,0.878357,0,0.478006,0.878357,0,0.478006,0.878357,0,0.183141,0.983087,0,0.183141,0.983087,0,0.183141,0.983087,0,0.183141,0.983087,0,-0.129505,0.991579,0,-0.129505,0.991579,0,-0.129505,0.991579,0,-0.129506,0.991579,0,-0.430538,0.902573,0,-0.430538,0.902573,0,-0.430538,0.902573,0,-0.430538,0.902573,0,-0.686978,0.726678,0,-0.686978,0.726678,0,-0.686978,0.726678,0,-0.686978,0.726678,0,-0.879081,0.476672,0,-0.879081,0.476672,0,-0.879081,0.476672,0,-0.879081,0.476672,0,-0.983087,0.183141,0,-0.983087,0.183141,0,-0.983087,0.183141,0,-0.983087,0.183141,0,-0.991571,-0.129561,0,-0.991571,-0.129561,0,-0.991571,-0.129561,0,-0.991571,-0.129561,0,-0.902573,-0.430538,0,-0.902573,-0.430538,0,-0.902573,-0.430538,0,-0.902573,-0.430538,0,-0.726678,-0.686978,0,-0.726678,-0.686978,0,-0.726678,-0.686978,0,-0.726678,-0.686978,0,-0.477397,-0.878688,0,-0.477397,-0.878688,0,-0.477397,-0.878688,0,-0.477397,-0.878688,0,-0.182753,-0.983159,0,-0.182753,-0.983159,0,-0.182753,-0.983159,0,-0.182753,-0.983159,0,0.124236,-0.94453,-0.304019,0.124236,-0.94453,-0.304019,0.124236,-0.94453,-0.304019,0.123334,-0.943919,-0.306276,0.123334,-0.943919,-0.306276,0.123334,-0.943919,-0.306276,0.40917,-0.859088,-0.307485,0.40917,-0.859088,-0.307485,0.40917,-0.859088,-0.307485,0.409896,-0.8593,-0.305922,0.409896,-0.8593,-0.305922,0.409896,-0.8593,-0.305922,0.65499,-0.690716,-0.30643,0.65499,-0.690716,-0.30643,0.65499,-0.690716,-0.30643,0.654953,-0.691155,-0.305518,0.654953,-0.691155,-0.305518,0.654953,-0.691155,-0.305518,0.835454,-0.45551,-0.307453,0.835454,-0.45551,-0.307453,0.835454,-0.45551,-0.307453,0.835576,-0.45603,-0.306348,0.835576,-0.45603,-0.306348,0.835576,-0.45603,-0.306348,0.93512,-0.174205,-0.308549,0.93512,-0.174205,-0.308549,0.93512,-0.174205,-0.308549,0.935939,-0.173574,-0.306415,0.935939,-0.173574,-0.306415,0.935939,-0.173574,-0.306415,0.944111,0.12336,-0.305674,0.944111,0.12336,-0.305674,0.944111,0.12336,-0.305674,0.943451,0.122394,-0.308092,0.943451,0.122394,-0.308092,0.943451,0.122394,-0.308092,0.85938,0.409735,-0.305914,0.85938,0.409735,-0.305914,0.85938,0.409735,-0.305914,0.859573,0.409653,-0.305479,0.859573,0.409653,-0.305479,0.859573,0.409653,-0.305479,0.690717,0.65499,-0.306429,0.690717,0.65499,-0.306429,0.690717,0.65499,-0.306429,0.691156,0.654953,-0.305517,0.691156,0.654953,-0.305517,0.691156,0.654953,-0.305517,0.455521,0.836255,-0.305252,0.455521,0.836255,-0.305252,0.455521,0.836255,-0.305252,0.455031,0.83614,-0.306294,0.455031,0.83614,-0.306294,0.455031,0.83614,-0.306294,0.174255,0.935389,-0.307706,0.174255,0.935389,-0.307706,0.174255,0.935389,-0.307706,0.173623,0.936206,-0.305572,0.173623,0.936206,-0.305572,0.173623,0.936206,-0.305572,-0.123282,0.943927,-0.306274,-0.123282,0.943927,-0.306274,-0.123282,0.943927,-0.306274,-0.122314,0.943264,-0.308694,-0.122314,0.943264,-0.308694,-0.122314,0.943264,-0.308694,-0.409391,0.85955,-0.305897,-0.409391,0.85955,-0.305897,-0.409391,0.85955,-0.305897,-0.409683,0.858852,-0.307462,-0.409683,0.858852,-0.307462,-0.409683,0.858852,-0.307462,-0.65428,0.689968,-0.309616,-0.65428,0.689968,-0.309616,-0.65428,0.689968,-0.309616,-0.65412,0.69192,-0.305571,-0.65412,0.69192,-0.305571,-0.65412,0.69192,-0.305571,-0.836255,0.455521,-0.305252,-0.836255,0.455521,-0.305252,-0.836255,0.455521,-0.305252,-0.835689,0.453144,-0.310296,-0.835689,0.453144,-0.310296,-0.835689,0.453144,-0.310296,-0.935389,0.174255,-0.307704,-0.935389,0.174255,-0.307704,-0.935389,0.174255,-0.307704,-0.936206,0.173623,-0.305571,-0.936206,0.173623,-0.305571,-0.936206,0.173623,-0.305571,-0.944111,-0.123359,-0.305675,-0.944111,-0.123359,-0.305675,-0.944111,-0.123359,-0.305675,-0.943283,-0.122152,-0.308699,-0.943283,-0.122152,-0.308699,-0.943283,-0.122152,-0.308699,-0.8593,-0.409896,-0.305921,-0.8593,-0.409896,-0.305921,-0.8593,-0.409896,-0.305921,-0.859363,-0.410112,-0.305457,-0.859363,-0.410112,-0.305457,-0.859363,-0.410112,-0.305457,-0.691921,-0.65412,-0.30557,-0.691921,-0.65412,-0.30557,-0.691921,-0.65412,-0.30557,-0.691533,-0.654153,-0.306376,-0.691533,-0.654153,-0.306376,-0.691533,-0.654153,-0.306376,-0.454457,-0.836464,-0.306264,-0.454457,-0.836464,-0.306264,-0.454457,-0.836464,-0.306264,-0.453858,-0.836323,-0.307534,-0.453858,-0.836323,-0.307534,-0.453858,-0.836323,-0.307534,-0.175137,-0.935621,-0.306496,-0.175137,-0.935621,-0.306496,-0.175137,-0.935621,-0.306496,-0.174152,-0.936891,-0.303159,-0.174152,-0.936891,-0.303159,-0.174152,-0.936891,-0.303159,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.129802,0.99154,0,-0.129802,0.99154,0,-0.129802,0.99154,0,-0.129802,0.99154,0,-0.428396,0.903591,0,-0.428396,0.903591,0,-0.428396,0.903591,0,-0.428396,0.903591,0,-0.688844,0.724909,0,-0.688844,0.724909,0,-0.688844,0.724909,0,-0.688844,0.724909,0,-0.878033,0.4786,0,-0.878033,0.4786,0,-0.878033,0.4786,0,-0.878033,0.4786,0,-0.982994,0.183636,0,-0.982994,0.183636,0,-0.982994,0.183636,0,-0.982994,0.183636,0,-0.9916,-0.129339,0,-0.9916,-0.129339,0,-0.9916,-0.129339,0,-0.9916,-0.129339,0,-0.903591,-0.428396,0,-0.903591,-0.428396,0,-0.903591,-0.428396,0,-0.903591,-0.428396,0,-0.724909,-0.688845,0,-0.724909,-0.688845,0,-0.724909,-0.688845,0,-0.724909,-0.688845,0,-0.4786,-0.878033,0,-0.4786,-0.878033,0,-0.4786,-0.878033,0,-0.4786,-0.878033,0,-0.182989,-0.983115,0,-0.182989,-0.983115,0,-0.182989,-0.983115,0,-0.182989,-0.983115,0,0.129802,-0.99154,0,0.129802,-0.99154,0,0.129802,-0.99154,0,0.129802,-0.99154,0,0.430979,-0.902362,0,0.430979,-0.902362,0,0.430979,-0.902362,0,0.430979,-0.902362,0,0.430979,-0.902362,0,0.430979,-0.902362,0,0.688845,-0.724909,0,0.688845,-0.724909,0,0.688845,-0.724909,0,0.688845,-0.724909,0,0.688845,-0.724909,0,0.688845,-0.724909,0,0.878033,-0.4786,0,0.878033,-0.4786,0,0.878033,-0.4786,0,0.878033,-0.4786,0,0.982994,-0.183636,0,0.982994,-0.183636,0,0.982994,-0.183636,0,0.982994,-0.183636,0,0.99154,0.129802,0,0.99154,0.129802,0,0.99154,0.129802,0,0.99154,0.129802,0,0.903591,0.428396,0,0.903591,0.428396,0,0.903591,0.428396,0,0.903591,0.428396,0,0.726614,0.687046,0,0.726614,0.687046,0,0.726614,0.687046,0,0.726614,0.687046,0,0.475441,0.879747,0,0.475441,0.879747,0,0.475441,0.879747,0,0.475441,0.879747,0,0.182989,0.983115,0,0.182989,0.983115,0,0.182989,0.983115,0,0.182989,0.983115,0,0.07494,0.038068,0.996461,0.07494,0.038068,0.996461,0.07494,0.038068,0.996461,0.074895,0.038093,0.996464,0.074895,0.038093,0.996464,0.074895,0.038093,0.996464,0.059511,0.059511,0.996452,0.059511,0.059511,0.996452,0.059511,0.059511,0.996452,0.059345,0.059544,0.99646,0.059345,0.059544,0.99646,0.059345,0.059544,0.99646,0.038109,0.074926,0.996461,0.038109,0.074926,0.996461,0.038109,0.074926,0.996461,0.03827,0.074945,0.996453,0.03827,0.074945,0.996453,0.03827,0.074945,0.996453,0.013247,0.083039,0.996458,0.013247,0.083039,0.996458,0.013247,0.083039,0.996458,0.013169,0.083003,0.996462,0.013169,0.083003,0.996462,0.013169,0.083003,0.996462,-0.013143,0.083039,0.99646,-0.013143,0.083039,0.99646,-0.013143,0.083039,0.99646,-0.013234,0.082955,0.996465,-0.013234,0.082955,0.996465,-0.013234,0.082955,0.996465,-0.038183,0.074825,0.996465,-0.038183,0.074825,0.996465,-0.038183,0.074825,0.996465,-0.038117,0.074942,0.996459,-0.038117,0.074942,0.996459,-0.038117,0.074942,0.996459,-0.059408,0.059408,0.996464,-0.059408,0.059408,0.996464,-0.059408,0.059408,0.996464,-0.059341,0.059744,0.996448,-0.059341,0.059744,0.996448,-0.059341,0.059744,0.996448,-0.074945,0.03827,0.996453,-0.074945,0.03827,0.996453,-0.074945,0.03827,0.996453,-0.074926,0.038109,0.996461,-0.074926,0.038109,0.996461,-0.074926,0.038109,0.996461,-0.083038,0.013196,0.996459,-0.083038,0.013196,0.996459,-0.083038,0.013196,0.996459,-0.083012,0.01314,0.996462,-0.083012,0.01314,0.996462,-0.083012,0.01314,0.996462,-0.083002,-0.013169,0.996462,-0.083002,-0.013169,0.996462,-0.083002,-0.013169,0.996462,-0.083038,-0.013247,0.996458,-0.083038,-0.013247,0.996458,-0.083038,-0.013247,0.996458,-0.074925,-0.038109,0.996461,-0.074925,-0.038109,0.996461,-0.074925,-0.038109,0.996461,-0.074944,-0.038269,0.996453,-0.074944,-0.038269,0.996453,-0.074944,-0.038269,0.996453,-0.05951,-0.05951,0.996452,-0.05951,-0.05951,0.996452,-0.05951,-0.05951,0.996452,-0.059176,-0.059578,0.996468,-0.059176,-0.059578,0.996468,-0.059176,-0.059578,0.996468,-0.038209,-0.074875,0.996461,-0.038209,-0.074875,0.996461,-0.038209,-0.074875,0.996461,-0.038075,-0.074859,0.996467,-0.038075,-0.074859,0.996467,-0.038075,-0.074859,0.996467,-0.013135,-0.082986,0.996464,-0.013135,-0.082986,0.996464,-0.013135,-0.082986,0.996464,-0.013247,-0.083038,0.996458,-0.013247,-0.083038,0.996458,-0.013247,-0.083038,0.996458,0.013247,-0.083038,0.996458,0.013247,-0.083038,0.996458,0.013247,-0.083038,0.996458,0.013169,-0.083002,0.996462,0.013169,-0.083002,0.996462,0.013169,-0.083002,0.996462,0.038159,-0.075024,0.996451,0.038159,-0.075024,0.996451,0.038159,-0.075024,0.996451,0.038238,-0.074883,0.996459,0.038238,-0.074883,0.996459,0.038238,-0.074883,0.996459,0.059344,-0.059544,0.99646,0.059344,-0.059544,0.99646,0.059344,-0.059544,0.99646,0.05951,-0.05951,0.996452,0.05951,-0.05951,0.996452,0.05951,-0.05951,0.996452,0.07492,-0.038058,0.996463,0.07492,-0.038058,0.996463,0.07492,-0.038058,0.996463,0.074925,-0.038109,0.996461,0.074925,-0.038109,0.996461,0.074925,-0.038109,0.996461,0.083002,-0.013169,0.996462,0.083002,-0.013169,0.996462,0.083002,-0.013169,0.996462,0.083038,-0.013247,0.996458,0.083038,-0.013247,0.996458,0.083038,-0.013247,0.996458,0.083038,0.013196,0.996459,0.083038,0.013196,0.996459,0.083038,0.013196,0.996459,0.083012,0.01314,0.996462,0.083012,0.01314,0.996462,0.083012,0.01314,0.996462,-0.116702,-0.059538,0.991381,-0.116702,-0.059538,0.991381,-0.116702,-0.059538,0.991381,-0.117097,-0.059483,0.991338,-0.117097,-0.059483,0.991338,-0.117097,-0.059483,0.991338,-0.09274,-0.093051,0.991333,-0.09274,-0.093051,0.991333,-0.09274,-0.093051,0.991333,-0.092619,-0.09237,0.991408,-0.092619,-0.09237,0.991408,-0.092619,-0.09237,0.991408,-0.059625,-0.116765,0.991368,-0.059625,-0.116765,0.991368,-0.059625,-0.116765,0.991368,-0.05929,-0.116587,0.991409,-0.05929,-0.116587,0.991409,-0.05929,-0.116587,0.991409,-0.020511,-0.129571,0.991358,-0.020511,-0.129571,0.991358,-0.020511,-0.129571,0.991358,-0.020546,-0.1295,0.991367,-0.020546,-0.1295,0.991367,-0.020546,-0.1295,0.991367,0.020472,-0.129571,0.991359,0.020472,-0.129571,0.991359,0.020472,-0.129571,0.991359,0.020499,-0.129515,0.991366,0.020499,-0.129515,0.991366,0.020499,-0.129515,0.991366,0.059497,-0.116807,0.991371,0.059497,-0.116807,0.991371,0.059497,-0.116807,0.991371,0.059521,-0.116639,0.991389,0.059521,-0.116639,0.991389,0.059521,-0.116639,0.991389,0.092817,-0.092568,0.991371,0.092817,-0.092568,0.991371,0.092817,-0.092568,0.991371,0.092871,-0.092871,0.991337,0.092871,-0.092871,0.991337,0.092871,-0.092871,0.991337,0.116862,-0.059807,0.991346,0.116862,-0.059807,0.991346,0.116862,-0.059807,0.991346,0.116765,-0.059625,0.991368,0.116765,-0.059625,0.991368,0.116765,-0.059625,0.991368,0.129569,-0.020471,0.991359,0.129569,-0.020471,0.991359,0.129569,-0.020471,0.991359,0.129515,-0.020498,0.991366,0.129515,-0.020498,0.991366,0.129515,-0.020498,0.991366,0.129498,0.020545,0.991367,0.129498,0.020545,0.991367,0.129498,0.020545,0.991367,0.129569,0.020511,0.991358,0.129569,0.020511,0.991358,0.129569,0.020511,0.991358,0.116768,0.059631,0.991367,0.116768,0.059631,0.991367,0.116768,0.059631,0.991367,0.116764,0.059624,0.991368,0.116764,0.059624,0.991368,0.116764,0.059624,0.991368,0.092672,0.092672,0.991375,0.092672,0.092672,0.991375,0.092672,0.092672,0.991375,0.092672,0.092672,0.991375,0.092672,0.092672,0.991375,0.092672,0.092672,0.991375,0.05952,0.116638,0.991389,0.05952,0.116638,0.991389,0.05952,0.116638,0.991389,0.059497,0.116806,0.991371,0.059497,0.116806,0.991371,0.059497,0.116806,0.991371,0.020464,0.129525,0.991365,0.020464,0.129525,0.991365,0.020464,0.129525,0.991365,0.020507,0.129569,0.991358,0.020507,0.129569,0.991358,0.020507,0.129569,0.991358,-0.020511,0.129569,0.991358,-0.020511,0.129569,0.991358,-0.020511,0.129569,0.991358,-0.020545,0.129498,0.991367,-0.020545,0.129498,0.991367,-0.020545,0.129498,0.991367,-0.059467,0.116457,0.991414,-0.059467,0.116457,0.991414,-0.059467,0.116457,0.991414,-0.059415,0.116833,0.991373,-0.059415,0.116833,0.991373,-0.059415,0.116833,0.991373,-0.092672,0.092672,0.991375,-0.092672,0.092672,0.991375,-0.092672,0.092672,0.991375,-0.092295,0.092605,0.991416,-0.092295,0.092605,0.991416,-0.092295,0.092605,0.991416,-0.116867,0.059495,0.991364,-0.116867,0.059495,0.991364,-0.116867,0.059495,0.991364,-0.116773,0.059318,0.991386,-0.116773,0.059318,0.991386,-0.116773,0.059318,0.991386,-0.129402,0.02053,0.99138,-0.129402,0.02053,0.99138,-0.129402,0.02053,0.99138,-0.129473,0.020496,0.991371,-0.129473,0.020496,0.991371,-0.129473,0.020496,0.991371,-0.129473,-0.020491,0.991371,-0.129473,-0.020491,0.991371,-0.129473,-0.020491,0.991371,-0.129429,-0.020449,0.991378,-0.129429,-0.020449,0.991378,-0.129429,-0.020449,0.991378,-0.848186,-0.432721,0.305506,-0.848186,-0.432721,0.305506,-0.848186,-0.432721,0.305506,-0.847824,-0.431356,0.308427,-0.847824,-0.431356,0.308427,-0.847824,-0.431356,0.308427,-0.673353,-0.671543,0.309236,-0.673353,-0.671543,0.309236,-0.673353,-0.671543,0.309236,-0.673261,-0.673262,0.305677,-0.673261,-0.673262,0.305677,-0.673261,-0.673262,0.305677,-0.431289,-0.848081,0.307814,-0.431289,-0.848081,0.307814,-0.431289,-0.848081,0.307814,-0.432044,-0.848281,0.306198,-0.432044,-0.848281,0.306198,-0.432044,-0.848281,0.306198,-0.148761,-0.939735,0.307845,-0.148761,-0.939735,0.307845,-0.148761,-0.939735,0.307845,-0.149055,-0.939925,0.307121,-0.149055,-0.939925,0.307121,-0.149055,-0.939925,0.307121,0.149095,-0.940172,0.306345,0.149095,-0.940172,0.306345,0.149095,-0.940172,0.306345,0.148481,-0.939775,0.307858,0.148481,-0.939775,0.307858,0.148481,-0.939775,0.307858,0.430836,-0.848099,0.308397,0.430836,-0.848099,0.308397,0.430836,-0.848099,0.308397,0.432172,-0.848454,0.305537,0.432172,-0.848454,0.305537,0.432172,-0.848454,0.305537,0.673353,-0.671543,0.309235,0.673353,-0.671543,0.309235,0.673353,-0.671543,0.309235,0.67335,-0.671597,0.309123,0.67335,-0.671597,0.309123,0.67335,-0.671597,0.309123,0.847651,-0.433808,0.305448,0.847651,-0.433808,0.305448,0.847651,-0.433808,0.305448,0.847276,-0.43239,0.308484,0.847276,-0.43239,0.308484,0.847276,-0.43239,0.308484,0.939775,-0.148481,0.307858,0.939775,-0.148481,0.307858,0.939775,-0.148481,0.307858,0.940172,-0.149094,0.306345,0.940172,-0.149094,0.306345,0.940172,-0.149094,0.306345,0.939925,0.149055,0.307121,0.939925,0.149055,0.307121,0.939925,0.149055,0.307121,0.939735,0.148761,0.307845,0.939735,0.148761,0.307845,0.939735,0.148761,0.307845,0.84755,0.433426,0.306268,0.84755,0.433426,0.306268,0.84755,0.433426,0.306268,0.847368,0.432737,0.307743,0.847368,0.432737,0.307743,0.847368,0.432737,0.307743,0.672462,0.672462,0.309177,0.672462,0.672462,0.309177,0.672462,0.672462,0.309177,0.674125,0.67237,0.305736,0.674125,0.67237,0.305736,0.674125,0.67237,0.305736,0.432171,0.848454,0.305538,0.432171,0.848454,0.305538,0.432171,0.848454,0.305538,0.430836,0.848099,0.308396,0.430836,0.848099,0.308396,0.430836,0.848099,0.308396,0.148481,0.939775,0.307858,0.148481,0.939775,0.307858,0.148481,0.939775,0.307858,0.149094,0.940172,0.306345,0.149094,0.940172,0.306345,0.149094,0.940172,0.306345,-0.149055,0.939925,0.307121,-0.149055,0.939925,0.307121,-0.149055,0.939925,0.307121,-0.148761,0.939735,0.307845,-0.148761,0.939735,0.307845,-0.148761,0.939735,0.307845,-0.432044,0.848281,0.306197,-0.432044,0.848281,0.306197,-0.432044,0.848281,0.306197,-0.431289,0.84808,0.307814,-0.431289,0.84808,0.307814,-0.431289,0.84808,0.307814,-0.673261,0.673262,0.305676,-0.673261,0.673262,0.305676,-0.673261,0.673262,0.305676,-0.673262,0.673262,0.305676,-0.673262,0.673262,0.305676,-0.673262,0.673262,0.305676,-0.848099,0.43239,0.306215,-0.848099,0.43239,0.306215,-0.848099,0.43239,0.306215,-0.847903,0.431651,0.307794,-0.847903,0.431651,0.307794,-0.847903,0.431651,0.307794,-0.939926,0.149056,0.307119,-0.939926,0.149056,0.307119,-0.939926,0.149056,0.307119,-0.939735,0.14876,0.307845,-0.939735,0.14876,0.307845,-0.939735,0.14876,0.307845,-0.939775,-0.14848,0.307859,-0.939775,-0.14848,0.307859,-0.939775,-0.14848,0.307859,-0.940173,-0.149095,0.306343,-0.940173,-0.149095,0.306343,-0.940173,-0.149095,0.306343,-0.891275,-0.453463,0,-0.891275,-0.453463,0,-0.891275,-0.453463,0,-0.891275,-0.453463,0,-0.707106,-0.707107,0,-0.707106,-0.707107,0,-0.707106,-0.707107,0,-0.707106,-0.707107,0,-0.453843,-0.891082,0,-0.453843,-0.891082,0,-0.453843,-0.891082,0,-0.453843,-0.891082,0,-0.156625,-0.987658,0,-0.156625,-0.987658,0,-0.156625,-0.987658,0,-0.156625,-0.987658,0,0.156625,-0.987658,0,0.156625,-0.987658,0,0.156625,-0.987658,0,0.156625,-0.987658,0,0.452912,-0.891555,0,0.452912,-0.891555,0,0.452912,-0.891555,0,0.452912,-0.891555,0,0.708028,-0.706184,0,0.708028,-0.706184,0,0.708028,-0.706184,0,0.708028,-0.706184,0,0.890716,-0.45456,0,0.890716,-0.45456,0,0.890716,-0.45456,0,0.890716,-0.45456,0,0.987658,-0.156625,0,0.987658,-0.156625,0,0.987658,-0.156625,0,0.987658,-0.156625,0,0.987658,0.156625,0,0.987658,0.156625,0,0.987658,0.156625,0,0.987658,0.156625,0,0.890335,0.455306,0,0.890335,0.455306,0,0.890335,0.455306,0,0.890335,0.455306,0,0.708028,0.706185,0,0.708028,0.706185,0,0.708028,0.706185,0,0.708028,0.706185,0,0.452912,0.891555,0,0.452912,0.891555,0,0.452912,0.891555,0,0.452912,0.891555,0,0.156625,0.987658,0,0.156625,0.987658,0,0.156625,0.987658,0,0.156625,0.987658,0,-0.156625,0.987658,0,-0.156625,0.987658,0,-0.156625,0.987658,0,-0.156625,0.987658,0,-0.453843,0.891082,0,-0.453843,0.891082,0,-0.453843,0.891082,0,-0.453843,0.891082,0,-0.707107,0.707107,0,-0.707107,0.707107,0,-0.707107,0.707107,0,-0.707107,0.707107,0,-0.890895,0.454208,0,-0.890895,0.454208,0,-0.890895,0.454208,0,-0.890895,0.454208,0,-0.987658,0.156625,0,-0.987658,0.156625,0,-0.987658,0.156625,0,-0.987658,0.156625,0,-0.987658,-0.156625,0,-0.987658,-0.156625,0,-0.987658,-0.156625,0,-0.987658,-0.156625,0,-0.848186,-0.432721,-0.305505,-0.848186,-0.432721,-0.305505,-0.848186,-0.432721,-0.305505,-0.847824,-0.431356,-0.308427,-0.847824,-0.431356,-0.308427,-0.847824,-0.431356,-0.308427,-0.673353,-0.671543,-0.309235,-0.673353,-0.671543,-0.309235,-0.673353,-0.671543,-0.309235,-0.673261,-0.673262,-0.305675,-0.673261,-0.673262,-0.305675,-0.673261,-0.673262,-0.305675,-0.431289,-0.848081,-0.307813,-0.431289,-0.848081,-0.307813,-0.431289,-0.848081,-0.307813,-0.432044,-0.848281,-0.306197,-0.432044,-0.848281,-0.306197,-0.432044,-0.848281,-0.306197,-0.148761,-0.939735,-0.307844,-0.148761,-0.939735,-0.307844,-0.148761,-0.939735,-0.307844,-0.149055,-0.939925,-0.30712,-0.149055,-0.939925,-0.30712,-0.149055,-0.939925,-0.30712,0.149095,-0.940172,-0.306344,0.149095,-0.940172,-0.306344,0.149095,-0.940172,-0.306344,0.148481,-0.939775,-0.307857,0.148481,-0.939775,-0.307857,0.148481,-0.939775,-0.307857,0.430836,-0.848099,-0.308396,0.430836,-0.848099,-0.308396,0.430836,-0.848099,-0.308396,0.432171,-0.848454,-0.305537,0.432171,-0.848454,-0.305537,0.432171,-0.848454,-0.305537,0.673353,-0.671543,-0.309234,0.673353,-0.671543,-0.309234,0.673353,-0.671543,-0.309234,0.67335,-0.671597,-0.309123,0.67335,-0.671597,-0.309123,0.67335,-0.671597,-0.309123,0.847651,-0.433808,-0.305448,0.847651,-0.433808,-0.305448,0.847651,-0.433808,-0.305448,0.847276,-0.432391,-0.308483,0.847276,-0.432391,-0.308483,0.847276,-0.432391,-0.308483,0.939775,-0.148481,-0.307857,0.939775,-0.148481,-0.307857,0.939775,-0.148481,-0.307857,0.940172,-0.149094,-0.306345,0.940172,-0.149094,-0.306345,0.940172,-0.149094,-0.306345,0.939925,0.149055,-0.307121,0.939925,0.149055,-0.307121,0.939925,0.149055,-0.307121,0.939735,0.148761,-0.307844,0.939735,0.148761,-0.307844,0.939735,0.148761,-0.307844,0.847551,0.433426,-0.306267,0.847551,0.433426,-0.306267,0.847551,0.433426,-0.306267,0.847368,0.432737,-0.307742,0.847368,0.432737,-0.307742,0.847368,0.432737,-0.307742,0.672462,0.672462,-0.309177,0.672462,0.672462,-0.309177,0.672462,0.672462,-0.309177,0.674125,0.67237,-0.305736,0.674125,0.67237,-0.305736,0.674125,0.67237,-0.305736,0.432171,0.848454,-0.305538,0.432171,0.848454,-0.305538,0.432171,0.848454,-0.305538,0.430836,0.848099,-0.308396,0.430836,0.848099,-0.308396,0.430836,0.848099,-0.308396,0.148481,0.939775,-0.307858,0.148481,0.939775,-0.307858,0.148481,0.939775,-0.307858,0.149094,0.940172,-0.306345,0.149094,0.940172,-0.306345,0.149094,0.940172,-0.306345,-0.149055,0.939925,-0.307121,-0.149055,0.939925,-0.307121,-0.149055,0.939925,-0.307121,-0.148761,0.939735,-0.307845,-0.148761,0.939735,-0.307845,-0.148761,0.939735,-0.307845,-0.432044,0.848281,-0.306198,-0.432044,0.848281,-0.306198,-0.432044,0.848281,-0.306198,-0.431289,0.84808,-0.307814,-0.431289,0.84808,-0.307814,-0.431289,0.84808,-0.307814,-0.673261,0.673261,-0.305676,-0.673261,0.673261,-0.305676,-0.673261,0.673261,-0.305676,-0.673261,0.673261,-0.305676,-0.673261,0.673261,-0.305676,-0.673261,0.673261,-0.305676,-0.848099,0.432389,-0.306215,-0.848099,0.432389,-0.306215,-0.848099,0.432389,-0.306215,-0.847903,0.431652,-0.307794,-0.847903,0.431652,-0.307794,-0.847903,0.431652,-0.307794,-0.939926,0.149056,-0.307118,-0.939926,0.149056,-0.307118,-0.939926,0.149056,-0.307118,-0.939735,0.14876,-0.307845,-0.939735,0.14876,-0.307845,-0.939735,0.14876,-0.307845,-0.939775,-0.14848,-0.307858,-0.939775,-0.14848,-0.307858,-0.939775,-0.14848,-0.307858,-0.940173,-0.149095,-0.306342,-0.940173,-0.149095,-0.306342,-0.940173,-0.149095,-0.306342,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0.891332,0.453351,0,0.891332,0.453351,0,0.891332,0.453351,0,0.891332,0.453351,0,0.707107,0.707107,0,0.707107,0.707107,0,0.707107,0.707107,0,0.707107,0.707107,0,0.45335,0.891332,0,0.45335,0.891332,0,0.45335,0.891332,0,0.45335,0.891332,0,0.157541,0.987512,0,0.157541,0.987512,0,0.157541,0.987512,0,0.157541,0.987512,0,-0.157541,0.987512,0,-0.157541,0.987512,0,-0.157541,0.987512,0,-0.157541,0.987512,0,-0.45335,0.891333,0,-0.45335,0.891333,0,-0.45335,0.891333,0,-0.45335,0.891333,0,-0.704709,0.709496,0,-0.704709,0.709496,0,-0.704709,0.709496,0,-0.704709,0.709496,0,-0.891333,0.45335,0,-0.891333,0.45335,0,-0.891333,0.45335,0,-0.891333,0.45335,0,-0.987607,0.156945,0,-0.987607,0.156945,0,-0.987607,0.156945,0,-0.987607,0.156945,0,-0.987512,-0.157541,0,-0.987512,-0.157541,0,-0.987512,-0.157541,0,-0.987512,-0.157541,0,-0.891332,-0.453351,0,-0.891332,-0.453351,0,-0.891332,-0.453351,0,-0.891332,-0.453351,0,-0.704709,-0.709496,0,-0.704709,-0.709496,0,-0.704709,-0.709496,0,-0.704709,-0.709496,0,-0.45335,-0.891333,0,-0.45335,-0.891333,0,-0.45335,-0.891333,0,-0.45335,-0.891333,0,-0.157541,-0.987512,0,-0.157541,-0.987512,0,-0.157541,-0.987512,0,-0.157541,-0.987512,0,0.157541,-0.987512,0,0.157541,-0.987512,0,0.157541,-0.987512,0,0.157541,-0.987512,0,0.45335,-0.891333,0,0.45335,-0.891333,0,0.45335,-0.891333,0,0.45335,-0.891333,0,0.707107,-0.707106,0,0.707107,-0.707106,0,0.707107,-0.707106,0,0.707107,-0.707106,0,0.891333,-0.45335,0,0.891333,-0.45335,0,0.891333,-0.45335,0,0.891333,-0.45335,0,0.987512,-0.157541,0,0.987512,-0.157541,0,0.987512,-0.157541,0,0.987512,-0.157541,0,0.987607,0.156945,0,0.987607,0.156945,0,0.987607,0.156945,0,0.987607,0.156945,0,0.002588,-0.084015,0.996461,0.002588,-0.084015,0.996461,0.002588,-0.084015,0.996461,0.002575,-0.084024,0.99646,0.002575,-0.084024,0.99646,0.002575,-0.084024,0.99646,0.02851,-0.079151,0.996455,0.02851,-0.079151,0.996455,0.02851,-0.079151,0.996455,0.028422,-0.07913,0.996459,0.028422,-0.07913,0.996459,0.028422,-0.07913,0.996459,0.051513,-0.066324,0.996468,0.051513,-0.066324,0.996468,0.051513,-0.066324,0.996468,0.051428,-0.066577,0.996455,0.051428,-0.066577,0.996455,0.051428,-0.066577,0.996455,0.069513,-0.047204,0.996464,0.069513,-0.047204,0.996464,0.069513,-0.047204,0.996464,0.069513,-0.047205,0.996464,0.069513,-0.047205,0.996464,0.069513,-0.047205,0.996464,0.080677,-0.023506,0.996463,0.080677,-0.023506,0.996463,0.080677,-0.023506,0.996463,0.080695,-0.023563,0.99646,0.080695,-0.023563,0.99646,0.080695,-0.023563,0.99646,0.084016,0.002596,0.996461,0.084016,0.002596,0.996461,0.084016,0.002596,0.996461,0.084023,0.002585,0.99646,0.084023,0.002585,0.99646,0.084023,0.002585,0.99646,0.079131,0.028423,0.996459,0.079131,0.028423,0.996459,0.079131,0.028423,0.996459,0.079099,0.028292,0.996465,0.079099,0.028292,0.996465,0.079099,0.028292,0.996465,0.066399,0.051489,0.996464,0.066399,0.051489,0.996464,0.066399,0.051489,0.996464,0.066615,0.051417,0.996453,0.066615,0.051417,0.996453,0.066615,0.051417,0.996453,0.047333,0.069501,0.996458,0.047333,0.069501,0.996458,0.047333,0.069501,0.996458,0.04732,0.069532,0.996457,0.04732,0.069532,0.996457,0.04732,0.069532,0.996457,0.023342,0.080725,0.996463,0.023342,0.080725,0.996463,0.023342,0.080725,0.996463,0.023537,0.080785,0.996454,0.023537,0.080785,0.996454,0.023537,0.080785,0.996454,-0.002575,0.084015,0.996461,-0.002575,0.084015,0.996461,-0.002575,0.084015,0.996461,-0.002386,0.083897,0.996472,-0.002386,0.083897,0.996472,-0.002386,0.083897,0.996472,-0.028429,0.078975,0.996471,-0.028429,0.078975,0.996471,-0.028429,0.078975,0.996471,-0.028149,0.079351,0.996449,-0.028149,0.079351,0.996449,-0.028149,0.079351,0.996449,-0.051627,0.06647,0.996452,-0.051627,0.06647,0.996452,-0.051627,0.06647,0.996452,-0.05136,0.066489,0.996464,-0.05136,0.066489,0.996464,-0.05136,0.066489,0.996464,-0.069515,0.047205,0.996463,-0.069515,0.047205,0.996463,-0.069515,0.047205,0.996463,-0.069514,0.047206,0.996463,-0.069514,0.047206,0.996463,-0.069514,0.047206,0.996463,-0.080657,0.023552,0.996464,-0.080657,0.023552,0.996464,-0.080657,0.023552,0.996464,-0.080701,0.023515,0.996461,-0.080701,0.023515,0.996461,-0.080701,0.023515,0.996461,-0.084016,-0.002588,0.996461,-0.084016,-0.002588,0.996461,-0.084016,-0.002588,0.996461,-0.084014,-0.002585,0.996461,-0.084014,-0.002585,0.996461,-0.084014,-0.002585,0.996461,-0.078991,-0.028372,0.996471,-0.078991,-0.028372,0.996471,-0.078991,-0.028372,0.996471,-0.079099,-0.028292,0.996465,-0.079099,-0.028292,0.996465,-0.079099,-0.028292,0.996465,-0.066336,-0.051396,0.996473,-0.066336,-0.051396,0.996473,-0.066336,-0.051396,0.996473,-0.066511,-0.051336,0.996464,-0.066511,-0.051336,0.996464,-0.066511,-0.051336,0.996464,-0.047326,-0.069399,0.996466,-0.047326,-0.069399,0.996466,-0.047326,-0.069399,0.996466,-0.047448,-0.069397,0.99646,-0.047448,-0.069397,0.99646,-0.047448,-0.069397,0.99646,-0.023531,-0.080665,0.996463,-0.023531,-0.080665,0.996463,-0.023531,-0.080665,0.996463,-0.023499,-0.080703,0.996461,-0.023499,-0.080703,0.996461,-0.023499,-0.080703,0.996461,-0.004008,0.131262,0.99134,-0.004008,0.131262,0.99134,-0.004008,0.131262,0.99134,-0.004042,0.13121,0.991346,-0.004042,0.13121,0.991346,-0.004042,0.13121,0.991346,-0.044509,0.123566,0.991338,-0.044509,0.123566,0.991338,-0.044509,0.123566,0.991338,-0.044194,0.123343,0.99138,-0.044194,0.123343,0.99138,-0.044194,0.123343,0.99138,-0.080192,0.103814,0.991359,-0.080192,0.103814,0.991359,-0.080192,0.103814,0.991359,-0.080185,0.103666,0.991375,-0.080185,0.103666,0.991375,-0.080185,0.103666,0.991375,-0.108266,0.073521,0.9914,-0.108266,0.073521,0.9914,-0.108266,0.073521,0.9914,-0.108429,0.073951,0.99135,-0.108429,0.073951,0.99135,-0.108429,0.073951,0.99135,-0.125704,0.036664,0.99139,-0.125704,0.036664,0.99139,-0.125704,0.036664,0.99139,-0.125663,0.036613,0.991397,-0.125663,0.036613,0.991397,-0.125663,0.036613,0.991397,-0.130877,-0.003989,0.991391,-0.130877,-0.003989,0.991391,-0.130877,-0.003989,0.991391,-0.130803,-0.004037,0.9914,-0.130803,-0.004037,0.9914,-0.130803,-0.004037,0.9914,-0.123148,-0.044048,0.99141,-0.123148,-0.044048,0.99141,-0.123148,-0.044048,0.99141,-0.123456,-0.044484,0.991352,-0.123456,-0.044484,0.991352,-0.123456,-0.044484,0.991352,-0.103724,-0.08023,0.991365,-0.103724,-0.08023,0.991365,-0.103724,-0.08023,0.991365,-0.103445,-0.080216,0.991395,-0.103445,-0.080216,0.991395,-0.103445,-0.080216,0.991395,-0.0737,-0.108427,0.991369,-0.0737,-0.108427,0.991369,-0.0737,-0.108427,0.991369,-0.073703,-0.108222,0.991391,-0.073703,-0.108222,0.991391,-0.073703,-0.108222,0.991391,-0.036645,-0.125772,0.991382,-0.036645,-0.125772,0.991382,-0.036645,-0.125772,0.991382,-0.036695,-0.125812,0.991375,-0.036695,-0.125812,0.991375,-0.036695,-0.125812,0.991375,0.004007,-0.131219,0.991345,0.004007,-0.131219,0.991345,0.004007,-0.131219,0.991345,0.00372,-0.130835,0.991397,0.00372,-0.130835,0.991397,0.00372,-0.130835,0.991397,0.044269,-0.123615,0.991342,0.044269,-0.123615,0.991342,0.044269,-0.123615,0.991342,0.044367,-0.123252,0.991383,0.044367,-0.123252,0.991383,0.044367,-0.123252,0.991383,0.080111,-0.103709,0.991376,0.080111,-0.103709,0.991376,0.080111,-0.103709,0.991376,0.080583,-0.103857,0.991322,0.080583,-0.103857,0.991322,0.080583,-0.103857,0.991322,0.108616,-0.074079,0.99132,0.108616,-0.074079,0.99132,0.108616,-0.074079,0.99132,0.108452,-0.073648,0.99137,0.108452,-0.073648,0.99137,0.108452,-0.073648,0.99137,0.125782,-0.03676,0.991377,0.125782,-0.03676,0.991377,0.125782,-0.03676,0.991377,0.125663,-0.036611,0.991397,0.125663,-0.036611,0.991397,0.125663,-0.036611,0.991397,0.130814,0.00403,0.991399,0.130814,0.00403,0.991399,0.130814,0.00403,0.991399,0.130877,0.003989,0.991391,0.130877,0.003989,0.991391,0.130877,0.003989,0.991391,0.123729,0.044256,0.991329,0.123729,0.044256,0.991329,0.123729,0.044256,0.991329,0.123213,0.044397,0.991387,0.123213,0.044397,0.991387,0.123213,0.044397,0.991387,0.103914,0.080377,0.991333,0.103914,0.080377,0.991333,0.103914,0.080377,0.991333,0.103731,0.080368,0.991353,0.103731,0.080368,0.991353,0.103731,0.080368,0.991353,0.073888,0.108348,0.991363,0.073888,0.108348,0.991363,0.073888,0.108348,0.991363,0.073883,0.108696,0.991326,0.073883,0.108696,0.991326,0.073883,0.108696,0.991326,0.036747,0.126201,0.991324,0.036747,0.126201,0.991324,0.036747,0.126201,0.991324,0.03677,0.126132,0.991332,0.03677,0.126132,0.991332,0.03677,0.126132,0.991332,-0.029017,0.950303,0.309971,-0.029017,0.950303,0.309971,-0.029017,0.950303,0.309971,-0.029772,0.950942,0.307932,-0.029772,0.950942,0.307932,-0.029772,0.950942,0.307932,-0.320851,0.895484,0.308485,-0.320851,0.895484,0.308485,-0.320851,0.895484,0.308485,-0.320664,0.895407,0.308901,-0.320664,0.895407,0.308901,-0.320664,0.895407,0.308901,-0.581873,0.752266,0.309063,-0.581873,0.752266,0.309063,-0.581873,0.752266,0.309063,-0.58193,0.751951,0.309721,-0.58193,0.751951,0.309721,-0.58193,0.751951,0.309721,-0.786873,0.536667,0.304663,-0.786873,0.536667,0.304663,-0.786873,0.536667,0.304663,-0.786554,0.534297,0.309613,-0.786554,0.534297,0.309613,-0.786554,0.534297,0.309613,-0.914248,0.266728,0.304971,-0.914248,0.266728,0.304971,-0.914248,0.266728,0.304971,-0.914326,0.266679,0.30478,-0.914326,0.266679,0.30478,-0.914326,0.266679,0.30478,-0.95258,-0.029879,0.302818,-0.95258,-0.029879,0.302818,-0.95258,-0.029879,0.302818,-0.951854,-0.029009,0.305177,-0.951854,-0.029009,0.305177,-0.951854,-0.029009,0.305177,-0.895916,-0.320846,0.307232,-0.895916,-0.320846,0.307232,-0.895916,-0.320846,0.307232,-0.896846,-0.323155,0.302056,-0.896846,-0.323155,0.302056,-0.896846,-0.323155,0.302056,-0.75304,-0.582473,0.306034,-0.75304,-0.582473,0.306034,-0.75304,-0.582473,0.306034,-0.752727,-0.58253,0.306692,-0.752727,-0.58253,0.306692,-0.752727,-0.58253,0.306692,-0.534675,-0.786606,0.308825,-0.534675,-0.786606,0.308825,-0.534675,-0.786606,0.308825,-0.536226,-0.786815,0.305588,-0.536226,-0.786815,0.305588,-0.536226,-0.786815,0.305588,-0.265103,-0.914694,0.305049,-0.265103,-0.914694,0.305049,-0.265103,-0.914694,0.305049,-0.266249,-0.912854,0.30953,-0.266249,-0.912854,0.30953,-0.266249,-0.912854,0.30953,0.028074,-0.951021,0.30785,0.028074,-0.951021,0.30785,0.028074,-0.951021,0.30785,0.029064,-0.951853,0.305174,0.029064,-0.951853,0.305174,0.029064,-0.951853,0.305174,0.321169,-0.896823,0.304236,0.321169,-0.896823,0.304236,0.321169,-0.896823,0.304236,0.322129,-0.895046,0.308425,0.322129,-0.895046,0.308425,0.322129,-0.895046,0.308425,0.582991,-0.751371,0.309132,0.582991,-0.751371,0.309132,0.582991,-0.751371,0.309132,0.582705,-0.752953,0.305807,0.582705,-0.752953,0.305807,0.582705,-0.752953,0.305807,0.786131,-0.536163,0.307454,0.786131,-0.536163,0.307454,0.786131,-0.536163,0.307454,0.785988,-0.535103,0.309657,0.785988,-0.535103,0.309657,0.785988,-0.535103,0.309657,0.914248,-0.266728,0.304971,0.914248,-0.266728,0.304971,0.914248,-0.266728,0.304971,0.913748,-0.26704,0.306192,0.913748,-0.26704,0.306192,0.913748,-0.26704,0.306192,0.951023,0.028023,0.307846,0.951023,0.028023,0.307846,0.951023,0.028023,0.307846,0.951854,0.029009,0.305177,0.951854,0.029009,0.305177,0.951854,0.029009,0.305177,0.894805,0.322831,0.30839,0.894805,0.322831,0.30839,0.894805,0.322831,0.30839,0.895263,0.322585,0.307316,0.895263,0.322585,0.307316,0.895263,0.322585,0.307316,0.752727,0.58253,0.306693,0.752727,0.58253,0.306693,0.752727,0.58253,0.306693,0.75304,0.582472,0.306034,0.75304,0.582472,0.306034,0.75304,0.582472,0.306034,0.537033,0.786246,0.305635,0.537033,0.786246,0.305635,0.537033,0.786246,0.305635,0.534166,0.785857,0.311601,0.534166,0.785857,0.311601,0.534166,0.785857,0.311601,0.266002,0.912458,0.310907,0.266002,0.912458,0.310907,0.266002,0.912458,0.310907,0.266054,0.912373,0.311112,0.266054,0.912373,0.311112,0.266054,0.912373,0.311112,-0.031292,0.99951,0,-0.031292,0.99951,0,-0.031292,0.99951,0,-0.031292,0.99951,0,-0.337153,0.94145,0,-0.337153,0.94145,0,-0.337153,0.94145,0,-0.337153,0.94145,0,-0.612024,0.790839,0,-0.612024,0.790839,0,-0.612024,0.790839,0,-0.612024,0.790839,0,-0.8272,0.561907,0,-0.8272,0.561907,0,-0.8272,0.561907,0,-0.8272,0.561907,0,-0.95998,0.28007,0,-0.95998,0.28007,0,-0.95998,0.28007,0,-0.95998,0.28007,0,-0.999508,-0.031351,0,-0.999508,-0.031351,0,-0.999508,-0.031351,0,-0.999508,-0.031351,0,-0.94145,-0.337153,0,-0.94145,-0.337153,0,-0.94145,-0.337153,0,-0.94145,-0.337153,0,-0.790839,-0.612025,0,-0.790839,-0.612025,0,-0.790839,-0.612025,0,-0.790839,-0.612025,0,-0.563165,-0.826344,0,-0.563165,-0.826344,0,-0.563165,-0.826344,0,-0.563165,-0.826344,0,-0.278371,-0.960474,0,-0.278371,-0.960474,0,-0.278371,-0.960474,0,-0.278371,-0.960474,0,0.029508,-0.999565,0,0.029508,-0.999565,0,0.029508,-0.999565,0,0.029508,-0.999565,0,0.338638,-0.940917,0,0.338638,-0.940917,0,0.338638,-0.940917,0,0.338638,-0.940917,0,0.612024,-0.790839,0,0.612024,-0.790839,0,0.612024,-0.790839,0,0.612024,-0.790839,0,0.826617,-0.562764,0,0.826617,-0.562764,0,0.826617,-0.562764,0,0.826617,-0.562764,0,0.959979,-0.280071,0,0.959979,-0.280071,0,0.959979,-0.280071,0,0.959979,-0.280071,0,0.999566,0.029454,0,0.999566,0.029454,0,0.999566,0.029454,0,0.999566,0.029454,0,0.940652,0.339372,0,0.940652,0.339372,0,0.940652,0.339372,0,0.940652,0.339372,0,0.790839,0.612025,0,0.790839,0.612025,0,0.790839,0.612025,0,0.790839,0.612025,0,0.564023,0.825759,0,0.564023,0.825759,0,0.564023,0.825759,0,0.564023,0.825759,0,0.279947,0.960016,0,0.279947,0.960016,0,0.279947,0.960016,0,0.279947,0.960016,0,-0.029017,0.950303,-0.309971,-0.029017,0.950303,-0.309971,-0.029017,0.950303,-0.309971,-0.029772,0.950942,-0.307933,-0.029772,0.950942,-0.307933,-0.029772,0.950942,-0.307933,-0.320851,0.895484,-0.308486,-0.320851,0.895484,-0.308486,-0.320851,0.895484,-0.308486,-0.320664,0.895407,-0.308902,-0.320664,0.895407,-0.308902,-0.320664,0.895407,-0.308902,-0.581873,0.752266,-0.309063,-0.581873,0.752266,-0.309063,-0.581873,0.752266,-0.309063,-0.581929,0.751951,-0.309722,-0.581929,0.751951,-0.309722,-0.581929,0.751951,-0.309722,-0.786873,0.536667,-0.304663,-0.786873,0.536667,-0.304663,-0.786873,0.536667,-0.304663,-0.786554,0.534296,-0.309613,-0.786554,0.534296,-0.309613,-0.786554,0.534296,-0.309613,-0.914248,0.266728,-0.304971,-0.914248,0.266728,-0.304971,-0.914248,0.266728,-0.304971,-0.914325,0.266679,-0.304781,-0.914325,0.266679,-0.304781,-0.914325,0.266679,-0.304781,-0.95258,-0.029879,-0.302818,-0.95258,-0.029879,-0.302818,-0.95258,-0.029879,-0.302818,-0.951854,-0.029009,-0.305177,-0.951854,-0.029009,-0.305177,-0.951854,-0.029009,-0.305177,-0.895916,-0.320846,-0.307233,-0.895916,-0.320846,-0.307233,-0.895916,-0.320846,-0.307233,-0.896846,-0.323155,-0.302056,-0.896846,-0.323155,-0.302056,-0.896846,-0.323155,-0.302056,-0.75304,-0.582472,-0.306033,-0.75304,-0.582472,-0.306033,-0.75304,-0.582472,-0.306033,-0.752727,-0.58253,-0.306693,-0.752727,-0.58253,-0.306693,-0.752727,-0.58253,-0.306693,-0.534675,-0.786607,-0.308825,-0.534675,-0.786607,-0.308825,-0.534675,-0.786607,-0.308825,-0.536226,-0.786815,-0.305587,-0.536226,-0.786815,-0.305587,-0.536226,-0.786815,-0.305587,-0.265103,-0.914694,-0.305049,-0.265103,-0.914694,-0.305049,-0.265103,-0.914694,-0.305049,-0.266249,-0.912854,-0.30953,-0.266249,-0.912854,-0.30953,-0.266249,-0.912854,-0.30953,0.028074,-0.951021,-0.30785,0.028074,-0.951021,-0.30785,0.028074,-0.951021,-0.30785,0.029064,-0.951853,-0.305174,0.029064,-0.951853,-0.305174,0.029064,-0.951853,-0.305174,0.321169,-0.896823,-0.304236,0.321169,-0.896823,-0.304236,0.321169,-0.896823,-0.304236,0.322129,-0.895046,-0.308425,0.322129,-0.895046,-0.308425,0.322129,-0.895046,-0.308425,0.582991,-0.751371,-0.309133,0.582991,-0.751371,-0.309133,0.582991,-0.751371,-0.309133,0.582704,-0.752953,-0.305807,0.582704,-0.752953,-0.305807,0.582704,-0.752953,-0.305807,0.786131,-0.536163,-0.307454,0.786131,-0.536163,-0.307454,0.786131,-0.536163,-0.307454,0.785988,-0.535103,-0.309658,0.785988,-0.535103,-0.309658,0.785988,-0.535103,-0.309658,0.914247,-0.266728,-0.304972,0.914247,-0.266728,-0.304972,0.914247,-0.266728,-0.304972,0.913748,-0.26704,-0.306192,0.913748,-0.26704,-0.306192,0.913748,-0.26704,-0.306192,0.951023,0.028023,-0.307846,0.951023,0.028023,-0.307846,0.951023,0.028023,-0.307846,0.951854,0.029009,-0.305177,0.951854,0.029009,-0.305177,0.951854,0.029009,-0.305177,0.894805,0.322831,-0.30839,0.894805,0.322831,-0.30839,0.894805,0.322831,-0.30839,0.895262,0.322585,-0.307319,0.895262,0.322585,-0.307319,0.895262,0.322585,-0.307319,0.752726,0.58253,-0.306696,0.752726,0.58253,-0.306696,0.752726,0.58253,-0.306696,0.75304,0.582472,-0.306035,0.75304,0.582472,-0.306035,0.75304,0.582472,-0.306035,0.537033,0.786246,-0.305636,0.537033,0.786246,-0.305636,0.537033,0.786246,-0.305636,0.534165,0.785857,-0.311603,0.534165,0.785857,-0.311603,0.534165,0.785857,-0.311603,0.266002,0.912458,-0.310908,0.266002,0.912458,-0.310908,0.266002,0.912458,-0.310908,0.266054,0.912373,-0.311112,0.266054,0.912373,-0.311112,0.266054,0.912373,-0.311112,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0.030638,-0.999531,0,0.030638,-0.999531,0,0.030638,-0.999531,0,0.030638,-0.999531,0,0.338039,-0.941132,0,0.338039,-0.941132,0,0.338039,-0.941132,0,0.338039,-0.941132,0,0.613409,-0.789766,0,0.613409,-0.789766,0,0.613409,-0.789766,0,0.613409,-0.789766,0,0.827284,-0.561783,0,0.827284,-0.561783,0,0.827284,-0.561783,0,0.827284,-0.561783,0,0.959914,-0.280293,0,0.959914,-0.280293,0,0.959914,-0.280293,0,0.959914,-0.280293,0,0.999527,0.030754,0,0.999527,0.030754,0,0.999527,0.030754,0,0.999527,0.030754,0,0.941132,0.33804,0,0.941132,0.33804,0,0.941132,0.33804,0,0.941132,0.33804,0,0.791623,0.611009,0,0.791623,0.611009,0,0.791623,0.611009,0,0.791623,0.611009,0,0.562624,0.826713,-0.000001,0.562624,0.826713,-0.000001,0.562624,0.826713,-0.000001,0.562623,0.826713,0,0.277778,0.960645,0,0.277778,0.960645,0,0.277778,0.960645,0,0.277778,0.960645,-0.000001,-0.030637,0.999531,0,-0.030637,0.999531,0,-0.030637,0.999531,0,-0.030637,0.999531,0,-0.334327,0.942457,0,-0.334327,0.942457,0,-0.334327,0.942457,0,-0.334327,0.942457,0,-0.61341,0.789765,0,-0.61341,0.789765,0,-0.61341,0.789765,0,-0.61341,0.789765,0,-0.827284,0.561784,0,-0.827284,0.561784,0,-0.827284,0.561784,0,-0.827284,0.561784,0,-0.959914,0.280295,0,-0.959914,0.280295,0,-0.959914,0.280295,0,-0.959914,0.280295,0,-0.999527,-0.030754,0,-0.999527,-0.030754,0,-0.999527,-0.030754,0,-0.999527,-0.030754,0,-0.941132,-0.338041,0,-0.941132,-0.338041,0,-0.941132,-0.338041,0,-0.941132,-0.338041,0,-0.791623,-0.611009,0,-0.791623,-0.611009,0,-0.791623,-0.611009,0,-0.791623,-0.611009,0,-0.564409,-0.825495,0,-0.564409,-0.825495,0,-0.564409,-0.825495,0,-0.564409,-0.825495,0,-0.280037,-0.959989,0,-0.280037,-0.959989,0,-0.280037,-0.959989,0,-0.280037,-0.959989,0,-0.197509,0.18113,0.963422,-0.197509,0.18113,0.963422,-0.197509,0.18113,0.963422,0.184715,-0.194386,0.963377,0.184715,-0.194386,0.963377,0.184715,-0.194386,0.963377,-0.121726,-0.239326,0.963279,-0.121726,-0.239326,0.963279,-0.121726,-0.239326,0.963279,-0.164612,0.211938,0.96332,-0.164612,0.211938,0.96332,-0.164612,0.211938,0.96332,0.065498,0.053111,-0.996438,0.065498,0.053111,-0.996438,0.065498,0.053111,-0.996438,0.078679,0.030378,-0.996437,0.078679,0.030378,-0.996437,0.078679,0.030378,-0.996437,0.078707,0.030358,-0.996435,0.078707,0.030358,-0.996435,0.078707,0.030358,-0.996435,-0.217409,0.157647,-0.963265,-0.217409,0.157647,-0.963265,-0.217409,0.157647,-0.963265,-0.135158,-0.233173,-0.962997,-0.135158,-0.233173,-0.962997,-0.135158,-0.233173,-0.962997,0.078574,0.030307,-0.996448,0.078574,0.030307,-0.996448,0.078574,0.030307,-0.996448,0.078546,0.030327,-0.996449,0.078546,0.030327,-0.996449,0.078546,0.030327,-0.996449,0.065392,0.053061,-0.996448,0.065392,0.053061,-0.996448,0.065392,0.053061,-0.996448,0.065464,0.053038,-0.996444,0.065464,0.053038,-0.996444,0.065464,0.053038,-0.996444,0.045825,0.070787,-0.996438,0.045825,0.070787,-0.996438,0.045825,0.070787,-0.996438,0.045692,0.070785,-0.996445,0.045692,0.070785,-0.996445,0.045692,0.070785,-0.996445,0.021899,0.081513,-0.996432,0.021899,0.081513,-0.996432,0.021899,0.081513,-0.996432,0.021762,0.081467,-0.996438,0.021762,0.081467,-0.996438,0.021762,0.081467,-0.996438,-0.004545,0.084226,-0.996436,-0.004545,0.084226,-0.996436,-0.004545,0.084226,-0.996436,-0.004494,0.084263,-0.996433,-0.004494,0.084263,-0.996433,-0.004494,0.084263,-0.996433,-0.030359,0.078708,-0.996435,-0.030359,0.078708,-0.996435,-0.030359,0.078708,-0.996435,-0.030378,0.07868,-0.996437,-0.030378,0.07868,-0.996437,-0.030378,0.07868,-0.996437,-0.053112,0.065498,-0.996438,-0.053112,0.065498,-0.996438,-0.053112,0.065498,-0.996438,-0.053099,0.065539,-0.996436,-0.053099,0.065539,-0.996436,-0.053099,0.065539,-0.996436,-0.070787,0.045881,-0.996436,-0.070787,0.045881,-0.996436,-0.070787,0.045881,-0.996436,-0.070787,0.045875,-0.996436,-0.070787,0.045875,-0.996436,-0.070787,0.045875,-0.996436,-0.081579,0.021532,-0.996434,-0.081579,0.021532,-0.996434,-0.081579,0.021532,-0.996434,-0.081386,0.021703,-0.996446,-0.081386,0.021703,-0.996446,-0.081386,0.021703,-0.996446,-0.084069,-0.004552,-0.99645,-0.084069,-0.004552,-0.99645,-0.084069,-0.004552,-0.99645,-0.084111,-0.004496,-0.996446,-0.084111,-0.004496,-0.996446,-0.084111,-0.004496,-0.996446,-0.078628,-0.030055,-0.996451,-0.078628,-0.030055,-0.996451,-0.078628,-0.030055,-0.996451,-0.078694,-0.030354,-0.996437,-0.078694,-0.030354,-0.996437,-0.078694,-0.030354,-0.996437,-0.065288,-0.053197,-0.996448,-0.065288,-0.053197,-0.996448,-0.065288,-0.053197,-0.996448,-0.065484,-0.053136,-0.996438,-0.065484,-0.053136,-0.996438,-0.065484,-0.053136,-0.996438,-0.045769,-0.070716,-0.996446,-0.045769,-0.070716,-0.996446,-0.045769,-0.070716,-0.996446,-0.045829,-0.070717,-0.996443,-0.045829,-0.070717,-0.996443,-0.045829,-0.070717,-0.996443,-0.021721,-0.081453,-0.99644,-0.021721,-0.081453,-0.99644,-0.021721,-0.081453,-0.99644,-0.021899,-0.081513,-0.996432,-0.021899,-0.081513,-0.996432,-0.021899,-0.081513,-0.996432,0.004492,-0.084229,-0.996436,0.004492,-0.084229,-0.996436,0.004492,-0.084229,-0.996436,0.004563,-0.084271,-0.996432,0.004563,-0.084271,-0.996432,0.004563,-0.084271,-0.996432,0.030298,-0.078774,-0.996432,0.030298,-0.078774,-0.996432,0.030298,-0.078774,-0.996432,0.030389,-0.078645,-0.996439,0.030389,-0.078645,-0.996439,0.030389,-0.078645,-0.996439,0.053252,-0.0655,-0.996431,0.053252,-0.0655,-0.996431,0.053252,-0.0655,-0.996431,0.052982,-0.065526,-0.996443,0.052982,-0.065526,-0.996443,0.052982,-0.065526,-0.996443,0.070679,-0.045805,-0.996447,0.070679,-0.045805,-0.996447,0.070679,-0.045805,-0.996447,0.070679,-0.04581,-0.996447,0.070679,-0.04581,-0.996447,0.070679,-0.04581,-0.996447,0.081316,-0.021765,-0.996451,0.081316,-0.021765,-0.996451,0.081316,-0.021765,-0.996451,0.081386,-0.021703,-0.996446,0.081386,-0.021703,-0.996446,0.081386,-0.021703,-0.996446,0.084081,0.004494,-0.996449,0.084081,0.004494,-0.996449,0.084081,0.004494,-0.996449,0.084117,0.004555,-0.996445,0.084117,0.004555,-0.996445,0.084117,0.004555,-0.996445,-0.122748,-0.047265,-0.991312,-0.122748,-0.047265,-0.991312,-0.122748,-0.047265,-0.991312,-0.122621,-0.047297,-0.991326,-0.122621,-0.047297,-0.991326,-0.122621,-0.047297,-0.991326,-0.102061,-0.082822,-0.991324,-0.102061,-0.082822,-0.991324,-0.102061,-0.082822,-0.991324,-0.102059,-0.082813,-0.991325,-0.102059,-0.082813,-0.991325,-0.102059,-0.082813,-0.991325,-0.071325,-0.110495,-0.991314,-0.071325,-0.110495,-0.991314,-0.071325,-0.110495,-0.991314,-0.071332,-0.110283,-0.991337,-0.071332,-0.110283,-0.991337,-0.071332,-0.110283,-0.991337,-0.033912,-0.126952,-0.991329,-0.033912,-0.126952,-0.991329,-0.033912,-0.126952,-0.991329,-0.033833,-0.127169,-0.991304,-0.033833,-0.127169,-0.991304,-0.033833,-0.127169,-0.991304,0.007011,-0.131452,-0.991298,0.007011,-0.131452,-0.991298,0.007011,-0.131452,-0.991298,0.007051,-0.131387,-0.991306,0.007051,-0.131387,-0.991306,0.007051,-0.131387,-0.991306,0.04723,-0.122892,-0.991296,0.04723,-0.122892,-0.991296,0.04723,-0.122892,-0.991296,0.047297,-0.122621,-0.991326,0.047297,-0.122621,-0.991326,0.047297,-0.122621,-0.991326,0.082947,-0.101981,-0.991322,0.082947,-0.101981,-0.991322,0.082947,-0.101981,-0.991322,0.082972,-0.102322,-0.991285,0.082972,-0.102322,-0.991285,0.082972,-0.102322,-0.991285,0.110331,-0.071809,-0.991297,0.110331,-0.071809,-0.991297,0.110331,-0.071809,-0.991297,0.110167,-0.071404,-0.991345,0.110167,-0.071404,-0.991345,0.110167,-0.071404,-0.991345,0.126988,-0.033801,-0.991328,0.126988,-0.033801,-0.991328,0.126988,-0.033801,-0.991328,0.126889,-0.033837,-0.99134,0.126889,-0.033837,-0.99134,0.126889,-0.033837,-0.99134,0.131336,0.00702,-0.991313,0.131336,0.00702,-0.991313,0.131336,0.00702,-0.991313,0.131312,0.007035,-0.991316,0.131312,0.007035,-0.991316,0.131312,0.007035,-0.991316,0.122651,0.047308,-0.991322,0.122651,0.047308,-0.991322,0.122651,0.047308,-0.991322,0.122631,0.047279,-0.991325,0.122631,0.047279,-0.991325,0.122631,0.047279,-0.991325,0.102065,0.082819,-0.991324,0.102065,0.082819,-0.991324,0.102065,0.082819,-0.991324,0.102056,0.082818,-0.991325,0.102056,0.082818,-0.991325,0.102056,0.082818,-0.991325,0.071416,0.110413,-0.991317,0.071416,0.110413,-0.991317,0.071416,0.110413,-0.991317,0.071477,0.110438,-0.99131,0.071477,0.110438,-0.99131,0.071477,0.110438,-0.99131,0.033829,0.127093,-0.991314,0.033829,0.127093,-0.991314,0.033829,0.127093,-0.991314,0.03391,0.127161,-0.991302,0.03391,0.127161,-0.991302,0.03391,0.127161,-0.991302,-0.006802,0.13112,-0.991343,-0.006802,0.13112,-0.991343,-0.006802,0.13112,-0.991343,-0.007007,0.131382,-0.991307,-0.007007,0.131382,-0.991307,-0.007007,0.131382,-0.991307,-0.047366,0.122581,-0.991328,-0.047366,0.122581,-0.991328,-0.047366,0.122581,-0.991328,-0.047384,0.122507,-0.991336,-0.047384,0.122507,-0.991336,-0.047384,0.122507,-0.991336,-0.082615,0.102174,-0.99133,-0.082615,0.102174,-0.99133,-0.082615,0.102174,-0.99133,-0.083005,0.102286,-0.991286,-0.083005,0.102286,-0.991286,-0.083005,0.102286,-0.991286,-0.110495,0.071617,-0.991293,-0.110495,0.071617,-0.991293,-0.110495,0.071617,-0.991293,-0.110497,0.071623,-0.991292,-0.110497,0.071623,-0.991292,-0.110497,0.071623,-0.991292,-0.127324,0.033953,-0.99128,-0.127324,0.033953,-0.99128,-0.127324,0.033953,-0.99128,-0.12705,0.034052,-0.991312,-0.12705,0.034052,-0.991312,-0.12705,0.034052,-0.991312,-0.131425,-0.007041,-0.991301,-0.131425,-0.007041,-0.991301,-0.131425,-0.007041,-0.991301,-0.131404,-0.007024,-0.991304,-0.131404,-0.007024,-0.991304,-0.131404,-0.007024,-0.991304,-0.889065,-0.342455,-0.303791,-0.889065,-0.342455,-0.303791,-0.889065,-0.342455,-0.303791,-0.889015,-0.342322,-0.304085,-0.889015,-0.342322,-0.304085,-0.889015,-0.342322,-0.304085,-0.739815,-0.600072,-0.30428,-0.739815,-0.600072,-0.30428,-0.739815,-0.600072,-0.30428,-0.739828,-0.600367,-0.303667,-0.739828,-0.600367,-0.303667,-0.739828,-0.600367,-0.303667,-0.516388,-0.798363,-0.309775,-0.516388,-0.798363,-0.309775,-0.516388,-0.798363,-0.309775,-0.518765,-0.798734,-0.304806,-0.518765,-0.798734,-0.304806,-0.518765,-0.798734,-0.304806,-0.244501,-0.919002,-0.309281,-0.244501,-0.919002,-0.309281,-0.244501,-0.919002,-0.309281,-0.244397,-0.918948,-0.309522,-0.244397,-0.918948,-0.309522,-0.244397,-0.918948,-0.309522,0.050955,-0.949456,-0.309737,0.050955,-0.949456,-0.309737,0.050955,-0.949456,-0.309737,0.050921,-0.949428,-0.309827,0.050921,-0.949428,-0.309827,0.050921,-0.949428,-0.309827,0.341055,-0.887422,-0.310103,0.341055,-0.887422,-0.310103,0.341055,-0.887422,-0.310103,0.341954,-0.887766,-0.30812,0.341954,-0.887766,-0.30812,0.341954,-0.887766,-0.30812,0.599735,-0.737351,-0.310857,0.599735,-0.737351,-0.310857,0.599735,-0.737351,-0.310857,0.599465,-0.739066,-0.307283,0.599465,-0.739066,-0.307283,0.599465,-0.739066,-0.307283,0.798655,-0.519808,-0.303232,0.798655,-0.519808,-0.303232,0.798655,-0.519808,-0.303232,0.798068,-0.516034,-0.311122,0.798068,-0.516034,-0.311122,0.798068,-0.516034,-0.311122,0.920372,-0.244979,-0.304796,0.920372,-0.244979,-0.304796,0.920372,-0.244979,-0.304796,0.920572,-0.245376,-0.303872,0.920572,-0.245376,-0.303872,0.920572,-0.245376,-0.303872,0.950952,0.050945,-0.305115,0.950952,0.050945,-0.305115,0.950952,0.050945,-0.305115,0.949618,0.049288,-0.30951,0.949618,0.049288,-0.30951,0.949618,0.049288,-0.30951,0.887579,0.342194,-0.308394,0.887579,0.342194,-0.308394,0.887579,0.342194,-0.308394,0.888168,0.343754,-0.304943,0.888168,0.343754,-0.304943,0.888168,0.343754,-0.304943,0.738774,0.599512,-0.307893,0.738774,0.599512,-0.307893,0.738774,0.599512,-0.307893,0.740333,0.599259,-0.304625,0.740333,0.599259,-0.304625,0.740333,0.599259,-0.304625,0.516388,0.798363,-0.309773,0.516388,0.798363,-0.309773,0.516388,0.798363,-0.309773,0.517579,0.798552,-0.307289,0.517579,0.798552,-0.307289,0.517579,0.798552,-0.307289,0.244607,0.918976,-0.309274,0.244607,0.918976,-0.309274,0.244607,0.918976,-0.309274,0.244498,0.91892,-0.309526,0.244498,0.91892,-0.309526,0.244498,0.91892,-0.309526,-0.04926,0.949521,-0.309812,-0.04926,0.949521,-0.309812,-0.04926,0.949521,-0.309812,-0.051001,0.950922,-0.3052,-0.051001,0.950922,-0.3052,-0.051001,0.950922,-0.3052,-0.343475,0.88802,-0.305689,-0.343475,0.88802,-0.305689,-0.343475,0.88802,-0.305689,-0.341623,0.887318,-0.309775,-0.341623,0.887318,-0.309775,-0.341623,0.887318,-0.309775,-0.599042,0.738196,-0.310187,-0.599042,0.738196,-0.310187,-0.599042,0.738196,-0.310187,-0.600138,0.738252,-0.307927,-0.600138,0.738252,-0.307927,-0.600138,0.738252,-0.307927,-0.798552,0.51758,-0.307288,-0.798552,0.51758,-0.307288,-0.798552,0.51758,-0.307288,-0.798557,0.517615,-0.307216,-0.798557,0.517615,-0.307216,-0.798557,0.517615,-0.307216,-0.919179,0.245004,-0.308356,-0.919179,0.245004,-0.308356,-0.919179,0.245004,-0.308356,-0.919972,0.246573,-0.304719,-0.919972,0.246573,-0.304719,-0.919972,0.246573,-0.304719,-0.951001,-0.051005,-0.304953,-0.951001,-0.051005,-0.304953,-0.951001,-0.051005,-0.304953,-0.950952,-0.050944,-0.305115,-0.950952,-0.050944,-0.305115,-0.950952,-0.050944,-0.305115,-0.933167,-0.359442,0,-0.933167,-0.359442,0,-0.933167,-0.359442,0,-0.933167,-0.359442,0,-0.776642,-0.629943,0,-0.776642,-0.629943,0,-0.776642,-0.629943,0,-0.776642,-0.629943,0,-0.544684,-0.838641,0,-0.544684,-0.838641,0,-0.544684,-0.838641,0,-0.544684,-0.838641,0,-0.257018,-0.966407,0,-0.257018,-0.966407,0,-0.257018,-0.966407,0,-0.257018,-0.966407,0,0.053556,-0.998565,0,0.053556,-0.998565,0,0.053556,-0.998565,0,0.053556,-0.998565,0,0.359442,-0.933167,0,0.359442,-0.933167,0,0.359442,-0.933167,0,0.359442,-0.933167,0,0.629943,-0.776641,0,0.629943,-0.776641,0,0.629943,-0.776641,0,0.629943,-0.776641,0,0.839744,-0.542982,0,0.839744,-0.542982,0,0.839744,-0.542982,0,0.839744,-0.542982,0,0.966264,-0.257555,0,0.966264,-0.257555,0,0.966264,-0.257555,0,0.966264,-0.257555,0,0.998656,0.051834,0,0.998656,0.051834,0,0.998656,0.051834,0,0.998656,0.051834,0,0.932587,0.360946,0,0.932587,0.360946,0,0.932587,0.360946,0,0.932587,0.360946,0,0.777275,0.629161,0,0.777275,0.629161,0,0.777275,0.629161,0.000001,0.777275,0.629162,0,0.543896,0.839153,0,0.543896,0.839153,0,0.543895,0.839153,0,0.543896,0.839153,0,0.257125,0.966378,0,0.257125,0.966378,0,0.257125,0.966378,0,0.257125,0.966378,0,-0.053557,0.998565,0,-0.053557,0.998565,0,-0.053557,0.998565,0,-0.053557,0.998565,0,-0.359297,0.933223,0,-0.359297,0.933223,0,-0.359297,0.933223,0,-0.359297,0.933223,0,-0.630788,0.775955,0,-0.630788,0.775955,0,-0.630788,0.775955,0,-0.630788,0.775955,0,-0.839153,0.543896,0,-0.839153,0.543896,0,-0.839153,0.543896,0,-0.839153,0.543896,0,-0.966264,0.257555,0,-0.966264,0.257555,0,-0.966264,0.257555,0,-0.966264,0.257555,0,-0.998565,-0.053556,0,-0.998565,-0.053556,0,-0.998565,-0.053556,0,-0.998565,-0.053556,0,-0.889015,-0.342322,0.304084,-0.889015,-0.342322,0.304084,-0.889015,-0.342322,0.304084,-0.889065,-0.342454,0.303791,-0.889065,-0.342454,0.303791,-0.889065,-0.342454,0.303791,-0.739828,-0.600367,0.303668,-0.739828,-0.600367,0.303668,-0.739828,-0.600367,0.303668,-0.739815,-0.600073,0.30428,-0.739815,-0.600073,0.30428,-0.739815,-0.600073,0.30428,-0.518765,-0.798734,0.304805,-0.518765,-0.798734,0.304805,-0.518765,-0.798734,0.304805,-0.516388,-0.798363,0.309774,-0.516388,-0.798363,0.309774,-0.516388,-0.798363,0.309774,-0.244397,-0.918949,0.309522,-0.244397,-0.918949,0.309522,-0.244397,-0.918949,0.309522,-0.244501,-0.919002,0.309281,-0.244501,-0.919002,0.309281,-0.244501,-0.919002,0.309281,0.050921,-0.949428,0.309827,0.050921,-0.949428,0.309827,0.050921,-0.949428,0.309827,0.050955,-0.949456,0.309737,0.050955,-0.949456,0.309737,0.050955,-0.949456,0.309737,0.341954,-0.887766,0.30812,0.341954,-0.887766,0.30812,0.341954,-0.887766,0.30812,0.341055,-0.887422,0.310103,0.341055,-0.887422,0.310103,0.341055,-0.887422,0.310103,0.599465,-0.739066,0.307282,0.599465,-0.739066,0.307282,0.599465,-0.739066,0.307282,0.599735,-0.737351,0.310856,0.599735,-0.737351,0.310856,0.599735,-0.737351,0.310856,0.798068,-0.516034,0.311121,0.798068,-0.516034,0.311121,0.798068,-0.516034,0.311121,0.798655,-0.519808,0.303232,0.798655,-0.519808,0.303232,0.798655,-0.519808,0.303232,0.920572,-0.245376,0.303872,0.920572,-0.245376,0.303872,0.920572,-0.245376,0.303872,0.920372,-0.244978,0.304798,0.920372,-0.244978,0.304798,0.920372,-0.244978,0.304798,0.949618,0.049288,0.30951,0.949618,0.049288,0.30951,0.949618,0.049288,0.30951,0.950951,0.050944,0.305117,0.950951,0.050944,0.305117,0.950951,0.050944,0.305117,0.888168,0.343754,0.304943,0.888168,0.343754,0.304943,0.888168,0.343754,0.304943,0.887579,0.342194,0.308394,0.887579,0.342194,0.308394,0.887579,0.342194,0.308394,0.740333,0.599259,0.304624,0.740333,0.599259,0.304624,0.740333,0.599259,0.304624,0.738775,0.599512,0.307891,0.738775,0.599512,0.307891,0.738775,0.599512,0.307891,0.51758,0.798552,0.307288,0.51758,0.798552,0.307288,0.51758,0.798552,0.307288,0.516388,0.798363,0.309774,0.516388,0.798363,0.309774,0.516388,0.798363,0.309774,0.244498,0.91892,0.309526,0.244498,0.91892,0.309526,0.244498,0.91892,0.309526,0.244607,0.918976,0.309275,0.244607,0.918976,0.309275,0.244607,0.918976,0.309275,-0.051001,0.950921,0.3052,-0.051001,0.950921,0.3052,-0.051001,0.950921,0.3052,-0.04926,0.949521,0.309813,-0.04926,0.949521,0.309813,-0.04926,0.949521,0.309813,-0.341623,0.887318,0.309776,-0.341623,0.887318,0.309776,-0.341623,0.887318,0.309776,-0.343475,0.88802,0.305689,-0.343475,0.88802,0.305689,-0.343475,0.88802,0.305689,-0.600138,0.738251,0.307927,-0.600138,0.738251,0.307927,-0.600138,0.738251,0.307927,-0.599042,0.738196,0.310187,-0.599042,0.738196,0.310187,-0.599042,0.738196,0.310187,-0.798557,0.517615,0.307215,-0.798557,0.517615,0.307215,-0.798557,0.517615,0.307215,-0.798552,0.51758,0.307288,-0.798552,0.51758,0.307288,-0.798552,0.51758,0.307288,-0.919972,0.246573,0.304719,-0.919972,0.246573,0.304719,-0.919972,0.246573,0.304719,-0.919179,0.245004,0.308356,-0.919179,0.245004,0.308356,-0.919179,0.245004,0.308356,-0.950952,-0.050944,0.305115,-0.950952,-0.050944,0.305115,-0.950952,-0.050944,0.305115,-0.951001,-0.051005,0.304952,-0.951001,-0.051005,0.304952,-0.951001,-0.051005,0.304952,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0.932881,0.360185,0,0.932881,0.360185,0,0.932881,0.360185,0,0.932881,0.360185,0,0.776993,0.629509,0,0.776993,0.629509,0,0.776993,0.629509,0,0.776993,0.629509,0,0.543438,0.83945,0,0.543438,0.83945,0,0.543438,0.83945,0,0.543438,0.83945,0,0.259456,0.965755,0,0.259456,0.965755,0,0.259456,0.965755,0,0.259456,0.965755,0,-0.053878,0.998547,0,-0.053878,0.998547,0,-0.053878,0.998547,0,-0.053878,0.998547,0,-0.360186,0.932881,0,-0.360186,0.932881,0,-0.360186,0.932881,0,-0.360186,0.932881,0,-0.629509,0.776994,0,-0.629509,0.776994,0,-0.629509,0.776994,0,-0.629509,0.776994,0,-0.839183,0.543849,0,-0.839183,0.543849,0,-0.839183,0.543849,0,-0.839183,0.543849,0,-0.966888,0.255201,0,-0.966888,0.255201,0,-0.966888,0.255201,0,-0.966888,0.255201,0,-0.998537,-0.054072,0,-0.998537,-0.054072,0,-0.998537,-0.054072,0,-0.998537,-0.054072,0,-0.934087,-0.357046,0,-0.934087,-0.357046,0,-0.934087,-0.357046,0,-0.934087,-0.357046,0,-0.775236,-0.631672,0,-0.775236,-0.631672,0,-0.775236,-0.631672,0,-0.775236,-0.631672,0,-0.543848,-0.839184,0,-0.543848,-0.839184,0,-0.543848,-0.839184,0,-0.543848,-0.839184,0,-0.259456,-0.965755,0,-0.259456,-0.965755,0,-0.259456,-0.965755,0,-0.259456,-0.965755,0,0.054072,-0.998537,0,0.054072,-0.998537,0,0.054072,-0.998537,0,0.054072,-0.998537,0,0.054072,-0.998537,0,0.054072,-0.998537,0,0.35898,-0.933345,0,0.35898,-0.933345,0,0.35898,-0.933345,0,0.35898,-0.933345,0,0.35898,-0.933345,0,0.35898,-0.933345,0,0.63083,-0.775921,0,0.63083,-0.775921,0,0.63083,-0.775921,0,0.63083,-0.775921,0,0.839183,-0.543849,0,0.839183,-0.543849,0,0.839184,-0.543848,0,0.839183,-0.543849,0.000001,0.965996,-0.258557,0,0.965996,-0.258557,0,0.965996,-0.258557,0.000001,0.965996,-0.258556,0,0.998537,0.054073,0,0.998537,0.054073,0,0.998537,0.054073,0,0.998537,0.054073,0,0.096266,-0.250292,-0.963373,0.096266,-0.250292,-0.963373,0.096266,-0.250292,-0.963373,0.737005,-0.675887,-0.000001,0.737005,-0.675888,0,0.737005,-0.675887,-0.000001,0.737006,-0.675886,-0.000003],"uvs":[0.103288,0.750927,0.080583,0.750927,0.084977,0.723323,0.103288,0.750927,0.084977,0.723323,0.098894,0.723323,0.098894,0.723323,0.124773,0.743832,0.103288,0.750927,0.124773,0.743832,0.098894,0.723323,0.112322,0.719173,0.143343,0.730404,0.112322,0.719173,0.123552,0.710872,0.112322,0.719173,0.143343,0.730404,0.124773,0.743832,0.156527,0.712093,0.123552,0.710872,0.131868,0.699641,0.123552,0.710872,0.156527,0.712093,0.143343,0.730404,0.136263,0.686198,0.163607,0.690608,0.131868,0.699641,0.131868,0.699641,0.163607,0.690608,0.156527,0.712093,0.163607,0.690608,0.136263,0.686198,0.163607,0.667887,0.136263,0.686198,0.136263,0.672282,0.163607,0.667887,0.163607,0.667887,0.136263,0.672282,0.156527,0.646403,0.136263,0.672282,0.131868,0.658854,0.156527,0.646403,0.143343,0.627848,0.156527,0.646403,0.131868,0.658854,0.143343,0.627848,0.131868,0.658854,0.123552,0.647623,0.124773,0.614649,0.123552,0.647623,0.112322,0.639322,0.123552,0.647623,0.124773,0.614649,0.143343,0.627848,0.098894,0.634928,0.124773,0.614649,0.112322,0.639322,0.124773,0.614649,0.098894,0.634928,0.103288,0.607568,0.084977,0.634928,0.103288,0.607568,0.098894,0.634928,0.103288,0.607568,0.084977,0.634928,0.080583,0.607568,0.07155,0.639322,0.058839,0.614649,0.084977,0.634928,0.084977,0.634928,0.058839,0.614649,0.080583,0.607568,0.058839,0.614649,0.07155,0.639322,0.040528,0.627848,0.07155,0.639322,0.060304,0.647623,0.040528,0.627848,0.040528,0.627848,0.060304,0.647623,0.0271,0.646403,0.0271,0.646403,0.060304,0.647623,0.052003,0.658854,0.0271,0.646403,0.047608,0.672282,0.020264,0.667887,0.047608,0.672282,0.0271,0.646403,0.052003,0.658854,0.020264,0.690608,0.047608,0.672282,0.047608,0.686198,0.047608,0.672282,0.020264,0.690608,0.020264,0.667887,0.052003,0.699641,0.020264,0.690608,0.047608,0.686198,0.020264,0.690608,0.052003,0.699641,0.0271,0.712093,0.060304,0.710872,0.040528,0.730404,0.052003,0.699641,0.052003,0.699641,0.040528,0.730404,0.0271,0.712093,0.07155,0.719173,0.058839,0.743832,0.060304,0.710872,0.040528,0.730404,0.060304,0.710872,0.058839,0.743832,0.058839,0.743832,0.084977,0.723323,0.080583,0.750927,0.084977,0.723323,0.058839,0.743832,0.07155,0.719173,0.105974,0.768261,0.077897,0.768261,0.080583,0.750927,0.105974,0.768261,0.080583,0.750927,0.103288,0.750927,0.105974,0.768261,0.124773,0.743832,0.132845,0.759472,0.124773,0.743832,0.105974,0.768261,0.103288,0.750927,0.155795,0.743099,0.124773,0.743832,0.143343,0.730404,0.124773,0.743832,0.155795,0.743099,0.132845,0.759472,0.156527,0.712093,0.155795,0.743099,0.143343,0.730404,0.155795,0.743099,0.156527,0.712093,0.172396,0.72015,0.156527,0.712093,0.163607,0.690608,0.181186,0.693294,0.156527,0.712093,0.181186,0.693294,0.172396,0.72015,0.181186,0.693294,0.163607,0.690608,0.181186,0.665202,0.163607,0.690608,0.163607,0.667887,0.181186,0.665202,0.172396,0.638346,0.181186,0.665202,0.163607,0.667887,0.172396,0.638346,0.163607,0.667887,0.156527,0.646403,0.155795,0.615381,0.172396,0.638346,0.156527,0.646403,0.155795,0.615381,0.156527,0.646403,0.143343,0.627848,0.155795,0.615381,0.124773,0.614649,0.132845,0.598779,0.124773,0.614649,0.155795,0.615381,0.143343,0.627848,0.105974,0.58999,0.124773,0.614649,0.103288,0.607568,0.124773,0.614649,0.105974,0.58999,0.132845,0.598779,0.080583,0.607568,0.105974,0.58999,0.103288,0.607568,0.105974,0.58999,0.080583,0.607568,0.077897,0.58999,0.058839,0.614649,0.077897,0.58999,0.080583,0.607568,0.077897,0.58999,0.058839,0.614649,0.050782,0.598779,0.050782,0.598779,0.040528,0.627848,0.028077,0.615381,0.040528,0.627848,0.050782,0.598779,0.058839,0.614649,0.011475,0.638346,0.028077,0.615381,0.040528,0.627848,0.011475,0.638346,0.040528,0.627848,0.0271,0.646403,0.002686,0.665202,0.011475,0.638346,0.0271,0.646403,0.002686,0.665202,0.0271,0.646403,0.020264,0.667887,0.002686,0.693294,0.020264,0.667887,0.020264,0.690608,0.020264,0.667887,0.002686,0.693294,0.002686,0.665202,0.0271,0.712093,0.002686,0.693294,0.020264,0.690608,0.002686,0.693294,0.0271,0.712093,0.011475,0.72015,0.0271,0.712093,0.040528,0.730404,0.028077,0.743099,0.0271,0.712093,0.028077,0.743099,0.011475,0.72015,0.058839,0.743832,0.028077,0.743099,0.040528,0.730404,0.028077,0.743099,0.058839,0.743832,0.050782,0.759472,0.050782,0.759472,0.080583,0.750927,0.077897,0.768261,0.080583,0.750927,0.050782,0.759472,0.058839,0.743832,0.916976,0.41709,0.907698,0.39585,0.916976,0.393652,0.907698,0.39585,0.916976,0.41709,0.907698,0.418555,0.93724,0.732601,0.946777,0.757763,0.93724,0.756298,0.946777,0.757763,0.93724,0.732601,0.946777,0.734798,0.93724,0.784131,0.946777,0.757763,0.946777,0.784619,0.946777,0.757763,0.93724,0.784131,0.93724,0.756298,0.93724,0.813199,0.946777,0.784619,0.946777,0.812711,0.946777,0.784619,0.93724,0.813199,0.93724,0.784131,0.946777,0.839567,0.93724,0.813199,0.946777,0.812711,0.93724,0.813199,0.946777,0.839567,0.93724,0.841032,0.946777,0.862272,0.93724,0.841032,0.946777,0.839567,0.93724,0.841032,0.946777,0.862272,0.93724,0.864469,0.928206,0.253971,0.918929,0.275456,0.918929,0.252506,0.918929,0.275456,0.928206,0.253971,0.928206,0.277653,0.928206,0.226123,0.918929,0.252506,0.918929,0.225635,0.918929,0.252506,0.928206,0.226123,0.928206,0.253971,0.928206,0.196826,0.918929,0.225635,0.918929,0.197314,0.918929,0.225635,0.928206,0.196826,0.928206,0.226123,0.918929,0.170687,0.928206,0.196826,0.918929,0.197314,0.928206,0.196826,0.918929,0.170687,0.928206,0.169223,0.918929,0.147738,0.928206,0.169223,0.918929,0.170687,0.928206,0.169223,0.918929,0.147738,0.928206,0.145541,0.908186,0.169223,0.917464,0.147738,0.917464,0.170687,0.917464,0.147738,0.908186,0.169223,0.908186,0.145541,0.908186,0.19707,0.917464,0.170687,0.917464,0.197559,0.917464,0.170687,0.908186,0.19707,0.908186,0.169223,0.908186,0.226123,0.917464,0.197559,0.917464,0.225635,0.917464,0.197559,0.908186,0.226123,0.908186,0.19707,0.917464,0.252506,0.908186,0.226123,0.917464,0.225635,0.908186,0.226123,0.917464,0.252506,0.908186,0.253971,0.917464,0.275456,0.908186,0.253971,0.917464,0.252506,0.908186,0.253971,0.917464,0.275456,0.908186,0.277653,0.907698,0.500374,0.916976,0.525521,0.907698,0.523323,0.916976,0.525521,0.907698,0.500374,0.916976,0.501839,0.916976,0.473991,0.916976,0.501839,0.907698,0.500374,0.907698,0.500374,0.907698,0.473503,0.916976,0.473991,0.916976,0.444938,0.916976,0.473991,0.907698,0.473503,0.907698,0.473503,0.907698,0.445426,0.916976,0.444938,0.916976,0.444938,0.907698,0.418555,0.916976,0.41709,0.907698,0.418555,0.916976,0.444938,0.907698,0.445426,0.943359,0.41709,0.916976,0.41709,0.943359,0.393652,0.916976,0.393652,0.910872,0.732601,0.93724,0.732601,0.910872,0.756298,0.93724,0.756298,0.910872,0.784131,0.93724,0.756298,0.93724,0.784131,0.910872,0.756298,0.910872,0.813199,0.93724,0.784131,0.93724,0.813199,0.910872,0.784131,0.910872,0.841032,0.93724,0.813199,0.93724,0.841032,0.910872,0.813199,0.910872,0.864469,0.93724,0.841032,0.93724,0.864469,0.910872,0.841032,0.954589,0.253971,0.928206,0.277653,0.928206,0.253971,0.954589,0.277653,0.954589,0.226123,0.928206,0.253971,0.928206,0.226123,0.954589,0.253971,0.954589,0.196826,0.928206,0.226123,0.928206,0.196826,0.954589,0.226123,0.954589,0.169223,0.928206,0.196826,0.928206,0.169223,0.954589,0.196826,0.954589,0.145541,0.928206,0.169223,0.928206,0.145541,0.954589,0.169223,0.881819,0.169223,0.908186,0.145541,0.908186,0.169223,0.881819,0.145541,0.881819,0.19707,0.908186,0.169223,0.908186,0.19707,0.881819,0.169223,0.881819,0.226123,0.908186,0.19707,0.908186,0.226123,0.881819,0.19707,0.881819,0.253971,0.908186,0.226123,0.908186,0.253971,0.881819,0.226123,0.881819,0.277653,0.908186,0.253971,0.908186,0.277653,0.881819,0.253971,0.943359,0.501839,0.916976,0.525521,0.916976,0.501839,0.943359,0.525521,0.943359,0.501839,0.916976,0.501839,0.943359,0.473991,0.916976,0.473991,0.943359,0.473991,0.916976,0.473991,0.943359,0.444938,0.916976,0.444938,0.943359,0.444938,0.916976,0.444938,0.943359,0.41709,0.916976,0.41709,0.95288,0.39585,0.95288,0.418555,0.943359,0.41709,0.943359,0.41709,0.943359,0.393652,0.95288,0.39585,0.901595,0.757763,0.901595,0.734798,0.910872,0.732601,0.910872,0.732601,0.910872,0.756298,0.901595,0.757763,0.910872,0.784131,0.901595,0.757763,0.910872,0.756298,0.901595,0.757763,0.910872,0.784131,0.901595,0.784619,0.910872,0.813199,0.901595,0.784619,0.910872,0.784131,0.901595,0.784619,0.910872,0.813199,0.901595,0.812711,0.901595,0.839567,0.910872,0.813199,0.910872,0.841032,0.910872,0.813199,0.901595,0.839567,0.901595,0.812711,0.901595,0.862272,0.910872,0.841032,0.910872,0.864469,0.910872,0.841032,0.901595,0.862272,0.901595,0.839567,0.954589,0.253971,0.964111,0.275456,0.954589,0.277653,0.964111,0.275456,0.954589,0.253971,0.964111,0.252506,0.954589,0.226123,0.964111,0.252506,0.954589,0.253971,0.964111,0.252506,0.954589,0.226123,0.964111,0.225635,0.954589,0.196826,0.964111,0.225635,0.954589,0.226123,0.964111,0.225635,0.954589,0.196826,0.964111,0.197314,0.964111,0.170687,0.954589,0.196826,0.954589,0.169223,0.954589,0.196826,0.964111,0.170687,0.964111,0.197314,0.964111,0.147738,0.954589,0.169223,0.954589,0.145541,0.954589,0.169223,0.964111,0.147738,0.964111,0.170687,0.881819,0.169223,0.872282,0.147738,0.881819,0.145541,0.872282,0.147738,0.881819,0.169223,0.872282,0.170687,0.881819,0.19707,0.872282,0.170687,0.881819,0.169223,0.872282,0.170687,0.881819,0.19707,0.872282,0.197559,0.881819,0.226123,0.872282,0.197559,0.881819,0.19707,0.872282,0.197559,0.881819,0.226123,0.872282,0.225635,0.872282,0.252506,0.881819,0.226123,0.881819,0.253971,0.881819,0.226123,0.872282,0.252506,0.872282,0.225635,0.872282,0.275456,0.881819,0.253971,0.881819,0.277653,0.881819,0.253971,0.872282,0.275456,0.872282,0.252506,0.95288,0.500374,0.943359,0.525521,0.943359,0.501839,0.943359,0.525521,0.95288,0.500374,0.95288,0.523323,0.95288,0.500374,0.943359,0.473991,0.95288,0.473503,0.943359,0.473991,0.95288,0.500374,0.943359,0.501839,0.95288,0.473503,0.943359,0.444938,0.95288,0.445426,0.943359,0.444938,0.95288,0.473503,0.943359,0.473991,0.95288,0.418555,0.95288,0.445426,0.943359,0.444938,0.943359,0.444938,0.943359,0.41709,0.95288,0.418555,0.849821,0.806592,0.849821,0.820523,0.805615,0.813687,0.845426,0.793164,0.845426,0.833951,0.837369,0.845182,0.825895,0.853483,0.812711,0.857877,0.798535,0.857877,0.785351,0.853483,0.773877,0.845182,0.765576,0.833951,0.761425,0.820523,0.761425,0.806592,0.765576,0.793164,0.773877,0.781933,0.785351,0.773632,0.798535,0.769482,0.812711,0.769482,0.825895,0.773632,0.837369,0.781933,0.845426,0.793164,0.564599,0.5243,0.484245,0.483268,0.573388,0.497429,0.547982,0.54725,0.525277,0.563867,0.498405,0.572412,0.470085,0.572412,0.443229,0.563867,0.420264,0.54725,0.403662,0.5243,0.394873,0.497429,0.394873,0.469352,0.403662,0.442496,0.420264,0.419532,0.443229,0.40293,0.470085,0.394385,0.498405,0.394385,0.525277,0.40293,0.547982,0.419532,0.564599,0.442496,0.573388,0.469352,0.347982,0.852262,0.360189,0.841032,0.360189,0.852262,0.347982,0.841032,0.753857,0.828824,0.741634,0.840055,0.741634,0.828824,0.753857,0.840055,0.753857,0.840055,0.74139,0.853483,0.741634,0.840055,0.753857,0.853483,0.753857,0.853483,0.74139,0.867399,0.74139,0.853483,0.753857,0.867399,0.753857,0.867399,0.741634,0.880842,0.74139,0.867399,0.753857,0.880842,0.753857,0.880842,0.741634,0.892073,0.741634,0.880842,0.753857,0.892073,0.906966,0.301823,0.894759,0.301823,0.906966,0.290349,0.894759,0.290349,0.906966,0.315023,0.894759,0.315023,0.906966,0.301823,0.894759,0.301823,0.906966,0.329183,0.894759,0.329183,0.906966,0.315023,0.894759,0.315023,0.906966,0.342367,0.894759,0.342367,0.906966,0.329183,0.894759,0.329183,0.906966,0.353841,0.894759,0.353841,0.906966,0.342367,0.894759,0.342367,0.645914,0.850797,0.633707,0.862028,0.633707,0.850797,0.645914,0.862028,0.645914,0.862028,0.633707,0.875471,0.633707,0.862028,0.645914,0.875471,0.645914,0.875471,0.633707,0.889387,0.633707,0.875471,0.645914,0.889387,0.645914,0.889387,0.633707,0.902815,0.633707,0.889387,0.645914,0.902815,0.645914,0.902815,0.633707,0.914046,0.633707,0.902815,0.645914,0.914046,0.347982,0.90428,0.360189,0.89305,0.360189,0.90428,0.347982,0.89305,0.347982,0.89305,0.360189,0.879622,0.360189,0.89305,0.347982,0.879622,0.347982,0.879622,0.360189,0.86569,0.360189,0.879622,0.347982,0.86569,0.347982,0.86569,0.360189,0.852262,0.360189,0.86569,0.347982,0.852262,0.490349,0.097917,0.442985,0.090349,0.447623,0.076188,0.368002,0.754345,0.381201,0.739925,0.381201,0.754345,0.368002,0.739925,0.368002,0.739925,0.381201,0.72723,0.381201,0.739925,0.368002,0.72723,0.368002,0.655924,0.381201,0.644205,0.381201,0.655924,0.368002,0.644205,0.368002,0.644205,0.381201,0.630289,0.381201,0.644205,0.368002,0.630289,0.368002,0.630289,0.381201,0.615381,0.381201,0.630289,0.381201,0.615381,0.368002,0.630289,0.368002,0.615381,0.368002,0.615381,0.381201,0.600977,0.381201,0.615381,0.381201,0.600977,0.368002,0.615381,0.368002,0.600977,0.368002,0.600977,0.381201,0.588525,0.381201,0.600977,0.368002,0.588525,0.812711,0.290593,0.799512,0.302068,0.799512,0.290593,0.812711,0.302068,0.812711,0.302068,0.799512,0.315999,0.799512,0.302068,0.812711,0.315999,0.812711,0.315999,0.812711,0.330892,0.799512,0.330892,0.799512,0.315999,0.812711,0.330892,0.812711,0.345296,0.799512,0.345296,0.799512,0.330892,0.812711,0.345296,0.812711,0.357992,0.799512,0.357992,0.799512,0.345296,0.727962,0.827115,0.727962,0.81564,0.741146,0.81564,0.741146,0.827115,0.727962,0.81564,0.727962,0.801709,0.741146,0.801709,0.741146,0.81564,0.727962,0.801709,0.741146,0.786816,0.741146,0.801709,0.727962,0.786816,0.727962,0.786816,0.741146,0.772412,0.741146,0.786816,0.727962,0.772412,0.727962,0.772412,0.741146,0.759716,0.741146,0.772412,0.727962,0.759716,0.368002,0.794873,0.381201,0.783154,0.381201,0.794873,0.368002,0.783154,0.368002,0.783154,0.381201,0.769238,0.381201,0.783154,0.368002,0.769238,0.368002,0.769238,0.381201,0.754345,0.381201,0.769238,0.368002,0.754345,0.0542,0.208057,0.098161,0.293767,0.029786,0.225635,0.083024,0.198779,0.113054,0.198779,0.141878,0.208057,0.166293,0.225635,0.183871,0.250065,0.193164,0.27863,0.193164,0.308659,0.183871,0.337484,0.166293,0.361654,0.141878,0.379492,0.113054,0.388769,0.083024,0.388769,0.0542,0.379492,0.029786,0.361654,0.012207,0.337484,0.00293,0.308659,0.00293,0.27863,0.012207,0.250065,0.504524,0.841032,0.49572,0.829068,0.538216,0.807324,0.516487,0.849821,0.530648,0.854459,0.545785,0.854459,0.559945,0.849821,0.572168,0.841032,0.580957,0.829068,0.585351,0.814664,0.585351,0.799756,0.580957,0.785595,0.491081,0.814664,0.491081,0.799756,0.49572,0.785595,0.504524,0.773632,0.516487,0.764843,0.530648,0.760204,0.545785,0.760204,0.559945,0.764843,0.572168,0.773632,0.580957,0.785595,0.860807,0.261051,0.860807,0.231006,0.870817,0.230762,0.870817,0.230762,0.870817,0.259831,0.860807,0.261051,0.860807,0.261051,0.870817,0.285222,0.860807,0.287419,0.870817,0.285222,0.860807,0.261051,0.870817,0.259831,0.688899,0.90135,0.678874,0.875471,0.688899,0.87718,0.678874,0.875471,0.688899,0.90135,0.678874,0.898909,0.688899,0.848112,0.678874,0.875471,0.678874,0.847379,0.678874,0.875471,0.688899,0.848112,0.688899,0.87718,0.688899,0.817105,0.678874,0.847379,0.678874,0.81735,0.678874,0.847379,0.688899,0.817105,0.688899,0.848112,0.688899,0.78706,0.678874,0.81735,0.678874,0.788281,0.678874,0.81735,0.688899,0.78706,0.688899,0.817105,0.678874,0.76289,0.688899,0.78706,0.678874,0.788281,0.688899,0.78706,0.678874,0.76289,0.688899,0.760937,0.870817,0.027832,0.860807,0.002197,0.870817,0.004639,0.860807,0.002197,0.870817,0.027832,0.860807,0.026123,0.870817,0.055909,0.860807,0.026123,0.870817,0.027832,0.860807,0.026123,0.870817,0.055909,0.860807,0.055177,0.860807,0.086198,0.870817,0.055909,0.870817,0.085954,0.870817,0.055909,0.860807,0.086198,0.860807,0.055177,0.860807,0.116472,0.870817,0.085954,0.870817,0.115007,0.870817,0.085954,0.860807,0.116472,0.860807,0.086198,0.870817,0.140414,0.860807,0.116472,0.870817,0.115007,0.860807,0.116472,0.870817,0.140414,0.860807,0.142611,0.821256,0.027832,0.811231,0.002197,0.821256,0.004639,0.811231,0.002197,0.821256,0.027832,0.811231,0.026368,0.821256,0.055909,0.811231,0.026368,0.821256,0.027832,0.811231,0.026368,0.821256,0.055909,0.811231,0.055421,0.811231,0.086442,0.821256,0.055909,0.821256,0.086198,0.821256,0.055909,0.811231,0.086442,0.811231,0.055421,0.811231,0.116472,0.821256,0.086198,0.821256,0.115251,0.821256,0.086198,0.811231,0.116472,0.811231,0.086442,0.821256,0.140414,0.811231,0.116472,0.821256,0.115251,0.811231,0.116472,0.821256,0.140414,0.811231,0.142611,0.870817,0.172641,0.860807,0.146761,0.870817,0.149203,0.860807,0.146761,0.870817,0.172641,0.860807,0.170932,0.860807,0.2,0.860807,0.170932,0.870817,0.172641,0.870817,0.172641,0.870817,0.200732,0.860807,0.2,0.860807,0.231006,0.860807,0.2,0.870817,0.200732,0.870817,0.200732,0.870817,0.230762,0.860807,0.231006,0.832731,0.261051,0.832731,0.231006,0.860807,0.231006,0.860807,0.261051,0.832731,0.287419,0.832731,0.261051,0.860807,0.261051,0.860807,0.287419,0.716976,0.87718,0.716976,0.90135,0.688899,0.90135,0.688899,0.87718,0.716976,0.848112,0.688899,0.87718,0.688899,0.848112,0.716976,0.87718,0.716976,0.817105,0.688899,0.848112,0.688899,0.817105,0.716976,0.848112,0.716976,0.78706,0.688899,0.817105,0.688899,0.78706,0.716976,0.817105,0.716976,0.760937,0.688899,0.78706,0.688899,0.760937,0.716976,0.78706,0.832731,0.026123,0.860807,0.002197,0.860807,0.026123,0.832731,0.002197,0.832731,0.055177,0.860807,0.026123,0.860807,0.055177,0.832731,0.026123,0.832731,0.086198,0.860807,0.055177,0.860807,0.086198,0.832731,0.055177,0.832731,0.116472,0.860807,0.086198,0.860807,0.116472,0.832731,0.086198,0.832731,0.142611,0.860807,0.116472,0.860807,0.142611,0.832731,0.116472,0.783154,0.026368,0.811231,0.002197,0.811231,0.026368,0.78291,0.002197,0.783154,0.055421,0.811231,0.026368,0.811231,0.055421,0.783154,0.026368,0.783154,0.086442,0.811231,0.055421,0.811231,0.086442,0.783154,0.055421,0.783154,0.116472,0.811231,0.086442,0.811231,0.116472,0.783154,0.086442,0.78291,0.142611,0.811231,0.116472,0.811231,0.142611,0.783154,0.116472,0.832731,0.170932,0.860807,0.146761,0.860807,0.170932,0.832731,0.146761,0.832731,0.2,0.832731,0.170932,0.860807,0.170932,0.860807,0.2,0.832731,0.231006,0.832731,0.2,0.860807,0.2,0.860807,0.231006,0.822721,0.230762,0.832731,0.261051,0.822721,0.259831,0.832731,0.261051,0.822721,0.230762,0.832731,0.231006,0.822721,0.285222,0.822721,0.259831,0.832731,0.261051,0.832731,0.261051,0.832731,0.287419,0.822721,0.285222,0.726986,0.875471,0.726986,0.898909,0.716976,0.90135,0.716976,0.90135,0.716976,0.87718,0.726986,0.875471,0.716976,0.848112,0.726986,0.875471,0.716976,0.87718,0.726986,0.875471,0.716976,0.848112,0.726986,0.847379,0.716976,0.817105,0.726986,0.847379,0.716976,0.848112,0.726986,0.847379,0.716976,0.817105,0.726986,0.81735,0.716976,0.78706,0.726986,0.81735,0.716976,0.817105,0.726986,0.81735,0.716976,0.78706,0.726986,0.788281,0.726986,0.76289,0.716976,0.78706,0.716976,0.760937,0.716976,0.78706,0.726986,0.76289,0.726986,0.788281,0.822721,0.027832,0.832731,0.002197,0.832731,0.026123,0.832731,0.002197,0.822721,0.027832,0.822721,0.004639,0.822721,0.055909,0.832731,0.026123,0.832731,0.055177,0.832731,0.026123,0.822721,0.055909,0.822721,0.027832,0.832731,0.086198,0.822721,0.055909,0.832731,0.055177,0.822721,0.055909,0.832731,0.086198,0.822721,0.085954,0.832731,0.116472,0.822721,0.085954,0.832731,0.086198,0.822721,0.085954,0.832731,0.116472,0.822721,0.115007,0.822721,0.140414,0.832731,0.116472,0.832731,0.142611,0.832731,0.116472,0.822721,0.140414,0.822721,0.115007,0.773144,0.027832,0.78291,0.002197,0.783154,0.026368,0.78291,0.002197,0.773144,0.027832,0.7729,0.004639,0.773144,0.055909,0.783154,0.026368,0.783154,0.055421,0.783154,0.026368,0.773144,0.055909,0.773144,0.027832,0.783154,0.086442,0.773144,0.055909,0.783154,0.055421,0.773144,0.055909,0.783154,0.086442,0.773144,0.086198,0.783154,0.116472,0.773144,0.086198,0.783154,0.086442,0.773144,0.086198,0.783154,0.116472,0.773144,0.115251,0.7729,0.140414,0.783154,0.116472,0.78291,0.142611,0.783154,0.116472,0.7729,0.140414,0.773144,0.115251,0.822721,0.172641,0.832731,0.146761,0.832731,0.170932,0.832731,0.146761,0.822721,0.172641,0.822721,0.149203,0.822721,0.172641,0.832731,0.2,0.822721,0.200732,0.832731,0.2,0.822721,0.172641,0.832731,0.170932,0.822721,0.200732,0.832731,0.231006,0.822721,0.230762,0.832731,0.231006,0.822721,0.200732,0.832731,0.2,0.455192,0.166781,0.422217,0.166049,0.435645,0.152621,0.422217,0.166049,0.455192,0.166781,0.446647,0.183627,0.404395,0.141634,0.435645,0.152621,0.422217,0.166049,0.435645,0.152621,0.404395,0.141634,0.421241,0.133089,0.413672,0.10988,0.404395,0.141634,0.395117,0.113054,0.413672,0.10988,0.421241,0.133089,0.404395,0.141634,0.395117,0.08278,0.413672,0.10988,0.395117,0.113054,0.413672,0.10988,0.395117,0.08278,0.413672,0.08571,0.421241,0.06276,0.395117,0.08278,0.404395,0.0542,0.395117,0.08278,0.421241,0.06276,0.413672,0.08571,0.421241,0.06276,0.422217,0.029786,0.435645,0.043214,0.422217,0.029786,0.421241,0.06276,0.404395,0.0542,0.422217,0.029786,0.455192,0.029053,0.435645,0.043214,0.422217,0.029786,0.446647,0.012207,0.455192,0.029053,0.478141,0.021485,0.455192,0.029053,0.446647,0.012207,0.475212,0.00293,0.478141,0.021485,0.446647,0.012207,0.502571,0.021485,0.475212,0.00293,0.505501,0.00293,0.502571,0.021485,0.478141,0.021485,0.475212,0.00293,0.534066,0.012207,0.502571,0.021485,0.505501,0.00293,0.502571,0.021485,0.534066,0.012207,0.525521,0.029053,0.545052,0.043214,0.534066,0.012207,0.55848,0.029786,0.534066,0.012207,0.545052,0.043214,0.525521,0.029053,0.545052,0.043214,0.576318,0.0542,0.559457,0.06276,0.576318,0.0542,0.545052,0.043214,0.55848,0.029786,0.576318,0.0542,0.566796,0.08571,0.559457,0.06276,0.576318,0.0542,0.585595,0.08278,0.566796,0.08571,0.585595,0.08278,0.566796,0.10988,0.566796,0.08571,0.585595,0.08278,0.585595,0.113054,0.566796,0.10988,0.559457,0.133089,0.566796,0.10988,0.585595,0.113054,0.576318,0.141634,0.559457,0.133089,0.585595,0.113054,0.545052,0.152621,0.576318,0.141634,0.55848,0.166049,0.545052,0.152621,0.559457,0.133089,0.576318,0.141634,0.534066,0.183627,0.545052,0.152621,0.55848,0.166049,0.545052,0.152621,0.534066,0.183627,0.525521,0.166781,0.505501,0.19292,0.525521,0.166781,0.534066,0.183627,0.525521,0.166781,0.505501,0.19292,0.502571,0.17435,0.502571,0.17435,0.475212,0.19292,0.478141,0.17435,0.475212,0.19292,0.502571,0.17435,0.505501,0.19292,0.475212,0.19292,0.455192,0.166781,0.478141,0.17435,0.475212,0.19292,0.446647,0.183627,0.455192,0.166781,0.46862,0.140414,0.435645,0.152621,0.456413,0.131624,0.435645,0.152621,0.46862,0.140414,0.455192,0.166781,0.421241,0.133089,0.456413,0.131624,0.435645,0.152621,0.456413,0.131624,0.421241,0.133089,0.447623,0.119646,0.442985,0.105241,0.421241,0.133089,0.413672,0.10988,0.447623,0.119646,0.421241,0.133089,0.442985,0.105241,0.413672,0.08571,0.442985,0.105241,0.413672,0.10988,0.442985,0.105241,0.413672,0.08571,0.442985,0.090349,0.447623,0.076188,0.413672,0.08571,0.421241,0.06276,0.413672,0.08571,0.447623,0.076188,0.442985,0.090349,0.447623,0.076188,0.435645,0.043214,0.456413,0.064225,0.435645,0.043214,0.447623,0.076188,0.421241,0.06276,0.435645,0.043214,0.46862,0.055421,0.456413,0.064225,0.455192,0.029053,0.46862,0.055421,0.435645,0.043214,0.48278,0.050782,0.46862,0.055421,0.455192,0.029053,0.478141,0.021485,0.48278,0.050782,0.455192,0.029053,0.497917,0.050782,0.478141,0.021485,0.502571,0.021485,0.48278,0.050782,0.478141,0.021485,0.497917,0.050782,0.525521,0.029053,0.497917,0.050782,0.502571,0.021485,0.497917,0.050782,0.525521,0.029053,0.512093,0.055421,0.524056,0.064225,0.525521,0.029053,0.545052,0.043214,0.525521,0.029053,0.524056,0.064225,0.512093,0.055421,0.559457,0.06276,0.524056,0.064225,0.545052,0.043214,0.524056,0.064225,0.559457,0.06276,0.532845,0.076188,0.559457,0.06276,0.537484,0.090349,0.532845,0.076188,0.559457,0.06276,0.566796,0.08571,0.537484,0.090349,0.537484,0.105241,0.537484,0.090349,0.566796,0.08571,0.566796,0.10988,0.537484,0.105241,0.566796,0.08571,0.532845,0.119646,0.537484,0.105241,0.566796,0.10988,0.559457,0.133089,0.532845,0.119646,0.566796,0.10988,0.524056,0.131624,0.559457,0.133089,0.545052,0.152621,0.532845,0.119646,0.559457,0.133089,0.524056,0.131624,0.512093,0.140414,0.545052,0.152621,0.525521,0.166781,0.545052,0.152621,0.512093,0.140414,0.524056,0.131624,0.497917,0.145052,0.525521,0.166781,0.502571,0.17435,0.525521,0.166781,0.497917,0.145052,0.512093,0.140414,0.502571,0.17435,0.48278,0.145052,0.497917,0.145052,0.629068,0.143099,0.615625,0.124773,0.640299,0.112078,0.629068,0.143099,0.640299,0.112078,0.6486,0.123308,0.629068,0.143099,0.660075,0.131624,0.647379,0.156283,0.660075,0.131624,0.629068,0.143099,0.6486,0.123308,0.668864,0.163363,0.660075,0.131624,0.673259,0.136019,0.660075,0.131624,0.668864,0.163363,0.647379,0.156283,0.691585,0.163363,0.673259,0.136019,0.687419,0.136019,0.673259,0.136019,0.691585,0.163363,0.668864,0.163363,0.700618,0.131624,0.713313,0.156283,0.687419,0.136019,0.687419,0.136019,0.713313,0.156283,0.691585,0.163363,0.713313,0.156283,0.700618,0.131624,0.731624,0.143099,0.700618,0.131624,0.712093,0.123308,0.731624,0.143099,0.731624,0.143099,0.72015,0.112078,0.745052,0.124773,0.72015,0.112078,0.731624,0.143099,0.712093,0.123308,0.752148,0.103044,0.745052,0.124773,0.72015,0.112078,0.752148,0.103044,0.72015,0.112078,0.724544,0.09865,0.724544,0.084733,0.752148,0.103044,0.724544,0.09865,0.752148,0.103044,0.724544,0.084733,0.752148,0.080339,0.745052,0.058839,0.724544,0.084733,0.72015,0.07155,0.724544,0.084733,0.745052,0.058839,0.752148,0.080339,0.712093,0.06006,0.745052,0.058839,0.72015,0.07155,0.745052,0.058839,0.712093,0.06006,0.731624,0.040528,0.700618,0.052003,0.713313,0.0271,0.712093,0.06006,0.712093,0.06006,0.713313,0.0271,0.731624,0.040528,0.713313,0.0271,0.687419,0.047608,0.691585,0.020264,0.687419,0.047608,0.713313,0.0271,0.700618,0.052003,0.691585,0.020264,0.673259,0.047608,0.668864,0.020264,0.673259,0.047608,0.691585,0.020264,0.687419,0.047608,0.668864,0.020264,0.660075,0.052003,0.647379,0.0271,0.660075,0.052003,0.668864,0.020264,0.673259,0.047608,0.6486,0.06006,0.647379,0.0271,0.660075,0.052003,0.647379,0.0271,0.6486,0.06006,0.629068,0.040528,0.615625,0.058839,0.6486,0.06006,0.640299,0.07155,0.6486,0.06006,0.615625,0.058839,0.629068,0.040528,0.636149,0.084733,0.608545,0.080339,0.640299,0.07155,0.640299,0.07155,0.608545,0.080339,0.615625,0.058839,0.636149,0.09865,0.608545,0.103044,0.636149,0.084733,0.608545,0.080339,0.636149,0.084733,0.608545,0.103044,0.608545,0.103044,0.640299,0.112078,0.615625,0.124773,0.640299,0.112078,0.608545,0.103044,0.636149,0.09865,0.616358,0.15555,0.599756,0.132845,0.615625,0.124773,0.616358,0.15555,0.615625,0.124773,0.629068,0.143099,0.616358,0.15555,0.647379,0.156283,0.639322,0.172152,0.647379,0.156283,0.616358,0.15555,0.629068,0.143099,0.666178,0.180941,0.647379,0.156283,0.668864,0.163363,0.647379,0.156283,0.666178,0.180941,0.639322,0.172152,0.694514,0.180941,0.668864,0.163363,0.691585,0.163363,0.668864,0.163363,0.694514,0.180941,0.666178,0.180941,0.691585,0.163363,0.713313,0.156283,0.72137,0.172152,0.691585,0.163363,0.72137,0.172152,0.694514,0.180941,0.72137,0.172152,0.713313,0.156283,0.74432,0.15555,0.713313,0.156283,0.731624,0.143099,0.74432,0.15555,0.74432,0.15555,0.745052,0.124773,0.760937,0.132845,0.745052,0.124773,0.74432,0.15555,0.731624,0.143099,0.769482,0.105974,0.760937,0.132845,0.745052,0.124773,0.769482,0.105974,0.745052,0.124773,0.752148,0.103044,0.769482,0.105974,0.752148,0.080339,0.769482,0.077653,0.752148,0.080339,0.769482,0.105974,0.752148,0.103044,0.760937,0.050782,0.752148,0.080339,0.745052,0.058839,0.752148,0.080339,0.760937,0.050782,0.769482,0.077653,0.731624,0.040528,0.760937,0.050782,0.745052,0.058839,0.760937,0.050782,0.731624,0.040528,0.74432,0.028077,0.731624,0.040528,0.713313,0.0271,0.72137,0.011475,0.731624,0.040528,0.72137,0.011475,0.74432,0.028077,0.72137,0.011475,0.691585,0.020264,0.694514,0.002686,0.691585,0.020264,0.72137,0.011475,0.713313,0.0271,0.666178,0.002686,0.694514,0.002686,0.691585,0.020264,0.666178,0.002686,0.691585,0.020264,0.668864,0.020264,0.639322,0.011475,0.666178,0.002686,0.668864,0.020264,0.639322,0.011475,0.668864,0.020264,0.647379,0.0271,0.616358,0.028077,0.647379,0.0271,0.629068,0.040528,0.647379,0.0271,0.616358,0.028077,0.639322,0.011475,0.599756,0.050782,0.629068,0.040528,0.615625,0.058839,0.629068,0.040528,0.599756,0.050782,0.616358,0.028077,0.615625,0.058839,0.608545,0.080339,0.590967,0.077653,0.615625,0.058839,0.590967,0.077653,0.599756,0.050782,0.608545,0.103044,0.590967,0.077653,0.608545,0.080339,0.590967,0.077653,0.608545,0.103044,0.590967,0.105974,0.590967,0.105974,0.615625,0.124773,0.599756,0.132845,0.615625,0.124773,0.590967,0.105974,0.608545,0.103044,0.957519,0.754345,0.947997,0.735042,0.957519,0.732601,0.947997,0.735042,0.957519,0.754345,0.947997,0.756054,0.572656,0.857877,0.581933,0.88426,0.572656,0.88304,0.581933,0.88426,0.572656,0.857877,0.581933,0.859831,0.572656,0.911604,0.581933,0.88426,0.581933,0.911849,0.581933,0.88426,0.572656,0.911604,0.572656,0.88304,0.572656,0.940673,0.581933,0.911849,0.581933,0.93994,0.581933,0.911849,0.572656,0.940673,0.572656,0.911604,0.581933,0.965576,0.572656,0.940673,0.581933,0.93994,0.572656,0.940673,0.581933,0.965576,0.572656,0.967285,0.581933,0.986572,0.572656,0.967285,0.581933,0.965576,0.572656,0.967285,0.581933,0.986572,0.572656,0.989014,0.484733,0.88426,0.475212,0.857877,0.484733,0.859831,0.475212,0.857877,0.484733,0.88426,0.475212,0.88304,0.475212,0.911604,0.484733,0.88426,0.484733,0.911849,0.484733,0.88426,0.475212,0.911604,0.475212,0.88304,0.475212,0.940673,0.484733,0.911849,0.484733,0.93994,0.484733,0.911849,0.475212,0.940673,0.475212,0.911604,0.484733,0.965576,0.475212,0.940673,0.484733,0.93994,0.475212,0.940673,0.484733,0.965576,0.475212,0.967285,0.484733,0.986816,0.475212,0.967285,0.484733,0.965576,0.475212,0.967285,0.484733,0.986816,0.475212,0.989014,0.499626,0.963867,0.490349,0.98706,0.490349,0.962646,0.490349,0.98706,0.499626,0.963867,0.499626,0.989014,0.499626,0.935286,0.490349,0.962646,0.490349,0.935042,0.490349,0.962646,0.499626,0.935286,0.499626,0.963867,0.499626,0.906233,0.490349,0.935042,0.490349,0.906966,0.490349,0.935042,0.499626,0.906233,0.499626,0.935286,0.490349,0.881086,0.499626,0.906233,0.490349,0.906966,0.499626,0.906233,0.490349,0.881086,0.499626,0.879622,0.490349,0.860319,0.499626,0.879622,0.490349,0.881086,0.499626,0.879622,0.490349,0.860319,0.499626,0.857877,0.957519,0.83859,0.957519,0.863737,0.947997,0.861784,0.947997,0.861784,0.947997,0.837369,0.957519,0.83859,0.957519,0.81001,0.957519,0.83859,0.947997,0.837369,0.947997,0.837369,0.947997,0.809766,0.957519,0.81001,0.957519,0.780957,0.957519,0.81001,0.947997,0.809766,0.947997,0.809766,0.947997,0.781689,0.957519,0.780957,0.957519,0.780957,0.947997,0.756054,0.957519,0.754345,0.947997,0.756054,0.957519,0.780957,0.947997,0.781689,0.983886,0.754345,0.957519,0.754345,0.983886,0.732601,0.957519,0.732601,0.546273,0.857877,0.572656,0.857877,0.546273,0.88304,0.572656,0.88304,0.546273,0.911604,0.572656,0.88304,0.572656,0.911604,0.546273,0.88304,0.546273,0.940673,0.572656,0.911604,0.572656,0.940673,0.546273,0.911604,0.546273,0.967285,0.572656,0.940673,0.572656,0.967285,0.546273,0.940673,0.546273,0.989014,0.572656,0.967285,0.572656,0.989014,0.546273,0.967285,0.448844,0.88304,0.475212,0.857877,0.475212,0.88304,0.448844,0.857877,0.448844,0.911604,0.475212,0.88304,0.475212,0.911604,0.448844,0.88304,0.448844,0.940673,0.475212,0.911604,0.475212,0.940673,0.448844,0.911604,0.448844,0.967285,0.475212,0.940673,0.475212,0.967285,0.448844,0.940673,0.448844,0.989014,0.475212,0.967285,0.475212,0.989014,0.448844,0.967285,0.526009,0.963867,0.499626,0.989014,0.499626,0.963867,0.526009,0.989014,0.526009,0.935286,0.499626,0.963867,0.499626,0.935286,0.526009,0.963867,0.526009,0.906233,0.499626,0.935286,0.499626,0.906233,0.526009,0.935286,0.526009,0.879622,0.499626,0.906233,0.499626,0.879622,0.526009,0.906233,0.526009,0.857877,0.499626,0.879622,0.499626,0.857877,0.526009,0.879622,0.983886,0.863737,0.957519,0.863737,0.983886,0.83859,0.957519,0.83859,0.983886,0.83859,0.957519,0.83859,0.983886,0.81001,0.957519,0.81001,0.983886,0.81001,0.957519,0.81001,0.983886,0.780957,0.957519,0.780957,0.983886,0.780957,0.957519,0.780957,0.983886,0.754345,0.957519,0.754345,0.993164,0.735042,0.993164,0.756054,0.983886,0.754345,0.983886,0.754345,0.983886,0.732601,0.993164,0.735042,0.536751,0.88426,0.536751,0.859831,0.546273,0.857877,0.546273,0.857877,0.546273,0.88304,0.536751,0.88426,0.546273,0.911604,0.536751,0.88426,0.546273,0.88304,0.536751,0.88426,0.546273,0.911604,0.536751,0.911849,0.546273,0.940673,0.536751,0.911849,0.546273,0.911604,0.536751,0.911849,0.546273,0.940673,0.536751,0.93994,0.536751,0.965576,0.546273,0.940673,0.546273,0.967285,0.546273,0.940673,0.536751,0.965576,0.536751,0.93994,0.536751,0.986572,0.546273,0.967285,0.546273,0.989014,0.546273,0.967285,0.536751,0.986572,0.536751,0.965576,0.439567,0.88426,0.448844,0.857877,0.448844,0.88304,0.448844,0.857877,0.439567,0.88426,0.439567,0.859831,0.448844,0.911604,0.439567,0.88426,0.448844,0.88304,0.439567,0.88426,0.448844,0.911604,0.439567,0.911849,0.448844,0.940673,0.439567,0.911849,0.448844,0.911604,0.439567,0.911849,0.448844,0.940673,0.439567,0.93994,0.439567,0.965576,0.448844,0.940673,0.448844,0.967285,0.448844,0.940673,0.439567,0.965576,0.439567,0.93994,0.439567,0.986816,0.448844,0.967285,0.448844,0.989014,0.448844,0.967285,0.439567,0.986816,0.439567,0.965576,0.526009,0.963867,0.535531,0.98706,0.526009,0.989014,0.535531,0.98706,0.526009,0.963867,0.535531,0.962646,0.526009,0.935286,0.535531,0.962646,0.526009,0.963867,0.535531,0.962646,0.526009,0.935286,0.535531,0.935042,0.526009,0.906233,0.535531,0.935042,0.526009,0.935286,0.535531,0.935042,0.526009,0.906233,0.535531,0.906966,0.535531,0.881086,0.526009,0.906233,0.526009,0.879622,0.526009,0.906233,0.535531,0.881086,0.535531,0.906966,0.535531,0.860319,0.526009,0.879622,0.526009,0.857877,0.526009,0.879622,0.535531,0.860319,0.535531,0.881086,0.993164,0.861784,0.983886,0.83859,0.993164,0.837369,0.983886,0.83859,0.993164,0.861784,0.983886,0.863737,0.993164,0.837369,0.983886,0.81001,0.993164,0.809766,0.983886,0.81001,0.993164,0.837369,0.983886,0.83859,0.993164,0.809766,0.983886,0.780957,0.993164,0.781689,0.983886,0.780957,0.993164,0.809766,0.983886,0.81001,0.993164,0.756054,0.993164,0.781689,0.983886,0.780957,0.983886,0.780957,0.983886,0.754345,0.993164,0.756054,0.812711,0.678386,0.825895,0.682536,0.805615,0.722591,0.837369,0.690852,0.845426,0.702083,0.849821,0.715511,0.849821,0.729427,0.845426,0.742855,0.837369,0.754101,0.825895,0.762402,0.812711,0.766796,0.798535,0.766796,0.785351,0.762402,0.773877,0.754101,0.765576,0.742855,0.761425,0.729427,0.761425,0.715511,0.765576,0.702083,0.773877,0.690852,0.785351,0.682536,0.798535,0.678386,0.547982,0.603174,0.484245,0.666911,0.525277,0.586572,0.564599,0.625895,0.573388,0.65275,0.573388,0.681071,0.564599,0.707942,0.547982,0.730648,0.525277,0.74725,0.498405,0.756054,0.470085,0.756054,0.443229,0.74725,0.420264,0.730648,0.403662,0.707942,0.394873,0.681071,0.394873,0.65275,0.403662,0.625895,0.420264,0.603174,0.443229,0.586572,0.470085,0.577783,0.498405,0.577783,0.819059,0.912581,0.806836,0.923079,0.806592,0.912581,0.819059,0.923079,0.831754,0.860075,0.819547,0.872282,0.819547,0.860075,0.831754,0.872282,0.831754,0.872282,0.819547,0.885969,0.819547,0.872282,0.831754,0.885969,0.831754,0.885969,0.819547,0.899886,0.819547,0.885969,0.831754,0.899886,0.831754,0.899886,0.819547,0.912581,0.819547,0.899886,0.831754,0.912581,0.831754,0.912581,0.819547,0.923079,0.819547,0.912581,0.831754,0.923079,0.380224,0.865934,0.368002,0.877913,0.368002,0.865934,0.380224,0.877913,0.380224,0.891585,0.368002,0.891585,0.380224,0.877913,0.368002,0.877913,0.380224,0.905501,0.368002,0.905501,0.380224,0.891585,0.368002,0.891585,0.380224,0.918441,0.368002,0.918441,0.380224,0.905501,0.368002,0.905501,0.380224,0.928695,0.368002,0.928695,0.380224,0.918441,0.368002,0.918441,0.84445,0.860075,0.832242,0.872282,0.832242,0.860075,0.84445,0.872282,0.84445,0.872282,0.832242,0.885969,0.832242,0.872282,0.84445,0.885969,0.84445,0.885969,0.832242,0.899886,0.832242,0.885969,0.84445,0.899886,0.84445,0.899886,0.832242,0.912581,0.832242,0.899886,0.84445,0.912581,0.84445,0.912581,0.832242,0.923079,0.832242,0.912581,0.84445,0.923079,0.819059,0.860075,0.806592,0.872038,0.806836,0.860075,0.819059,0.872038,0.819059,0.872038,0.806592,0.885969,0.806592,0.872038,0.819059,0.885969,0.819059,0.885969,0.806592,0.899886,0.806592,0.885969,0.819059,0.899886,0.819059,0.899886,0.806592,0.912581,0.806592,0.899886,0.819059,0.912581,0.282048,0.217334,0.301579,0.246632,0.286687,0.246632,0.301579,0.246632,0.282048,0.217334,0.306218,0.217334,0.301579,0.246632,0.329427,0.224903,0.315999,0.251286,0.329427,0.224903,0.301579,0.246632,0.306218,0.217334,0.348959,0.239063,0.327962,0.259831,0.315999,0.251286,0.348959,0.239063,0.315999,0.251286,0.329427,0.224903,0.363119,0.25861,0.336751,0.272038,0.327962,0.259831,0.327962,0.259831,0.348959,0.239063,0.363119,0.25861,0.336751,0.272038,0.363119,0.25861,0.370687,0.281559,0.336751,0.272038,0.370687,0.281559,0.34139,0.286198,0.370687,0.281559,0.370687,0.30573,0.34139,0.286198,0.34139,0.286198,0.370687,0.30573,0.34139,0.301091,0.370687,0.30573,0.336751,0.315511,0.34139,0.301091,0.336751,0.315511,0.370687,0.30573,0.363119,0.328939,0.348959,0.34847,0.336751,0.315511,0.363119,0.328939,0.336751,0.315511,0.348959,0.34847,0.327962,0.327474,0.315999,0.336263,0.348959,0.34847,0.329427,0.362631,0.348959,0.34847,0.315999,0.336263,0.327962,0.327474,0.306218,0.370199,0.301579,0.340902,0.315999,0.336263,0.306218,0.370199,0.315999,0.336263,0.329427,0.362631,0.306218,0.370199,0.286687,0.340902,0.301579,0.340902,0.286687,0.340902,0.306218,0.370199,0.282048,0.370199,0.286687,0.340902,0.282048,0.370199,0.259098,0.362631,0.286687,0.340902,0.259098,0.362631,0.272526,0.336263,0.259098,0.362631,0.239307,0.34847,0.272526,0.336263,0.272526,0.336263,0.239307,0.34847,0.260319,0.327474,0.225147,0.328939,0.260319,0.327474,0.239307,0.34847,0.260319,0.327474,0.225147,0.328939,0.25153,0.315511,0.225147,0.328939,0.246876,0.301091,0.25153,0.315511,0.246876,0.301091,0.225147,0.328939,0.217578,0.30573,0.246876,0.286198,0.217578,0.30573,0.217578,0.281559,0.217578,0.30573,0.246876,0.286198,0.246876,0.301091,0.25153,0.272038,0.217578,0.281559,0.225147,0.25861,0.217578,0.281559,0.25153,0.272038,0.246876,0.286198,0.25153,0.272038,0.225147,0.25861,0.239307,0.239063,0.25153,0.272038,0.239307,0.239063,0.260319,0.259831,0.260319,0.259831,0.239307,0.239063,0.259098,0.224903,0.260319,0.259831,0.259098,0.224903,0.272526,0.251286,0.259098,0.224903,0.286687,0.246632,0.272526,0.251286,0.286687,0.246632,0.259098,0.224903,0.282048,0.217334,0.309148,0.198779,0.282048,0.217334,0.279118,0.198779,0.282048,0.217334,0.309148,0.198779,0.306218,0.217334,0.309148,0.198779,0.329427,0.224903,0.306218,0.217334,0.329427,0.224903,0.309148,0.198779,0.337972,0.208057,0.362387,0.225635,0.348959,0.239063,0.329427,0.224903,0.362387,0.225635,0.329427,0.224903,0.337972,0.208057,0.363119,0.25861,0.348959,0.239063,0.37998,0.250065,0.348959,0.239063,0.362387,0.225635,0.37998,0.250065,0.37998,0.250065,0.389502,0.27863,0.363119,0.25861,0.363119,0.25861,0.389502,0.27863,0.370687,0.281559,0.389502,0.27863,0.389502,0.308659,0.370687,0.281559,0.370687,0.281559,0.389502,0.308659,0.370687,0.30573,0.389502,0.308659,0.363119,0.328939,0.370687,0.30573,0.363119,0.328939,0.389502,0.308659,0.37998,0.337484,0.362387,0.361654,0.363119,0.328939,0.37998,0.337484,0.363119,0.328939,0.362387,0.361654,0.348959,0.34847,0.329427,0.362631,0.362387,0.361654,0.337972,0.379492,0.362387,0.361654,0.329427,0.362631,0.348959,0.34847,0.306218,0.370199,0.329427,0.362631,0.309148,0.388769,0.329427,0.362631,0.337972,0.379492,0.309148,0.388769,0.282048,0.370199,0.309148,0.388769,0.279118,0.388769,0.309148,0.388769,0.282048,0.370199,0.306218,0.370199,0.279118,0.388769,0.250553,0.379492,0.282048,0.370199,0.282048,0.370199,0.250553,0.379492,0.259098,0.362631,0.250553,0.379492,0.226123,0.361654,0.259098,0.362631,0.259098,0.362631,0.226123,0.361654,0.239307,0.34847,0.208301,0.337484,0.239307,0.34847,0.226123,0.361654,0.239307,0.34847,0.208301,0.337484,0.225147,0.328939,0.199023,0.308659,0.225147,0.328939,0.208301,0.337484,0.225147,0.328939,0.199023,0.308659,0.217578,0.30573,0.199023,0.27863,0.217578,0.281559,0.217578,0.30573,0.199023,0.27863,0.217578,0.30573,0.199023,0.308659,0.225147,0.25861,0.217578,0.281559,0.208301,0.250065,0.217578,0.281559,0.199023,0.27863,0.208301,0.250065,0.208301,0.250065,0.226123,0.225635,0.225147,0.25861,0.225147,0.25861,0.226123,0.225635,0.239307,0.239063,0.226123,0.225635,0.259098,0.224903,0.239307,0.239063,0.259098,0.224903,0.226123,0.225635,0.250553,0.208057,0.250553,0.208057,0.282048,0.217334,0.259098,0.224903,0.282048,0.217334,0.250553,0.208057,0.279118,0.198779,0.060548,0.82443,0.050538,0.855192,0.050538,0.825162,0.050538,0.855192,0.060548,0.82443,0.060548,0.855192,0.060548,0.855192,0.050538,0.884749,0.050538,0.855192,0.050538,0.884749,0.060548,0.855192,0.060548,0.885725,0.050538,0.910872,0.050538,0.884749,0.060548,0.912825,0.060548,0.912825,0.050538,0.884749,0.060548,0.885725,0.148226,0.888167,0.148226,0.910384,0.138216,0.889876,0.138216,0.889876,0.148226,0.910384,0.138216,0.912825,0.148226,0.860807,0.138216,0.889876,0.138216,0.86154,0.138216,0.889876,0.148226,0.860807,0.148226,0.888167,0.148226,0.830777,0.138216,0.86154,0.138216,0.830777,0.138216,0.86154,0.148226,0.830777,0.148226,0.860807,0.148226,0.801221,0.138216,0.830777,0.138216,0.800244,0.138216,0.830777,0.148226,0.801221,0.148226,0.830777,0.148226,0.775097,0.148226,0.801221,0.138216,0.773144,0.138216,0.773144,0.148226,0.801221,0.138216,0.800244,0.000732,0.797803,0.000732,0.775586,0.010742,0.79585,0.010742,0.79585,0.000732,0.775586,0.010742,0.773144,0.000732,0.825162,0.010742,0.79585,0.010742,0.824186,0.010742,0.79585,0.000732,0.825162,0.000732,0.797803,0.000732,0.854948,0.010742,0.824186,0.010742,0.855192,0.010742,0.824186,0.000732,0.854948,0.000732,0.825162,0.000732,0.884504,0.000732,0.854948,0.010742,0.885725,0.010742,0.885725,0.000732,0.854948,0.010742,0.855192,0.000732,0.910872,0.000732,0.884504,0.010742,0.912825,0.010742,0.912825,0.000732,0.884504,0.010742,0.885725,0.149691,0.797803,0.149691,0.775586,0.159701,0.796094,0.159701,0.796094,0.149691,0.775586,0.159701,0.773144,0.149691,0.825162,0.159701,0.796094,0.159701,0.82443,0.159701,0.796094,0.149691,0.825162,0.149691,0.797803,0.149691,0.855192,0.159701,0.82443,0.159701,0.855192,0.159701,0.82443,0.149691,0.855192,0.149691,0.825162,0.149691,0.884749,0.159701,0.855192,0.159701,0.885725,0.159701,0.855192,0.149691,0.884749,0.149691,0.855192,0.159701,0.885725,0.159701,0.912825,0.149691,0.884749,0.149691,0.884749,0.159701,0.912825,0.149691,0.910872,0.060548,0.773144,0.060548,0.796094,0.050538,0.775586,0.050538,0.775586,0.060548,0.796094,0.050538,0.797803,0.060548,0.796094,0.050538,0.825162,0.050538,0.797803,0.050538,0.825162,0.060548,0.796094,0.060548,0.82443,0.08864,0.82443,0.08864,0.855192,0.060548,0.82443,0.060548,0.855192,0.08864,0.855192,0.08864,0.885725,0.060548,0.855192,0.060548,0.885725,0.08864,0.912825,0.060548,0.912825,0.060548,0.885725,0.08864,0.885725,0.110124,0.889876,0.138216,0.889876,0.138216,0.912825,0.110124,0.912825,0.110124,0.86154,0.138216,0.86154,0.138216,0.889876,0.110124,0.889876,0.110124,0.830777,0.138216,0.830777,0.138216,0.86154,0.110124,0.86154,0.110124,0.800244,0.138216,0.800244,0.138216,0.830777,0.110124,0.830777,0.110124,0.773144,0.138216,0.773144,0.138216,0.800244,0.110124,0.800244,0.038819,0.79585,0.010742,0.79585,0.010742,0.773144,0.039063,0.773144,0.038819,0.824186,0.010742,0.824186,0.010742,0.79585,0.038819,0.79585,0.038819,0.855192,0.010742,0.855192,0.010742,0.824186,0.038819,0.824186,0.038819,0.885725,0.010742,0.885725,0.010742,0.855192,0.038819,0.855192,0.039063,0.912825,0.010742,0.912825,0.010742,0.885725,0.038819,0.885725,0.187793,0.796094,0.159701,0.796094,0.159701,0.773144,0.187793,0.773144,0.187793,0.82443,0.159701,0.82443,0.159701,0.796094,0.187793,0.796094,0.187793,0.855192,0.159701,0.855192,0.159701,0.82443,0.187793,0.82443,0.187793,0.885725,0.159701,0.885725,0.159701,0.855192,0.187793,0.855192,0.187793,0.885725,0.187793,0.912825,0.159701,0.885725,0.159701,0.912825,0.08864,0.773144,0.08864,0.796094,0.060548,0.773144,0.060548,0.796094,0.08864,0.82443,0.060548,0.796094,0.08864,0.796094,0.060548,0.82443,0.09865,0.825162,0.09865,0.855192,0.08864,0.82443,0.08864,0.82443,0.09865,0.855192,0.08864,0.855192,0.09865,0.855192,0.09865,0.884749,0.08864,0.855192,0.08864,0.855192,0.09865,0.884749,0.08864,0.885725,0.08864,0.912825,0.09865,0.884749,0.09865,0.910872,0.09865,0.884749,0.08864,0.912825,0.08864,0.885725,0.110124,0.889876,0.100114,0.910384,0.100114,0.888167,0.100114,0.910384,0.110124,0.889876,0.110124,0.912825,0.110124,0.86154,0.110124,0.889876,0.100114,0.860807,0.100114,0.860807,0.110124,0.889876,0.100114,0.888167,0.110124,0.830777,0.110124,0.86154,0.100114,0.830777,0.100114,0.830777,0.110124,0.86154,0.100114,0.860807,0.110124,0.800244,0.110124,0.830777,0.100114,0.801221,0.100114,0.801221,0.110124,0.830777,0.100114,0.830777,0.110124,0.773144,0.100114,0.801221,0.100114,0.775097,0.100114,0.801221,0.110124,0.773144,0.110124,0.800244,0.038819,0.79585,0.049073,0.775586,0.048829,0.797803,0.049073,0.775586,0.038819,0.79585,0.039063,0.773144,0.038819,0.824186,0.038819,0.79585,0.048829,0.825162,0.048829,0.825162,0.038819,0.79585,0.048829,0.797803,0.038819,0.855192,0.038819,0.824186,0.048829,0.854948,0.048829,0.854948,0.038819,0.824186,0.048829,0.825162,0.038819,0.885725,0.048829,0.854948,0.048829,0.884504,0.048829,0.854948,0.038819,0.885725,0.038819,0.855192,0.039063,0.912825,0.048829,0.884504,0.049073,0.910872,0.048829,0.884504,0.039063,0.912825,0.038819,0.885725,0.187793,0.796094,0.198047,0.775586,0.198047,0.797803,0.198047,0.775586,0.187793,0.796094,0.187793,0.773144,0.187793,0.82443,0.187793,0.796094,0.198047,0.825162,0.198047,0.825162,0.187793,0.796094,0.198047,0.797803,0.187793,0.855192,0.187793,0.82443,0.198047,0.855192,0.198047,0.855192,0.187793,0.82443,0.198047,0.825162,0.187793,0.885725,0.187793,0.855192,0.198047,0.884749,0.198047,0.884749,0.187793,0.855192,0.198047,0.855192,0.198047,0.884749,0.187793,0.912825,0.187793,0.885725,0.187793,0.912825,0.198047,0.884749,0.198047,0.910872,0.09865,0.775586,0.08864,0.796094,0.08864,0.773144,0.08864,0.796094,0.09865,0.775586,0.09865,0.797803,0.09865,0.797803,0.09865,0.825162,0.08864,0.796094,0.08864,0.796094,0.09865,0.825162,0.08864,0.82443,0.761425,0.447623,0.808545,0.440299,0.766064,0.461784,0.761425,0.432715,0.766064,0.418555,0.774853,0.406348,0.786816,0.397559,0.801221,0.39292,0.816129,0.39292,0.830289,0.397559,0.842496,0.406348,0.851286,0.418555,0.855924,0.432715,0.855924,0.447623,0.851286,0.461784,0.842496,0.473991,0.830289,0.48278,0.816129,0.487419,0.801221,0.487419,0.786816,0.48278,0.774853,0.473991,0.279118,0.394385,0.309148,0.394385,0.294255,0.489616,0.250553,0.403662,0.226123,0.421485,0.208301,0.445914,0.199023,0.474479,0.199023,0.504524,0.208301,0.533089,0.226123,0.557504,0.250553,0.575341,0.279118,0.584619,0.309148,0.584619,0.337972,0.575341,0.362387,0.557504,0.37998,0.533089,0.389502,0.504524,0.389502,0.474479,0.37998,0.445914,0.362387,0.421485,0.337972,0.403662,0.362387,0.421485,0.294255,0.489616,0.309148,0.394385,0.337972,0.403662,0.294255,0.489616,0.741634,0.784375,0.754833,0.784375,0.754833,0.799023,0.741634,0.799023,0.741634,0.799023,0.754833,0.799023,0.754833,0.813687,0.741634,0.813687,0.741634,0.813687,0.754833,0.813687,0.754833,0.826871,0.741634,0.826871,0.361166,0.839078,0.347982,0.839078,0.347982,0.828092,0.361166,0.828092,0.361166,0.828092,0.347982,0.828092,0.347982,0.81442,0.361166,0.81442,0.361166,0.81442,0.347982,0.81442,0.347982,0.799512,0.361166,0.799512,0.361166,0.799512,0.347982,0.799512,0.347982,0.784863,0.361166,0.784863,0.361166,0.771923,0.361166,0.784863,0.347982,0.771923,0.347982,0.784863,0.381201,0.85275,0.381201,0.863981,0.368002,0.85275,0.368002,0.863981,0.381201,0.839322,0.381201,0.85275,0.368002,0.839322,0.368002,0.85275,0.381201,0.82443,0.381201,0.839322,0.368002,0.82443,0.368002,0.839322,0.381201,0.82443,0.368002,0.82443,0.368002,0.809766,0.381201,0.809766,0.381201,0.809766,0.368002,0.809766,0.368002,0.796826,0.381201,0.796826,0.853483,0.357504,0.840299,0.357504,0.840299,0.346517,0.853483,0.346517,0.853483,0.346517,0.840299,0.346517,0.840299,0.333089,0.853483,0.333089,0.853483,0.333089,0.840299,0.333089,0.840299,0.318196,0.853483,0.318196,0.853483,0.318196,0.840299,0.318196,0.840299,0.303532,0.853483,0.303532,0.853483,0.303532,0.840299,0.303532,0.840299,0.290593,0.853483,0.290593,0.741634,0.759716,0.754833,0.759716,0.754833,0.770703,0.741634,0.770703,0.741634,0.770703,0.754833,0.770703,0.754833,0.784375,0.741634,0.784375,0.036133,0.136751,0.064225,0.131624,0.050294,0.156283,0.064225,0.131624,0.036133,0.136751,0.055421,0.119646,0.055421,0.119646,0.021485,0.10988,0.050782,0.105241,0.021485,0.10988,0.055421,0.119646,0.036133,0.136751,0.021485,0.08571,0.050782,0.090349,0.050782,0.105241,0.021485,0.08571,0.050782,0.105241,0.021485,0.10988,0.029053,0.06276,0.055421,0.076188,0.050782,0.090349,0.050782,0.090349,0.021485,0.08571,0.029053,0.06276,0.055421,0.076188,0.029053,0.06276,0.043214,0.043214,0.055421,0.076188,0.043214,0.043214,0.064225,0.064225,0.043214,0.043214,0.063005,0.029053,0.064225,0.064225,0.064225,0.064225,0.063005,0.029053,0.076432,0.055421,0.085954,0.021485,0.076432,0.055421,0.063005,0.029053,0.076432,0.055421,0.085954,0.021485,0.090593,0.050782,0.110124,0.021485,0.090593,0.050782,0.085954,0.021485,0.090593,0.050782,0.110124,0.021485,0.105486,0.050782,0.119646,0.055421,0.110124,0.021485,0.133333,0.029053,0.110124,0.021485,0.119646,0.055421,0.105486,0.050782,0.152865,0.043214,0.131868,0.064225,0.119646,0.055421,0.152865,0.043214,0.119646,0.055421,0.133333,0.029053,0.152865,0.043214,0.140658,0.076188,0.131868,0.064225,0.140658,0.076188,0.152865,0.043214,0.167025,0.06276,0.140658,0.076188,0.167025,0.06276,0.174594,0.08571,0.140658,0.076188,0.174594,0.08571,0.145296,0.090349,0.174594,0.08571,0.174594,0.10988,0.145296,0.090349,0.145296,0.090349,0.174594,0.10988,0.145296,0.105241,0.167025,0.133089,0.145296,0.105241,0.174594,0.10988,0.145296,0.105241,0.167025,0.133089,0.140658,0.119646,0.167025,0.133089,0.131868,0.131624,0.140658,0.119646,0.131868,0.131624,0.167025,0.133089,0.152865,0.152621,0.133333,0.166781,0.119646,0.140414,0.131868,0.131624,0.133333,0.166781,0.131868,0.131624,0.152865,0.152621,0.105486,0.145052,0.133333,0.166781,0.110124,0.17435,0.133333,0.166781,0.105486,0.145052,0.119646,0.140414,0.105486,0.145052,0.110124,0.17435,0.085954,0.17435,0.105486,0.145052,0.085954,0.17435,0.090593,0.145052,0.085954,0.17435,0.076432,0.140414,0.090593,0.145052,0.076432,0.140414,0.085954,0.17435,0.063005,0.166781,0.063005,0.166781,0.064225,0.131624,0.076432,0.140414,0.064225,0.131624,0.063005,0.166781,0.050294,0.156283,0.019287,0.145296,0.050294,0.156283,0.029786,0.166049,0.050294,0.156283,0.019287,0.145296,0.036133,0.136751,0.019287,0.145296,0.021485,0.10988,0.036133,0.136751,0.021485,0.10988,0.019287,0.145296,0.00293,0.113054,0.021485,0.08571,0.00293,0.113054,0.00293,0.08278,0.00293,0.113054,0.021485,0.08571,0.021485,0.10988,0.029053,0.06276,0.00293,0.08278,0.012207,0.0542,0.00293,0.08278,0.029053,0.06276,0.021485,0.08571,0.012207,0.0542,0.029786,0.029786,0.029053,0.06276,0.029053,0.06276,0.029786,0.029786,0.043214,0.043214,0.029786,0.029786,0.0542,0.012207,0.043214,0.043214,0.043214,0.043214,0.0542,0.012207,0.063005,0.029053,0.083024,0.00293,0.063005,0.029053,0.0542,0.012207,0.063005,0.029053,0.083024,0.00293,0.085954,0.021485,0.113054,0.00293,0.085954,0.021485,0.083024,0.00293,0.085954,0.021485,0.113054,0.00293,0.110124,0.021485,0.133333,0.029053,0.113054,0.00293,0.141878,0.012207,0.113054,0.00293,0.133333,0.029053,0.110124,0.021485,0.152865,0.043214,0.133333,0.029053,0.166293,0.029786,0.133333,0.029053,0.141878,0.012207,0.166293,0.029786,0.167025,0.06276,0.166293,0.029786,0.183871,0.0542,0.166293,0.029786,0.167025,0.06276,0.152865,0.043214,0.183871,0.0542,0.193164,0.08278,0.167025,0.06276,0.167025,0.06276,0.193164,0.08278,0.174594,0.08571,0.193164,0.08278,0.193164,0.113054,0.174594,0.08571,0.174594,0.08571,0.193164,0.113054,0.174594,0.10988,0.183871,0.141634,0.174594,0.10988,0.193164,0.113054,0.174594,0.10988,0.183871,0.141634,0.167025,0.133089,0.183871,0.141634,0.152865,0.152621,0.167025,0.133089,0.152865,0.152621,0.183871,0.141634,0.166293,0.166049,0.141878,0.183627,0.133333,0.166781,0.152865,0.152621,0.141878,0.183627,0.152865,0.152621,0.166293,0.166049,0.110124,0.17435,0.141878,0.183627,0.113054,0.19292,0.141878,0.183627,0.110124,0.17435,0.133333,0.166781,0.113054,0.19292,0.083024,0.19292,0.110124,0.17435,0.110124,0.17435,0.083024,0.19292,0.085954,0.17435,0.083024,0.19292,0.063005,0.166781,0.085954,0.17435,0.063005,0.166781,0.083024,0.19292,0.0542,0.183627,0.0542,0.183627,0.050294,0.156283,0.063005,0.166781,0.050294,0.156283,0.0542,0.183627,0.029786,0.166049,0.209522,0.800488,0.199512,0.824674,0.199512,0.801465,0.199512,0.824674,0.209522,0.800488,0.209522,0.831022,0.209522,0.831022,0.199268,0.861051,0.199512,0.824674,0.199268,0.861051,0.209522,0.831022,0.209522,0.861784,0.199512,0.888167,0.199268,0.861051,0.209522,0.89012,0.209522,0.89012,0.199268,0.861051,0.209522,0.861784,0.199512,0.909895,0.199512,0.888167,0.209522,0.912581,0.209522,0.912581,0.199512,0.888167,0.209522,0.89012,0.297185,0.884016,0.287175,0.912581,0.287175,0.885237,0.287175,0.912581,0.297185,0.884016,0.297185,0.910628,0.297185,0.854459,0.287175,0.885237,0.287175,0.854459,0.287175,0.885237,0.297185,0.854459,0.297185,0.884016,0.297185,0.824674,0.297185,0.854459,0.287175,0.823697,0.287175,0.823697,0.297185,0.854459,0.287175,0.854459,0.297185,0.797559,0.297185,0.824674,0.287175,0.795605,0.287175,0.795605,0.297185,0.824674,0.287175,0.823697,0.297185,0.775586,0.297185,0.797559,0.287175,0.773144,0.287175,0.773144,0.297185,0.797559,0.287175,0.795605,0.872282,0.030518,0.882307,0.002197,0.882307,0.029541,0.882307,0.002197,0.872282,0.030518,0.872282,0.00415,0.872282,0.06006,0.882307,0.029541,0.882307,0.06006,0.882307,0.029541,0.872282,0.06006,0.872282,0.030518,0.872282,0.090105,0.872282,0.06006,0.882307,0.090837,0.882307,0.090837,0.872282,0.06006,0.882307,0.06006,0.872282,0.117205,0.872282,0.090105,0.882307,0.118914,0.882307,0.118914,0.872282,0.090105,0.882307,0.090837,0.872282,0.138949,0.872282,0.117205,0.882307,0.141634,0.882307,0.141634,0.872282,0.117205,0.882307,0.118914,0.347005,0.884016,0.336995,0.912581,0.336995,0.885237,0.336995,0.912581,0.347005,0.884016,0.347005,0.910628,0.347005,0.854459,0.336995,0.885237,0.336995,0.854459,0.336995,0.885237,0.347005,0.854459,0.347005,0.884016,0.347005,0.824674,0.336995,0.854459,0.336995,0.823697,0.336995,0.854459,0.347005,0.824674,0.347005,0.854459,0.336995,0.823697,0.336995,0.795605,0.347005,0.824674,0.347005,0.824674,0.336995,0.795605,0.347005,0.797559,0.336995,0.795605,0.336995,0.773144,0.347005,0.797559,0.347005,0.797559,0.336995,0.773144,0.347005,0.775586,0.209522,0.773144,0.199512,0.801465,0.199512,0.775097,0.199512,0.801465,0.209522,0.773144,0.209522,0.800488,0.237598,0.800488,0.237598,0.831022,0.209522,0.800488,0.209522,0.831022,0.237598,0.831022,0.237598,0.861784,0.209522,0.831022,0.209522,0.861784,0.237598,0.89012,0.209522,0.89012,0.209522,0.861784,0.237598,0.861784,0.237598,0.912581,0.209522,0.912581,0.209522,0.89012,0.237598,0.89012,0.259098,0.885237,0.287175,0.885237,0.287175,0.912581,0.259098,0.912581,0.259098,0.854459,0.287175,0.854459,0.287175,0.885237,0.259098,0.885237,0.259098,0.823697,0.287175,0.823697,0.287175,0.854459,0.259098,0.854459,0.259098,0.795605,0.287175,0.795605,0.287175,0.823697,0.259098,0.823697,0.259098,0.773144,0.287175,0.773144,0.287175,0.795605,0.259098,0.795605,0.910628,0.029541,0.882307,0.029541,0.882307,0.002197,0.910628,0.002197,0.910628,0.06006,0.882307,0.06006,0.882307,0.029541,0.910628,0.029541,0.910628,0.090837,0.882307,0.090837,0.882307,0.06006,0.910628,0.06006,0.910628,0.118914,0.882307,0.118914,0.882307,0.090837,0.910628,0.090837,0.910628,0.141634,0.882307,0.141634,0.882307,0.118914,0.910628,0.118914,0.308904,0.885237,0.336995,0.885237,0.336995,0.912581,0.308904,0.912581,0.308904,0.854459,0.336995,0.854459,0.336995,0.885237,0.308904,0.885237,0.308904,0.823697,0.336995,0.823697,0.336995,0.854459,0.308904,0.854459,0.308904,0.823697,0.308904,0.795605,0.336995,0.823697,0.336995,0.795605,0.308904,0.795605,0.308904,0.773144,0.336995,0.795605,0.336995,0.773144,0.237598,0.800488,0.209522,0.773144,0.237598,0.773144,0.209522,0.800488,0.247608,0.801465,0.247608,0.831022,0.237598,0.800488,0.237598,0.800488,0.247608,0.831022,0.237598,0.831022,0.247608,0.831022,0.247608,0.861051,0.237598,0.831022,0.237598,0.831022,0.247608,0.861051,0.237598,0.861784,0.237598,0.89012,0.247608,0.861051,0.247608,0.888167,0.247608,0.861051,0.237598,0.89012,0.237598,0.861784,0.237598,0.912581,0.247608,0.888167,0.247608,0.91014,0.247608,0.888167,0.237598,0.912581,0.237598,0.89012,0.259098,0.885237,0.259098,0.912581,0.249073,0.884016,0.249073,0.884016,0.259098,0.912581,0.249073,0.910628,0.259098,0.854459,0.259098,0.885237,0.249073,0.854459,0.249073,0.854459,0.259098,0.885237,0.249073,0.884016,0.259098,0.823697,0.249073,0.854459,0.249073,0.824674,0.249073,0.854459,0.259098,0.823697,0.259098,0.854459,0.259098,0.795605,0.249073,0.824674,0.249073,0.797559,0.249073,0.824674,0.259098,0.795605,0.259098,0.823697,0.259098,0.773144,0.249073,0.797559,0.249073,0.775586,0.249073,0.797559,0.259098,0.773144,0.259098,0.795605,0.910628,0.029541,0.910628,0.002197,0.920638,0.030518,0.920638,0.030518,0.910628,0.002197,0.920638,0.00415,0.910628,0.06006,0.910628,0.029541,0.920638,0.06006,0.920638,0.06006,0.910628,0.029541,0.920638,0.030518,0.910628,0.090837,0.920638,0.06006,0.920638,0.090105,0.920638,0.06006,0.910628,0.090837,0.910628,0.06006,0.910628,0.118914,0.920638,0.090105,0.920638,0.117205,0.920638,0.090105,0.910628,0.118914,0.910628,0.090837,0.910628,0.141634,0.920638,0.117205,0.920638,0.138949,0.920638,0.117205,0.910628,0.141634,0.910628,0.118914,0.308904,0.885237,0.308904,0.912581,0.29865,0.884016,0.29865,0.884016,0.308904,0.912581,0.29865,0.910628,0.308904,0.854459,0.308904,0.885237,0.29865,0.854459,0.29865,0.854459,0.308904,0.885237,0.29865,0.884016,0.308904,0.823697,0.308904,0.854459,0.29865,0.824674,0.29865,0.824674,0.308904,0.854459,0.29865,0.854459,0.29865,0.824674,0.308904,0.795605,0.308904,0.823697,0.308904,0.795605,0.29865,0.824674,0.29865,0.797559,0.29865,0.797559,0.308904,0.773144,0.308904,0.795605,0.308904,0.773144,0.29865,0.797559,0.29865,0.775586,0.247608,0.775097,0.247608,0.801465,0.237598,0.773144,0.237598,0.773144,0.247608,0.801465,0.237598,0.800488,0.40708,0.773632,0.441032,0.807324,0.398291,0.785595,0.419287,0.764843,0.433448,0.760204,0.448356,0.760204,0.462516,0.764843,0.474723,0.773632,0.483513,0.785595,0.488151,0.799756,0.488151,0.814664,0.483513,0.829068,0.474723,0.841032,0.462516,0.849821,0.448356,0.854459,0.433448,0.854459,0.419287,0.849821,0.40708,0.841032,0.398291,0.829068,0.393652,0.814664,0.393652,0.799756,0.55848,0.225635,0.576318,0.250065,0.490349,0.293767,0.585595,0.27863,0.585595,0.308659,0.576318,0.337484,0.55848,0.361654,0.534066,0.379492,0.505501,0.388769,0.475212,0.388769,0.446647,0.379492,0.422217,0.361654,0.404395,0.337484,0.395117,0.308659,0.395117,0.27863,0.404395,0.250065,0.422217,0.225635,0.446647,0.208057,0.475212,0.198779,0.505501,0.198779,0.534066,0.208057,0.853971,0.303532,0.867155,0.303532,0.867155,0.318441,0.853971,0.318441,0.853971,0.318441,0.867155,0.318441,0.867155,0.333089,0.853971,0.333089,0.853971,0.333089,0.867155,0.333089,0.867155,0.346517,0.853971,0.346517,0.853971,0.346517,0.867155,0.346517,0.867155,0.357504,0.853971,0.357504,0.881086,0.290593,0.89427,0.290593,0.89427,0.303532,0.881086,0.303532,0.881086,0.303532,0.89427,0.303532,0.89427,0.318441,0.881086,0.318441,0.881086,0.333089,0.881086,0.318441,0.89427,0.333089,0.89427,0.318441,0.881086,0.346517,0.881086,0.333089,0.89427,0.346517,0.89427,0.333089,0.881086,0.357504,0.881086,0.346517,0.89427,0.357504,0.89427,0.346517,0.826871,0.303532,0.826871,0.290593,0.840055,0.303532,0.840055,0.290593,0.826871,0.318196,0.826871,0.303532,0.840055,0.318196,0.840055,0.303532,0.826871,0.318196,0.840055,0.318196,0.840055,0.333089,0.826871,0.318196,0.840055,0.333089,0.826871,0.333089,0.826871,0.333089,0.840055,0.333089,0.840055,0.346517,0.826871,0.333089,0.840055,0.346517,0.826871,0.346517,0.826871,0.346517,0.840055,0.346517,0.840055,0.357504,0.826871,0.357504,0.867643,0.290593,0.880842,0.290593,0.880842,0.303532,0.867643,0.303532,0.867643,0.303532,0.880842,0.303532,0.880842,0.318441,0.867643,0.318441,0.867643,0.318441,0.880842,0.318441,0.880842,0.333089,0.867643,0.333089,0.867643,0.333089,0.880842,0.333089,0.880842,0.346517,0.867643,0.346517,0.867643,0.346517,0.880842,0.346517,0.880842,0.357504,0.867643,0.357504,0.853971,0.290593,0.867155,0.290593,0.867155,0.303532,0.853971,0.303532,0.616602,0.432227,0.628092,0.463005,0.603418,0.450553,0.628092,0.463005,0.616602,0.432227,0.636393,0.451774,0.636393,0.451774,0.635172,0.418799,0.647623,0.443473,0.635172,0.418799,0.636393,0.451774,0.616602,0.432227,0.656657,0.411719,0.661051,0.439078,0.647623,0.443473,0.656657,0.411719,0.647623,0.443473,0.635172,0.418799,0.679362,0.411719,0.674968,0.439078,0.661051,0.439078,0.661051,0.439078,0.656657,0.411719,0.679362,0.411719,0.674968,0.439078,0.679362,0.411719,0.701106,0.418799,0.674968,0.439078,0.701106,0.418799,0.688411,0.443473,0.701106,0.418799,0.719417,0.432227,0.688411,0.443473,0.688411,0.443473,0.719417,0.432227,0.699641,0.451774,0.732845,0.450553,0.699641,0.451774,0.719417,0.432227,0.699641,0.451774,0.732845,0.450553,0.707942,0.463005,0.739681,0.472038,0.707942,0.463005,0.732845,0.450553,0.707942,0.463005,0.739681,0.472038,0.712337,0.476432,0.739681,0.494743,0.712337,0.490349,0.712337,0.476432,0.739681,0.494743,0.712337,0.476432,0.739681,0.472038,0.707942,0.503792,0.739681,0.494743,0.732845,0.516243,0.739681,0.494743,0.707942,0.503792,0.712337,0.490349,0.732845,0.516243,0.699641,0.515023,0.707942,0.503792,0.699641,0.515023,0.732845,0.516243,0.719417,0.534554,0.699641,0.515023,0.719417,0.534554,0.701106,0.547982,0.699641,0.515023,0.701106,0.547982,0.688411,0.523323,0.701106,0.547982,0.679362,0.555062,0.688411,0.523323,0.688411,0.523323,0.679362,0.555062,0.674968,0.527718,0.656657,0.555062,0.674968,0.527718,0.679362,0.555062,0.674968,0.527718,0.656657,0.555062,0.661051,0.527718,0.656657,0.555062,0.647623,0.523323,0.661051,0.527718,0.647623,0.523323,0.656657,0.555062,0.635172,0.547982,0.616602,0.534554,0.636393,0.515023,0.647623,0.523323,0.616602,0.534554,0.647623,0.523323,0.635172,0.547982,0.628092,0.503792,0.616602,0.534554,0.603418,0.516243,0.616602,0.534554,0.628092,0.503792,0.636393,0.515023,0.628092,0.503792,0.603418,0.516243,0.596338,0.494743,0.628092,0.503792,0.596338,0.494743,0.623682,0.490349,0.623682,0.490349,0.596338,0.494743,0.596338,0.472038,0.623682,0.490349,0.596338,0.472038,0.623682,0.476432,0.596338,0.472038,0.628092,0.463005,0.623682,0.476432,0.628092,0.463005,0.596338,0.472038,0.603418,0.450553,0.60415,0.419532,0.603418,0.450553,0.587549,0.442496,0.603418,0.450553,0.60415,0.419532,0.616602,0.432227,0.60415,0.419532,0.635172,0.418799,0.616602,0.432227,0.635172,0.418799,0.60415,0.419532,0.627115,0.40293,0.653971,0.394385,0.656657,0.411719,0.635172,0.418799,0.653971,0.394385,0.635172,0.418799,0.627115,0.40293,0.679362,0.411719,0.653971,0.394385,0.682292,0.394385,0.653971,0.394385,0.679362,0.411719,0.656657,0.411719,0.682292,0.394385,0.709163,0.40293,0.679362,0.411719,0.679362,0.411719,0.709163,0.40293,0.701106,0.418799,0.709163,0.40293,0.731868,0.419532,0.701106,0.418799,0.701106,0.418799,0.731868,0.419532,0.719417,0.432227,0.74847,0.442496,0.719417,0.432227,0.731868,0.419532,0.719417,0.432227,0.74847,0.442496,0.732845,0.450553,0.757275,0.469352,0.732845,0.450553,0.74847,0.442496,0.732845,0.450553,0.757275,0.469352,0.739681,0.472038,0.739681,0.494743,0.757275,0.469352,0.757275,0.497429,0.757275,0.469352,0.739681,0.494743,0.739681,0.472038,0.732845,0.516243,0.739681,0.494743,0.74847,0.5243,0.739681,0.494743,0.757275,0.497429,0.74847,0.5243,0.719417,0.534554,0.74847,0.5243,0.731868,0.54725,0.74847,0.5243,0.719417,0.534554,0.732845,0.516243,0.731868,0.54725,0.701106,0.547982,0.719417,0.534554,0.701106,0.547982,0.731868,0.54725,0.709163,0.563867,0.709163,0.563867,0.679362,0.555062,0.701106,0.547982,0.679362,0.555062,0.709163,0.563867,0.682292,0.572412,0.653971,0.572412,0.679362,0.555062,0.682292,0.572412,0.679362,0.555062,0.653971,0.572412,0.656657,0.555062,0.627115,0.563867,0.656657,0.555062,0.653971,0.572412,0.656657,0.555062,0.627115,0.563867,0.635172,0.547982,0.60415,0.54725,0.616602,0.534554,0.635172,0.547982,0.60415,0.54725,0.635172,0.547982,0.627115,0.563867,0.603418,0.516243,0.60415,0.54725,0.587549,0.5243,0.60415,0.54725,0.603418,0.516243,0.616602,0.534554,0.587549,0.5243,0.578759,0.497429,0.603418,0.516243,0.603418,0.516243,0.578759,0.497429,0.596338,0.494743,0.578759,0.497429,0.596338,0.472038,0.596338,0.494743,0.596338,0.472038,0.578759,0.497429,0.578759,0.469352,0.578759,0.469352,0.603418,0.450553,0.596338,0.472038,0.603418,0.450553,0.578759,0.469352,0.587549,0.442496,0.98999,0.448356,0.999268,0.420508,0.999268,0.448356,0.999268,0.420508,0.98999,0.448356,0.98999,0.419532,0.98999,0.419532,0.999268,0.395361,0.999268,0.420508,0.999268,0.395361,0.98999,0.419532,0.98999,0.393652,0.948241,0.610254,0.948241,0.590478,0.957519,0.608545,0.957519,0.608545,0.948241,0.590478,0.957519,0.587793,0.948241,0.635416,0.948241,0.610254,0.957519,0.63444,0.957519,0.63444,0.948241,0.610254,0.957519,0.608545,0.948241,0.663249,0.957519,0.63444,0.957519,0.663249,0.957519,0.63444,0.948241,0.663249,0.948241,0.635416,0.948241,0.691096,0.957519,0.663249,0.957519,0.692073,0.957519,0.663249,0.948241,0.691096,0.948241,0.663249,0.948241,0.716243,0.948241,0.691096,0.957519,0.718196,0.957519,0.718196,0.948241,0.691096,0.957519,0.692073,0.760693,0.883528,0.760693,0.863493,0.76997,0.881819,0.76997,0.881819,0.760693,0.863493,0.76997,0.861051,0.760693,0.908675,0.760693,0.883528,0.76997,0.907698,0.76997,0.907698,0.760693,0.883528,0.76997,0.881819,0.760693,0.936507,0.76997,0.907698,0.76997,0.936751,0.76997,0.907698,0.760693,0.936507,0.760693,0.908675,0.760693,0.964599,0.76997,0.936751,0.76997,0.965332,0.76997,0.936751,0.760693,0.964599,0.760693,0.936507,0.760693,0.989502,0.760693,0.964599,0.76997,0.991455,0.76997,0.991455,0.760693,0.964599,0.76997,0.965332,0.947997,0.89012,0.947997,0.870085,0.957519,0.888411,0.957519,0.888411,0.947997,0.870085,0.957519,0.867643,0.947997,0.915267,0.947997,0.89012,0.957519,0.914534,0.957519,0.914534,0.947997,0.89012,0.957519,0.888411,0.947997,0.943359,0.957519,0.914534,0.957519,0.943359,0.957519,0.914534,0.947997,0.943359,0.947997,0.915267,0.947997,0.971191,0.957519,0.943359,0.957519,0.972168,0.957519,0.943359,0.947997,0.971191,0.947997,0.943359,0.947997,0.996338,0.957519,0.972168,0.957519,0.998047,0.957519,0.972168,0.947997,0.996338,0.947997,0.971191,0.98999,0.523812,0.98999,0.503304,0.999268,0.52137,0.999268,0.52137,0.98999,0.503304,0.999268,0.50135,0.98999,0.503304,0.98999,0.477165,0.999268,0.50135,0.999268,0.50135,0.98999,0.477165,0.999268,0.476188,0.98999,0.477165,0.999268,0.448356,0.999268,0.476188,0.999268,0.448356,0.98999,0.477165,0.98999,0.448356,0.963622,0.448356,0.963622,0.419532,0.98999,0.448356,0.98999,0.419532,0.963622,0.393652,0.98999,0.419532,0.963622,0.419532,0.98999,0.393652,0.983886,0.608545,0.957519,0.608545,0.957519,0.587793,0.983886,0.587793,0.983886,0.63444,0.957519,0.63444,0.957519,0.608545,0.983886,0.608545,0.983886,0.663249,0.957519,0.663249,0.957519,0.63444,0.983886,0.63444,0.983886,0.692073,0.957519,0.692073,0.957519,0.663249,0.983886,0.663249,0.983886,0.718196,0.957519,0.718196,0.957519,0.692073,0.983886,0.692073,0.796338,0.881819,0.76997,0.881819,0.76997,0.861051,0.796338,0.861051,0.796338,0.907698,0.76997,0.907698,0.76997,0.881819,0.796338,0.881819,0.796338,0.936751,0.76997,0.936751,0.76997,0.907698,0.796338,0.907698,0.796338,0.965332,0.76997,0.965332,0.76997,0.936751,0.796338,0.936751,0.796338,0.991455,0.76997,0.991455,0.76997,0.965332,0.796338,0.965332,0.983886,0.888411,0.957519,0.888411,0.957519,0.867643,0.983886,0.867643,0.983886,0.914534,0.957519,0.914534,0.957519,0.888411,0.983886,0.888411,0.983886,0.943359,0.957519,0.943359,0.957519,0.914534,0.983886,0.914534,0.983886,0.972168,0.957519,0.972168,0.957519,0.943359,0.983886,0.943359,0.983886,0.998047,0.957519,0.998047,0.957519,0.972168,0.983886,0.972168,0.963622,0.523812,0.963622,0.503304,0.98999,0.523812,0.98999,0.503304,0.963622,0.477165,0.98999,0.503304,0.963622,0.503304,0.98999,0.477165,0.963622,0.448356,0.98999,0.477165,0.963622,0.477165,0.98999,0.448356,0.954101,0.448356,0.954101,0.420508,0.963622,0.448356,0.963622,0.448356,0.954101,0.420508,0.963622,0.419532,0.954101,0.420508,0.954101,0.395361,0.963622,0.419532,0.963622,0.419532,0.954101,0.395361,0.963622,0.393652,0.983886,0.608545,0.993408,0.590234,0.993408,0.610254,0.993408,0.590234,0.983886,0.608545,0.983886,0.587793,0.983886,0.63444,0.993408,0.610254,0.993408,0.635416,0.993408,0.610254,0.983886,0.63444,0.983886,0.608545,0.983886,0.663249,0.983886,0.63444,0.993408,0.663249,0.993408,0.663249,0.983886,0.63444,0.993408,0.635416,0.983886,0.692073,0.983886,0.663249,0.993408,0.691096,0.993408,0.691096,0.983886,0.663249,0.993408,0.663249,0.983886,0.718196,0.993408,0.691096,0.993408,0.716243,0.993408,0.691096,0.983886,0.718196,0.983886,0.692073,0.796338,0.881819,0.805859,0.863493,0.805859,0.883528,0.805859,0.863493,0.796338,0.881819,0.796338,0.861051,0.796338,0.907698,0.805859,0.883528,0.805859,0.908675,0.805859,0.883528,0.796338,0.907698,0.796338,0.881819,0.796338,0.936751,0.796338,0.907698,0.805859,0.936507,0.805859,0.936507,0.796338,0.907698,0.805859,0.908675,0.796338,0.965332,0.796338,0.936751,0.805859,0.964599,0.805859,0.964599,0.796338,0.936751,0.805859,0.936507,0.796338,0.991455,0.805859,0.964599,0.805859,0.989502,0.805859,0.964599,0.796338,0.991455,0.796338,0.965332,0.983886,0.888411,0.993164,0.870085,0.993164,0.89012,0.993164,0.870085,0.983886,0.888411,0.983886,0.867643,0.983886,0.914534,0.993164,0.89012,0.993164,0.915267,0.993164,0.89012,0.983886,0.914534,0.983886,0.888411,0.983886,0.943359,0.983886,0.914534,0.993164,0.943359,0.993164,0.943359,0.983886,0.914534,0.993164,0.915267,0.983886,0.972168,0.983886,0.943359,0.993164,0.971191,0.993164,0.971191,0.983886,0.943359,0.993164,0.943359,0.983886,0.998047,0.983886,0.972168,0.993164,0.996338,0.993164,0.996338,0.983886,0.972168,0.993164,0.971191,0.954101,0.52137,0.963622,0.503304,0.963622,0.523812,0.963622,0.503304,0.954101,0.52137,0.954101,0.50135,0.954101,0.50135,0.963622,0.477165,0.963622,0.503304,0.963622,0.477165,0.954101,0.50135,0.954101,0.476188,0.954101,0.476188,0.954101,0.448356,0.963622,0.477165,0.963622,0.477165,0.954101,0.448356,0.963622,0.448356,0.65275,0.844205,0.632486,0.80415,0.664225,0.835904,0.639567,0.848356,0.625406,0.848356,0.612207,0.844205,0.600732,0.835904,0.592432,0.824674,0.588281,0.811231,0.588281,0.797314,0.592432,0.783886,0.600732,0.772656,0.612207,0.764355,0.625406,0.75996,0.639567,0.75996,0.65275,0.764355,0.664225,0.772656,0.672526,0.783886,0.676677,0.797314,0.676677,0.811231,0.672526,0.824674,0.195361,0.72015,0.186557,0.693294,0.2757,0.679118,0.186557,0.665202,0.195361,0.638346,0.211963,0.615381,0.234668,0.598779,0.26154,0.58999,0.28986,0.58999,0.316732,0.598779,0.339681,0.615381,0.356283,0.638346,0.365072,0.665202,0.365072,0.693294,0.211963,0.743099,0.234668,0.759472,0.26154,0.768261,0.28986,0.768261,0.316732,0.759472,0.339681,0.743099,0.356283,0.72015,0.365072,0.693294,0.913802,0.903792,0.926253,0.903792,0.926253,0.917464,0.913802,0.917464,0.913802,0.917464,0.926253,0.917464,0.926253,0.929915,0.913802,0.929915,0.938964,0.929915,0.926497,0.929915,0.926497,0.92015,0.938964,0.92015,0.938964,0.92015,0.926497,0.92015,0.926497,0.907454,0.938964,0.907454,0.938964,0.907454,0.926497,0.907454,0.926497,0.893782,0.938964,0.893782,0.938964,0.893782,0.926497,0.893782,0.926497,0.879866,0.938964,0.879866,0.938964,0.867399,0.938964,0.879866,0.926497,0.867399,0.926497,0.879866,0.932601,0.343099,0.932601,0.352865,0.92015,0.343099,0.92015,0.352865,0.932601,0.330648,0.932601,0.343099,0.92015,0.330648,0.92015,0.343099,0.932601,0.316732,0.932601,0.330648,0.92015,0.316732,0.92015,0.330648,0.932601,0.3028,0.932601,0.316732,0.92015,0.3028,0.92015,0.316732,0.932601,0.3028,0.92015,0.3028,0.92015,0.290349,0.932601,0.290349,0.901106,0.867399,0.913313,0.867399,0.913313,0.877424,0.901106,0.877424,0.901106,0.877424,0.913313,0.877424,0.913313,0.889876,0.901106,0.889876,0.901106,0.889876,0.913313,0.889876,0.913313,0.903548,0.901106,0.903548,0.901106,0.903548,0.913313,0.903548,0.913313,0.917464,0.901106,0.917464,0.901106,0.917464,0.913313,0.917464,0.913313,0.929915,0.901106,0.929915,0.913802,0.867399,0.926253,0.867399,0.926253,0.877424,0.913802,0.877424,0.913802,0.877424,0.926253,0.877424,0.926253,0.889876,0.913802,0.889876,0.913802,0.889876,0.926253,0.889876,0.926253,0.903792,0.913802,0.903792,0.701106,0.731624,0.699641,0.698665,0.719417,0.718196,0.699641,0.698665,0.701106,0.731624,0.688411,0.706722,0.674968,0.711116,0.701106,0.731624,0.679362,0.73846,0.701106,0.731624,0.674968,0.711116,0.688411,0.706722,0.656657,0.73846,0.661051,0.711116,0.674968,0.711116,0.656657,0.73846,0.674968,0.711116,0.679362,0.73846,0.635172,0.731624,0.647623,0.706722,0.661051,0.711116,0.661051,0.711116,0.656657,0.73846,0.635172,0.731624,0.647623,0.706722,0.635172,0.731624,0.616602,0.718196,0.647623,0.706722,0.616602,0.718196,0.636393,0.698665,0.616602,0.718196,0.603418,0.699886,0.636393,0.698665,0.636393,0.698665,0.603418,0.699886,0.628092,0.687175,0.603418,0.699886,0.623682,0.673991,0.628092,0.687175,0.623682,0.673991,0.603418,0.699886,0.596338,0.678386,0.596338,0.65568,0.623682,0.673991,0.596338,0.678386,0.623682,0.673991,0.596338,0.65568,0.623682,0.659831,0.628092,0.646647,0.596338,0.65568,0.603418,0.633951,0.596338,0.65568,0.628092,0.646647,0.623682,0.659831,0.616602,0.615625,0.636393,0.635416,0.628092,0.646647,0.616602,0.615625,0.628092,0.646647,0.603418,0.633951,0.616602,0.615625,0.647623,0.627115,0.636393,0.635416,0.647623,0.627115,0.616602,0.615625,0.635172,0.602441,0.647623,0.627115,0.635172,0.602441,0.656657,0.595361,0.647623,0.627115,0.656657,0.595361,0.661051,0.622705,0.656657,0.595361,0.674968,0.622705,0.661051,0.622705,0.674968,0.622705,0.656657,0.595361,0.679362,0.595361,0.679362,0.595361,0.688411,0.627115,0.674968,0.622705,0.688411,0.627115,0.679362,0.595361,0.701106,0.602441,0.701106,0.602441,0.699641,0.635416,0.688411,0.627115,0.699641,0.635416,0.701106,0.602441,0.719417,0.615625,0.707942,0.646647,0.719417,0.615625,0.732845,0.633951,0.719417,0.615625,0.707942,0.646647,0.699641,0.635416,0.739681,0.65568,0.712337,0.659831,0.707942,0.646647,0.707942,0.646647,0.732845,0.633951,0.739681,0.65568,0.712337,0.659831,0.739681,0.65568,0.739681,0.678386,0.712337,0.659831,0.739681,0.678386,0.712337,0.673991,0.712337,0.673991,0.739681,0.678386,0.732845,0.699886,0.712337,0.673991,0.732845,0.699886,0.707942,0.687175,0.732845,0.699886,0.699641,0.698665,0.707942,0.687175,0.699641,0.698665,0.732845,0.699886,0.719417,0.718196,0.709163,0.74725,0.719417,0.718196,0.731868,0.730648,0.719417,0.718196,0.709163,0.74725,0.701106,0.731624,0.709163,0.74725,0.679362,0.73846,0.701106,0.731624,0.679362,0.73846,0.709163,0.74725,0.682292,0.756054,0.653971,0.756054,0.656657,0.73846,0.679362,0.73846,0.653971,0.756054,0.679362,0.73846,0.682292,0.756054,0.635172,0.731624,0.656657,0.73846,0.627115,0.74725,0.656657,0.73846,0.653971,0.756054,0.627115,0.74725,0.627115,0.74725,0.60415,0.730648,0.635172,0.731624,0.635172,0.731624,0.60415,0.730648,0.616602,0.718196,0.60415,0.730648,0.587549,0.707942,0.616602,0.718196,0.616602,0.718196,0.587549,0.707942,0.603418,0.699886,0.587549,0.707942,0.596338,0.678386,0.603418,0.699886,0.596338,0.678386,0.587549,0.707942,0.578759,0.681071,0.578759,0.65275,0.596338,0.678386,0.578759,0.681071,0.596338,0.678386,0.578759,0.65275,0.596338,0.65568,0.603418,0.633951,0.578759,0.65275,0.587549,0.625895,0.578759,0.65275,0.603418,0.633951,0.596338,0.65568,0.616602,0.615625,0.603418,0.633951,0.60415,0.603174,0.603418,0.633951,0.587549,0.625895,0.60415,0.603174,0.635172,0.602441,0.60415,0.603174,0.627115,0.586572,0.60415,0.603174,0.635172,0.602441,0.616602,0.615625,0.627115,0.586572,0.653971,0.577783,0.635172,0.602441,0.635172,0.602441,0.653971,0.577783,0.656657,0.595361,0.653971,0.577783,0.679362,0.595361,0.656657,0.595361,0.679362,0.595361,0.653971,0.577783,0.682292,0.577783,0.709163,0.586572,0.679362,0.595361,0.682292,0.577783,0.679362,0.595361,0.709163,0.586572,0.701106,0.602441,0.731868,0.603174,0.701106,0.602441,0.709163,0.586572,0.701106,0.602441,0.731868,0.603174,0.719417,0.615625,0.74847,0.625895,0.732845,0.633951,0.719417,0.615625,0.74847,0.625895,0.719417,0.615625,0.731868,0.603174,0.739681,0.65568,0.732845,0.633951,0.757275,0.65275,0.732845,0.633951,0.74847,0.625895,0.757275,0.65275,0.757275,0.65275,0.757275,0.681071,0.739681,0.65568,0.739681,0.65568,0.757275,0.681071,0.739681,0.678386,0.757275,0.681071,0.732845,0.699886,0.739681,0.678386,0.732845,0.699886,0.757275,0.681071,0.74847,0.707942,0.74847,0.707942,0.719417,0.718196,0.732845,0.699886,0.719417,0.718196,0.74847,0.707942,0.731868,0.730648,0.93138,0.026123,0.921859,0.054444,0.921859,0.027344,0.921859,0.054444,0.93138,0.026123,0.93138,0.0542,0.93138,0.0542,0.921859,0.08278,0.921859,0.054444,0.921859,0.08278,0.93138,0.0542,0.93138,0.083268,0.921859,0.109392,0.921859,0.08278,0.93138,0.110857,0.93138,0.110857,0.921859,0.08278,0.93138,0.083268,0.921859,0.131624,0.921859,0.109392,0.93138,0.133822,0.93138,0.133822,0.921859,0.109392,0.93138,0.110857,0.632731,0.958251,0.623438,0.983642,0.623438,0.959472,0.623438,0.983642,0.632731,0.958251,0.632731,0.981445,0.632731,0.930892,0.623438,0.959472,0.623438,0.93138,0.623438,0.959472,0.632731,0.930892,0.632731,0.958251,0.632731,0.902815,0.623438,0.93138,0.623438,0.902327,0.623438,0.93138,0.632731,0.902815,0.632731,0.930892,0.632731,0.876204,0.632731,0.902815,0.623438,0.874723,0.623438,0.874723,0.632731,0.902815,0.623438,0.902327,0.632731,0.853971,0.632731,0.876204,0.623438,0.851774,0.623438,0.851774,0.632731,0.876204,0.623438,0.874723,0.901595,0.613184,0.911116,0.587793,0.910872,0.611963,0.911116,0.587793,0.901595,0.613184,0.901595,0.58999,0.901595,0.640299,0.910872,0.611963,0.910872,0.640055,0.910872,0.611963,0.901595,0.640299,0.901595,0.613184,0.901595,0.66862,0.901595,0.640299,0.910872,0.669108,0.910872,0.669108,0.901595,0.640299,0.910872,0.640055,0.901595,0.695247,0.901595,0.66862,0.910872,0.696712,0.910872,0.696712,0.901595,0.66862,0.910872,0.669108,0.901595,0.717464,0.901595,0.695247,0.911116,0.719661,0.911116,0.719661,0.901595,0.695247,0.910872,0.696712,0.39292,0.883284,0.402441,0.857877,0.402441,0.882063,0.402441,0.857877,0.39292,0.883284,0.39292,0.859831,0.39292,0.910384,0.402441,0.882063,0.402441,0.91014,0.402441,0.882063,0.39292,0.910384,0.39292,0.883284,0.402441,0.91014,0.402441,0.939208,0.39292,0.910384,0.39292,0.910384,0.402441,0.939208,0.39292,0.93872,0.402441,0.939208,0.402441,0.966552,0.39292,0.93872,0.39292,0.93872,0.402441,0.966552,0.39292,0.965087,0.402441,0.966552,0.402441,0.989746,0.39292,0.965087,0.39292,0.965087,0.402441,0.989746,0.39292,0.987549,0.93138,0.001953,0.921859,0.027344,0.921859,0.00415,0.921859,0.027344,0.93138,0.001953,0.93138,0.026123,0.957763,0.026123,0.957763,0.0542,0.93138,0.026123,0.93138,0.0542,0.957763,0.083268,0.93138,0.0542,0.957763,0.0542,0.93138,0.083268,0.957763,0.110857,0.93138,0.110857,0.93138,0.083268,0.957763,0.083268,0.957763,0.133822,0.93138,0.133822,0.93138,0.110857,0.957763,0.110857,0.59707,0.959472,0.623438,0.959472,0.623438,0.983642,0.59707,0.983642,0.59707,0.93138,0.623438,0.93138,0.623438,0.959472,0.59707,0.959472,0.59707,0.902327,0.623438,0.902327,0.623438,0.93138,0.59707,0.93138,0.59707,0.874723,0.623438,0.874723,0.623438,0.902327,0.59707,0.902327,0.59707,0.851774,0.623438,0.851774,0.623438,0.874723,0.59707,0.874723,0.93724,0.611963,0.910872,0.611963,0.911116,0.587793,0.93724,0.587793,0.93724,0.640055,0.910872,0.640055,0.910872,0.611963,0.93724,0.611963,0.93724,0.669108,0.910872,0.669108,0.910872,0.640055,0.93724,0.640055,0.93724,0.696712,0.910872,0.696712,0.910872,0.669108,0.93724,0.669108,0.93724,0.719661,0.911116,0.719661,0.910872,0.696712,0.93724,0.696712,0.428809,0.882063,0.402441,0.882063,0.402441,0.857877,0.428809,0.857877,0.428809,0.91014,0.402441,0.91014,0.402441,0.882063,0.428809,0.882063,0.428809,0.91014,0.428809,0.939208,0.402441,0.91014,0.402441,0.939208,0.428809,0.939208,0.428809,0.966552,0.402441,0.939208,0.402441,0.966552,0.428809,0.989746,0.402441,0.966552,0.428809,0.966552,0.402441,0.989746,0.957763,0.026123,0.93138,0.001953,0.957763,0.001953,0.93138,0.026123,0.967041,0.027344,0.967041,0.054444,0.957763,0.026123,0.957763,0.026123,0.967041,0.054444,0.957763,0.0542,0.967041,0.054444,0.967041,0.08278,0.957763,0.0542,0.957763,0.0542,0.967041,0.08278,0.957763,0.083268,0.957763,0.110857,0.967041,0.08278,0.967041,0.109392,0.967041,0.08278,0.957763,0.110857,0.957763,0.083268,0.957763,0.133822,0.967041,0.109392,0.967041,0.131624,0.967041,0.109392,0.957763,0.133822,0.957763,0.110857,0.59707,0.959472,0.59707,0.983642,0.587549,0.958251,0.587549,0.958251,0.59707,0.983642,0.587549,0.981445,0.59707,0.93138,0.59707,0.959472,0.587549,0.930892,0.587549,0.930892,0.59707,0.959472,0.587549,0.958251,0.59707,0.902327,0.59707,0.93138,0.587549,0.902815,0.587549,0.902815,0.59707,0.93138,0.587549,0.930892,0.59707,0.874723,0.587549,0.902815,0.587549,0.876204,0.587549,0.902815,0.59707,0.874723,0.59707,0.902327,0.59707,0.851774,0.587549,0.876204,0.587549,0.853971,0.587549,0.876204,0.59707,0.851774,0.59707,0.874723,0.93724,0.611963,0.93724,0.587793,0.946777,0.613184,0.946777,0.613184,0.93724,0.587793,0.946777,0.58999,0.93724,0.640055,0.93724,0.611963,0.946777,0.640299,0.946777,0.640299,0.93724,0.611963,0.946777,0.613184,0.93724,0.669108,0.946777,0.640299,0.946777,0.66862,0.946777,0.640299,0.93724,0.669108,0.93724,0.640055,0.93724,0.696712,0.946777,0.66862,0.946777,0.695247,0.946777,0.66862,0.93724,0.696712,0.93724,0.669108,0.93724,0.719661,0.946777,0.695247,0.946777,0.717464,0.946777,0.695247,0.93724,0.719661,0.93724,0.696712,0.428809,0.882063,0.428809,0.857877,0.438102,0.883284,0.438102,0.883284,0.428809,0.857877,0.438102,0.859831,0.428809,0.91014,0.428809,0.882063,0.438102,0.910384,0.438102,0.910384,0.428809,0.882063,0.438102,0.883284,0.438102,0.910384,0.428809,0.939208,0.428809,0.91014,0.428809,0.939208,0.438102,0.910384,0.438102,0.93872,0.438102,0.93872,0.428809,0.966552,0.428809,0.939208,0.428809,0.966552,0.438102,0.93872,0.438102,0.965087,0.438102,0.965087,0.428809,0.989746,0.428809,0.966552,0.428809,0.989746,0.438102,0.965087,0.438102,0.987549,0.967041,0.00415,0.967041,0.027344,0.957763,0.001953,0.957763,0.001953,0.967041,0.027344,0.957763,0.026123,0.798535,0.6757,0.805615,0.63151,0.812711,0.6757,0.785351,0.671305,0.773877,0.663005,0.765576,0.651774,0.761425,0.638346,0.761425,0.624414,0.765576,0.611231,0.773877,0.599756,0.785351,0.591455,0.798535,0.587304,0.812711,0.587304,0.825895,0.591455,0.837369,0.599756,0.845426,0.611231,0.849821,0.624414,0.849821,0.638346,0.845426,0.651774,0.837369,0.663005,0.825895,0.671305,0.72137,0.20708,0.74432,0.223682,0.680339,0.287663,0.760937,0.246632,0.769482,0.273503,0.769482,0.301579,0.760937,0.32845,0.74432,0.3514,0.72137,0.368002,0.694514,0.376806,0.666178,0.376806,0.639322,0.368002,0.616358,0.3514,0.599756,0.32845,0.590967,0.301579,0.590967,0.273503,0.599756,0.246632,0.616358,0.223682,0.639322,0.20708,0.666178,0.198535,0.694514,0.198535,0.727962,0.840787,0.740414,0.840787,0.740169,0.854215,0.727962,0.854215,0.727962,0.854215,0.740169,0.854215,0.740169,0.868132,0.727962,0.868132,0.727962,0.868132,0.740169,0.868132,0.740414,0.881331,0.727962,0.881331,0.727962,0.881331,0.740414,0.881331,0.740414,0.892317,0.727962,0.892317,0.65861,0.914046,0.646403,0.914046,0.646403,0.902327,0.65861,0.902327,0.65861,0.902327,0.646403,0.902327,0.646403,0.888899,0.65861,0.888899,0.65861,0.888899,0.646403,0.888899,0.646403,0.874968,0.65861,0.874968,0.65861,0.861784,0.65861,0.874968,0.646403,0.861784,0.646403,0.874968,0.65861,0.850797,0.65861,0.861784,0.646403,0.850797,0.646403,0.861784,0.919905,0.342123,0.919905,0.353597,0.907454,0.342123,0.907454,0.353597,0.919905,0.328695,0.919905,0.342123,0.907454,0.328695,0.907454,0.342123,0.919905,0.328695,0.907454,0.328695,0.907454,0.314534,0.919905,0.314534,0.919905,0.314534,0.907454,0.314534,0.907454,0.301579,0.919905,0.301579,0.919905,0.301579,0.907454,0.301579,0.907454,0.290349,0.919905,0.290349,0.671305,0.914046,0.659098,0.914046,0.659098,0.902327,0.671305,0.902327,0.671305,0.902327,0.659098,0.902327,0.659098,0.888899,0.671305,0.888899,0.671305,0.888899,0.659098,0.888899,0.659098,0.874968,0.671305,0.874968,0.671305,0.874968,0.659098,0.874968,0.659098,0.861784,0.671305,0.861784,0.671305,0.861784,0.659098,0.861784,0.659098,0.850797,0.671305,0.850797,0.727962,0.829068,0.740414,0.829068,0.740414,0.840787,0.727962,0.840787,0.294255,0.293767,0.272526,0.336263,0.260319,0.327474,0.098161,0.097917,0.145296,0.090349,0.145296,0.105241,0.668132,0.483268,0.688411,0.523323,0.674968,0.527718,0.668132,0.666911,0.661051,0.622705,0.674968,0.622705,0.48278,0.145052,0.502571,0.17435,0.478141,0.17435,0.478141,0.17435,0.46862,0.140414,0.48278,0.145052,0.478141,0.17435,0.455192,0.166781,0.46862,0.140414,0.091814,0.679118,0.047608,0.686198,0.047608,0.672282,0.680339,0.091814,0.6486,0.06006,0.660075,0.052003,0.174594,0.501595,0.167025,0.524544,0.140658,0.511116,0.174594,0.501595,0.140658,0.511116,0.145296,0.496941,0.145296,0.496941,0.174594,0.477409,0.174594,0.501595,0.174594,0.477409,0.145296,0.496941,0.145296,0.482048,0.167025,0.454459,0.145296,0.482048,0.140658,0.467887,0.145296,0.482048,0.167025,0.454459,0.174594,0.477409,0.152865,0.434913,0.140658,0.467887,0.131868,0.45568,0.140658,0.467887,0.152865,0.434913,0.167025,0.454459,0.119646,0.446891,0.133333,0.420508,0.131868,0.45568,0.131868,0.45568,0.133333,0.420508,0.152865,0.434913,0.133333,0.420508,0.119646,0.446891,0.110124,0.413184,0.119646,0.446891,0.105486,0.442252,0.110124,0.413184,0.110124,0.413184,0.105486,0.442252,0.085954,0.413184,0.105486,0.442252,0.090593,0.442252,0.085954,0.413184,0.063005,0.420508,0.085954,0.413184,0.090593,0.442252,0.063005,0.420508,0.090593,0.442252,0.076432,0.446891,0.064225,0.45568,0.063005,0.420508,0.076432,0.446891,0.063005,0.420508,0.064225,0.45568,0.043214,0.434913,0.029053,0.454459,0.064225,0.45568,0.055421,0.467887,0.064225,0.45568,0.029053,0.454459,0.043214,0.434913,0.050782,0.482048,0.029053,0.454459,0.055421,0.467887,0.029053,0.454459,0.050782,0.482048,0.021485,0.477409,0.050782,0.496941,0.021485,0.501595,0.050782,0.482048,0.050782,0.482048,0.021485,0.501595,0.021485,0.477409,0.021485,0.501595,0.050782,0.496941,0.029053,0.524544,0.050782,0.496941,0.055421,0.511116,0.029053,0.524544,0.029053,0.524544,0.055421,0.511116,0.043214,0.54432,0.043214,0.54432,0.055421,0.511116,0.064225,0.523323,0.043214,0.54432,0.076432,0.532113,0.063005,0.55848,0.076432,0.532113,0.043214,0.54432,0.064225,0.523323,0.085954,0.56582,0.076432,0.532113,0.090593,0.536751,0.076432,0.532113,0.085954,0.56582,0.063005,0.55848,0.105486,0.536751,0.085954,0.56582,0.090593,0.536751,0.085954,0.56582,0.105486,0.536751,0.110124,0.56582,0.119646,0.532113,0.133333,0.55848,0.105486,0.536751,0.105486,0.536751,0.133333,0.55848,0.110124,0.56582,0.131868,0.523323,0.133333,0.55848,0.119646,0.532113,0.133333,0.55848,0.131868,0.523323,0.152865,0.54432,0.152865,0.54432,0.140658,0.511116,0.167025,0.524544,0.140658,0.511116,0.152865,0.54432,0.131868,0.523323,0.193164,0.504524,0.183871,0.533089,0.167025,0.524544,0.193164,0.504524,0.167025,0.524544,0.174594,0.501595,0.193164,0.504524,0.174594,0.477409,0.193164,0.474479,0.174594,0.477409,0.193164,0.504524,0.174594,0.501595,0.167025,0.454459,0.193164,0.474479,0.174594,0.477409,0.193164,0.474479,0.167025,0.454459,0.183871,0.445914,0.152865,0.434913,0.183871,0.445914,0.167025,0.454459,0.183871,0.445914,0.152865,0.434913,0.166293,0.421485,0.152865,0.434913,0.133333,0.420508,0.141878,0.403662,0.152865,0.434913,0.141878,0.403662,0.166293,0.421485,0.141878,0.403662,0.133333,0.420508,0.113054,0.394385,0.133333,0.420508,0.110124,0.413184,0.113054,0.394385,0.083024,0.394385,0.113054,0.394385,0.110124,0.413184,0.083024,0.394385,0.110124,0.413184,0.085954,0.413184,0.0542,0.403662,0.083024,0.394385,0.085954,0.413184,0.0542,0.403662,0.085954,0.413184,0.063005,0.420508,0.0542,0.403662,0.043214,0.434913,0.029786,0.421485,0.043214,0.434913,0.0542,0.403662,0.063005,0.420508,0.012207,0.445914,0.043214,0.434913,0.029053,0.454459,0.043214,0.434913,0.012207,0.445914,0.029786,0.421485,0.021485,0.477409,0.012207,0.445914,0.029053,0.454459,0.012207,0.445914,0.021485,0.477409,0.00293,0.474479,0.021485,0.477409,0.021485,0.501595,0.00293,0.504524,0.021485,0.477409,0.00293,0.504524,0.00293,0.474479,0.00293,0.504524,0.021485,0.501595,0.012207,0.533089,0.021485,0.501595,0.029053,0.524544,0.012207,0.533089,0.029786,0.557504,0.012207,0.533089,0.029053,0.524544,0.029786,0.557504,0.029053,0.524544,0.043214,0.54432,0.029786,0.557504,0.063005,0.55848,0.0542,0.575341,0.063005,0.55848,0.029786,0.557504,0.043214,0.54432,0.083024,0.584619,0.063005,0.55848,0.085954,0.56582,0.063005,0.55848,0.083024,0.584619,0.0542,0.575341,0.110124,0.56582,0.083024,0.584619,0.085954,0.56582,0.083024,0.584619,0.110124,0.56582,0.113054,0.584619,0.110124,0.56582,0.133333,0.55848,0.141878,0.575341,0.110124,0.56582,0.141878,0.575341,0.113054,0.584619,0.152865,0.54432,0.141878,0.575341,0.133333,0.55848,0.141878,0.575341,0.152865,0.54432,0.166293,0.557504,0.166293,0.557504,0.167025,0.524544,0.183871,0.533089,0.167025,0.524544,0.166293,0.557504,0.152865,0.54432,0.862028,0.816861,0.852018,0.786572,0.862028,0.78584,0.852018,0.786572,0.862028,0.816861,0.852018,0.816617,0.862028,0.78584,0.852018,0.758495,0.862028,0.756786,0.852018,0.758495,0.862028,0.78584,0.852018,0.786572,0.862028,0.732845,0.852018,0.758495,0.852018,0.735042,0.852018,0.758495,0.862028,0.732845,0.862028,0.756786,0.811231,0.172885,0.821256,0.148959,0.821256,0.17435,0.821256,0.148959,0.811231,0.172885,0.811231,0.146761,0.821256,0.203418,0.811231,0.172885,0.821256,0.17435,0.811231,0.172885,0.821256,0.203418,0.811231,0.20293,0.821256,0.233448,0.811231,0.20293,0.821256,0.203418,0.811231,0.20293,0.821256,0.233448,0.811231,0.23418,0.811231,0.263249,0.821256,0.233448,0.821256,0.26154,0.821256,0.233448,0.811231,0.263249,0.811231,0.23418,0.811231,0.287419,0.821256,0.26154,0.821256,0.284977,0.821256,0.26154,0.811231,0.287419,0.811231,0.263249,0.862028,0.702327,0.852018,0.726253,0.852018,0.701106,0.852018,0.726253,0.862028,0.702327,0.862028,0.72845,0.852018,0.671794,0.862028,0.702327,0.852018,0.701106,0.862028,0.702327,0.852018,0.671794,0.862028,0.672282,0.852018,0.641764,0.862028,0.672282,0.852018,0.671794,0.862028,0.672282,0.852018,0.641764,0.862028,0.641276,0.862028,0.612207,0.852018,0.641764,0.852018,0.613672,0.852018,0.641764,0.862028,0.612207,0.862028,0.641276,0.862028,0.588037,0.852018,0.613672,0.852018,0.590478,0.852018,0.613672,0.862028,0.588037,0.862028,0.612207,0.896223,0.419776,0.906233,0.39585,0.906233,0.421241,0.906233,0.39585,0.896223,0.419776,0.896223,0.393652,0.906233,0.450309,0.896223,0.419776,0.906233,0.421241,0.896223,0.419776,0.906233,0.450309,0.896223,0.450065,0.906233,0.480339,0.896223,0.450065,0.906233,0.450309,0.896223,0.450065,0.906233,0.480339,0.896223,0.481071,0.906233,0.508431,0.896223,0.481071,0.906233,0.480339,0.896223,0.481071,0.906233,0.508431,0.896223,0.51014,0.896223,0.53431,0.896223,0.51014,0.906233,0.508431,0.906233,0.508431,0.906233,0.531868,0.896223,0.53431,0.862028,0.847135,0.862028,0.873259,0.852018,0.871061,0.852018,0.871061,0.852018,0.84567,0.862028,0.847135,0.862028,0.847135,0.852018,0.816617,0.862028,0.816861,0.852018,0.816617,0.862028,0.847135,0.852018,0.84567,0.89012,0.816861,0.862028,0.816861,0.89012,0.78584,0.862028,0.78584,0.89012,0.78584,0.862028,0.78584,0.89012,0.756786,0.862028,0.756786,0.89012,0.732845,0.862028,0.756786,0.862028,0.732845,0.89012,0.756786,0.783154,0.172885,0.811231,0.146761,0.811231,0.172885,0.783154,0.146761,0.78291,0.20293,0.811231,0.172885,0.811231,0.20293,0.783154,0.172885,0.78291,0.23418,0.811231,0.20293,0.811231,0.23418,0.78291,0.20293,0.783154,0.263249,0.811231,0.23418,0.811231,0.263249,0.78291,0.23418,0.783154,0.287419,0.811231,0.263249,0.811231,0.287419,0.783154,0.263249,0.89012,0.702327,0.862028,0.72845,0.862028,0.702327,0.89012,0.72845,0.89012,0.672282,0.862028,0.702327,0.862028,0.672282,0.89012,0.702327,0.89012,0.641276,0.862028,0.672282,0.862028,0.641276,0.89012,0.672282,0.89012,0.612207,0.862028,0.641276,0.862028,0.612207,0.89012,0.641276,0.89012,0.588037,0.862028,0.612207,0.862028,0.588037,0.89012,0.612207,0.868132,0.419776,0.896223,0.393652,0.896223,0.419776,0.868132,0.393652,0.868132,0.450065,0.896223,0.419776,0.896223,0.450065,0.868132,0.419776,0.868132,0.481071,0.896223,0.450065,0.896223,0.481071,0.868132,0.450065,0.868132,0.51014,0.896223,0.481071,0.896223,0.51014,0.868132,0.481071,0.868132,0.51014,0.896223,0.51014,0.868132,0.53431,0.896223,0.53431,0.89012,0.873259,0.862028,0.873259,0.89012,0.847135,0.862028,0.847135,0.89012,0.847135,0.862028,0.847135,0.89012,0.816861,0.862028,0.816861,0.90013,0.786572,0.90013,0.816617,0.89012,0.816861,0.89012,0.816861,0.89012,0.78584,0.90013,0.786572,0.90013,0.758495,0.90013,0.786572,0.89012,0.78584,0.89012,0.78584,0.89012,0.756786,0.90013,0.758495,0.89012,0.732845,0.90013,0.758495,0.89012,0.756786,0.90013,0.758495,0.89012,0.732845,0.90013,0.735042,0.783154,0.172885,0.773144,0.148959,0.783154,0.146761,0.773144,0.148959,0.783154,0.172885,0.7729,0.17435,0.7729,0.203418,0.783154,0.172885,0.78291,0.20293,0.783154,0.172885,0.7729,0.203418,0.7729,0.17435,0.7729,0.233448,0.78291,0.20293,0.78291,0.23418,0.78291,0.20293,0.7729,0.233448,0.7729,0.203418,0.783154,0.263249,0.7729,0.233448,0.78291,0.23418,0.7729,0.233448,0.783154,0.263249,0.7729,0.26154,0.783154,0.287419,0.7729,0.26154,0.783154,0.263249,0.7729,0.26154,0.783154,0.287419,0.773144,0.284977,0.89012,0.702327,0.90013,0.726253,0.89012,0.72845,0.90013,0.726253,0.89012,0.702327,0.90013,0.701106,0.90013,0.671794,0.89012,0.702327,0.89012,0.672282,0.89012,0.702327,0.90013,0.671794,0.90013,0.701106,0.90013,0.641764,0.89012,0.672282,0.89012,0.641276,0.89012,0.672282,0.90013,0.641764,0.90013,0.671794,0.89012,0.612207,0.90013,0.641764,0.89012,0.641276,0.90013,0.641764,0.89012,0.612207,0.90013,0.613672,0.89012,0.588037,0.90013,0.613672,0.89012,0.612207,0.90013,0.613672,0.89012,0.588037,0.90013,0.590478,0.868132,0.419776,0.858122,0.39585,0.868132,0.393652,0.858122,0.39585,0.868132,0.419776,0.858122,0.421241,0.858122,0.450309,0.868132,0.419776,0.868132,0.450065,0.868132,0.419776,0.858122,0.450309,0.858122,0.421241,0.858122,0.480339,0.868132,0.450065,0.868132,0.481071,0.868132,0.450065,0.858122,0.480339,0.858122,0.450309,0.858122,0.508431,0.868132,0.481071,0.868132,0.51014,0.868132,0.481071,0.858122,0.508431,0.858122,0.480339,0.858122,0.508431,0.868132,0.53431,0.858122,0.531868,0.868132,0.53431,0.858122,0.508431,0.868132,0.51014,0.90013,0.871061,0.89012,0.847135,0.90013,0.84567,0.89012,0.847135,0.90013,0.871061,0.89012,0.873259,0.90013,0.816617,0.90013,0.84567,0.89012,0.847135,0.89012,0.847135,0.89012,0.816861,0.90013,0.816617,0.786816,0.494743,0.801221,0.490105,0.808545,0.53724,0.816129,0.490105,0.830289,0.494743,0.842496,0.503548,0.851286,0.515755,0.855924,0.529915,0.855924,0.544808,0.774853,0.503548,0.766064,0.515755,0.761425,0.529915,0.761425,0.544808,0.766064,0.558968,0.774853,0.571191,0.786816,0.57998,0.801221,0.584375,0.816129,0.584375,0.830289,0.57998,0.842496,0.571191,0.851286,0.558968,0.855924,0.544808,0.199023,0.113054,0.294255,0.097917,0.208301,0.141634,0.199023,0.08278,0.208301,0.0542,0.226123,0.029786,0.250553,0.012207,0.279118,0.00293,0.309148,0.00293,0.337972,0.012207,0.362387,0.029786,0.37998,0.0542,0.389502,0.08278,0.389502,0.113054,0.37998,0.141634,0.362387,0.166049,0.337972,0.183627,0.309148,0.19292,0.279118,0.19292,0.250553,0.183627,0.226123,0.166049,0.826383,0.317464,0.813199,0.332357,0.813199,0.317464,0.826383,0.332357,0.826383,0.332357,0.813199,0.346273,0.813199,0.332357,0.826383,0.346273,0.826383,0.346273,0.813199,0.357992,0.813199,0.346273,0.826383,0.357992,0.772412,0.357992,0.785595,0.345296,0.785595,0.357992,0.772412,0.345296,0.772412,0.345296,0.785595,0.330892,0.785595,0.345296,0.772412,0.330892,0.772412,0.330892,0.785595,0.315999,0.785595,0.330892,0.772412,0.315999,0.772412,0.302068,0.785595,0.302068,0.772412,0.315999,0.785595,0.315999,0.772412,0.290593,0.785595,0.290593,0.772412,0.302068,0.785595,0.302068,0.799268,0.303044,0.786084,0.303044,0.799268,0.290593,0.786084,0.290593,0.799268,0.317464,0.786084,0.317464,0.799268,0.303044,0.786084,0.303044,0.799268,0.332357,0.786084,0.332357,0.799268,0.317464,0.786084,0.317464,0.799268,0.332357,0.786084,0.346273,0.786084,0.332357,0.799268,0.346273,0.799268,0.346273,0.786084,0.357992,0.786084,0.346273,0.799268,0.357992,0.381201,0.657877,0.368002,0.670329,0.368002,0.657877,0.381201,0.670329,0.381201,0.670329,0.368002,0.684733,0.368002,0.670329,0.368002,0.684733,0.381201,0.670329,0.381201,0.684733,0.381201,0.684733,0.368002,0.699886,0.368002,0.684733,0.368002,0.699886,0.381201,0.684733,0.381201,0.699886,0.381201,0.699886,0.368002,0.713802,0.368002,0.699886,0.381201,0.713802,0.381201,0.713802,0.368002,0.725277,0.368002,0.713802,0.381201,0.725277,0.826383,0.290593,0.813199,0.303044,0.813199,0.290593,0.826383,0.303044,0.826383,0.303044,0.813199,0.317464,0.813199,0.303044,0.826383,0.317464,0.098161,0.489616,0.090593,0.536751,0.076432,0.532113,0.785595,0.379248,0.772412,0.379248,0.772412,0.366049,0.785595,0.366049],"indices":[0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,241,242,243,244,245,246,247,248,249,250,251,252,253,254,255,256,257,258,259,260,261,262,263,264,265,266,267,268,269,270,271,272,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,325,326,327,328,329,330,331,332,333,334,335,336,337,338,339,340,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,362,361,363,364,365,366,366,365,367,368,369,370,369,368,371,372,373,374,373,372,375,376,377,378,377,376,379,380,381,382,381,380,383,384,385,386,385,384,387,388,389,390,389,388,391,392,393,394,393,392,395,396,397,398,397,396,399,400,401,402,401,400,403,404,405,406,405,404,407,408,409,410,409,408,411,412,413,414,413,412,415,416,417,418,417,416,419,420,421,422,421,420,423,424,425,426,425,424,427,428,429,430,430,429,431,432,433,434,434,433,435,436,437,438,438,437,439,440,441,442,443,444,445,446,447,448,449,450,451,452,453,454,455,456,457,458,459,460,461,462,463,464,465,466,467,468,469,470,471,472,473,474,475,476,477,478,479,480,481,482,483,484,485,486,487,488,489,490,491,492,493,494,495,496,497,498,499,500,501,502,503,504,505,506,507,508,509,510,511,512,513,514,515,516,517,518,519,520,521,522,523,524,525,526,527,528,529,530,531,532,533,534,535,536,537,538,539,540,541,542,543,544,545,546,547,548,549,550,551,552,553,554,555,556,557,558,559,560,561,562,560,562,563,562,561,564,562,564,565,562,565,566,562,566,567,562,567,568,562,568,569,562,569,570,562,570,571,562,571,572,562,572,573,562,573,574,562,574,575,562,575,576,562,576,577,562,577,578,562,578,579,562,579,580,562,580,581,582,583,584,583,582,585,583,585,586,583,586,587,583,587,588,583,588,589,583,589,590,583,590,591,583,591,592,583,592,593,583,593,594,583,594,595,583,595,596,583,596,597,583,597,598,583,598,599,583,599,600,583,600,601,583,601,602,583,602,584,603,604,605,604,603,606,607,608,609,608,607,610,611,612,613,612,611,614,615,616,617,616,615,618,619,620,621,620,619,622,623,624,625,624,623,626,627,628,629,629,628,630,631,632,633,633,632,634,635,636,637,637,636,638,639,640,641,641,640,642,643,644,645,645,644,646,647,648,649,648,647,650,651,652,653,652,651,654,655,656,657,656,655,658,659,660,661,660,659,662,663,664,665,664,663,666,667,668,669,668,667,670,671,672,673,672,671,674,675,676,677,676,675,678,679,680,681,680,679,682,683,684,685,686,687,688,687,686,689,690,691,692,691,690,693,694,695,696,695,694,697,698,699,700,699,698,701,702,703,704,705,706,707,708,709,710,711,712,713,714,715,716,715,714,717,718,719,720,719,718,721,722,723,724,723,722,725,726,727,728,726,728,729,730,731,732,730,732,733,734,735,736,734,736,737,738,739,740,738,740,741,742,743,744,742,744,745,746,747,748,747,746,749,750,751,752,751,750,753,754,755,756,755,754,757,758,759,760,759,758,761,762,763,764,763,762,765,766,767,768,767,766,769,770,771,772,771,770,773,771,773,774,771,774,775,771,775,776,771,776,777,771,777,778,771,778,779,771,779,780,771,780,781,771,781,782,771,782,783,771,783,784,771,784,785,771,785,786,771,786,787,771,787,788,771,788,789,771,789,790,771,790,772,791,792,793,791,793,794,794,793,795,795,793,796,796,793,797,797,793,798,798,793,799,799,793,800,800,793,801,801,793,802,803,793,792,793,803,804,793,804,805,793,805,806,793,806,807,793,807,808,793,808,809,793,809,810,793,810,811,793,811,812,813,814,815,816,817,818,819,820,821,822,823,824,825,826,827,828,829,830,831,832,833,834,835,836,837,838,839,840,841,842,843,844,845,846,847,848,849,850,851,852,853,854,855,856,857,858,859,860,861,862,863,864,865,866,867,868,869,870,871,872,873,874,875,876,877,878,879,880,881,882,883,884,885,886,887,888,889,890,891,892,893,894,895,896,897,898,899,900,901,902,903,904,905,906,907,908,909,910,911,912,913,914,915,916,917,918,919,920,921,922,923,924,925,926,927,928,929,930,931,932,933,934,935,933,935,936,937,938,939,937,939,940,941,942,943,941,943,944,945,946,947,946,945,948,949,950,951,950,949,952,953,954,955,954,953,956,957,958,959,958,957,960,961,962,963,962,961,964,965,966,967,966,965,968,969,970,971,970,969,972,973,974,975,974,973,976,977,978,979,978,977,980,981,982,983,982,981,984,985,986,987,986,985,988,989,990,991,990,989,992,993,994,995,994,993,996,997,998,999,998,997,1000,1001,1002,1003,1002,1001,1004,1005,1006,1007,1005,1007,1008,1009,1010,1011,1009,1011,1012,1013,1014,1015,1016,1017,1018,1019,1020,1021,1022,1023,1024,1025,1026,1027,1028,1029,1030,1031,1032,1033,1034,1035,1036,1037,1038,1039,1040,1041,1042,1043,1044,1045,1046,1047,1048,1049,1050,1051,1052,1053,1054,1055,1056,1057,1058,1059,1060,1061,1062,1063,1064,1065,1066,1067,1068,1069,1070,1071,1072,1073,1074,1075,1076,1077,1078,1079,1080,1081,1082,1083,1084,1085,1086,1087,1088,1089,1090,1091,1092,1093,1094,1095,1096,1097,1098,1099,1100,1101,1102,1103,1104,1105,1106,1107,1108,1109,1110,1111,1112,1113,1114,1115,1116,1117,1118,1119,1120,1121,1122,1123,1124,1125,1126,1127,1128,1129,1130,1131,1132,1133,1134,1135,1136,1137,1138,1139,1140,1141,1142,1143,1144,1145,1146,1147,1148,1149,1150,1151,1152,1153,1154,1155,1156,1157,1158,1159,1160,1161,1162,1163,1164,1165,1166,1167,1168,1169,1170,1171,1172,1173,1174,1175,1176,1177,1178,1179,1180,1181,1182,1183,1184,1185,1186,1187,1188,1189,1190,1191,1192,1193,1194,1195,1196,1197,1198,1199,1200,1201,1202,1203,1204,1205,1206,1207,1208,1209,1210,1211,1212,1213,1214,1215,1216,1217,1218,1219,1220,1221,1222,1223,1224,1225,1226,1227,1228,1229,1230,1231,1232,1233,1234,1235,1236,1237,1238,1239,1240,1241,1242,1243,1244,1245,1246,1247,1248,1249,1250,1251,1252,1253,1254,1255,1256,1257,1258,1259,1260,1261,1262,1263,1264,1265,1266,1267,1268,1269,1270,1271,1272,1273,1274,1275,1276,1277,1278,1279,1280,1281,1282,1283,1284,1285,1286,1287,1288,1289,1290,1291,1292,1293,1294,1295,1296,1297,1298,1299,1300,1301,1302,1303,1304,1305,1306,1307,1308,1309,1310,1311,1312,1313,1314,1315,1316,1317,1318,1319,1320,1321,1322,1323,1324,1325,1326,1327,1328,1329,1330,1331,1332,1333,1334,1335,1336,1337,1338,1339,1340,1341,1342,1343,1344,1345,1346,1347,1348,1349,1350,1351,1352,1353,1354,1355,1356,1357,1358,1359,1360,1361,1362,1363,1364,1365,1366,1367,1368,1369,1370,1371,1372,1373,1374,1375,1376,1377,1378,1379,1380,1381,1382,1383,1384,1385,1386,1387,1388,1389,1390,1391,1392,1393,1394,1395,1396,1397,1398,1399,1400,1401,1402,1403,1404,1405,1406,1407,1408,1409,1410,1411,1412,1413,1414,1415,1416,1417,1418,1419,1420,1421,1422,1423,1424,1425,1426,1427,1428,1429,1430,1431,1432,1433,1434,1435,1436,1437,1438,1439,1440,1441,1442,1443,1444,1445,1446,1447,1448,1449,1450,1451,1452,1453,1454,1455,1456,1457,1458,1459,1460,1461,1462,1463,1464,1465,1466,1467,1468,1469,1470,1471,1472,1473,1474,1475,1476,1477,1478,1479,1480,1481,1482,1483,1484,1485,1486,1487,1488,1489,1490,1491,1492,1493,1494,1495,1496,1497,1498,1499,1500,1501,1502,1503,1504,1505,1506,1507,1508,1509,1510,1511,1512,1513,1514,1515,1516,1517,1518,1519,1520,1521,1522,1523,1524,1525,1526,1527,1528,1529,1530,1531,1532,1533,1534,1535,1536,1537,1538,1539,1540,1541,1542,1543,1544,1545,1546,1547,1548,1549,1550,1551,1552,1553,1554,1555,1556,1557,1558,1559,1560,1561,1562,1563,1564,1565,1566,1567,1568,1569,1570,1571,1572,1573,1574,1575,1576,1577,1578,1579,1580,1581,1582,1583,1584,1585,1586,1587,1588,1589,1590,1591,1592,1593,1594,1595,1596,1597,1598,1599,1600,1601,1602,1603,1604,1605,1606,1607,1608,1609,1610,1611,1612,1613,1614,1615,1616,1617,1618,1619,1620,1621,1622,1623,1624,1625,1626,1627,1628,1629,1630,1631,1632,1633,1634,1635,1636,1637,1638,1639,1640,1641,1642,1643,1644,1645,1646,1647,1648,1649,1650,1651,1652,1653,1654,1655,1656,1657,1658,1659,1660,1661,1662,1663,1664,1665,1666,1667,1668,1669,1670,1671,1672,1673,1674,1675,1676,1677,1678,1679,1680,1681,1682,1683,1684,1685,1686,1687,1688,1689,1690,1691,1692,1693,1694,1695,1696,1697,1698,1699,1700,1701,1702,1703,1704,1705,1706,1707,1708,1709,1710,1711,1712,1713,1714,1715,1716,1717,1718,1719,1720,1721,1722,1723,1724,1725,1726,1726,1725,1727,1728,1729,1730,1730,1729,1731,1732,1733,1734,1733,1732,1735,1736,1737,1738,1737,1736,1739,1740,1741,1742,1741,1740,1743,1744,1745,1746,1745,1744,1747,1748,1749,1750,1749,1748,1751,1752,1753,1754,1753,1752,1755,1756,1757,1758,1757,1756,1759,1760,1761,1762,1761,1760,1763,1764,1765,1766,1765,1764,1767,1768,1769,1770,1769,1768,1771,1772,1773,1774,1773,1772,1775,1776,1777,1778,1777,1776,1779,1780,1781,1782,1781,1780,1783,1784,1785,1786,1785,1784,1787,1788,1789,1790,1790,1789,1791,1792,1793,1794,1794,1793,1795,1796,1797,1798,1798,1797,1799,1800,1801,1802,1802,1801,1803,1804,1805,1806,1807,1808,1809,1810,1811,1812,1813,1814,1815,1816,1817,1818,1819,1820,1821,1822,1823,1824,1825,1826,1827,1828,1829,1830,1831,1832,1833,1834,1835,1836,1837,1838,1839,1840,1841,1842,1843,1844,1845,1846,1847,1848,1849,1850,1851,1852,1853,1854,1855,1856,1857,1858,1859,1860,1861,1862,1863,1864,1865,1866,1867,1868,1869,1870,1871,1872,1873,1874,1875,1876,1877,1878,1879,1880,1881,1882,1883,1884,1885,1886,1887,1888,1889,1890,1891,1892,1893,1894,1895,1896,1897,1898,1899,1900,1901,1902,1903,1904,1905,1906,1907,1908,1909,1910,1911,1912,1913,1914,1915,1916,1917,1918,1919,1920,1921,1922,1923,1924,1925,1926,1926,1925,1927,1926,1927,1928,1926,1928,1929,1926,1929,1930,1926,1930,1931,1926,1931,1932,1926,1932,1933,1926,1933,1934,1926,1934,1935,1926,1935,1936,1926,1936,1937,1926,1937,1938,1926,1938,1939,1926,1939,1940,1926,1940,1941,1926,1941,1942,1926,1942,1943,1926,1943,1944,1926,1944,1924,1945,1946,1947,1946,1945,1948,1946,1948,1949,1946,1949,1950,1946,1950,1951,1946,1951,1952,1946,1952,1953,1946,1953,1954,1946,1954,1955,1946,1955,1956,1946,1956,1957,1946,1957,1958,1946,1958,1959,1946,1959,1960,1946,1960,1961,1946,1961,1962,1946,1962,1963,1946,1963,1964,1946,1964,1965,1946,1965,1947,1966,1967,1968,1967,1966,1969,1970,1971,1972,1971,1970,1973,1974,1975,1976,1975,1974,1977,1978,1979,1980,1979,1978,1981,1982,1983,1984,1983,1982,1985,1986,1987,1988,1987,1986,1989,1990,1991,1992,1991,1990,1993,1994,1995,1996,1996,1995,1997,1998,1999,2000,2000,1999,2001,2002,2003,2004,2004,2003,2005,2006,2007,2008,2008,2007,2009,2010,2011,2012,2011,2010,2013,2014,2015,2016,2015,2014,2017,2018,2019,2020,2019,2018,2021,2022,2023,2024,2023,2022,2025,2026,2027,2028,2027,2026,2029,2030,2031,2032,2031,2030,2033,2034,2035,2036,2035,2034,2037,2038,2039,2040,2039,2038,2041,2042,2043,2044,2043,2042,2045,2046,2047,2048,2049,2050,2051,2052,2053,2054,2055,2056,2057,2058,2059,2060,2061,2062,2063,2064,2065,2066,2067,2068,2069,2070,2071,2072,2073,2074,2075,2076,2077,2078,2079,2080,2081,2082,2083,2084,2085,2086,2087,2088,2089,2090,2091,2092,2093,2094,2095,2096,2097,2098,2099,2100,2101,2102,2103,2104,2105,2106,2107,2108,2109,2110,2111,2112,2113,2114,2115,2116,2117,2118,2119,2120,2121,2122,2123,2124,2125,2126,2127,2128,2129,2130,2131,2132,2133,2134,2135,2136,2137,2138,2139,2140,2141,2142,2143,2144,2145,2146,2147,2148,2149,2150,2151,2152,2153,2154,2155,2156,2157,2158,2159,2160,2161,2162,2163,2164,2165,2166,2167,2168,2169,2170,2171,2172,2173,2174,2175,2176,2177,2178,2179,2180,2181,2182,2183,2184,2185,2186,2187,2188,2189,2190,2191,2192,2193,2194,2195,2196,2197,2198,2199,2200,2201,2202,2203,2204,2205,2206,2207,2208,2209,2210,2211,2212,2213,2214,2215,2216,2217,2218,2219,2220,2221,2222,2223,2224,2225,2226,2227,2228,2229,2230,2231,2232,2233,2234,2235,2236,2237,2238,2239,2240,2241,2242,2243,2244,2245,2246,2247,2248,2249,2250,2251,2252,2253,2254,2255,2256,2257,2258,2259,2260,2261,2262,2263,2264,2265,2266,2267,2268,2269,2270,2271,2272,2273,2274,2275,2276,2277,2278,2279,2280,2281,2282,2283,2284,2285,2286,2287,2288,2289,2290,2291,2292,2293,2294,2295,2296,2297,2298,2299,2300,2301,2302,2303,2304,2305,2306,2307,2308,2309,2310,2311,2312,2313,2314,2315,2316,2317,2318,2319,2320,2321,2322,2323,2324,2325,2326,2327,2328,2329,2330,2331,2332,2333,2334,2335,2336,2337,2338,2339,2340,2341,2342,2343,2344,2345,2346,2347,2348,2349,2350,2351,2352,2353,2354,2355,2356,2357,2358,2359,2360,2361,2362,2363,2364,2365,2366,2367,2368,2369,2370,2371,2372,2373,2374,2375,2376,2377,2378,2379,2380,2381,2382,2383,2384,2385,2386,2387,2388,2389,2390,2391,2392,2393,2394,2395,2396,2397,2398,2399,2400,2401,2402,2403,2404,2405,2406,2407,2408,2408,2407,2409,2410,2411,2412,2412,2411,2413,2414,2415,2416,2414,2416,2417,2418,2419,2420,2418,2420,2421,2422,2423,2424,2422,2424,2425,2426,2427,2428,2426,2428,2429,2430,2431,2432,2430,2432,2433,2434,2435,2436,2434,2436,2437,2438,2439,2440,2438,2440,2441,2442,2443,2444,2442,2444,2445,2446,2447,2448,2446,2448,2449,2450,2451,2452,2450,2452,2453,2454,2455,2456,2454,2456,2457,2458,2459,2460,2458,2460,2461,2462,2463,2464,2462,2464,2465,2466,2467,2468,2466,2468,2469,2470,2471,2472,2470,2472,2473,2474,2475,2476,2476,2475,2477,2478,2479,2480,2480,2479,2481,2482,2483,2484,2483,2482,2485,2486,2487,2488,2489,2490,2491,2492,2493,2494,2495,2496,2497,2498,2499,2500,2501,2502,2503,2504,2505,2506,2507,2508,2509,2510,2511,2512,2513,2514,2515,2516,2517,2518,2519,2520,2521,2522,2523,2524,2525,2526,2527,2528,2529,2530,2531,2532,2533,2534,2535,2536,2537,2538,2539,2540,2541,2542,2543,2544,2545,2546,2547,2548,2549,2550,2551,2552,2553,2554,2555,2556,2557,2558,2559,2560,2561,2562,2563,2564,2565,2566,2567,2568,2569,2570,2571,2572,2573,2574,2575,2576,2577,2578,2579,2580,2581,2582,2583,2584,2585,2586,2587,2588,2589,2590,2591,2592,2593,2594,2595,2596,2597,2598,2599,2600,2601,2602,2603,2604,2605,2606,2607,2608,2607,2606,2609,2607,2609,2610,2607,2610,2611,2607,2611,2612,2607,2612,2613,2607,2613,2614,2607,2614,2615,2607,2615,2616,2607,2616,2617,2607,2617,2618,2607,2618,2619,2607,2619,2620,2607,2620,2621,2607,2621,2622,2607,2622,2623,2607,2623,2624,2607,2624,2625,2607,2625,2626,2607,2626,2608,2627,2628,2629,2627,2629,2630,2630,2629,2631,2631,2629,2632,2632,2629,2633,2633,2629,2634,2634,2629,2635,2635,2629,2636,2636,2629,2637,2637,2629,2638,2638,2629,2639,2639,2629,2640,2640,2629,2641,2641,2629,2642,2642,2629,2643,2643,2629,2644,2644,2629,2645,2645,2629,2646,2647,2648,2649,2650,2651,2652,2653,2654,2655,2653,2655,2656,2657,2658,2659,2657,2659,2660,2661,2662,2663,2661,2663,2664,2665,2666,2667,2665,2667,2668,2669,2670,2671,2669,2671,2672,2673,2674,2675,2673,2675,2676,2677,2678,2679,2677,2679,2680,2681,2682,2683,2683,2682,2684,2685,2686,2687,2687,2686,2688,2689,2690,2691,2691,2690,2692,2693,2694,2695,2695,2694,2696,2697,2698,2699,2697,2699,2700,2701,2702,2703,2701,2703,2704,2705,2706,2707,2705,2707,2708,2709,2710,2711,2709,2711,2712,2713,2714,2715,2713,2715,2716,2717,2718,2719,2717,2719,2720,2721,2722,2723,2721,2723,2724,2725,2726,2727,2725,2727,2728,2729,2730,2731,2729,2731,2732,2733,2734,2735,2736,2737,2738,2739,2740,2741,2742,2743,2744,2745,2746,2747,2748,2749,2750,2751,2752,2753,2754,2755,2756,2757,2758,2759,2760,2761,2762,2763,2764,2765,2766,2767,2768,2769,2770,2771,2772,2773,2774,2775,2776,2777,2778,2779,2780,2781,2782,2783,2784,2785,2786,2787,2788,2789,2790,2791,2792,2793,2794,2795,2796,2797,2798,2799,2800,2801,2802,2803,2804,2805,2806,2807,2808,2809,2810,2811,2812,2813,2814,2815,2816,2817,2818,2819,2820,2821,2822,2823,2824,2825,2826,2827,2828,2829,2830,2831,2832,2833,2834,2835,2836,2837,2838,2839,2840,2841,2842,2843,2844,2845,2846,2847,2848,2849,2850,2851,2852,2853,2854,2855,2856,2857,2858,2859,2860,2861,2862,2863,2864,2865,2866,2867,2868,2869,2870,2871,2872,2873,2874,2875,2876,2877,2878,2879,2880,2881,2882,2883,2884,2885,2886,2887,2888,2889,2890,2891,2892,2893,2894,2895,2896,2897,2898,2899,2900,2901,2902,2903,2904,2905,2906,2907,2908,2909,2910,2911,2912,2913,2914,2915,2916,2917,2918,2919,2920,2921,2922,2923,2924,2925,2926,2927,2928,2929,2930,2931,2932,2933,2934,2935,2936,2937,2938,2939,2940,2941,2942,2943,2944,2945,2946,2947,2948,2949,2950,2951,2952,2953,2954,2955,2956,2957,2958,2959,2960,2961,2962,2963,2964,2965,2966,2967,2968,2969,2970,2971,2972,2973,2974,2975,2976,2977,2978,2979,2980,2981,2982,2983,2984,2985,2986,2987,2988,2989,2990,2991,2992,2993,2994,2995,2996,2997,2998,2999,3000,3001,3002,3003,3004,3005,3006,3007,3008,3009,3010,3011,3012,3013,3014,3015,3016,3017,3018,3019,3020,3021,3022,3023,3024,3025,3026,3027,3028,3029,3030,3031,3032,3033,3034,3035,3036,3037,3038,3039,3040,3041,3042,3043,3044,3045,3046,3047,3048,3049,3050,3051,3052,3053,3054,3055,3056,3057,3058,3059,3060,3061,3062,3063,3064,3065,3066,3067,3068,3069,3070,3071,3072,3073,3074,3075,3076,3077,3078,3079,3080,3081,3082,3083,3084,3085,3086,3087,3088,3089,3090,3091,3092,3093,3094,3095,3095,3094,3096,3097,3098,3099,3099,3098,3100,3101,3102,3103,3101,3103,3104,3105,3106,3107,3105,3107,3108,3109,3110,3111,3109,3111,3112,3113,3114,3115,3113,3115,3116,3117,3118,3119,3117,3119,3120,3121,3122,3123,3121,3123,3124,3125,3126,3127,3125,3127,3128,3129,3130,3131,3129,3131,3132,3133,3134,3135,3133,3135,3136,3137,3138,3139,3137,3139,3140,3141,3142,3143,3141,3143,3144,3145,3146,3147,3145,3147,3148,3149,3150,3151,3149,3151,3152,3153,3154,3155,3153,3155,3156,3157,3158,3159,3157,3159,3160,3161,3162,3163,3163,3162,3164,3165,3166,3167,3167,3166,3168,3169,3170,3171,3170,3169,3172,3173,3174,3175,3176,3177,3178,3179,3180,3181,3182,3183,3184,3185,3186,3187,3188,3189,3190,3191,3192,3193,3194,3195,3196,3197,3198,3199,3200,3201,3202,3203,3204,3205,3206,3207,3208,3209,3210,3211,3212,3213,3214,3215,3216,3217,3218,3219,3220,3221,3222,3223,3224,3225,3226,3227,3228,3229,3230,3231,3232,3233,3234,3235,3236,3237,3238,3239,3240,3241,3242,3243,3244,3245,3246,3247,3248,3249,3250,3251,3252,3253,3254,3255,3256,3257,3258,3259,3260,3261,3262,3263,3264,3265,3266,3267,3268,3269,3270,3271,3272,3273,3274,3275,3276,3277,3278,3279,3280,3281,3282,3283,3284,3285,3286,3287,3288,3289,3290,3291,3292,3293,3294,3295,3294,3293,3296,3294,3296,3297,3294,3297,3298,3294,3298,3299,3294,3299,3300,3294,3300,3301,3294,3301,3302,3294,3302,3303,3294,3303,3304,3294,3304,3305,3294,3305,3306,3294,3306,3307,3294,3307,3308,3294,3308,3309,3294,3309,3310,3294,3310,3311,3294,3311,3312,3294,3312,3313,3294,3313,3295,3314,3315,3316,3316,3315,3317,3316,3317,3318,3316,3318,3319,3316,3319,3320,3316,3320,3321,3316,3321,3322,3316,3322,3323,3316,3323,3324,3316,3324,3325,3316,3325,3326,3316,3326,3327,3316,3327,3328,3316,3328,3329,3316,3329,3330,3316,3330,3331,3316,3331,3332,3316,3332,3333,3316,3333,3334,3316,3334,3314,3335,3336,3337,3335,3337,3338,3339,3340,3341,3339,3341,3342,3343,3344,3345,3343,3345,3346,3347,3348,3349,3347,3349,3350,3351,3352,3353,3351,3353,3354,3355,3356,3357,3355,3357,3358,3359,3360,3361,3361,3360,3362,3363,3364,3365,3365,3364,3366,3367,3368,3369,3369,3368,3370,3371,3372,3373,3373,3372,3374,3375,3376,3377,3377,3376,3378,3379,3380,3381,3382,3383,3384,3385,3386,3387,3388,3389,3390,3391,3392,3393,3391,3393,3394,3395,3396,3397,3395,3397,3398,3399,3400,3401,3399,3401,3402,3403,3404,3405,3403,3405,3406,3407,3408,3409,3407,3409,3410,3411,3412,3413,3411,3413,3414,3415,3416,3417,3415,3417,3418,3419,3420,3421,3422,3423,3424,3425,3426,3427,3428,3429,3430,3431,3432,3433,3434,3435,3436,3437,3438,3439,3440,3441,3442,3443,3444,3445,3446,3447,3448,3449,3450,3451,3452,3453,3454,3455,3456,3457,3458,3459,3460,3461,3462,3463,3464,3465,3466,3467,3468,3469,3470,3471,3472,3473,3474,3475,3476,3477,3478,3479,3480,3481,3482,3483,3484,3485,3486,3487,3488,3489,3490,3491,3492,3493,3494,3495,3496,3497,3498,3499,3500,3501,3502,3503,3504,3505,3506,3507,3508,3509,3510,3511,3512,3513,3514,3515,3516,3517,3518,3519,3520,3521,3522,3523,3524,3525,3526,3527,3528,3529,3530,3531,3532,3533,3534,3535,3536,3537,3538,3539,3540,3541,3542,3543,3544,3545,3546,3547,3548,3549,3550,3551,3552,3553,3554,3555,3556,3557,3558,3559,3560,3561,3562,3563,3564,3565,3566,3567,3568,3569,3570,3571,3572,3573,3574,3575,3576,3577,3578,3579,3580,3581,3582,3583,3584,3585,3586,3587,3588,3589,3590,3591,3592,3593,3594,3595,3596,3597,3598,3599,3600,3601,3602,3603,3604,3605,3606,3607,3608,3609,3610,3611,3612,3613,3614,3615,3616,3617,3618,3619,3620,3621,3622,3623,3624,3625,3626,3627,3628,3629,3630,3631,3632,3633,3634,3635,3636,3637,3638,3639,3640,3641,3642,3643,3644,3645,3646,3647,3648,3649,3650,3651,3652,3653,3654,3655,3656,3657,3658,3659,3660,3661,3662,3663,3664,3665,3666,3667,3668,3669,3670,3671,3672,3673,3674,3675,3676,3677,3678,3679,3680,3681,3682,3683,3684,3685,3686,3687,3688,3689,3690,3691,3692,3693,3694,3695,3696,3697,3698,3699,3700,3701,3702,3703,3704,3705,3706,3707,3708,3709,3710,3711,3712,3713,3714,3715,3716,3717,3718,3719,3720,3721,3722,3723,3724,3725,3726,3727,3728,3729,3730,3731,3732,3733,3734,3735,3736,3737,3738,3739,3740,3741,3742,3743,3744,3745,3746,3747,3748,3749,3750,3751,3752,3753,3754,3755,3756,3757,3758,3759,3760,3761,3762,3763,3764,3765,3766,3767,3768,3769,3770,3771,3772,3773,3774,3775,3776,3777,3778,3779,3780,3781,3781,3780,3782,3783,3784,3785,3784,3783,3786,3787,3788,3789,3787,3789,3790,3791,3792,3793,3791,3793,3794,3795,3796,3797,3795,3797,3798,3799,3800,3801,3799,3801,3802,3803,3804,3805,3803,3805,3806,3807,3808,3809,3807,3809,3810,3811,3812,3813,3811,3813,3814,3815,3816,3817,3815,3817,3818,3819,3820,3821,3819,3821,3822,3823,3824,3825,3823,3825,3826,3827,3828,3829,3827,3829,3830,3831,3832,3833,3831,3833,3834,3835,3836,3837,3835,3837,3838,3839,3840,3841,3839,3841,3842,3843,3844,3845,3843,3845,3846,3847,3848,3849,3849,3848,3850,3851,3852,3853,3852,3851,3854,3855,3856,3857,3856,3855,3858,3859,3860,3861,3862,3863,3864,3865,3866,3867,3868,3869,3870,3871,3872,3873,3874,3875,3876,3877,3878,3879,3880,3881,3882,3883,3884,3885,3886,3887,3888,3889,3890,3891,3892,3893,3894,3895,3896,3897,3898,3899,3900,3901,3902,3903,3904,3905,3906,3907,3908,3909,3910,3911,3912,3913,3914,3915,3916,3917,3918,3919,3920,3921,3922,3923,3924,3925,3926,3927,3928,3929,3930,3931,3932,3933,3934,3935,3936,3937,3938,3939,3940,3941,3942,3943,3944,3945,3946,3947,3948,3949,3950,3951,3952,3953,3954,3955,3956,3957,3958,3959,3960,3961,3962,3963,3964,3965,3966,3967,3968,3969,3970,3971,3972,3973,3974,3975,3976,3977,3978,3979,3980,3981,3980,3979,3982,3980,3982,3983,3980,3983,3984,3980,3984,3985,3980,3985,3986,3980,3986,3987,3980,3987,3988,3980,3988,3989,3980,3989,3990,3980,3990,3991,3980,3991,3992,3980,3992,3993,3980,3993,3994,3980,3994,3995,3980,3995,3996,3980,3996,3997,3980,3997,3998,3980,3998,3999,3980,3999,3981,4000,4001,4002,4002,4001,4003,4002,4003,4004,4002,4004,4005,4002,4005,4006,4002,4006,4007,4002,4007,4008,4002,4008,4009,4002,4009,4010,4002,4010,4011,4002,4011,4012,4002,4012,4013,4014,4000,4002,4014,4002,4015,4015,4002,4016,4016,4002,4017,4017,4002,4018,4018,4002,4019,4019,4002,4020,4020,4002,4021,4022,4023,4024,4022,4024,4025,4026,4027,4028,4026,4028,4029,4030,4031,4032,4030,4032,4033,4034,4035,4036,4034,4036,4037,4038,4039,4040,4038,4040,4041,4042,4043,4044,4042,4044,4045,4046,4047,4048,4048,4047,4049,4050,4051,4052,4052,4051,4053,4054,4055,4056,4056,4055,4057,4058,4059,4060,4060,4059,4061,4062,4063,4064,4064,4063,4065,4066,4067,4068,4066,4068,4069,4070,4071,4072,4070,4072,4073,4074,4075,4076,4074,4076,4077,4078,4079,4080,4078,4080,4081,4082,4083,4084,4082,4084,4085,4086,4087,4088,4086,4088,4089,4090,4091,4092,4090,4092,4093,4094,4095,4096,4094,4096,4097,4098,4099,4100,4098,4100,4101,4102,4103,4104,4105,4106,4107,4108,4109,4110,4111,4112,4113,4114,4115,4116,4117,4118,4119,4120,4121,4122,4123,4124,4125,4126,4127,4128,4129,4130,4131,4132,4133,4134,4135,4136,4137,4138,4139,4140,4141,4142,4143,4144,4145,4146,4147,4148,4149,4150,4151,4152,4153,4154,4155,4156,4157,4158,4159,4160,4161,4162,4163,4164,4165,4166,4167,4168,4169,4170,4171,4172,4173,4174,4175,4176,4177,4178,4179,4180,4181,4182,4183,4184,4185,4186,4187,4188,4189,4190,4191,4192,4193,4194,4195,4196,4197,4198,4199,4200,4201,4202,4203,4204,4205,4206,4207,4208,4209,4210,4211,4212,4213,4214,4215,4216,4217,4218,4219,4220,4221,4222,4223,4224,4225,4226,4227,4228,4229,4230,4231,4232,4233,4234,4235,4236,4237,4238,4239,4240,4241,4242,4243,4244,4245,4246,4247,4248,4249,4250,4251,4252,4253,4254,4255,4256,4257,4258,4259,4260,4261,4262,4263,4264,4265,4266,4267,4268,4269,4270,4271,4272,4273,4274,4275,4276,4277,4278,4279,4280,4281,4282,4283,4284,4285,4286,4287,4288,4289,4290,4291,4292,4293,4294,4295,4296,4297,4298,4299,4300,4301,4302,4303,4304,4305,4306,4307,4308,4309,4310,4311,4312,4313,4314,4315,4316,4317,4318,4319,4320,4321,4322,4323,4324,4325,4326,4327,4328,4329,4330,4331,4332,4333,4334,4335,4336,4337,4338,4339,4340,4341,4342,4343,4344,4345,4346,4347,4348,4349,4350,4351,4352,4353,4354,4355,4356,4357,4358,4359,4360,4361,4362,4363,4364,4365,4366,4367,4368,4369,4370,4371,4372,4373,4374,4375,4376,4377,4378,4379,4380,4381,4382,4383,4384,4385,4386,4387,4388,4389,4390,4391,4392,4393,4394,4395,4396,4397,4398,4399,4400,4401,4402,4403,4404,4405,4406,4407,4408,4409,4410,4411,4412,4413,4414,4415,4416,4417,4418,4419,4420,4421,4422,4423,4424,4425,4426,4427,4428,4429,4430,4431,4432,4433,4434,4435,4436,4437,4438,4439,4440,4441,4442,4443,4444,4445,4446,4447,4448,4449,4450,4451,4452,4453,4454,4455,4456,4457,4458,4459,4460,4461,4462,4463,4464,4464,4463,4465,4466,4467,4468,4467,4466,4469,4470,4471,4472,4470,4472,4473,4474,4475,4476,4474,4476,4477,4478,4479,4480,4478,4480,4481,4482,4483,4484,4482,4484,4485,4486,4487,4488,4486,4488,4489,4490,4491,4492,4490,4492,4493,4494,4495,4496,4494,4496,4497,4498,4499,4500,4498,4500,4501,4502,4503,4504,4502,4504,4505,4506,4507,4508,4506,4508,4509,4510,4511,4512,4510,4512,4513,4514,4515,4516,4514,4516,4517,4518,4519,4520,4518,4520,4521,4522,4523,4524,4522,4524,4525,4526,4527,4528,4528,4527,4529,4530,4531,4532,4532,4531,4533,4534,4535,4536,4535,4534,4537,4538,4539,4540,4539,4538,4541,4542,4543,4544,4545,4546,4547,4548,4549,4550,4551,4552,4553,4554,4555,4556,4557,4558,4559,4560,4561,4562,4563,4564,4565,4566,4567,4568,4569,4570,4571,4572,4573,4574,4575,4576,4577,4578,4579,4580,4581,4582,4583,4584,4585,4586,4587,4588,4589,4590,4591,4592,4593,4594,4595,4596,4597,4598,4599,4600,4601,4602,4603,4604,4605,4606,4607,4608,4609,4610,4611,4612,4613,4614,4615,4616,4617,4618,4619,4620,4621,4622,4623,4624,4625,4626,4627,4628,4629,4630,4631,4632,4633,4634,4635,4636,4637,4638,4639,4640,4641,4642,4643,4644,4645,4646,4647,4648,4649,4650,4651,4652,4653,4654,4655,4656,4657,4658,4659,4660,4661,4662,4663,4664,4663,4662,4665,4663,4665,4666,4663,4666,4667,4663,4667,4668,4663,4668,4669,4663,4669,4670,4663,4670,4671,4663,4671,4672,4663,4672,4673,4663,4673,4674,4663,4674,4675,4663,4675,4676,4663,4676,4677,4663,4677,4678,4663,4678,4679,4663,4679,4680,4663,4680,4681,4663,4681,4682,4663,4682,4664,4683,4684,4685,4685,4684,4686,4685,4686,4687,4685,4687,4688,4685,4688,4689,4685,4689,4690,4685,4690,4691,4685,4691,4692,4685,4692,4693,4685,4693,4694,4685,4694,4695,4685,4695,4696,4685,4696,4697,4685,4697,4698,4685,4698,4699,4685,4699,4700,4685,4700,4701,4685,4701,4702,4685,4702,4703,4685,4703,4683,4704,4705,4706,4704,4706,4707,4708,4709,4710,4708,4710,4711,4712,4713,4714,4712,4714,4715,4716,4717,4718,4716,4718,4719,4720,4721,4722,4720,4722,4723,4724,4725,4726,4724,4726,4727,4728,4729,4730,4728,4730,4731,4732,4733,4734,4734,4733,4735,4736,4737,4738,4738,4737,4739,4740,4741,4742,4742,4741,4743,4744,4745,4746,4746,4745,4747,4748,4749,4750,4748,4750,4751,4752,4753,4754,4752,4754,4755,4756,4757,4758,4756,4758,4759,4760,4761,4762,4760,4762,4763,4764,4765,4766,4764,4766,4767,4768,4769,4770,4768,4770,4771,4772,4773,4774,4772,4774,4775,4776,4777,4778,4776,4778,4779,4780,4781,4782,4780,4782,4783,4784,4785,4786,4787,4788,4789,4790,4791,4792,4793,4794,4795,4796,4797,4798,4799,4800,4801,4802,4803,4804,4805,4806,4807,4808,4809,4810,4811,4812,4813,4814,4815,4816,4817,4818,4819,4820,4821,4822,4823,4824,4825,4826,4827,4828,4829,4830,4831,4832,4833,4834,4835,4836,4837,4838,4839,4840,4841,4842,4843,4844,4845,4846,4847,4848,4849,4850,4851,4852,4853,4854,4855,4856,4857,4858,4859,4860,4861,4862,4863,4864,4865,4866,4867,4868,4869,4870,4871,4872,4873,4874,4875,4876,4877,4878,4879,4880,4881,4882,4883,4884,4885,4886,4887,4888,4889,4890,4891,4892,4893,4894,4895,4896,4897,4898,4899,4900,4901,4902,4903,4904,4905,4906,4907,4908,4909,4910,4911,4912,4913,4914,4915,4916,4917,4918,4919,4920,4921,4922,4923,4924,4925,4926,4927,4928,4929,4930,4931,4932,4933,4934,4935,4936,4937,4938,4939,4940,4941,4942,4943,4944,4945,4946,4947,4948,4949,4950,4951,4952,4953,4954,4955,4956,4957,4958,4959,4960,4961,4962,4963,4964,4965,4966,4967,4968,4969,4970,4971,4972,4973,4974,4975,4976,4977,4978,4979,4980,4981,4982,4983,4984,4985,4986,4987,4988,4989,4990,4991,4992,4993,4994,4995,4996,4997,4998,4999,5000,5001,5002,5003,5004,5005,5006,5007,5008,5009,5010,5011,5012,5013,5014,5015,5016,5017,5018,5019,5020,5021,5022,5023,5024,5025,5026,5027,5028,5029,5030,5031,5032,5033,5034,5035,5036,5037,5038,5039,5040,5041,5042,5043,5044,5045,5046,5047,5048,5049,5050,5051,5052,5053,5054,5055,5056,5057,5058,5059,5060,5061,5062,5063,5064,5065,5066,5067,5068,5069,5070,5071,5072,5073,5074,5075,5076,5077,5078,5079,5080,5081,5082,5083,5084,5085,5086,5087,5088,5089,5090,5091,5092,5093,5094,5095,5096,5097,5098,5099,5100,5101,5102,5103,5104,5105,5106,5107,5108,5109,5110,5111,5112,5113,5114,5115,5116,5117,5118,5119,5120,5121,5122,5123,5124,5125,5126,5127,5128,5129,5130,5131,5132,5133,5134,5135,5136,5137,5138,5139,5140,5141,5142,5143,5144,5145,5146,5147,5148,5149,5150,5151,5152,5153,5154,5155,5156,5157,5158,5159,5160,5161,5162,5163,5164,5165,5166,5167,5168,5169,5170,5171,5172,5173,5173,5172,5174,5175,5176,5177,5177,5176,5178,5179,5180,5181,5180,5179,5182,5183,5184,5185,5184,5183,5186,5187,5188,5189,5188,5187,5190,5191,5192,5193,5192,5191,5194,5195,5196,5197,5196,5195,5198,5199,5200,5201,5200,5199,5202,5203,5204,5205,5204,5203,5206,5207,5208,5209,5208,5207,5210,5211,5212,5213,5212,5211,5214,5215,5216,5217,5216,5215,5218,5219,5220,5221,5220,5219,5222,5223,5224,5225,5224,5223,5226,5227,5228,5229,5228,5227,5230,5231,5232,5233,5232,5231,5234,5235,5236,5237,5236,5235,5238,5239,5240,5241,5241,5240,5242,5243,5244,5245,5245,5244,5246,5247,5248,5249,5249,5248,5250,5251,5252,5253,5254,5255,5256,5257,5258,5259,5260,5261,5262,5263,5264,5265,5266,5267,5268,5269,5270,5271,5272,5273,5274,5275,5276,5277,5278,5279,5280,5281,5282,5283,5284,5285,5286,5287,5288,5289,5290,5291,5292,5293,5294,5295,5296,5297,5298,5299,5300,5301,5302,5303,5304,5305,5306,5307,5308,5309,5310,5311,5312,5313,5314,5315,5316,5317,5318,5319,5320,5321,5322,5323,5324,5325,5326,5327,5328,5329,5330,5331,5332,5333,5334,5335,5336,5337,5338,5339,5340,5341,5342,5343,5344,5345,5346,5347,5348,5349,5350,5351,5352,5353,5354,5355,5356,5357,5358,5359,5360,5361,5362,5363,5364,5365,5366,5367,5368,5369,5370,5371,5372,5373,5373,5372,5374,5373,5374,5375,5373,5375,5376,5373,5376,5377,5373,5377,5378,5373,5378,5379,5371,5373,5380,5380,5373,5381,5381,5373,5382,5382,5373,5383,5383,5373,5384,5384,5373,5385,5385,5373,5386,5386,5373,5387,5387,5373,5388,5388,5373,5389,5389,5373,5390,5390,5373,5391,5391,5373,5392,5393,5394,5395,5394,5393,5396,5394,5396,5397,5394,5397,5398,5394,5398,5399,5394,5399,5400,5394,5400,5401,5394,5401,5402,5394,5402,5403,5394,5403,5404,5394,5404,5405,5394,5405,5406,5394,5406,5407,5394,5407,5408,5394,5408,5409,5394,5409,5410,5394,5410,5411,5394,5411,5412,5394,5412,5413,5394,5413,5395,5414,5415,5416,5415,5414,5417,5418,5419,5420,5419,5418,5421,5422,5423,5424,5423,5422,5425,5426,5427,5428,5427,5426,5429,5430,5431,5432,5431,5430,5433,5434,5435,5436,5435,5434,5437,5438,5439,5440,5440,5439,5441,5442,5443,5444,5444,5443,5445,5446,5447,5448,5448,5447,5449,5450,5451,5452,5452,5451,5453,5454,5455,5456,5456,5455,5457,5458,5459,5460,5459,5458,5461,5462,5463,5464,5463,5462,5465,5466,5467,5468,5467,5466,5469,5470,5471,5472,5473,5474,5475,5476,5477,5478,5479,5480,5481,5482,5483,5484,5483,5482,5485,5486,5487,5488,5487,5486,5489,5490,5491,5492,5491,5490,5493,5494,5495,5496,5495,5494,5497,5498,5499,5500,5501,5502,5503,5501,5503,5504]},{"name":"Object_9","material":2,"positions":[-0.20288,2.542321,-0.680298,0.049621,2.542321,-0.281804,0.049621,2.542321,-0.680298,-0.20288,2.542321,-0.281804,-0.455337,2.542321,-0.281804,-0.455337,2.542321,-0.680298,-0.455337,2.615581,-0.281804,-0.455337,2.615581,-0.680298,-0.562548,2.615581,-0.281804,-0.562548,2.615581,-0.680298,-0.562548,2.615581,-0.281804,-0.455337,2.615581,-0.680298,-1.150781,2.367164,-0.723516,-1.244245,2.176898,-0.302886,-1.150781,2.36365,-0.302886,-1.244245,2.176898,-0.302886,-1.150781,2.367164,-0.723516,-1.244245,2.176898,-0.79682,0.289956,2.343096,-0.300075,0.070528,2.544429,-0.665189,0.070528,2.544429,-0.300075,0.070528,2.544429,-0.665189,0.289956,2.343096,-0.300075,0.289956,2.348717,-0.73375,-0.125008,2.337825,-0.751845,0.288902,2.328865,-0.755008,-0.0651,2.162449,-0.820538,-0.455337,2.344852,-0.749386,-0.563602,2.162449,-0.820538,-0.563075,2.357502,-0.744994,-0.563602,2.162449,-0.820538,-0.455337,2.344852,-0.749386,-0.455337,2.162449,-0.820538,-0.20288,2.542321,0.256842,0.049621,2.542321,-0.281804,-0.20288,2.542321,-0.281804,0.049621,2.542321,0.256842,-0.455337,2.542321,-0.281804,-0.455337,2.542321,0.256842,-0.562548,2.615581,0.256842,-0.562548,2.615581,0.641984,-0.455337,2.615581,0.641984,-0.455337,2.615581,0.256842,-0.562548,2.615581,-0.281804,-0.455337,2.615581,-0.281804,-1.148321,2.369097,0.694865,-1.150781,2.363826,0.277924,-1.244245,2.176898,0.277924,-1.148321,2.369097,0.694865,-1.244245,2.176898,0.277924,-1.244245,2.176898,0.771858,-1.150605,2.364177,0.234354,-1.150605,2.364177,-0.259316,-1.244069,2.177426,-0.259316,-1.244069,2.177426,0.234354,0.070001,2.54478,-0.259316,0.070001,2.54478,0.234354,0.289429,2.343271,0.234354,0.289429,2.343271,-0.259316,0.267645,2.325176,0.270897,-0.118684,2.35715,0.270897,-0.055789,2.178831,0.270897,0.048919,2.525982,0.270897,-0.181622,2.525982,0.270897,-0.125008,2.337825,-0.751845,-0.455337,2.162449,-0.820538,-0.455337,2.344852,-0.749386,-0.455337,2.162449,-0.820538,-0.125008,2.337825,-0.751845,-0.0651,2.162449,-0.820538,-0.20288,2.542321,0.256842,-0.455337,2.542321,0.256842,-0.455337,2.357502,0.256842,-0.133968,2.357502,0.256842,-0.455337,2.278268,0.256842,-0.0651,2.162449,0.256842,-0.055789,2.178831,0.256842,-0.118684,2.35715,0.256842,0.267645,2.325176,0.256842,0.288902,2.322541,0.256842,0.049621,2.542321,0.256842,0.048919,2.525982,0.256842,-0.181622,2.525982,0.256842,-0.455337,2.542321,0.641984,-0.455337,2.357502,0.256842,-0.455337,2.542321,0.256842,-0.455337,2.364002,0.711774,-0.455337,2.278268,0.256842,-0.455337,2.162449,0.794697,-0.455337,2.615581,0.256842,-0.455337,2.615581,0.641984,-0.455337,2.615581,-0.281804,-0.455337,2.542321,-0.281804,-0.455337,2.542321,-0.680298,-0.455337,2.615581,-0.680298,-0.455337,2.542321,0.641984,-0.562548,2.542321,0.641984,-0.563075,2.368042,0.711774,-1.04783,2.54232,0.641984,-0.455337,2.542321,0.641984,-0.563075,2.368042,0.711774,-0.455337,2.364002,0.711774,-1.064169,2.541091,0.627402,-1.061709,2.541091,0.27441,-1.142875,2.379637,0.27441,-1.142875,2.379637,0.27441,-1.140416,2.385084,0.691351,-1.064169,2.541091,0.627402,-1.061534,2.541442,0.234354,-1.061534,2.541442,-0.259316,-1.142524,2.379989,-0.259316,-1.142524,2.379989,0.234354,-1.061709,2.541266,-0.665189,-1.142699,2.379813,-0.299724,-1.061709,2.541266,-0.299724,-1.142699,2.379813,-0.299724,-1.061709,2.541266,-0.665189,-1.142699,2.383151,-0.720354,-0.455337,2.542321,-0.680298,-0.563075,2.357502,-0.744994,-0.562548,2.542321,-0.680298,-0.563075,2.357502,-0.744994,-0.455337,2.542321,-0.680298,-0.455337,2.344852,-0.749386,-0.20288,2.542321,-0.680298,-0.455337,2.344852,-0.749386,-0.455337,2.542321,-0.680298,-0.455337,2.344852,-0.749386,-0.20288,2.542321,-0.680298,-0.125008,2.337825,-0.751845,0.049621,2.542321,-0.680298,-0.125008,2.337825,-0.751845,-0.20288,2.542321,-0.680298,-0.125008,2.337825,-0.751845,0.049621,2.542321,-0.680298,0.288902,2.328865,-0.755008,-0.055789,2.178831,0.270897,-0.118684,2.35715,0.270897,-0.118684,2.35715,0.256842,-0.055789,2.178831,0.256842,0.267645,2.325176,0.270897,-0.055789,2.178831,0.256842,0.267645,2.325176,0.256842,-0.055789,2.178831,0.270897,0.048919,2.525982,0.270897,0.267645,2.325176,0.256842,0.048919,2.525982,0.256842,0.267645,2.325176,0.270897,-0.181622,2.525982,0.270897,0.048919,2.525982,0.256842,-0.181622,2.525982,0.256842,0.048919,2.525982,0.270897,-0.118684,2.35715,0.270897,-0.181622,2.525982,0.270897,-0.181622,2.525982,0.256842,-0.118684,2.35715,0.256842,-1.23546,2.137677,-0.820538,-1.23546,2.162449,-0.281804,-1.23546,2.162449,-0.820538,-1.23546,2.137677,-0.281804,-1.23546,2.162449,0.256842,-1.23546,2.137677,0.256842,-1.23546,2.162449,0.795575,-1.23546,2.137677,0.795575,-0.455337,2.137677,-0.820538,-0.563602,2.162449,-0.820538,-0.455337,2.162449,-0.820538,-0.0651,2.137677,-0.820538,-0.0651,2.162449,-0.820538,-0.563602,2.137677,-0.820538,-1.23546,2.162449,-0.820538,-1.23546,2.137677,-0.820538,0.288902,2.322541,-0.281804,-0.0651,2.162449,-0.281804,0.288902,2.328865,-0.755008,0.288902,2.328865,-0.755008,-0.0651,2.162449,-0.281804,-0.0651,2.162449,-0.820538,0.288902,2.322541,0.256842,-0.0651,2.162449,-0.281804,0.288902,2.322541,-0.281804,-0.0651,2.162449,0.256842,-0.455337,2.364002,0.711774,-0.563602,2.162449,0.795048,-0.455337,2.162449,0.794697,-0.563602,2.162449,0.795048,-0.455337,2.364002,0.711774,-0.563075,2.368042,0.711774,-0.0651,2.162449,-0.281804,-0.0651,2.137677,-0.820538,-0.0651,2.162449,-0.820538,-0.0651,2.137677,-0.281804,-0.0651,2.162449,0.256842,-0.0651,2.137677,0.256842,-0.563602,2.162449,0.795048,-0.455337,2.137677,0.794697,-0.455337,2.162449,0.794697,-0.563602,2.137677,0.795048,-0.455337,2.137677,0.794697,-0.275086,2.137677,0.551156,-0.455337,2.162449,0.794697,-0.290722,2.1498,0.525857,-0.455337,2.162449,0.794697,-0.275086,2.137677,0.551156,-0.290722,2.1498,0.525857,-0.0651,2.137677,0.256842,-0.0651,2.162449,0.256842,-0.0651,2.137677,0.256842,-0.290722,2.1498,0.525857,-0.275086,2.137677,0.551156,-0.446026,2.175493,0.760087,-0.303371,2.164557,0.527087,-0.446026,2.275809,0.294087,-0.285451,2.164206,0.503546,-0.090047,2.175142,0.270545,-0.428106,2.275457,0.270545,-1.133564,2.369975,-0.740602,-0.563075,2.357502,-0.744994,-0.563602,2.162449,-0.820538,-1.133564,2.369975,-0.740602,-0.563602,2.162449,-0.820538,-1.23546,2.162449,-0.820538,-0.563075,2.357502,-0.744994,-1.045195,2.54232,-0.680474,-0.562548,2.542321,-0.680298,-1.045195,2.54232,-0.680474,-0.563075,2.357502,-0.744994,-1.133564,2.369975,-0.740602,-1.045195,2.54232,-0.680474,-1.045195,2.54232,-0.281804,-0.562548,2.542321,-0.680298,-1.045195,2.54232,-0.281804,-0.562548,2.542321,-0.281804,-0.562548,2.542321,-0.680298,-0.562548,2.542321,0.256842,-1.045195,2.54232,-0.281804,-1.045195,2.54232,0.256842,-0.562548,2.542321,-0.281804,-0.562548,2.542321,0.641984,-1.04783,2.54232,0.641984,-0.563075,2.368042,0.711774,-1.04783,2.54232,0.641984,-1.130929,2.372083,0.711774,-1.130929,2.372083,0.711774,-0.563602,2.162449,0.795048,-0.563075,2.368042,0.711774,-0.563602,2.162449,0.795048,-1.130929,2.372083,0.711774,-1.23546,2.162449,0.795575,-1.23546,2.162449,0.795575,-0.563602,2.137677,0.795048,-0.563602,2.162449,0.795048,-1.23546,2.137677,0.795575,-0.562548,2.615581,-0.680298,-0.455337,2.615581,-0.680298,-0.455337,2.542321,-0.680298,-0.562548,2.542321,-0.680298,-0.562548,2.615581,-0.281804,-0.562548,2.615581,-0.680298,-0.562548,2.542321,-0.680298,-0.562548,2.542321,-0.281804,-0.562548,2.615581,0.256842,-0.562548,2.542321,0.256842,-0.562548,2.615581,0.641984,-0.562548,2.615581,0.256842,-0.562548,2.542321,0.256842,-0.562548,2.542321,0.641984,-0.455337,2.615581,0.641984,-0.562548,2.615581,0.641984,-0.562548,2.542321,0.641984,-0.455337,2.542321,0.641984,0.059987,2.532834,-0.300075,0.288902,2.322541,-0.281804,0.279415,2.331501,-0.300075,0.288902,2.322541,-0.281804,0.059987,2.532834,-0.300075,0.049621,2.542321,-0.281804,0.288902,2.322541,-0.281804,0.288902,2.328865,-0.755008,0.279415,2.337122,-0.733926,0.288902,2.322541,-0.281804,0.279415,2.337122,-0.733926,0.279415,2.331501,-0.300075,0.279415,2.337122,-0.733926,0.049621,2.542321,-0.680298,0.059987,2.532834,-0.665365,0.049621,2.542321,-0.680298,0.279415,2.337122,-0.733926,0.288902,2.328865,-0.755008,0.049621,2.542321,-0.680298,0.049621,2.542321,-0.281804,0.059987,2.532834,-0.300075,0.049621,2.542321,-0.680298,0.059987,2.532834,-0.300075,0.059987,2.532834,-0.665365,0.049621,2.542321,0.256842,0.05946,2.533185,-0.259316,0.049621,2.542321,-0.281804,0.05946,2.533185,-0.259316,0.049621,2.542321,0.256842,0.05946,2.533185,0.234354,0.278888,2.331852,0.234354,0.05946,2.533185,0.234354,0.049621,2.542321,0.256842,0.049621,2.542321,0.256842,0.288902,2.322541,0.256842,0.278888,2.331852,0.234354,0.288902,2.322541,0.256842,0.288902,2.322541,-0.281804,0.278888,2.331852,-0.259316,0.278888,2.331852,0.234354,0.05946,2.533185,-0.259316,0.288902,2.322541,-0.281804,0.049621,2.542321,-0.281804,0.288902,2.322541,-0.281804,0.05946,2.533185,-0.259316,0.278888,2.331852,-0.259316,0.289956,2.343096,-0.300075,0.059987,2.532834,-0.300075,0.279415,2.331501,-0.300075,0.070528,2.544429,-0.300075,0.289956,2.343096,-0.300075,0.279415,2.337122,-0.733926,0.289956,2.348717,-0.73375,0.279415,2.331501,-0.300075,0.070528,2.544429,-0.665189,0.289956,2.348717,-0.73375,0.279415,2.337122,-0.733926,0.059987,2.532834,-0.665365,0.070528,2.544429,-0.665189,0.059987,2.532834,-0.300075,0.070528,2.544429,-0.300075,0.059987,2.532834,-0.665365,0.070001,2.54478,0.234354,0.070001,2.54478,-0.259316,0.05946,2.533185,-0.259316,0.05946,2.533185,0.234354,0.278888,2.331852,0.234354,0.070001,2.54478,0.234354,0.05946,2.533185,0.234354,0.289429,2.343271,0.234354,0.289429,2.343271,-0.259316,0.289429,2.343271,0.234354,0.278888,2.331852,0.234354,0.278888,2.331852,-0.259316,0.070001,2.54478,-0.259316,0.289429,2.343271,-0.259316,0.278888,2.331852,-0.259316,0.05946,2.533185,-0.259316,-0.449364,2.167763,0.758331,-0.290722,2.1498,0.525857,-0.306709,2.156827,0.52533,-0.455337,2.162449,0.794697,-0.290722,2.1498,0.525857,-0.449364,2.167763,0.758331,-0.449364,2.268079,0.29233,-0.306709,2.156827,0.52533,-0.290722,2.1498,0.525857,-0.290722,2.1498,0.525857,-0.455337,2.278268,0.256842,-0.449364,2.268079,0.29233,-0.449364,2.167763,0.758331,-0.455337,2.278268,0.256842,-0.455337,2.162449,0.794697,-0.455337,2.278268,0.256842,-0.449364,2.167763,0.758331,-0.449364,2.268079,0.29233,-0.290722,2.1498,0.525857,-0.0651,2.162449,0.256842,-0.092331,2.167236,0.268086,-0.290722,2.1498,0.525857,-0.092331,2.167236,0.268086,-0.287735,2.1563,0.501262,-0.0651,2.162449,0.256842,-0.455337,2.278268,0.256842,-0.092331,2.167236,0.268086,-0.092331,2.167236,0.268086,-0.455337,2.278268,0.256842,-0.43039,2.267551,0.268086,-0.290722,2.1498,0.525857,-0.43039,2.267551,0.268086,-0.455337,2.278268,0.256842,-0.43039,2.267551,0.268086,-0.290722,2.1498,0.525857,-0.287735,2.1563,0.501262,-0.303371,2.164557,0.527087,-0.446026,2.175493,0.760087,-0.449364,2.167763,0.758331,-0.303371,2.164557,0.527087,-0.449364,2.167763,0.758331,-0.306709,2.156827,0.52533,-0.303371,2.164557,0.527087,-0.449364,2.268079,0.29233,-0.446026,2.275809,0.294087,-0.449364,2.268079,0.29233,-0.303371,2.164557,0.527087,-0.306709,2.156827,0.52533,-0.446026,2.175493,0.760087,-0.446026,2.275809,0.294087,-0.449364,2.268079,0.29233,-0.446026,2.175493,0.760087,-0.449364,2.268079,0.29233,-0.449364,2.167763,0.758331,-0.090047,2.175142,0.270545,-0.285451,2.164206,0.503546,-0.287735,2.1563,0.501262,-0.287735,2.1563,0.501262,-0.092331,2.167236,0.268086,-0.090047,2.175142,0.270545,-0.090047,2.175142,0.270545,-0.43039,2.267551,0.268086,-0.428106,2.275457,0.270545,-0.43039,2.267551,0.268086,-0.090047,2.175142,0.270545,-0.092331,2.167236,0.268086,-0.43039,2.267551,0.268086,-0.285451,2.164206,0.503546,-0.428106,2.275457,0.270545,-0.285451,2.164206,0.503546,-0.43039,2.267551,0.268086,-0.287735,2.1563,0.501262,-1.133564,2.366286,-0.281804,-1.133564,2.369975,-0.740602,-1.138132,2.357326,-0.302886,-1.138132,2.357326,-0.302886,-1.133564,2.369975,-0.740602,-1.138132,2.360839,-0.723516,-1.23142,2.170574,-0.79682,-1.138132,2.360839,-0.723516,-1.133564,2.369975,-0.740602,-1.133564,2.369975,-0.740602,-1.23546,2.162449,-0.820538,-1.23142,2.170574,-0.79682,-1.23546,2.162449,-0.281804,-1.23142,2.170574,-0.79682,-1.23546,2.162449,-0.820538,-1.23142,2.170574,-0.79682,-1.23546,2.162449,-0.281804,-1.23142,2.170574,-0.302886,-1.138132,2.357326,-0.302886,-1.23546,2.162449,-0.281804,-1.133564,2.366286,-0.281804,-1.23546,2.162449,-0.281804,-1.138132,2.357326,-0.302886,-1.23142,2.170574,-0.302886,-1.130929,2.372083,0.711774,-1.133564,2.366286,0.256842,-1.137956,2.357501,0.277924,-1.130929,2.372083,0.711774,-1.137956,2.357501,0.277924,-1.135496,2.362772,0.694865,-1.137956,2.357501,0.277924,-1.23546,2.162449,0.256842,-1.23142,2.170574,0.277924,-1.23546,2.162449,0.256842,-1.137956,2.357501,0.277924,-1.133564,2.366286,0.256842,-1.23546,2.162449,0.256842,-1.23546,2.162449,0.795575,-1.23142,2.170574,0.771858,-1.23142,2.170574,0.277924,-1.23142,2.170574,0.771858,-1.130929,2.372083,0.711774,-1.135496,2.362772,0.694865,-1.130929,2.372083,0.711774,-1.23142,2.170574,0.771858,-1.23546,2.162449,0.795575,-1.133564,2.366286,-0.281804,-1.13778,2.357853,0.234354,-1.133564,2.366286,0.256842,-1.13778,2.357853,0.234354,-1.133564,2.366286,-0.281804,-1.13778,2.357853,-0.259316,-1.231244,2.170925,-0.259316,-1.13778,2.357853,-0.259316,-1.133564,2.366286,-0.281804,-1.133564,2.366286,-0.281804,-1.23546,2.162449,-0.281804,-1.231244,2.170925,-0.259316,-1.23546,2.162449,-0.281804,-1.23546,2.162449,0.256842,-1.231244,2.170925,0.234354,-1.231244,2.170925,-0.259316,-1.13778,2.357853,0.234354,-1.23546,2.162449,0.256842,-1.133564,2.366286,0.256842,-1.23546,2.162449,0.256842,-1.13778,2.357853,0.234354,-1.231244,2.170925,0.234354,-1.133564,2.366286,0.256842,-1.130929,2.372083,0.711774,-1.127591,2.378759,0.691527,-1.133564,2.366286,0.256842,-1.127591,2.378759,0.691527,-1.13005,2.373313,0.27441,-1.127591,2.378759,0.691527,-1.04783,2.54232,0.641984,-1.05152,2.534766,0.627578,-1.04783,2.54232,0.641984,-1.127591,2.378759,0.691527,-1.130929,2.372083,0.711774,-1.04783,2.54232,0.641984,-1.045195,2.54232,0.256842,-1.04906,2.534766,0.27441,-1.04783,2.54232,0.641984,-1.04906,2.534766,0.27441,-1.05152,2.534766,0.627578,-1.04906,2.534766,0.27441,-1.133564,2.366286,0.256842,-1.13005,2.373313,0.27441,-1.133564,2.366286,0.256842,-1.04906,2.534766,0.27441,-1.045195,2.54232,0.256842,-1.133564,2.366286,-0.281804,-1.133564,2.366286,0.256842,-1.129875,2.373664,0.234354,-1.133564,2.366286,-0.281804,-1.129875,2.373664,0.234354,-1.129875,2.373664,-0.259316,-1.048885,2.534942,0.234354,-1.133564,2.366286,0.256842,-1.045195,2.54232,0.256842,-1.133564,2.366286,0.256842,-1.048885,2.534942,0.234354,-1.129875,2.373664,0.234354,-1.045195,2.54232,-0.281804,-1.048885,2.534942,0.234354,-1.045195,2.54232,0.256842,-1.048885,2.534942,0.234354,-1.045195,2.54232,-0.281804,-1.048885,2.534942,-0.259316,-1.129875,2.373664,-0.259316,-1.048885,2.534942,-0.259316,-1.045195,2.54232,-0.281804,-1.045195,2.54232,-0.281804,-1.133564,2.366286,-0.281804,-1.129875,2.373664,-0.259316,-1.133564,2.366286,-0.281804,-1.13005,2.376827,-0.720354,-1.133564,2.369975,-0.740602,-1.13005,2.376827,-0.720354,-1.133564,2.366286,-0.281804,-1.13005,2.373313,-0.299899,-1.04906,2.534766,-0.299899,-1.133564,2.366286,-0.281804,-1.045195,2.54232,-0.281804,-1.133564,2.366286,-0.281804,-1.04906,2.534766,-0.299899,-1.13005,2.373313,-0.299899,-1.045195,2.54232,-0.680474,-1.04906,2.534766,-0.299899,-1.045195,2.54232,-0.281804,-1.04906,2.534766,-0.299899,-1.045195,2.54232,-0.680474,-1.04906,2.534766,-0.665189,-1.13005,2.376827,-0.720354,-1.04906,2.534766,-0.665189,-1.045195,2.54232,-0.680474,-1.045195,2.54232,-0.680474,-1.133564,2.369975,-0.740602,-1.13005,2.376827,-0.720354,-1.150781,2.367164,-0.723516,-1.150781,2.36365,-0.302886,-1.138132,2.357326,-0.302886,-1.138132,2.360839,-0.723516,-1.244245,2.176898,-0.79682,-1.150781,2.367164,-0.723516,-1.138132,2.360839,-0.723516,-1.23142,2.170574,-0.79682,-1.23142,2.170574,-0.302886,-1.244245,2.176898,-0.79682,-1.23142,2.170574,-0.79682,-1.244245,2.176898,-0.302886,-1.150781,2.36365,-0.302886,-1.23142,2.170574,-0.302886,-1.138132,2.357326,-0.302886,-1.244245,2.176898,-0.302886,-1.148321,2.369097,0.694865,-1.137956,2.357501,0.277924,-1.150781,2.363826,0.277924,-1.135496,2.362772,0.694865,-1.23142,2.170574,0.277924,-1.150781,2.363826,0.277924,-1.137956,2.357501,0.277924,-1.150781,2.363826,0.277924,-1.23142,2.170574,0.277924,-1.244245,2.176898,0.277924,-1.23142,2.170574,0.277924,-1.23142,2.170574,0.771858,-1.244245,2.176898,0.771858,-1.23142,2.170574,0.277924,-1.244245,2.176898,0.771858,-1.244245,2.176898,0.277924,-1.135496,2.362772,0.694865,-1.244245,2.176898,0.771858,-1.23142,2.170574,0.771858,-1.244245,2.176898,0.771858,-1.135496,2.362772,0.694865,-1.148321,2.369097,0.694865,-1.150605,2.364177,-0.259316,-1.150605,2.364177,0.234354,-1.13778,2.357853,0.234354,-1.13778,2.357853,-0.259316,-1.13778,2.357853,-0.259316,-1.231244,2.170925,-0.259316,-1.244069,2.177426,-0.259316,-1.150605,2.364177,-0.259316,-1.231244,2.170925,-0.259316,-1.231244,2.170925,0.234354,-1.244069,2.177426,0.234354,-1.244069,2.177426,-0.259316,-1.13778,2.357853,0.234354,-1.244069,2.177426,0.234354,-1.231244,2.170925,0.234354,-1.150605,2.364177,0.234354,-1.13005,2.373313,0.27441,-1.127591,2.378759,0.691527,-1.140416,2.385084,0.691351,-1.13005,2.373313,0.27441,-1.140416,2.385084,0.691351,-1.142875,2.379637,0.27441,-1.05152,2.534766,0.627578,-1.140416,2.385084,0.691351,-1.127591,2.378759,0.691527,-1.064169,2.541091,0.627402,-1.061709,2.541091,0.27441,-1.064169,2.541091,0.627402,-1.05152,2.534766,0.627578,-1.04906,2.534766,0.27441,-1.13005,2.373313,0.27441,-1.061709,2.541091,0.27441,-1.04906,2.534766,0.27441,-1.142875,2.379637,0.27441,-1.129875,2.373664,-0.259316,-1.129875,2.373664,0.234354,-1.142524,2.379989,0.234354,-1.142524,2.379989,-0.259316,-1.061534,2.541442,0.234354,-1.129875,2.373664,0.234354,-1.048885,2.534942,0.234354,-1.142524,2.379989,0.234354,-1.061534,2.541442,-0.259316,-1.061534,2.541442,0.234354,-1.048885,2.534942,0.234354,-1.048885,2.534942,-0.259316,-1.129875,2.373664,-0.259316,-1.061534,2.541442,-0.259316,-1.048885,2.534942,-0.259316,-1.142524,2.379989,-0.259316,-1.13005,2.373313,-0.299899,-1.142699,2.383151,-0.720354,-1.13005,2.376827,-0.720354,-1.142699,2.383151,-0.720354,-1.13005,2.373313,-0.299899,-1.142699,2.379813,-0.299724,-1.04906,2.534766,-0.299899,-1.142699,2.379813,-0.299724,-1.13005,2.373313,-0.299899,-1.061709,2.541266,-0.299724,-1.061709,2.541266,-0.665189,-1.061709,2.541266,-0.299724,-1.04906,2.534766,-0.299899,-1.04906,2.534766,-0.665189,-1.13005,2.376827,-0.720354,-1.061709,2.541266,-0.665189,-1.04906,2.534766,-0.665189,-1.061709,2.541266,-0.665189,-1.13005,2.376827,-0.720354,-1.142699,2.383151,-0.720354,-0.934163,2.137677,-0.143014,-1.23546,2.137677,-0.281804,-0.934163,2.137677,-0.404299,-1.23546,2.137677,-0.820538,-1.23546,2.137677,0.256842,-0.934163,2.137677,0.118052,-0.934163,2.137677,0.379337,-1.23546,2.137677,0.795575,-0.563602,2.137677,-0.820538,-0.934163,2.137677,-0.404299,-1.23546,2.137677,-0.820538,-0.555872,2.137677,-0.404299,-0.608226,2.137677,-0.404299,-0.455337,2.137677,-0.820538,-0.366617,2.137677,-0.404299,-0.934163,2.137677,-0.404299,-0.563602,2.137677,-0.820538,-0.608226,2.137677,-0.404299,-0.0651,2.137677,-0.281804,-0.366617,2.137677,-0.404299,-0.0651,2.137677,-0.820538,-0.366617,2.137677,-0.143014,-0.366617,2.137677,0.118052,-0.0651,2.137677,0.256842,-0.608226,2.137677,0.379162,-0.563602,2.137677,0.795048,-0.934163,2.137677,0.379337,-0.563602,2.137677,0.795048,-1.23546,2.137677,0.795575,-0.934163,2.137677,0.379337,-0.468338,2.137677,0.260883,-0.275086,2.137677,0.551156,-0.555872,2.137677,0.37881,-0.275086,2.137677,0.551156,-0.455337,2.137677,0.794697,-0.555872,2.137677,0.37881,-0.468338,2.137677,0.260883,-0.0651,2.137677,0.256842,-0.275086,2.137677,0.551156,-0.0651,2.137677,0.256842,-0.468338,2.137677,0.260883,-0.366617,2.137677,0.118052,-0.455337,2.137677,-0.820538,-0.0651,2.137677,-0.820538,-0.366617,2.137677,-0.404299,-0.563602,2.137677,0.795048,-0.555872,2.137677,0.37881,-0.455337,2.137677,0.794697,-0.608226,2.137677,0.379162,-0.934163,2.137677,-0.143014,-0.934163,2.137677,-0.404299,-0.934163,2.031037,-0.404299,-0.934163,2.031037,-0.143014,-0.934163,2.137677,0.118052,-0.934163,2.031037,0.118052,-0.934163,2.137677,0.379337,-0.934163,2.031037,0.379337,-0.608226,2.031037,-0.404299,-0.934163,2.137677,-0.404299,-0.608226,2.137677,-0.404299,-0.934163,2.031037,-0.404299,-0.555872,2.031037,-0.404299,-0.555872,2.137677,-0.404299,-0.366617,2.031037,-0.404299,-0.366617,2.137677,-0.404299,-0.366617,2.137677,-0.404299,-0.366617,2.137677,-0.143014,-0.366617,2.031037,-0.143014,-0.366617,2.031037,-0.404299,-0.366617,2.031038,0.118052,-0.366617,2.137677,0.118052,-0.608226,2.137677,0.379162,-0.934163,2.137677,0.379337,-0.934163,2.031037,0.379337,-0.608226,2.031037,0.379162,-0.555872,2.137677,0.37881,-0.555872,2.031037,0.37881,-0.468338,2.137677,0.260883,-0.468338,2.137677,0.260883,-0.555872,2.031037,0.37881,-0.468338,2.031037,0.260883,-0.468338,2.137677,0.260883,-0.366617,2.031038,0.118052,-0.366617,2.137677,0.118052,-0.468338,2.031037,0.260883,-0.608226,2.031037,0.379162,-0.555872,2.137677,0.37881,-0.608226,2.137677,0.379162,-0.555872,2.031037,0.37881,0.450356,2.391408,-0.040415,0.060338,2.39826,-0.073092,0.450356,2.407747,-0.056753,0.060338,2.39826,-0.073092,0.450356,2.391408,-0.040415,0.060338,2.37507,-0.049902,0.450356,2.385435,-0.018103,0.060338,2.366637,-0.018103,0.450356,2.391408,-0.040415,0.450356,2.391408,-0.040415,0.060338,2.366637,-0.018103,0.060338,2.37507,-0.049902,0.450356,2.391408,0.004209,0.060338,2.366637,-0.018103,0.450356,2.385435,-0.018103,0.060338,2.366637,-0.018103,0.450356,2.391408,0.004209,0.060338,2.37507,0.013696,0.060338,2.39826,0.036886,0.450356,2.391408,0.004209,0.450356,2.407747,0.020547,0.450356,2.391408,0.004209,0.060338,2.39826,0.036886,0.060338,2.37507,0.013696,0.060338,2.430059,0.045319,0.450356,2.407747,0.020547,0.450356,2.430059,0.026521,0.450356,2.407747,0.020547,0.060338,2.430059,0.045319,0.060338,2.39826,0.036886,0.450356,2.452371,0.020547,0.060338,2.430059,0.045319,0.450356,2.430059,0.026521,0.060338,2.430059,0.045319,0.450356,2.452371,0.020547,0.060338,2.461857,0.036886,0.450356,2.468709,0.004209,0.060338,2.461857,0.036886,0.450356,2.452371,0.020547,0.060338,2.461857,0.036886,0.450356,2.468709,0.004209,0.060338,2.485048,0.013696,0.060338,2.485048,0.013696,0.450356,2.468709,0.004209,0.060338,2.49348,-0.018103,0.060338,2.49348,-0.018103,0.450356,2.468709,0.004209,0.450356,2.474683,-0.018103,0.060338,2.49348,-0.018103,0.450356,2.468709,-0.040415,0.060338,2.485048,-0.049902,0.450356,2.468709,-0.040415,0.060338,2.49348,-0.018103,0.450356,2.474683,-0.018103,0.450356,2.452371,-0.056753,0.060338,2.461857,-0.073092,0.450356,2.468709,-0.040415,0.060338,2.485048,-0.049902,0.450356,2.468709,-0.040415,0.060338,2.461857,-0.073092,0.450356,2.430059,-0.062727,0.060338,2.430059,-0.081525,0.450356,2.452371,-0.056753,0.060338,2.461857,-0.073092,0.450356,2.452371,-0.056753,0.060338,2.430059,-0.081525,0.450356,2.407747,-0.056753,0.060338,2.430059,-0.081525,0.450356,2.430059,-0.062727,0.060338,2.430059,-0.081525,0.450356,2.407747,-0.056753,0.060338,2.39826,-0.073092,0.450356,2.391408,-0.040415,0.450356,2.407747,-0.056753,0.450356,2.412315,-0.048848,0.450356,2.399314,-0.035847,0.450356,2.430059,-0.053591,0.450356,2.430059,-0.062727,0.450356,2.452371,-0.056753,0.450356,2.447803,-0.048848,0.450356,2.468709,-0.040415,0.450356,2.460803,-0.035847,0.450356,2.474683,-0.018103,0.450356,2.465547,-0.018103,0.450356,2.460803,-0.000359,0.450356,2.468709,0.004209,0.450356,2.447803,0.012642,0.450356,2.452371,0.020547,0.450356,2.430059,0.017385,0.450356,2.430059,0.026521,0.450356,2.407747,0.020547,0.450356,2.412315,0.012642,0.450356,2.391408,0.004209,0.450356,2.399314,-0.000359,0.450356,2.385435,-0.018103,0.450356,2.394571,-0.018103,0.450356,2.412315,-0.048848,1.58189,2.417585,-0.025306,0.450356,2.399314,-0.035847,1.58189,2.417585,-0.025306,0.450356,2.412315,-0.048848,1.58189,2.422856,-0.030576,1.58189,2.415653,-0.018103,0.450356,2.394571,-0.018103,1.58189,2.417585,-0.025306,0.450356,2.394571,-0.018103,0.450356,2.399314,-0.035847,1.58189,2.417585,-0.025306,1.58189,2.417585,-0.0109,0.450356,2.394571,-0.018103,1.58189,2.415653,-0.018103,0.450356,2.394571,-0.018103,1.58189,2.417585,-0.0109,0.450356,2.399314,-0.000359,0.450356,2.399314,-0.000359,1.58189,2.417585,-0.0109,0.450356,2.412315,0.012642,1.58189,2.422856,-0.005805,0.450356,2.412315,0.012642,1.58189,2.417585,-0.0109,0.450356,2.412315,0.012642,1.58189,2.422856,-0.005805,0.450356,2.430059,0.017385,1.58189,2.430059,-0.003873,0.450356,2.430059,0.017385,1.58189,2.422856,-0.005805,0.450356,2.430059,0.017385,1.58189,2.437262,-0.005805,0.450356,2.447803,0.012642,1.58189,2.437262,-0.005805,0.450356,2.430059,0.017385,1.58189,2.430059,-0.003873,0.450356,2.447803,0.012642,1.58189,2.442357,-0.0109,0.450356,2.460803,-0.000359,1.58189,2.442357,-0.0109,0.450356,2.447803,0.012642,1.58189,2.437262,-0.005805,0.450356,2.460803,-0.000359,1.58189,2.442357,-0.0109,0.450356,2.465547,-0.018103,0.450356,2.465547,-0.018103,1.58189,2.442357,-0.0109,1.58189,2.444289,-0.018103,0.450356,2.465547,-0.018103,1.58189,2.442357,-0.025306,0.450356,2.460803,-0.035847,1.58189,2.442357,-0.025306,0.450356,2.465547,-0.018103,1.58189,2.444289,-0.018103,1.58189,2.442357,-0.025306,0.450356,2.447803,-0.048848,0.450356,2.460803,-0.035847,1.58189,2.437262,-0.030576,0.450356,2.447803,-0.048848,1.58189,2.442357,-0.025306,1.58189,2.437262,-0.030576,0.450356,2.430059,-0.053591,0.450356,2.447803,-0.048848,0.450356,2.430059,-0.053591,1.58189,2.437262,-0.030576,1.58189,2.430059,-0.032333,0.450356,2.430059,-0.053591,1.58189,2.422856,-0.030576,0.450356,2.412315,-0.048848,1.58189,2.422856,-0.030576,0.450356,2.430059,-0.053591,1.58189,2.430059,-0.032333,1.582066,2.446573,-0.008616,1.62423,2.44587,-0.008967,1.582066,2.449033,-0.018103,1.582066,2.449033,-0.018103,1.62423,2.44587,-0.008967,1.62423,2.44833,-0.018103,1.582066,2.449033,-0.018103,1.62423,2.44587,-0.027238,1.582066,2.446573,-0.02759,1.62423,2.44587,-0.027238,1.582066,2.449033,-0.018103,1.62423,2.44833,-0.018103,1.582066,2.446573,-0.02759,1.62423,2.439194,-0.033914,1.582066,2.439546,-0.034617,1.62423,2.439194,-0.033914,1.582066,2.446573,-0.02759,1.62423,2.44587,-0.027238,1.62423,2.439194,-0.033914,1.582066,2.430059,-0.037077,1.582066,2.439546,-0.034617,1.582066,2.430059,-0.037077,1.62423,2.439194,-0.033914,1.62423,2.430059,-0.036374,1.582066,2.430059,-0.037077,1.62423,2.420923,-0.033914,1.582066,2.420572,-0.034617,1.62423,2.420923,-0.033914,1.582066,2.430059,-0.037077,1.62423,2.430059,-0.036374,1.62423,2.414247,-0.027238,1.582066,2.413544,-0.02759,1.62423,2.420923,-0.033914,1.62423,2.420923,-0.033914,1.582066,2.413544,-0.02759,1.582066,2.420572,-0.034617,1.62423,2.411788,-0.018103,1.582066,2.411085,-0.018103,1.62423,2.414247,-0.027238,1.62423,2.414247,-0.027238,1.582066,2.411085,-0.018103,1.582066,2.413544,-0.02759,1.62423,2.414247,-0.008967,1.582066,2.411085,-0.018103,1.62423,2.411788,-0.018103,1.582066,2.411085,-0.018103,1.62423,2.414247,-0.008967,1.582066,2.413544,-0.008616,1.62423,2.420923,-0.002291,1.582066,2.413544,-0.008616,1.62423,2.414247,-0.008967,1.582066,2.413544,-0.008616,1.62423,2.420923,-0.002291,1.582066,2.420572,-0.001589,1.582066,2.420572,-0.001589,1.62423,2.420923,-0.002291,1.582066,2.430059,0.000871,1.62423,2.430059,0.000168,1.582066,2.430059,0.000871,1.62423,2.420923,-0.002291,1.582066,2.430059,0.000871,1.62423,2.439194,-0.002291,1.582066,2.439546,-0.001589,1.62423,2.439194,-0.002291,1.582066,2.430059,0.000871,1.62423,2.430059,0.000168,1.582066,2.439546,-0.001589,1.62423,2.439194,-0.002291,1.582066,2.446573,-0.008616,1.582066,2.446573,-0.008616,1.62423,2.439194,-0.002291,1.62423,2.44587,-0.008967,1.634068,2.449033,-0.007035,1.624406,2.441303,0.001222,1.634068,2.441127,0.001047,1.624406,2.441303,0.001222,1.634068,2.449033,-0.007035,1.624406,2.449384,-0.006859,1.624406,2.449384,-0.006859,1.634068,2.449033,-0.007035,1.624406,2.452371,-0.018103,1.624406,2.452371,-0.018103,1.634068,2.449033,-0.007035,1.634068,2.452019,-0.018103,1.624406,2.452371,-0.018103,1.634068,2.449033,-0.029171,1.624406,2.449384,-0.029347,1.634068,2.449033,-0.029171,1.624406,2.452371,-0.018103,1.634068,2.452019,-0.018103,1.634068,2.449033,-0.029171,1.624406,2.441303,-0.037428,1.624406,2.449384,-0.029347,1.624406,2.441303,-0.037428,1.634068,2.449033,-0.029171,1.634068,2.441127,-0.037252,1.634068,2.441127,-0.037252,1.624406,2.430059,-0.04059,1.624406,2.441303,-0.037428,1.624406,2.430059,-0.04059,1.634068,2.441127,-0.037252,1.634068,2.430059,-0.040063,1.624406,2.430059,-0.04059,1.634068,2.418991,-0.037252,1.624406,2.418815,-0.037428,1.634068,2.418991,-0.037252,1.624406,2.430059,-0.04059,1.634068,2.430059,-0.040063,1.624406,2.418815,-0.037428,1.634068,2.410909,-0.029171,1.624406,2.410558,-0.029347,1.634068,2.410909,-0.029171,1.624406,2.418815,-0.037428,1.634068,2.418991,-0.037252,1.634068,2.410909,-0.029171,1.634068,2.407923,-0.018103,1.624406,2.407571,-0.018103,1.634068,2.410909,-0.029171,1.624406,2.407571,-0.018103,1.624406,2.410558,-0.029347,1.634068,2.410909,-0.007035,1.624406,2.407571,-0.018103,1.634068,2.407923,-0.018103,1.624406,2.407571,-0.018103,1.634068,2.410909,-0.007035,1.624406,2.410558,-0.006859,1.634068,2.418991,0.001047,1.624406,2.418815,0.001222,1.634068,2.410909,-0.007035,1.624406,2.418815,0.001222,1.624406,2.410558,-0.006859,1.634068,2.410909,-0.007035,1.634068,2.430059,0.003858,1.624406,2.430059,0.004209,1.634068,2.418991,0.001047,1.624406,2.430059,0.004209,1.624406,2.418815,0.001222,1.634068,2.418991,0.001047,1.634068,2.441127,0.001047,1.624406,2.430059,0.004209,1.634068,2.430059,0.003858,1.624406,2.430059,0.004209,1.634068,2.441127,0.001047,1.624406,2.441303,0.001222,1.582066,2.449033,-0.018103,1.58189,2.442357,-0.0109,1.582066,2.446573,-0.008616,1.58189,2.442357,-0.0109,1.582066,2.449033,-0.018103,1.58189,2.444289,-0.018103,1.582066,2.449033,-0.018103,1.582066,2.446573,-0.02759,1.58189,2.442357,-0.025306,1.582066,2.449033,-0.018103,1.58189,2.442357,-0.025306,1.58189,2.444289,-0.018103,1.58189,2.437262,-0.030576,1.58189,2.442357,-0.025306,1.582066,2.446573,-0.02759,1.58189,2.437262,-0.030576,1.582066,2.446573,-0.02759,1.582066,2.439546,-0.034617,1.582066,2.439546,-0.034617,1.58189,2.430059,-0.032333,1.58189,2.437262,-0.030576,1.58189,2.430059,-0.032333,1.582066,2.439546,-0.034617,1.582066,2.430059,-0.037077,1.582066,2.420572,-0.034617,1.58189,2.430059,-0.032333,1.582066,2.430059,-0.037077,1.58189,2.430059,-0.032333,1.582066,2.420572,-0.034617,1.58189,2.422856,-0.030576,1.582066,2.413544,-0.02759,1.58189,2.422856,-0.030576,1.582066,2.420572,-0.034617,1.58189,2.422856,-0.030576,1.582066,2.413544,-0.02759,1.58189,2.417585,-0.025306,1.58189,2.417585,-0.025306,1.582066,2.411085,-0.018103,1.58189,2.415653,-0.018103,1.582066,2.411085,-0.018103,1.58189,2.417585,-0.025306,1.582066,2.413544,-0.02759,1.582066,2.411085,-0.018103,1.58189,2.417585,-0.0109,1.58189,2.415653,-0.018103,1.58189,2.417585,-0.0109,1.582066,2.411085,-0.018103,1.582066,2.413544,-0.008616,1.582066,2.413544,-0.008616,1.582066,2.420572,-0.001589,1.58189,2.422856,-0.005805,1.582066,2.413544,-0.008616,1.58189,2.422856,-0.005805,1.58189,2.417585,-0.0109,1.582066,2.420572,-0.001589,1.582066,2.430059,0.000871,1.58189,2.430059,-0.003873,1.582066,2.420572,-0.001589,1.58189,2.430059,-0.003873,1.58189,2.422856,-0.005805,1.58189,2.430059,-0.003873,1.582066,2.439546,-0.001589,1.58189,2.437262,-0.005805,1.582066,2.439546,-0.001589,1.58189,2.430059,-0.003873,1.582066,2.430059,0.000871,1.58189,2.437262,-0.005805,1.582066,2.446573,-0.008616,1.58189,2.442357,-0.0109,1.582066,2.446573,-0.008616,1.58189,2.437262,-0.005805,1.582066,2.439546,-0.001589,1.62423,2.439194,-0.002291,1.624406,2.449384,-0.006859,1.62423,2.44587,-0.008967,1.624406,2.449384,-0.006859,1.62423,2.439194,-0.002291,1.624406,2.441303,0.001222,1.624406,2.452371,-0.018103,1.62423,2.44587,-0.008967,1.624406,2.449384,-0.006859,1.62423,2.44587,-0.008967,1.624406,2.452371,-0.018103,1.62423,2.44833,-0.018103,1.624406,2.452371,-0.018103,1.624406,2.449384,-0.029347,1.62423,2.44587,-0.027238,1.624406,2.452371,-0.018103,1.62423,2.44587,-0.027238,1.62423,2.44833,-0.018103,1.62423,2.439194,-0.033914,1.62423,2.44587,-0.027238,1.624406,2.449384,-0.029347,1.62423,2.439194,-0.033914,1.624406,2.449384,-0.029347,1.624406,2.441303,-0.037428,1.624406,2.441303,-0.037428,1.62423,2.430059,-0.036374,1.62423,2.439194,-0.033914,1.62423,2.430059,-0.036374,1.624406,2.441303,-0.037428,1.624406,2.430059,-0.04059,1.624406,2.418815,-0.037428,1.62423,2.430059,-0.036374,1.624406,2.430059,-0.04059,1.62423,2.430059,-0.036374,1.624406,2.418815,-0.037428,1.62423,2.420923,-0.033914,1.624406,2.410558,-0.029347,1.62423,2.420923,-0.033914,1.624406,2.418815,-0.037428,1.62423,2.420923,-0.033914,1.624406,2.410558,-0.029347,1.62423,2.414247,-0.027238,1.62423,2.414247,-0.027238,1.624406,2.407571,-0.018103,1.62423,2.411788,-0.018103,1.624406,2.407571,-0.018103,1.62423,2.414247,-0.027238,1.624406,2.410558,-0.029347,1.624406,2.407571,-0.018103,1.62423,2.414247,-0.008967,1.62423,2.411788,-0.018103,1.62423,2.414247,-0.008967,1.624406,2.407571,-0.018103,1.624406,2.410558,-0.006859,1.624406,2.410558,-0.006859,1.624406,2.418815,0.001222,1.62423,2.420923,-0.002291,1.624406,2.410558,-0.006859,1.62423,2.420923,-0.002291,1.62423,2.414247,-0.008967,1.624406,2.418815,0.001222,1.624406,2.430059,0.004209,1.62423,2.430059,0.000168,1.624406,2.418815,0.001222,1.62423,2.430059,0.000168,1.62423,2.420923,-0.002291,1.62423,2.430059,0.000168,1.624406,2.441303,0.001222,1.62423,2.439194,-0.002291,1.624406,2.441303,0.001222,1.62423,2.430059,0.000168,1.624406,2.430059,0.004209,1.634068,2.418991,-0.037252,1.633893,2.430059,-0.036023,1.633893,2.421099,-0.033739,1.633893,2.430059,-0.036023,1.634068,2.418991,-0.037252,1.634068,2.430059,-0.040063,1.634068,2.441127,0.001047,1.633893,2.430059,-0.000183,1.633893,2.439019,-0.002643,1.633893,2.430059,-0.000183,1.634068,2.441127,0.001047,1.634068,2.430059,0.003858,1.633893,2.430059,-0.031279,1.633893,2.439019,-0.033739,1.633893,2.436559,-0.029522,1.633893,2.439019,-0.033739,1.633893,2.430059,-0.031279,1.633893,2.430059,-0.036023,1.633893,2.439019,-0.002643,1.633893,2.430059,-0.004927,1.633893,2.436559,-0.006683,1.633893,2.430059,-0.004927,1.633893,2.439019,-0.002643,1.633893,2.430059,-0.000183,1.633893,2.430059,-0.036023,1.634068,2.441127,-0.037252,1.633893,2.439019,-0.033739,1.634068,2.441127,-0.037252,1.633893,2.430059,-0.036023,1.634068,2.430059,-0.040063,1.634068,2.418991,0.001047,1.633893,2.430059,-0.000183,1.634068,2.430059,0.003858,1.633893,2.430059,-0.000183,1.634068,2.418991,0.001047,1.633893,2.421099,-0.002643,1.633893,2.439019,-0.002643,1.634068,2.449033,-0.007035,1.634068,2.441127,0.001047,1.634068,2.449033,-0.007035,1.633893,2.439019,-0.002643,1.633893,2.445519,-0.009143,1.634068,2.410909,-0.007035,1.633893,2.421099,-0.002643,1.634068,2.418991,0.001047,1.633893,2.421099,-0.002643,1.634068,2.410909,-0.007035,1.633893,2.414423,-0.009143,1.633893,2.414423,-0.009143,1.633893,2.423383,-0.006683,1.633893,2.421099,-0.002643,1.633893,2.423383,-0.006683,1.633893,2.414423,-0.009143,1.633893,2.418639,-0.011427,1.633893,2.430059,-0.000183,1.633893,2.421099,-0.002643,1.633893,2.430059,-0.004927,1.633893,2.421099,-0.002643,1.633893,2.423383,-0.006683,1.633893,2.430059,-0.004927,1.634068,2.410909,-0.029171,1.633893,2.421099,-0.033739,1.633893,2.414423,-0.027063,1.633893,2.421099,-0.033739,1.634068,2.410909,-0.029171,1.634068,2.418991,-0.037252,1.633893,2.414423,-0.027063,1.633893,2.421099,-0.033739,1.633893,2.423383,-0.029522,1.633893,2.414423,-0.027063,1.633893,2.423383,-0.029522,1.633893,2.418639,-0.024779,1.634068,2.441127,-0.037252,1.634068,2.449033,-0.029171,1.633893,2.439019,-0.033739,1.633893,2.439019,-0.033739,1.634068,2.449033,-0.029171,1.633893,2.445519,-0.027063,1.633893,2.445519,-0.027063,1.633893,2.436559,-0.029522,1.633893,2.439019,-0.033739,1.633893,2.436559,-0.029522,1.633893,2.445519,-0.027063,1.633893,2.441478,-0.024779,1.633893,2.430059,-0.031279,1.633893,2.421099,-0.033739,1.633893,2.430059,-0.036023,1.633893,2.421099,-0.033739,1.633893,2.430059,-0.031279,1.633893,2.423383,-0.029522,1.634068,2.449033,-0.007035,1.633893,2.447978,-0.018103,1.634068,2.452019,-0.018103,1.633893,2.447978,-0.018103,1.634068,2.449033,-0.007035,1.633893,2.445519,-0.009143,1.633893,2.412139,-0.018103,1.634068,2.410909,-0.029171,1.633893,2.414423,-0.027063,1.634068,2.410909,-0.029171,1.633893,2.412139,-0.018103,1.634068,2.407923,-0.018103,1.634068,2.449033,-0.029171,1.633893,2.447978,-0.018103,1.633893,2.445519,-0.027063,1.633893,2.447978,-0.018103,1.634068,2.449033,-0.029171,1.634068,2.452019,-0.018103,1.633893,2.412139,-0.018103,1.634068,2.410909,-0.007035,1.634068,2.407923,-0.018103,1.634068,2.410909,-0.007035,1.633893,2.412139,-0.018103,1.633893,2.414423,-0.009143,1.633893,2.412139,-0.018103,1.633893,2.418639,-0.024779,1.633893,2.416883,-0.018103,1.633893,2.418639,-0.024779,1.633893,2.412139,-0.018103,1.633893,2.414423,-0.027063,1.633893,2.436559,-0.006683,1.633893,2.445519,-0.009143,1.633893,2.439019,-0.002643,1.633893,2.445519,-0.009143,1.633893,2.436559,-0.006683,1.633893,2.441478,-0.011427,1.633893,2.441478,-0.011427,1.633893,2.447978,-0.018103,1.633893,2.445519,-0.009143,1.633893,2.447978,-0.018103,1.633893,2.441478,-0.011427,1.633893,2.443235,-0.018103,1.633893,2.416883,-0.018103,1.633893,2.414423,-0.009143,1.633893,2.412139,-0.018103,1.633893,2.414423,-0.009143,1.633893,2.416883,-0.018103,1.633893,2.418639,-0.011427,1.633893,2.447978,-0.018103,1.633893,2.441478,-0.024779,1.633893,2.445519,-0.027063,1.633893,2.441478,-0.024779,1.633893,2.447978,-0.018103,1.633893,2.443235,-0.018103,1.633893,2.430059,-0.018103,1.633893,2.423383,-0.006683,1.633893,2.418639,-0.011427,1.633893,2.430059,-0.004927,1.633893,2.416883,-0.018103,1.633893,2.418639,-0.024779,1.633893,2.423383,-0.029522,1.633893,2.430059,-0.031279,1.633893,2.436559,-0.029522,1.633893,2.441478,-0.024779,1.633893,2.443235,-0.018103,1.633893,2.441478,-0.011427,1.633893,2.436559,-0.006683,-0.315317,2.362245,0.485099,-0.311628,2.351353,0.512505,-0.338156,2.342744,0.512505,-0.315317,2.362245,0.485099,-0.338156,2.342744,0.512505,-0.34167,2.353461,0.485099,-0.315317,2.362245,0.539912,-0.338156,2.342744,0.512505,-0.311628,2.351353,0.512505,-0.338156,2.342744,0.512505,-0.315317,2.362245,0.539912,-0.34167,2.353461,0.539912,-0.350279,2.379462,0.551156,-0.34167,2.353461,0.539912,-0.315317,2.362245,0.539912,-0.32375,2.388246,0.551156,-0.358887,2.405463,0.539912,-0.350279,2.379462,0.551156,-0.32375,2.388246,0.551156,-0.32375,2.388246,0.551156,-0.332359,2.414247,0.539912,-0.358887,2.405463,0.539912,-0.358887,2.405463,0.539912,-0.335872,2.424964,0.512505,-0.362401,2.41618,0.512505,-0.335872,2.424964,0.512505,-0.358887,2.405463,0.539912,-0.332359,2.414247,0.539912,-0.358887,2.405463,0.485099,-0.362401,2.41618,0.512505,-0.335872,2.424964,0.512505,-0.358887,2.405463,0.485099,-0.335872,2.424964,0.512505,-0.332359,2.414247,0.485099,-0.358887,2.405463,0.485099,-0.32375,2.388246,0.473855,-0.350279,2.379462,0.473855,-0.32375,2.388246,0.473855,-0.358887,2.405463,0.485099,-0.332359,2.414247,0.485099,-0.350279,2.379462,0.473855,-0.315317,2.362245,0.485099,-0.34167,2.353461,0.485099,-0.32375,2.388246,0.473855,-0.34167,2.352934,0.512505,-0.465703,2.312,0.512505,-0.34413,2.360664,0.492829,-0.34413,2.360664,0.492829,-0.465703,2.312,0.512505,-0.468162,2.31973,0.492829,-0.34413,2.360664,0.532182,-0.465703,2.312,0.512505,-0.34167,2.352934,0.512505,-0.468162,2.31973,0.532182,-0.350279,2.379462,0.540439,-0.474487,2.338528,0.540439,-0.34413,2.360664,0.532182,-0.468162,2.31973,0.532182,-0.34413,2.360664,0.532182,-0.474487,2.338528,0.540439,-0.356427,2.398085,0.532182,-0.474487,2.338528,0.540439,-0.350279,2.379462,0.540439,-0.474487,2.338528,0.540439,-0.356427,2.398085,0.532182,-0.480636,2.35715,0.532182,-0.480636,2.35715,0.532182,-0.359063,2.405814,0.512505,-0.483095,2.36488,0.512505,-0.359063,2.405814,0.512505,-0.480636,2.35715,0.532182,-0.356427,2.398085,0.532182,-0.483095,2.36488,0.512505,-0.359063,2.405814,0.512505,-0.480636,2.35715,0.492829,-0.480636,2.35715,0.492829,-0.359063,2.405814,0.512505,-0.356427,2.398085,0.492829,-0.480636,2.35715,0.492829,-0.356427,2.398085,0.492829,-0.474487,2.338528,0.484572,-0.474487,2.338528,0.484572,-0.356427,2.398085,0.492829,-0.350279,2.379462,0.484572,-0.474487,2.338528,0.484572,-0.34413,2.360664,0.492829,-0.468162,2.31973,0.492829,-0.34413,2.360664,0.492829,-0.474487,2.338528,0.484572,-0.350279,2.379462,0.484572,-0.329899,2.406868,0.492829,-0.317601,2.369448,0.492829,-0.32375,2.388246,0.484572,-0.332534,2.414599,0.512505,-0.315142,2.361718,0.512505,-0.317601,2.369448,0.492829,-0.332534,2.414599,0.512505,-0.317601,2.369448,0.492829,-0.329899,2.406868,0.492829,-0.329899,2.406868,0.532182,-0.317601,2.369448,0.532182,-0.332534,2.414599,0.512505,-0.317601,2.369448,0.532182,-0.329899,2.406868,0.532182,-0.32375,2.388246,0.540439,-0.315142,2.361718,0.512505,-0.332534,2.414599,0.512505,-0.317601,2.369448,0.532182,-0.311628,2.351353,0.512505,-0.317601,2.369448,0.492829,-0.315142,2.361718,0.512505,-0.311628,2.351353,0.512505,-0.315317,2.362245,0.485099,-0.317601,2.369448,0.492829,-0.338156,2.342744,0.512505,-0.34413,2.360664,0.492829,-0.34167,2.353461,0.485099,-0.34413,2.360664,0.492829,-0.338156,2.342744,0.512505,-0.34167,2.352934,0.512505,-0.311628,2.351353,0.512505,-0.317601,2.369448,0.532182,-0.315317,2.362245,0.539912,-0.317601,2.369448,0.532182,-0.311628,2.351353,0.512505,-0.315142,2.361718,0.512505,-0.338156,2.342744,0.512505,-0.34413,2.360664,0.532182,-0.34167,2.352934,0.512505,-0.338156,2.342744,0.512505,-0.34167,2.353461,0.539912,-0.34413,2.360664,0.532182,-0.315317,2.362245,0.539912,-0.32375,2.388246,0.540439,-0.32375,2.388246,0.551156,-0.32375,2.388246,0.540439,-0.315317,2.362245,0.539912,-0.317601,2.369448,0.532182,-0.34167,2.353461,0.539912,-0.350279,2.379462,0.551156,-0.350279,2.379462,0.540439,-0.34167,2.353461,0.539912,-0.350279,2.379462,0.540439,-0.34413,2.360664,0.532182,-0.32375,2.388246,0.540439,-0.329899,2.406868,0.532182,-0.332359,2.414247,0.539912,-0.32375,2.388246,0.540439,-0.332359,2.414247,0.539912,-0.32375,2.388246,0.551156,-0.350279,2.379462,0.540439,-0.358887,2.405463,0.539912,-0.356427,2.398085,0.532182,-0.358887,2.405463,0.539912,-0.350279,2.379462,0.540439,-0.350279,2.379462,0.551156,-0.335872,2.424964,0.512505,-0.332359,2.414247,0.539912,-0.329899,2.406868,0.532182,-0.335872,2.424964,0.512505,-0.329899,2.406868,0.532182,-0.332534,2.414599,0.512505,-0.362401,2.41618,0.512505,-0.356427,2.398085,0.532182,-0.358887,2.405463,0.539912,-0.356427,2.398085,0.532182,-0.362401,2.41618,0.512505,-0.359063,2.405814,0.512505,-0.335872,2.424964,0.512505,-0.329899,2.406868,0.492829,-0.332359,2.414247,0.485099,-0.329899,2.406868,0.492829,-0.335872,2.424964,0.512505,-0.332534,2.414599,0.512505,-0.362401,2.41618,0.512505,-0.358887,2.405463,0.485099,-0.356427,2.398085,0.492829,-0.362401,2.41618,0.512505,-0.356427,2.398085,0.492829,-0.359063,2.405814,0.512505,-0.32375,2.388246,0.484572,-0.332359,2.414247,0.485099,-0.329899,2.406868,0.492829,-0.332359,2.414247,0.485099,-0.32375,2.388246,0.484572,-0.32375,2.388246,0.473855,-0.350279,2.379462,0.484572,-0.356427,2.398085,0.492829,-0.358887,2.405463,0.485099,-0.350279,2.379462,0.484572,-0.358887,2.405463,0.485099,-0.350279,2.379462,0.473855,-0.315317,2.362245,0.485099,-0.32375,2.388246,0.473855,-0.32375,2.388246,0.484572,-0.315317,2.362245,0.485099,-0.32375,2.388246,0.484572,-0.317601,2.369448,0.492829,-0.34167,2.353461,0.485099,-0.350279,2.379462,0.484572,-0.350279,2.379462,0.473855,-0.350279,2.379462,0.484572,-0.34167,2.353461,0.485099,-0.34413,2.360664,0.492829,-0.315317,2.362245,0.380567,-0.311628,2.351353,0.407798,-0.338156,2.342744,0.407798,-0.315317,2.362245,0.380567,-0.338156,2.342744,0.407798,-0.34167,2.353461,0.380567,-0.315317,2.362245,0.435205,-0.338156,2.342744,0.407798,-0.311628,2.351353,0.407798,-0.338156,2.342744,0.407798,-0.315317,2.362245,0.435205,-0.34167,2.353461,0.435205,-0.350279,2.379462,0.446624,-0.34167,2.353461,0.435205,-0.315317,2.362245,0.435205,-0.32375,2.388246,0.446624,-0.358887,2.405463,0.435205,-0.350279,2.379462,0.446624,-0.32375,2.388246,0.446624,-0.32375,2.388246,0.446624,-0.332359,2.414247,0.435205,-0.358887,2.405463,0.435205,-0.358887,2.405463,0.435205,-0.335872,2.424964,0.407798,-0.362401,2.41618,0.407798,-0.335872,2.424964,0.407798,-0.358887,2.405463,0.435205,-0.332359,2.414247,0.435205,-0.358887,2.405463,0.380391,-0.362401,2.41618,0.407798,-0.335872,2.424964,0.407798,-0.358887,2.405463,0.380391,-0.335872,2.424964,0.407798,-0.332359,2.414247,0.380391,-0.358887,2.405463,0.380391,-0.32375,2.388246,0.369148,-0.350279,2.379462,0.369148,-0.32375,2.388246,0.369148,-0.358887,2.405463,0.380391,-0.332359,2.414247,0.380391,-0.350279,2.379462,0.369148,-0.315317,2.362245,0.380567,-0.34167,2.353461,0.380567,-0.32375,2.388246,0.369148,-0.34167,2.352934,0.407798,-0.465703,2.312,0.407798,-0.34413,2.360664,0.388121,-0.34413,2.360664,0.388121,-0.465703,2.312,0.407798,-0.468162,2.31973,0.388121,-0.34413,2.360664,0.427475,-0.465703,2.312,0.407798,-0.34167,2.352934,0.407798,-0.468162,2.31973,0.427475,-0.350279,2.379462,0.435732,-0.474487,2.338528,0.435732,-0.34413,2.360664,0.427475,-0.468162,2.31973,0.427475,-0.34413,2.360664,0.427475,-0.474487,2.338528,0.435732,-0.356427,2.398085,0.427475,-0.474487,2.338528,0.435732,-0.350279,2.379462,0.435732,-0.474487,2.338528,0.435732,-0.356427,2.398085,0.427475,-0.480636,2.35715,0.427475,-0.480636,2.35715,0.427475,-0.359063,2.405814,0.407798,-0.483095,2.36488,0.407798,-0.359063,2.405814,0.407798,-0.480636,2.35715,0.427475,-0.356427,2.398085,0.427475,-0.483095,2.36488,0.407798,-0.359063,2.405814,0.407798,-0.480636,2.35715,0.388121,-0.480636,2.35715,0.388121,-0.359063,2.405814,0.407798,-0.356427,2.398085,0.388121,-0.480636,2.35715,0.388121,-0.356427,2.398085,0.388121,-0.474487,2.338528,0.38004,-0.474487,2.338528,0.38004,-0.356427,2.398085,0.388121,-0.350279,2.379462,0.38004,-0.474487,2.338528,0.38004,-0.34413,2.360664,0.388121,-0.468162,2.31973,0.388121,-0.34413,2.360664,0.388121,-0.474487,2.338528,0.38004,-0.350279,2.379462,0.38004,-0.329899,2.406868,0.388121,-0.317601,2.369448,0.388121,-0.32375,2.388246,0.38004,-0.332534,2.414599,0.407798,-0.315142,2.361718,0.407798,-0.317601,2.369448,0.388121,-0.332534,2.414599,0.407798,-0.317601,2.369448,0.388121,-0.329899,2.406868,0.388121,-0.329899,2.406868,0.427475,-0.317601,2.369448,0.427475,-0.332534,2.414599,0.407798,-0.317601,2.369448,0.427475,-0.329899,2.406868,0.427475,-0.32375,2.388246,0.435732,-0.315142,2.361718,0.407798,-0.332534,2.414599,0.407798,-0.317601,2.369448,0.427475,-0.311628,2.351353,0.407798,-0.317601,2.369448,0.388121,-0.315142,2.361718,0.407798,-0.311628,2.351353,0.407798,-0.315317,2.362245,0.380567,-0.317601,2.369448,0.388121,-0.338156,2.342744,0.407798,-0.34413,2.360664,0.388121,-0.34167,2.353461,0.380567,-0.34413,2.360664,0.388121,-0.338156,2.342744,0.407798,-0.34167,2.352934,0.407798,-0.311628,2.351353,0.407798,-0.317601,2.369448,0.427475,-0.315317,2.362245,0.435205,-0.317601,2.369448,0.427475,-0.311628,2.351353,0.407798,-0.315142,2.361718,0.407798,-0.338156,2.342744,0.407798,-0.34413,2.360664,0.427475,-0.34167,2.352934,0.407798,-0.338156,2.342744,0.407798,-0.34167,2.353461,0.435205,-0.34413,2.360664,0.427475,-0.315317,2.362245,0.435205,-0.32375,2.388246,0.435732,-0.32375,2.388246,0.446624,-0.32375,2.388246,0.435732,-0.315317,2.362245,0.435205,-0.317601,2.369448,0.427475,-0.34167,2.353461,0.435205,-0.350279,2.379462,0.446624,-0.350279,2.379462,0.435732,-0.34167,2.353461,0.435205,-0.350279,2.379462,0.435732,-0.34413,2.360664,0.427475,-0.32375,2.388246,0.435732,-0.329899,2.406868,0.427475,-0.332359,2.414247,0.435205,-0.32375,2.388246,0.435732,-0.332359,2.414247,0.435205,-0.32375,2.388246,0.446624,-0.350279,2.379462,0.435732,-0.358887,2.405463,0.435205,-0.356427,2.398085,0.427475,-0.358887,2.405463,0.435205,-0.350279,2.379462,0.435732,-0.350279,2.379462,0.446624,-0.335872,2.424964,0.407798,-0.332359,2.414247,0.435205,-0.329899,2.406868,0.427475,-0.335872,2.424964,0.407798,-0.329899,2.406868,0.427475,-0.332534,2.414599,0.407798,-0.362401,2.41618,0.407798,-0.356427,2.398085,0.427475,-0.358887,2.405463,0.435205,-0.356427,2.398085,0.427475,-0.362401,2.41618,0.407798,-0.359063,2.405814,0.407798,-0.335872,2.424964,0.407798,-0.329899,2.406868,0.388121,-0.332359,2.414247,0.380391,-0.329899,2.406868,0.388121,-0.335872,2.424964,0.407798,-0.332534,2.414599,0.407798,-0.362401,2.41618,0.407798,-0.358887,2.405463,0.380391,-0.356427,2.398085,0.388121,-0.362401,2.41618,0.407798,-0.356427,2.398085,0.388121,-0.359063,2.405814,0.407798,-0.32375,2.388246,0.38004,-0.332359,2.414247,0.380391,-0.329899,2.406868,0.388121,-0.332359,2.414247,0.380391,-0.32375,2.388246,0.38004,-0.32375,2.388246,0.369148,-0.350279,2.379462,0.38004,-0.356427,2.398085,0.388121,-0.358887,2.405463,0.380391,-0.350279,2.379462,0.38004,-0.358887,2.405463,0.380391,-0.350279,2.379462,0.369148,-0.315317,2.362245,0.380567,-0.32375,2.388246,0.369148,-0.32375,2.388246,0.38004,-0.315317,2.362245,0.380567,-0.32375,2.388246,0.38004,-0.317601,2.369448,0.388121,-0.34167,2.353461,0.380567,-0.350279,2.379462,0.38004,-0.350279,2.379462,0.369148,-0.350279,2.379462,0.38004,-0.34167,2.353461,0.380567,-0.34413,2.360664,0.388121,-0.339913,2.433748,0.432745,-0.3364,2.422856,0.460152,-0.362928,2.414247,0.460152,-0.339913,2.433748,0.432745,-0.362928,2.414247,0.460152,-0.366441,2.424964,0.432745,-0.339913,2.433748,0.487383,-0.362928,2.414247,0.460152,-0.3364,2.422856,0.460152,-0.362928,2.414247,0.460152,-0.339913,2.433748,0.487383,-0.366441,2.424964,0.487383,-0.366441,2.424964,0.487383,-0.348522,2.459749,0.498802,-0.37505,2.450965,0.498802,-0.348522,2.459749,0.498802,-0.366441,2.424964,0.487383,-0.339913,2.433748,0.487383,-0.37505,2.450965,0.498802,-0.35713,2.485751,0.487383,-0.383658,2.476966,0.487383,-0.35713,2.485751,0.487383,-0.37505,2.450965,0.498802,-0.348522,2.459749,0.498802,-0.383658,2.476966,0.487383,-0.360644,2.496467,0.460152,-0.387172,2.487683,0.460152,-0.360644,2.496467,0.460152,-0.383658,2.476966,0.487383,-0.35713,2.485751,0.487383,-0.383658,2.476966,0.432745,-0.387172,2.487683,0.460152,-0.360644,2.496467,0.460152,-0.383658,2.476966,0.432745,-0.360644,2.496467,0.460152,-0.35713,2.485751,0.432745,-0.35713,2.485751,0.432745,-0.37505,2.450965,0.421326,-0.383658,2.476966,0.432745,-0.37505,2.450965,0.421326,-0.35713,2.485751,0.432745,-0.348522,2.459749,0.421326,-0.348522,2.459749,0.421326,-0.366441,2.424964,0.432745,-0.37505,2.450965,0.421326,-0.366441,2.424964,0.432745,-0.348522,2.459749,0.421326,-0.339913,2.433748,0.432745,-0.366266,2.424437,0.460152,-0.490474,2.383503,0.460152,-0.368901,2.432167,0.440299,-0.368901,2.432167,0.440299,-0.490474,2.383503,0.460152,-0.492934,2.391233,0.440299,-0.368901,2.432167,0.479828,-0.490474,2.383503,0.460152,-0.366266,2.424437,0.460152,-0.490474,2.383503,0.460152,-0.368901,2.432167,0.479828,-0.492934,2.391233,0.479828,-0.37505,2.450965,0.48791,-0.499083,2.410031,0.48791,-0.368901,2.432167,0.479828,-0.492934,2.391233,0.479828,-0.368901,2.432167,0.479828,-0.499083,2.410031,0.48791,-0.381199,2.469588,0.479828,-0.505407,2.428653,0.479828,-0.37505,2.450965,0.48791,-0.499083,2.410031,0.48791,-0.37505,2.450965,0.48791,-0.505407,2.428653,0.479828,-0.505407,2.428653,0.479828,-0.383834,2.477318,0.460152,-0.507867,2.436383,0.460152,-0.383834,2.477318,0.460152,-0.505407,2.428653,0.479828,-0.381199,2.469588,0.479828,-0.507867,2.436383,0.460152,-0.383834,2.477318,0.460152,-0.505407,2.428653,0.440299,-0.505407,2.428653,0.440299,-0.383834,2.477318,0.460152,-0.381199,2.469588,0.440299,-0.505407,2.428653,0.440299,-0.37505,2.450965,0.432218,-0.499083,2.410031,0.432218,-0.37505,2.450965,0.432218,-0.505407,2.428653,0.440299,-0.381199,2.469588,0.440299,-0.499083,2.410031,0.432218,-0.368901,2.432167,0.440299,-0.492934,2.391233,0.440299,-0.368901,2.432167,0.440299,-0.499083,2.410031,0.432218,-0.37505,2.450965,0.432218,-0.354671,2.478372,0.440299,-0.342373,2.440951,0.440299,-0.348522,2.459749,0.432218,-0.357306,2.486102,0.460152,-0.339913,2.433221,0.460152,-0.342373,2.440951,0.440299,-0.357306,2.486102,0.460152,-0.342373,2.440951,0.440299,-0.354671,2.478372,0.440299,-0.354671,2.478372,0.479828,-0.342373,2.440951,0.479828,-0.357306,2.486102,0.460152,-0.342373,2.440951,0.479828,-0.354671,2.478372,0.479828,-0.348522,2.459749,0.48791,-0.339913,2.433221,0.460152,-0.357306,2.486102,0.460152,-0.342373,2.440951,0.479828,-0.3364,2.422856,0.460152,-0.342373,2.440951,0.440299,-0.339913,2.433221,0.460152,-0.3364,2.422856,0.460152,-0.339913,2.433748,0.432745,-0.342373,2.440951,0.440299,-0.362928,2.414247,0.460152,-0.368901,2.432167,0.440299,-0.366441,2.424964,0.432745,-0.368901,2.432167,0.440299,-0.362928,2.414247,0.460152,-0.366266,2.424437,0.460152,-0.3364,2.422856,0.460152,-0.342373,2.440951,0.479828,-0.339913,2.433748,0.487383,-0.342373,2.440951,0.479828,-0.3364,2.422856,0.460152,-0.339913,2.433221,0.460152,-0.362928,2.414247,0.460152,-0.368901,2.432167,0.479828,-0.366266,2.424437,0.460152,-0.362928,2.414247,0.460152,-0.366441,2.424964,0.487383,-0.368901,2.432167,0.479828,-0.339913,2.433748,0.487383,-0.348522,2.459749,0.48791,-0.348522,2.459749,0.498802,-0.348522,2.459749,0.48791,-0.339913,2.433748,0.487383,-0.342373,2.440951,0.479828,-0.366441,2.424964,0.487383,-0.37505,2.450965,0.498802,-0.37505,2.450965,0.48791,-0.366441,2.424964,0.487383,-0.37505,2.450965,0.48791,-0.368901,2.432167,0.479828,-0.348522,2.459749,0.48791,-0.354671,2.478372,0.479828,-0.35713,2.485751,0.487383,-0.348522,2.459749,0.48791,-0.35713,2.485751,0.487383,-0.348522,2.459749,0.498802,-0.37505,2.450965,0.48791,-0.383658,2.476966,0.487383,-0.381199,2.469588,0.479828,-0.383658,2.476966,0.487383,-0.37505,2.450965,0.48791,-0.37505,2.450965,0.498802,-0.360644,2.496467,0.460152,-0.35713,2.485751,0.487383,-0.354671,2.478372,0.479828,-0.360644,2.496467,0.460152,-0.354671,2.478372,0.479828,-0.357306,2.486102,0.460152,-0.387172,2.487683,0.460152,-0.381199,2.469588,0.479828,-0.383658,2.476966,0.487383,-0.381199,2.469588,0.479828,-0.387172,2.487683,0.460152,-0.383834,2.477318,0.460152,-0.360644,2.496467,0.460152,-0.354671,2.478372,0.440299,-0.35713,2.485751,0.432745,-0.354671,2.478372,0.440299,-0.360644,2.496467,0.460152,-0.357306,2.486102,0.460152,-0.387172,2.487683,0.460152,-0.383658,2.476966,0.432745,-0.381199,2.469588,0.440299,-0.387172,2.487683,0.460152,-0.381199,2.469588,0.440299,-0.383834,2.477318,0.460152,-0.348522,2.459749,0.432218,-0.35713,2.485751,0.432745,-0.354671,2.478372,0.440299,-0.35713,2.485751,0.432745,-0.348522,2.459749,0.432218,-0.348522,2.459749,0.421326,-0.37505,2.450965,0.432218,-0.381199,2.469588,0.440299,-0.383658,2.476966,0.432745,-0.37505,2.450965,0.432218,-0.383658,2.476966,0.432745,-0.37505,2.450965,0.421326,-0.339913,2.433748,0.432745,-0.348522,2.459749,0.421326,-0.348522,2.459749,0.432218,-0.339913,2.433748,0.432745,-0.348522,2.459749,0.432218,-0.342373,2.440951,0.440299,-0.366441,2.424964,0.432745,-0.37505,2.450965,0.432218,-0.37505,2.450965,0.421326,-0.37505,2.450965,0.432218,-0.366441,2.424964,0.432745,-0.368901,2.432167,0.440299,-0.691324,2.624716,-0.257911,-0.702392,2.475209,-0.204152,-0.691324,2.475034,-0.257911,-0.702392,2.643865,-0.204152,-0.702392,2.643865,-0.204152,-0.798843,2.61804,-0.204152,-0.702392,2.475209,-0.204152,-0.798843,2.475034,-0.204152,-0.895513,2.475209,-0.204152,-0.895513,2.643865,-0.204152,-0.895513,2.475209,-0.204152,-0.895513,2.643865,-0.204152,-0.906581,2.624716,-0.257911,-0.906581,2.475034,-0.257911,-0.687459,2.61804,-0.315711,-0.691324,2.475034,-0.257911,-0.687459,2.475034,-0.315711,-0.691324,2.475034,-0.257911,-0.687459,2.61804,-0.315711,-0.691324,2.624716,-0.257911,-0.906581,2.475034,-0.257911,-0.906581,2.624716,-0.257911,-0.910446,2.61804,-0.315711,-0.910446,2.61804,-0.315711,-0.910446,2.475034,-0.315711,-0.906581,2.475034,-0.257911,-0.691324,2.475034,-0.373379,-0.691324,2.624716,-0.373379,-0.687459,2.61804,-0.315711,-0.687459,2.475034,-0.315711,-0.910446,2.61804,-0.315711,-0.906581,2.475034,-0.373379,-0.910446,2.475034,-0.315711,-0.906581,2.624716,-0.373379,-0.702392,2.475209,-0.427138,-0.702392,2.643865,-0.427138,-0.691324,2.624716,-0.373379,-0.691324,2.475034,-0.373379,-0.798843,2.61804,-0.427138,-0.702392,2.475209,-0.427138,-0.798843,2.475034,-0.427138,-0.702392,2.643865,-0.427138,-0.895513,2.475209,-0.427138,-0.895513,2.643865,-0.427138,-0.906581,2.624716,-0.373379,-0.895513,2.475209,-0.427138,-0.906581,2.475034,-0.373379,-0.895513,2.643865,-0.427138,-0.959286,2.741194,-0.315711,-0.88831,2.679002,-0.261952,-0.95384,2.744357,-0.261952,-0.88831,2.679002,-0.261952,-0.959286,2.741194,-0.315711,-0.891472,2.67338,-0.315711,-0.984057,2.833779,-0.315711,-0.95384,2.744357,-0.261952,-0.977732,2.833779,-0.261952,-0.95384,2.744357,-0.261952,-0.984057,2.833779,-0.315711,-0.959286,2.741194,-0.315711,-0.95384,2.923246,-0.261952,-0.984057,2.833779,-0.315711,-0.977732,2.833779,-0.261952,-0.984057,2.833779,-0.315711,-0.95384,2.923246,-0.261952,-0.959286,2.926233,-0.315711,-0.959286,2.926233,-0.315711,-0.95384,2.923246,-0.261952,-0.891472,2.994047,-0.315711,-0.95384,2.923246,-0.261952,-0.88831,2.9886,-0.261952,-0.891472,2.994047,-0.315711,-0.891472,2.994047,-0.315711,-0.88831,2.9886,-0.261952,-0.798843,3.018818,-0.315711,-0.88831,2.9886,-0.261952,-0.798843,3.012494,-0.261952,-0.798843,3.018818,-0.315711,-0.798843,3.018818,-0.315711,-0.709595,2.9886,-0.261952,-0.706433,2.994047,-0.315711,-0.709595,2.9886,-0.261952,-0.798843,3.018818,-0.315711,-0.798843,3.012494,-0.261952,-0.706433,2.994047,-0.315711,-0.709595,2.9886,-0.261952,-0.638619,2.926233,-0.315711,-0.709595,2.9886,-0.261952,-0.644065,2.923246,-0.261952,-0.638619,2.926233,-0.315711,-0.638619,2.926233,-0.315711,-0.644065,2.923246,-0.261952,-0.613848,2.83378,-0.315711,-0.644065,2.923246,-0.261952,-0.620173,2.83378,-0.261952,-0.613848,2.83378,-0.315711,-0.613848,2.83378,-0.315711,-0.644065,2.744357,-0.261952,-0.638619,2.741194,-0.315711,-0.644065,2.744357,-0.261952,-0.613848,2.83378,-0.315711,-0.620173,2.83378,-0.261952,-0.638619,2.741194,-0.315711,-0.644065,2.744357,-0.261952,-0.706433,2.67338,-0.315711,-0.644065,2.744357,-0.261952,-0.709595,2.679002,-0.261952,-0.706433,2.67338,-0.315711,-0.706433,2.67338,-0.315711,-0.709595,2.679002,-0.261952,-0.798843,2.648609,-0.315711,-0.709595,2.679002,-0.261952,-0.798843,2.654933,-0.261952,-0.798843,2.648609,-0.315711,-0.798843,2.648609,-0.315711,-0.88831,2.679002,-0.261952,-0.891472,2.67338,-0.315711,-0.88831,2.679002,-0.261952,-0.798843,2.648609,-0.315711,-0.798843,2.654933,-0.261952,-0.959286,2.741194,-0.315711,-0.88831,2.679002,-0.36947,-0.891472,2.67338,-0.315711,-0.88831,2.679002,-0.36947,-0.959286,2.741194,-0.315711,-0.95384,2.744357,-0.36947,-0.984057,2.833779,-0.315711,-0.95384,2.744357,-0.36947,-0.959286,2.741194,-0.315711,-0.95384,2.744357,-0.36947,-0.984057,2.833779,-0.315711,-0.977732,2.833779,-0.36947,-0.95384,2.923246,-0.36947,-0.984057,2.833779,-0.315711,-0.959286,2.926233,-0.315711,-0.984057,2.833779,-0.315711,-0.95384,2.923246,-0.36947,-0.977732,2.833779,-0.36947,-0.95384,2.923246,-0.36947,-0.891472,2.994047,-0.315711,-0.88831,2.9886,-0.36947,-0.891472,2.994047,-0.315711,-0.95384,2.923246,-0.36947,-0.959286,2.926233,-0.315711,-0.88831,2.9886,-0.36947,-0.798843,3.018818,-0.315711,-0.798843,3.012494,-0.36947,-0.798843,3.018818,-0.315711,-0.88831,2.9886,-0.36947,-0.891472,2.994047,-0.315711,-0.798843,3.012494,-0.36947,-0.798843,3.018818,-0.315711,-0.709595,2.9886,-0.36947,-0.798843,3.018818,-0.315711,-0.706433,2.994047,-0.315711,-0.709595,2.9886,-0.36947,-0.709595,2.9886,-0.36947,-0.638619,2.926233,-0.315711,-0.644065,2.923246,-0.36947,-0.638619,2.926233,-0.315711,-0.709595,2.9886,-0.36947,-0.706433,2.994047,-0.315711,-0.644065,2.923246,-0.36947,-0.613848,2.83378,-0.315711,-0.620172,2.83378,-0.36947,-0.613848,2.83378,-0.315711,-0.644065,2.923246,-0.36947,-0.638619,2.926233,-0.315711,-0.620172,2.83378,-0.36947,-0.613848,2.83378,-0.315711,-0.644065,2.744357,-0.36947,-0.613848,2.83378,-0.315711,-0.638619,2.741194,-0.315711,-0.644065,2.744357,-0.36947,-0.644065,2.744357,-0.36947,-0.706433,2.67338,-0.315711,-0.709595,2.679002,-0.36947,-0.706433,2.67338,-0.315711,-0.644065,2.744357,-0.36947,-0.638619,2.741194,-0.315711,-0.709595,2.679002,-0.36947,-0.798843,2.648609,-0.315711,-0.798843,2.654933,-0.36947,-0.798843,2.648609,-0.315711,-0.709595,2.679002,-0.36947,-0.706433,2.67338,-0.315711,-0.798843,2.654933,-0.36947,-0.798843,2.648609,-0.315711,-0.88831,2.679002,-0.36947,-0.798843,2.648609,-0.315711,-0.891472,2.67338,-0.315711,-0.88831,2.679002,-0.36947,-0.87913,2.972614,-0.419584,-0.798843,3.012494,-0.36947,-0.798843,2.994047,-0.419584,-0.798843,3.012494,-0.36947,-0.87913,2.972614,-0.419584,-0.88831,2.9886,-0.36947,-0.798843,2.994047,-0.419584,-0.798843,3.012494,-0.36947,-0.718731,2.972614,-0.419584,-0.798843,3.012494,-0.36947,-0.709595,2.9886,-0.36947,-0.718731,2.972614,-0.419584,-0.718731,2.972614,-0.419584,-0.709595,2.9886,-0.36947,-0.660053,2.913935,-0.419584,-0.709595,2.9886,-0.36947,-0.644065,2.923246,-0.36947,-0.660053,2.913935,-0.419584,-0.718731,2.694989,-0.419584,-0.798843,2.654933,-0.36947,-0.798843,2.67338,-0.419584,-0.798843,2.654933,-0.36947,-0.718731,2.694989,-0.419584,-0.709595,2.679002,-0.36947,-0.88831,2.679002,-0.36947,-0.937677,2.753668,-0.419584,-0.87913,2.694989,-0.419584,-0.937677,2.753668,-0.419584,-0.88831,2.679002,-0.36947,-0.95384,2.744357,-0.36947,-0.798843,2.654933,-0.36947,-0.87913,2.694989,-0.419584,-0.798843,2.67338,-0.419584,-0.87913,2.694989,-0.419584,-0.798843,2.654933,-0.36947,-0.88831,2.679002,-0.36947,-0.937677,2.753668,-0.419584,-0.864373,2.720464,-0.462626,-0.87913,2.694989,-0.419584,-0.864373,2.720464,-0.462626,-0.937677,2.753668,-0.419584,-0.912378,2.76825,-0.462626,-0.798843,2.994047,-0.419584,-0.733488,2.947139,-0.462626,-0.798843,2.964708,-0.462626,-0.733488,2.947139,-0.462626,-0.798843,2.994047,-0.419584,-0.718731,2.972614,-0.419584,-0.798843,2.67338,-0.419584,-0.864373,2.720464,-0.462626,-0.798843,2.702895,-0.462626,-0.864373,2.720464,-0.462626,-0.798843,2.67338,-0.419584,-0.87913,2.694989,-0.419584,-0.95384,2.923246,-0.36947,-0.937677,2.913935,-0.419584,-0.977732,2.833779,-0.36947,-0.937677,2.913935,-0.419584,-0.959286,2.833779,-0.419584,-0.977732,2.833779,-0.36947,-0.937677,2.913935,-0.419584,-0.88831,2.9886,-0.36947,-0.87913,2.972614,-0.419584,-0.88831,2.9886,-0.36947,-0.937677,2.913935,-0.419584,-0.95384,2.923246,-0.36947,-0.660053,2.913935,-0.419584,-0.620172,2.83378,-0.36947,-0.638619,2.83378,-0.419584,-0.620172,2.83378,-0.36947,-0.660053,2.913935,-0.419584,-0.644065,2.923246,-0.36947,-0.620172,2.83378,-0.36947,-0.660053,2.753668,-0.419584,-0.638619,2.83378,-0.419584,-0.660053,2.753668,-0.419584,-0.620172,2.83378,-0.36947,-0.644065,2.744357,-0.36947,-0.660053,2.753668,-0.419584,-0.644065,2.744357,-0.36947,-0.709595,2.679002,-0.36947,-0.660053,2.753668,-0.419584,-0.709595,2.679002,-0.36947,-0.718731,2.694989,-0.419584,-0.685527,2.76825,-0.462626,-0.660053,2.753668,-0.419584,-0.733488,2.720464,-0.462626,-0.660053,2.753668,-0.419584,-0.718731,2.694989,-0.419584,-0.733488,2.720464,-0.462626,-0.864373,2.947139,-0.462626,-0.937677,2.913935,-0.419584,-0.87913,2.972614,-0.419584,-0.937677,2.913935,-0.419584,-0.864373,2.947139,-0.462626,-0.912378,2.899178,-0.462626,-0.87913,2.972614,-0.419584,-0.798843,2.994047,-0.419584,-0.864373,2.947139,-0.462626,-0.864373,2.947139,-0.462626,-0.798843,2.994047,-0.419584,-0.798843,2.964708,-0.462626,-0.718731,2.694989,-0.419584,-0.798843,2.67338,-0.419584,-0.733488,2.720464,-0.462626,-0.733488,2.720464,-0.462626,-0.798843,2.67338,-0.419584,-0.798843,2.702895,-0.462626,-0.937677,2.753668,-0.419584,-0.977732,2.833779,-0.36947,-0.959286,2.833779,-0.419584,-0.977732,2.833779,-0.36947,-0.937677,2.753668,-0.419584,-0.95384,2.744357,-0.36947,-0.959286,2.833779,-0.419584,-0.929771,2.833779,-0.462626,-0.912378,2.76825,-0.462626,-0.959286,2.833779,-0.419584,-0.912378,2.76825,-0.462626,-0.937677,2.753668,-0.419584,-0.912378,2.899178,-0.462626,-0.959286,2.833779,-0.419584,-0.937677,2.913935,-0.419584,-0.959286,2.833779,-0.419584,-0.912378,2.899178,-0.462626,-0.929771,2.833779,-0.462626,-0.733488,2.947139,-0.462626,-0.660053,2.913935,-0.419584,-0.685527,2.899178,-0.462626,-0.660053,2.913935,-0.419584,-0.733488,2.947139,-0.462626,-0.718731,2.972614,-0.419584,-0.685527,2.899178,-0.462626,-0.638619,2.83378,-0.419584,-0.668134,2.83378,-0.462626,-0.638619,2.83378,-0.419584,-0.685527,2.899178,-0.462626,-0.660053,2.913935,-0.419584,-0.638619,2.83378,-0.419584,-0.685527,2.76825,-0.462626,-0.668134,2.83378,-0.462626,-0.685527,2.76825,-0.462626,-0.638619,2.83378,-0.419584,-0.660053,2.753668,-0.419584,-0.798843,2.83378,-0.462626,-0.733488,2.720464,-0.462626,-0.798843,2.702895,-0.462626,-0.685527,2.76825,-0.462626,-0.864373,2.720464,-0.462626,-0.668134,2.83378,-0.462626,-0.912378,2.76825,-0.462626,-0.929771,2.833779,-0.462626,-0.912378,2.899178,-0.462626,-0.864373,2.947139,-0.462626,-0.798843,2.964708,-0.462626,-0.733488,2.947139,-0.462626,-0.685527,2.899178,-0.462626,-0.798843,2.83378,-0.462626,-0.912378,2.899178,-0.462626,-0.929771,2.833779,-0.462626,-0.798843,2.654933,-0.261952,-0.87913,2.694989,-0.211882,-0.88831,2.679002,-0.261952,-0.87913,2.694989,-0.211882,-0.798843,2.654933,-0.261952,-0.798843,2.67338,-0.211882,-0.733488,2.720464,-0.168839,-0.798843,2.67338,-0.211882,-0.718731,2.694989,-0.211882,-0.798843,2.67338,-0.211882,-0.733488,2.720464,-0.168839,-0.798843,2.702895,-0.168839,-0.660053,2.753668,-0.211882,-0.709595,2.679002,-0.261952,-0.644065,2.744357,-0.261952,-0.709595,2.679002,-0.261952,-0.660053,2.753668,-0.211882,-0.718731,2.694989,-0.211882,-0.718731,2.694989,-0.211882,-0.798843,2.654933,-0.261952,-0.709595,2.679002,-0.261952,-0.798843,2.654933,-0.261952,-0.718731,2.694989,-0.211882,-0.798843,2.67338,-0.211882,-0.88831,2.679002,-0.261952,-0.937677,2.753668,-0.211882,-0.95384,2.744357,-0.261952,-0.937677,2.753668,-0.211882,-0.88831,2.679002,-0.261952,-0.87913,2.694989,-0.211882,-0.977732,2.833779,-0.261952,-0.937677,2.753668,-0.211882,-0.959286,2.833779,-0.211882,-0.937677,2.753668,-0.211882,-0.977732,2.833779,-0.261952,-0.95384,2.744357,-0.261952,-0.95384,2.923246,-0.261952,-0.977732,2.833779,-0.261952,-0.937677,2.913935,-0.211882,-0.937677,2.913935,-0.211882,-0.977732,2.833779,-0.261952,-0.959286,2.833779,-0.211882,-0.620173,2.83378,-0.261952,-0.638619,2.83378,-0.211882,-0.660053,2.753668,-0.211882,-0.620173,2.83378,-0.261952,-0.660053,2.753668,-0.211882,-0.644065,2.744357,-0.261952,-0.638619,2.83378,-0.211882,-0.685527,2.76825,-0.168839,-0.660053,2.753668,-0.211882,-0.685527,2.76825,-0.168839,-0.638619,2.83378,-0.211882,-0.668134,2.83378,-0.168839,-0.660053,2.753668,-0.211882,-0.733488,2.720464,-0.168839,-0.718731,2.694989,-0.211882,-0.733488,2.720464,-0.168839,-0.660053,2.753668,-0.211882,-0.685527,2.76825,-0.168839,-0.87913,2.972614,-0.211882,-0.798843,3.012494,-0.261952,-0.88831,2.9886,-0.261952,-0.798843,3.012494,-0.261952,-0.87913,2.972614,-0.211882,-0.798843,2.994047,-0.211882,-0.798843,3.012494,-0.261952,-0.718731,2.972614,-0.211882,-0.709595,2.9886,-0.261952,-0.718731,2.972614,-0.211882,-0.798843,3.012494,-0.261952,-0.798843,2.994047,-0.211882,-0.87913,2.972614,-0.211882,-0.937677,2.913935,-0.211882,-0.864373,2.947139,-0.168839,-0.864373,2.947139,-0.168839,-0.937677,2.913935,-0.211882,-0.912378,2.899178,-0.168839,-0.864373,2.947139,-0.168839,-0.798843,2.994047,-0.211882,-0.87913,2.972614,-0.211882,-0.798843,2.994047,-0.211882,-0.864373,2.947139,-0.168839,-0.798843,2.964708,-0.168839,-0.798843,2.994047,-0.211882,-0.798843,2.964708,-0.168839,-0.733488,2.947139,-0.168839,-0.798843,2.994047,-0.211882,-0.733488,2.947139,-0.168839,-0.718731,2.972614,-0.211882,-0.937677,2.913935,-0.211882,-0.88831,2.9886,-0.261952,-0.95384,2.923246,-0.261952,-0.88831,2.9886,-0.261952,-0.937677,2.913935,-0.211882,-0.87913,2.972614,-0.211882,-0.709595,2.9886,-0.261952,-0.718731,2.972614,-0.211882,-0.660053,2.913935,-0.211882,-0.709595,2.9886,-0.261952,-0.660053,2.913935,-0.211882,-0.644065,2.923246,-0.261952,-0.660053,2.913935,-0.211882,-0.620173,2.83378,-0.261952,-0.644065,2.923246,-0.261952,-0.620173,2.83378,-0.261952,-0.660053,2.913935,-0.211882,-0.638619,2.83378,-0.211882,-0.718731,2.972614,-0.211882,-0.733488,2.947139,-0.168839,-0.660053,2.913935,-0.211882,-0.733488,2.947139,-0.168839,-0.685527,2.899178,-0.168839,-0.660053,2.913935,-0.211882,-0.937677,2.753668,-0.211882,-0.864373,2.720464,-0.168839,-0.912378,2.76825,-0.168839,-0.864373,2.720464,-0.168839,-0.937677,2.753668,-0.211882,-0.87913,2.694989,-0.211882,-0.685527,2.899178,-0.168839,-0.638619,2.83378,-0.211882,-0.660053,2.913935,-0.211882,-0.638619,2.83378,-0.211882,-0.685527,2.899178,-0.168839,-0.668134,2.83378,-0.168839,-0.864373,2.720464,-0.168839,-0.798843,2.67338,-0.211882,-0.798843,2.702895,-0.168839,-0.798843,2.67338,-0.211882,-0.864373,2.720464,-0.168839,-0.87913,2.694989,-0.211882,-0.929771,2.833779,-0.168839,-0.959286,2.833779,-0.211882,-0.912378,2.76825,-0.168839,-0.959286,2.833779,-0.211882,-0.937677,2.753668,-0.211882,-0.912378,2.76825,-0.168839,-0.912378,2.899178,-0.168839,-0.959286,2.833779,-0.211882,-0.929771,2.833779,-0.168839,-0.959286,2.833779,-0.211882,-0.912378,2.899178,-0.168839,-0.937677,2.913935,-0.211882,-0.798843,2.83378,-0.168839,-0.864373,2.947139,-0.168839,-0.912378,2.899178,-0.168839,-0.798843,2.964708,-0.168839,-0.929771,2.833779,-0.168839,-0.733488,2.947139,-0.168839,-0.912378,2.76825,-0.168839,-0.685527,2.899178,-0.168839,-0.864373,2.720464,-0.168839,-0.798843,2.702895,-0.168839,-0.733488,2.720464,-0.168839,-0.685527,2.76825,-0.168839,-0.668134,2.83378,-0.168839,-0.849264,2.725383,-0.143717,-0.842939,2.785642,-0.12404,-0.824317,2.767195,-0.12404,-0.842939,2.785642,-0.12404,-0.849264,2.725383,-0.143717,-0.887431,2.760168,-0.145298,-0.887431,2.760168,-0.145298,-0.849791,2.811116,-0.12404,-0.842939,2.785642,-0.12404,-0.849791,2.811116,-0.12404,-0.887431,2.760168,-0.145298,-0.900959,2.811116,-0.145298,-0.887431,2.862065,-0.145298,-0.842939,2.836591,-0.12404,-0.849791,2.811116,-0.12404,-0.849791,2.811116,-0.12404,-0.900959,2.811116,-0.145298,-0.887431,2.862065,-0.145298,-0.842939,2.836591,-0.12404,-0.887431,2.862065,-0.145298,-0.849967,2.899529,-0.145298,-0.842939,2.836591,-0.12404,-0.849967,2.899529,-0.145298,-0.824317,2.855037,-0.12404,-0.849967,2.899529,-0.145298,-0.798843,2.913232,-0.145298,-0.824317,2.855037,-0.12404,-0.824317,2.855037,-0.12404,-0.798843,2.913232,-0.145298,-0.798843,2.861889,-0.12404,-0.798843,2.913232,-0.145298,-0.773544,2.855037,-0.12404,-0.798843,2.861889,-0.12404,-0.773544,2.855037,-0.12404,-0.798843,2.913232,-0.145298,-0.747895,2.899529,-0.145298,-0.754922,2.836591,-0.12404,-0.747895,2.899529,-0.145298,-0.710474,2.862065,-0.145298,-0.747895,2.899529,-0.145298,-0.754922,2.836591,-0.12404,-0.773544,2.855037,-0.12404,-0.710474,2.862065,-0.145298,-0.74807,2.811116,-0.12404,-0.754922,2.836591,-0.12404,-0.74807,2.811116,-0.12404,-0.710474,2.862065,-0.145298,-0.696946,2.811116,-0.145298,-0.696946,2.811116,-0.145298,-0.710474,2.760168,-0.145298,-0.74807,2.811116,-0.12404,-0.74807,2.811116,-0.12404,-0.710474,2.760168,-0.145298,-0.754922,2.785642,-0.12404,-0.748597,2.725383,-0.143717,-0.754922,2.785642,-0.12404,-0.710474,2.760168,-0.145298,-0.754922,2.785642,-0.12404,-0.748597,2.725383,-0.143717,-0.773544,2.767195,-0.12404,-0.798843,2.712382,-0.143717,-0.798843,2.760344,-0.12404,-0.773544,2.767195,-0.12404,-0.773544,2.767195,-0.12404,-0.748597,2.725383,-0.143717,-0.798843,2.712382,-0.143717,-0.798843,2.712382,-0.143717,-0.824317,2.767195,-0.12404,-0.798843,2.760344,-0.12404,-0.824317,2.767195,-0.12404,-0.798843,2.712382,-0.143717,-0.849264,2.725383,-0.143717,-0.798843,2.712382,-0.143717,-0.748597,2.725383,-0.143717,-0.798843,2.671272,-0.175164,-0.748597,2.725383,-0.143717,-0.724704,2.691652,-0.174988,-0.798843,2.671272,-0.175164,-0.798843,2.671272,-0.175164,-0.849264,2.725383,-0.143717,-0.798843,2.712382,-0.143717,-0.849264,2.725383,-0.143717,-0.798843,2.671272,-0.175164,-0.873157,2.691652,-0.174988,-0.798843,2.639649,-0.216274,-0.724704,2.691652,-0.174988,-0.708014,2.664596,-0.216098,-0.798843,2.639649,-0.216274,-0.798843,2.671272,-0.175164,-0.724704,2.691652,-0.174988,-0.873157,2.691652,-0.174988,-0.798843,2.639649,-0.216274,-0.889891,2.664596,-0.216098,-0.798843,2.639649,-0.216274,-0.873157,2.691652,-0.174988,-0.798843,2.671272,-0.175164,-0.798843,2.639649,-0.216274,-0.708014,2.664596,-0.216098,-0.798843,2.619621,-0.264236,-0.798843,2.619621,-0.264236,-0.708014,2.664596,-0.216098,-0.697473,2.647555,-0.26406,-0.889891,2.664596,-0.216098,-0.798843,2.619621,-0.264236,-0.900432,2.647555,-0.26406,-0.798843,2.619621,-0.264236,-0.889891,2.664596,-0.216098,-0.798843,2.639649,-0.216274,-0.798843,2.619621,-0.264236,-0.697473,2.647555,-0.26406,-0.798843,2.612945,-0.315711,-0.798843,2.612945,-0.315711,-0.697473,2.647555,-0.26406,-0.693784,2.641757,-0.315711,-0.900432,2.647555,-0.26406,-0.798843,2.612945,-0.315711,-0.904121,2.641757,-0.315711,-0.798843,2.612945,-0.315711,-0.900432,2.647555,-0.26406,-0.798843,2.619621,-0.264236,-0.798843,2.612945,-0.315711,-0.697473,2.647555,-0.367186,-0.798843,2.619621,-0.367186,-0.697473,2.647555,-0.367186,-0.798843,2.612945,-0.315711,-0.693784,2.641757,-0.315711,-0.904121,2.641757,-0.315711,-0.798843,2.612945,-0.315711,-0.900432,2.647555,-0.367186,-0.900432,2.647555,-0.367186,-0.798843,2.612945,-0.315711,-0.798843,2.619621,-0.367186,-0.798843,2.619621,-0.367186,-0.708014,2.664596,-0.415192,-0.798843,2.639649,-0.415016,-0.708014,2.664596,-0.415192,-0.798843,2.619621,-0.367186,-0.697473,2.647555,-0.367186,-0.900432,2.647555,-0.367186,-0.798843,2.619621,-0.367186,-0.889891,2.664596,-0.415192,-0.889891,2.664596,-0.415192,-0.798843,2.619621,-0.367186,-0.798843,2.639649,-0.415016,-0.798843,2.639649,-0.415016,-0.724704,2.691652,-0.456302,-0.798843,2.671272,-0.456126,-0.724704,2.691652,-0.456302,-0.798843,2.639649,-0.415016,-0.708014,2.664596,-0.415192,-0.889891,2.664596,-0.415192,-0.798843,2.639649,-0.415016,-0.873157,2.691652,-0.456302,-0.873157,2.691652,-0.456302,-0.798843,2.639649,-0.415016,-0.798843,2.671272,-0.456126,-0.798843,2.671272,-0.456126,-0.748597,2.725383,-0.487749,-0.798843,2.712382,-0.487573,-0.748597,2.725383,-0.487749,-0.798843,2.671272,-0.456126,-0.724704,2.691652,-0.456302,-0.849264,2.725383,-0.487749,-0.798843,2.671272,-0.456126,-0.798843,2.712382,-0.487573,-0.798843,2.671272,-0.456126,-0.849264,2.725383,-0.487749,-0.873157,2.691652,-0.456302,-0.887431,2.760168,-0.485992,-0.849264,2.725383,-0.487749,-0.842939,2.785642,-0.50725,-0.849264,2.725383,-0.487749,-0.824317,2.767195,-0.50725,-0.842939,2.785642,-0.50725,-0.849791,2.811116,-0.50725,-0.900959,2.811116,-0.485992,-0.887431,2.760168,-0.485992,-0.887431,2.760168,-0.485992,-0.842939,2.785642,-0.50725,-0.849791,2.811116,-0.50725,-0.887431,2.862065,-0.485992,-0.849791,2.811116,-0.50725,-0.842939,2.836591,-0.50725,-0.849791,2.811116,-0.50725,-0.887431,2.862065,-0.485992,-0.900959,2.811116,-0.485992,-0.842939,2.836591,-0.50725,-0.849967,2.899529,-0.485992,-0.887431,2.862065,-0.485992,-0.849967,2.899529,-0.485992,-0.842939,2.836591,-0.50725,-0.824317,2.855037,-0.50725,-0.824317,2.855037,-0.50725,-0.798843,2.913232,-0.485992,-0.849967,2.899529,-0.485992,-0.798843,2.913232,-0.485992,-0.824317,2.855037,-0.50725,-0.798843,2.861889,-0.50725,-0.773544,2.855037,-0.50725,-0.747895,2.899529,-0.485992,-0.798843,2.913232,-0.485992,-0.798843,2.913232,-0.485992,-0.798843,2.861889,-0.50725,-0.773544,2.855037,-0.50725,-0.747895,2.899529,-0.485992,-0.754922,2.836591,-0.50725,-0.710474,2.862065,-0.485992,-0.754922,2.836591,-0.50725,-0.747895,2.899529,-0.485992,-0.773544,2.855037,-0.50725,-0.74807,2.811116,-0.50725,-0.710474,2.862065,-0.485992,-0.754922,2.836591,-0.50725,-0.710474,2.862065,-0.485992,-0.74807,2.811116,-0.50725,-0.696946,2.811116,-0.485992,-0.74807,2.811116,-0.50725,-0.710474,2.760168,-0.485992,-0.696946,2.811116,-0.485992,-0.710474,2.760168,-0.485992,-0.74807,2.811116,-0.50725,-0.754922,2.785642,-0.50725,-0.748597,2.725383,-0.487749,-0.754922,2.785642,-0.50725,-0.773544,2.767195,-0.50725,-0.754922,2.785642,-0.50725,-0.748597,2.725383,-0.487749,-0.710474,2.760168,-0.485992,-0.798843,2.712382,-0.487573,-0.773544,2.767195,-0.50725,-0.798843,2.760344,-0.50725,-0.773544,2.767195,-0.50725,-0.798843,2.712382,-0.487573,-0.748597,2.725383,-0.487749,-0.824317,2.767195,-0.50725,-0.798843,2.712382,-0.487573,-0.798843,2.760344,-0.50725,-0.798843,2.712382,-0.487573,-0.824317,2.767195,-0.50725,-0.849264,2.725383,-0.487749,-0.85471,2.714666,-0.122635,-0.848912,2.782304,-0.100323,-0.895513,2.755425,-0.122635,-0.848912,2.782304,-0.100323,-0.85471,2.714666,-0.122635,-0.82783,2.761222,-0.100323,-0.895513,2.755425,-0.122635,-0.856643,2.811116,-0.100323,-0.910446,2.811116,-0.122635,-0.856643,2.811116,-0.100323,-0.895513,2.755425,-0.122635,-0.848912,2.782304,-0.100323,-0.895513,2.866808,-0.122635,-0.856643,2.811116,-0.100323,-0.848912,2.839928,-0.100323,-0.856643,2.811116,-0.100323,-0.895513,2.866808,-0.122635,-0.910446,2.811116,-0.122635,-0.82783,2.861011,-0.100323,-0.85471,2.90761,-0.122635,-0.848912,2.839928,-0.100323,-0.848912,2.839928,-0.100323,-0.85471,2.90761,-0.122635,-0.895513,2.866808,-0.122635,-0.85471,2.90761,-0.122635,-0.82783,2.861011,-0.100323,-0.798843,2.922544,-0.122635,-0.798843,2.922544,-0.122635,-0.82783,2.861011,-0.100323,-0.798843,2.868741,-0.100323,-0.798843,2.922544,-0.122635,-0.770031,2.861011,-0.100323,-0.743151,2.90761,-0.122635,-0.770031,2.861011,-0.100323,-0.798843,2.922544,-0.122635,-0.798843,2.868741,-0.100323,-0.748949,2.839928,-0.100323,-0.743151,2.90761,-0.122635,-0.770031,2.861011,-0.100323,-0.743151,2.90761,-0.122635,-0.748949,2.839928,-0.100323,-0.702392,2.866808,-0.122635,-0.741219,2.811116,-0.100323,-0.702392,2.866808,-0.122635,-0.748949,2.839928,-0.100323,-0.702392,2.866808,-0.122635,-0.741219,2.811116,-0.100323,-0.687459,2.811116,-0.122635,-0.687459,2.811116,-0.122635,-0.741219,2.811116,-0.100323,-0.702392,2.755425,-0.122635,-0.702392,2.755425,-0.122635,-0.741219,2.811116,-0.100323,-0.748949,2.782304,-0.100323,-0.743151,2.714666,-0.122635,-0.702392,2.755425,-0.122635,-0.748949,2.782304,-0.100323,-0.770031,2.761222,-0.100323,-0.798843,2.699733,-0.122635,-0.770031,2.761222,-0.100323,-0.798843,2.753492,-0.100323,-0.770031,2.761222,-0.100323,-0.798843,2.699733,-0.122635,-0.743151,2.714666,-0.122635,-0.82783,2.761222,-0.100323,-0.798843,2.699733,-0.122635,-0.798843,2.753492,-0.100323,-0.798843,2.699733,-0.122635,-0.82783,2.761222,-0.100323,-0.85471,2.714666,-0.122635,-0.798843,2.699733,-0.122635,-0.720136,2.67461,-0.158123,-0.743151,2.714666,-0.122635,-0.720136,2.67461,-0.158123,-0.798843,2.699733,-0.122635,-0.798843,2.653528,-0.158123,-0.798843,2.699733,-0.122635,-0.85471,2.714666,-0.122635,-0.877725,2.67461,-0.158123,-0.798843,2.699733,-0.122635,-0.877725,2.67461,-0.158123,-0.798843,2.653528,-0.158123,-0.798843,2.61804,-0.204152,-0.702392,2.643865,-0.204152,-0.720136,2.67461,-0.158123,-0.720136,2.67461,-0.158123,-0.798843,2.653528,-0.158123,-0.798843,2.61804,-0.204152,-0.798843,2.61804,-0.204152,-0.877725,2.67461,-0.158123,-0.895513,2.643865,-0.204152,-0.877725,2.67461,-0.158123,-0.798843,2.61804,-0.204152,-0.798843,2.653528,-0.158123,-0.720136,2.67461,-0.473343,-0.798843,2.61804,-0.427138,-0.798843,2.653528,-0.473343,-0.798843,2.61804,-0.427138,-0.720136,2.67461,-0.473343,-0.702392,2.643865,-0.427138,-0.798843,2.653528,-0.473343,-0.798843,2.61804,-0.427138,-0.877725,2.67461,-0.473343,-0.798843,2.61804,-0.427138,-0.895513,2.643865,-0.427138,-0.877725,2.67461,-0.473343,-0.720136,2.67461,-0.473343,-0.798843,2.699733,-0.508831,-0.743151,2.714666,-0.508831,-0.798843,2.699733,-0.508831,-0.720136,2.67461,-0.473343,-0.798843,2.653528,-0.473343,-0.798843,2.699733,-0.508831,-0.877725,2.67461,-0.473343,-0.85471,2.714666,-0.508831,-0.877725,2.67461,-0.473343,-0.798843,2.699733,-0.508831,-0.798843,2.653528,-0.473343,-0.895513,2.755425,-0.508831,-0.848912,2.782304,-0.530967,-0.85471,2.714666,-0.508831,-0.85471,2.714666,-0.508831,-0.848912,2.782304,-0.530967,-0.82783,2.761222,-0.530967,-0.856643,2.811116,-0.530967,-0.895513,2.755425,-0.508831,-0.910446,2.811116,-0.508831,-0.895513,2.755425,-0.508831,-0.856643,2.811116,-0.530967,-0.848912,2.782304,-0.530967,-0.856643,2.811116,-0.530967,-0.895513,2.866808,-0.508831,-0.848912,2.839928,-0.530967,-0.895513,2.866808,-0.508831,-0.856643,2.811116,-0.530967,-0.910446,2.811116,-0.508831,-0.848912,2.839928,-0.530967,-0.85471,2.90761,-0.508831,-0.82783,2.861011,-0.530967,-0.85471,2.90761,-0.508831,-0.848912,2.839928,-0.530967,-0.895513,2.866808,-0.508831,-0.798843,2.922544,-0.508831,-0.82783,2.861011,-0.530967,-0.85471,2.90761,-0.508831,-0.82783,2.861011,-0.530967,-0.798843,2.922544,-0.508831,-0.798843,2.868741,-0.530967,-0.770031,2.861011,-0.530967,-0.798843,2.922544,-0.508831,-0.743151,2.90761,-0.508831,-0.798843,2.922544,-0.508831,-0.770031,2.861011,-0.530967,-0.798843,2.868741,-0.530967,-0.743151,2.90761,-0.508831,-0.748949,2.839928,-0.530967,-0.770031,2.861011,-0.530967,-0.702392,2.866808,-0.508831,-0.748949,2.839928,-0.530967,-0.702392,2.866808,-0.508831,-0.741219,2.811116,-0.530967,-0.702392,2.866808,-0.508831,-0.687459,2.811116,-0.508831,-0.741219,2.811116,-0.530967,-0.702392,2.755425,-0.508831,-0.741219,2.811116,-0.530967,-0.687459,2.811116,-0.508831,-0.741219,2.811116,-0.530967,-0.702392,2.755425,-0.508831,-0.748949,2.782304,-0.530967,-0.743151,2.714666,-0.508831,-0.748949,2.782304,-0.530967,-0.702392,2.755425,-0.508831,-0.748949,2.782304,-0.530967,-0.743151,2.714666,-0.508831,-0.770031,2.761222,-0.530967,-0.770031,2.761222,-0.530967,-0.798843,2.699733,-0.508831,-0.798843,2.753492,-0.530967,-0.798843,2.699733,-0.508831,-0.770031,2.761222,-0.530967,-0.743151,2.714666,-0.508831,-0.798843,2.753492,-0.530967,-0.798843,2.699733,-0.508831,-0.82783,2.761222,-0.530967,-0.798843,2.699733,-0.508831,-0.85471,2.714666,-0.508831,-0.82783,2.761222,-0.530967,-0.848912,2.782304,-0.100323,-0.82783,2.761222,-0.100323,-0.798843,2.811116,-0.092768,-0.856643,2.811116,-0.100323,-0.848912,2.782304,-0.100323,-0.798843,2.811116,-0.092768,-0.848912,2.839928,-0.100323,-0.856643,2.811116,-0.100323,-0.798843,2.811116,-0.092768,-0.82783,2.861011,-0.100323,-0.848912,2.839928,-0.100323,-0.798843,2.811116,-0.092768,-0.798843,2.868741,-0.100323,-0.82783,2.861011,-0.100323,-0.798843,2.811116,-0.092768,-0.770031,2.861011,-0.100323,-0.798843,2.868741,-0.100323,-0.798843,2.811116,-0.092768,-0.748949,2.839928,-0.100323,-0.770031,2.861011,-0.100323,-0.798843,2.811116,-0.092768,-0.741219,2.811116,-0.100323,-0.748949,2.839928,-0.100323,-0.798843,2.811116,-0.092768,-0.748949,2.782304,-0.100323,-0.741219,2.811116,-0.100323,-0.798843,2.811116,-0.092768,-0.770031,2.761222,-0.100323,-0.748949,2.782304,-0.100323,-0.798843,2.811116,-0.092768,-0.798843,2.753492,-0.100323,-0.770031,2.761222,-0.100323,-0.798843,2.811116,-0.092768,-0.82783,2.761222,-0.100323,-0.798843,2.753492,-0.100323,-0.798843,2.811116,-0.092768,-0.82783,2.761222,-0.530967,-0.848912,2.782304,-0.530967,-0.798843,2.811116,-0.538697,-0.848912,2.782304,-0.530967,-0.856643,2.811116,-0.530967,-0.798843,2.811116,-0.538697,-0.856643,2.811116,-0.530967,-0.848912,2.839928,-0.530967,-0.798843,2.811116,-0.538697,-0.848912,2.839928,-0.530967,-0.82783,2.861011,-0.530967,-0.798843,2.811116,-0.538697,-0.82783,2.861011,-0.530967,-0.798843,2.868741,-0.530967,-0.798843,2.811116,-0.538697,-0.798843,2.868741,-0.530967,-0.770031,2.861011,-0.530967,-0.798843,2.811116,-0.538697,-0.770031,2.861011,-0.530967,-0.748949,2.839928,-0.530967,-0.798843,2.811116,-0.538697,-0.748949,2.839928,-0.530967,-0.741219,2.811116,-0.530967,-0.798843,2.811116,-0.538697,-0.741219,2.811116,-0.530967,-0.748949,2.782304,-0.530967,-0.798843,2.811116,-0.538697,-0.748949,2.782304,-0.530967,-0.770031,2.761222,-0.530967,-0.798843,2.811116,-0.538697,-0.770031,2.761222,-0.530967,-0.798843,2.753492,-0.530967,-0.798843,2.811116,-0.538697,-0.798843,2.753492,-0.530967,-0.82783,2.761222,-0.530967,-0.798843,2.811116,-0.538697,-0.85471,2.714666,-0.122635,-0.887431,2.760168,-0.145298,-0.849264,2.725383,-0.143717,-0.887431,2.760168,-0.145298,-0.85471,2.714666,-0.122635,-0.895513,2.755425,-0.122635,-0.887431,2.760168,-0.145298,-0.910446,2.811116,-0.122635,-0.900959,2.811116,-0.145298,-0.910446,2.811116,-0.122635,-0.887431,2.760168,-0.145298,-0.895513,2.755425,-0.122635,-0.887431,2.862065,-0.145298,-0.910446,2.811116,-0.122635,-0.895513,2.866808,-0.122635,-0.910446,2.811116,-0.122635,-0.887431,2.862065,-0.145298,-0.900959,2.811116,-0.145298,-0.849967,2.899529,-0.145298,-0.895513,2.866808,-0.122635,-0.85471,2.90761,-0.122635,-0.895513,2.866808,-0.122635,-0.849967,2.899529,-0.145298,-0.887431,2.862065,-0.145298,-0.85471,2.90761,-0.122635,-0.798843,2.922544,-0.122635,-0.849967,2.899529,-0.145298,-0.849967,2.899529,-0.145298,-0.798843,2.922544,-0.122635,-0.798843,2.913232,-0.145298,-0.798843,2.922544,-0.122635,-0.747895,2.899529,-0.145298,-0.798843,2.913232,-0.145298,-0.747895,2.899529,-0.145298,-0.798843,2.922544,-0.122635,-0.743151,2.90761,-0.122635,-0.747895,2.899529,-0.145298,-0.743151,2.90761,-0.122635,-0.702392,2.866808,-0.122635,-0.747895,2.899529,-0.145298,-0.702392,2.866808,-0.122635,-0.710474,2.862065,-0.145298,-0.702392,2.866808,-0.122635,-0.687459,2.811116,-0.122635,-0.710474,2.862065,-0.145298,-0.710474,2.862065,-0.145298,-0.687459,2.811116,-0.122635,-0.696946,2.811116,-0.145298,-0.687459,2.811116,-0.122635,-0.710474,2.760168,-0.145298,-0.696946,2.811116,-0.145298,-0.710474,2.760168,-0.145298,-0.687459,2.811116,-0.122635,-0.702392,2.755425,-0.122635,-0.710474,2.760168,-0.145298,-0.702392,2.755425,-0.122635,-0.743151,2.714666,-0.122635,-0.710474,2.760168,-0.145298,-0.743151,2.714666,-0.122635,-0.748597,2.725383,-0.143717,-0.724704,2.691652,-0.174988,-0.748597,2.725383,-0.143717,-0.720136,2.67461,-0.158123,-0.743151,2.714666,-0.122635,-0.720136,2.67461,-0.158123,-0.748597,2.725383,-0.143717,-0.877725,2.67461,-0.158123,-0.849264,2.725383,-0.143717,-0.873157,2.691652,-0.174988,-0.849264,2.725383,-0.143717,-0.877725,2.67461,-0.158123,-0.85471,2.714666,-0.122635,-0.724704,2.691652,-0.174988,-0.702392,2.643865,-0.204152,-0.708014,2.664596,-0.216098,-0.702392,2.643865,-0.204152,-0.724704,2.691652,-0.174988,-0.720136,2.67461,-0.158123,-0.895513,2.643865,-0.204152,-0.873157,2.691652,-0.174988,-0.889891,2.664596,-0.216098,-0.873157,2.691652,-0.174988,-0.895513,2.643865,-0.204152,-0.877725,2.67461,-0.158123,-0.708014,2.664596,-0.216098,-0.691324,2.624716,-0.257911,-0.697473,2.647555,-0.26406,-0.691324,2.624716,-0.257911,-0.708014,2.664596,-0.216098,-0.702392,2.643865,-0.204152,-0.906581,2.624716,-0.257911,-0.889891,2.664596,-0.216098,-0.900432,2.647555,-0.26406,-0.889891,2.664596,-0.216098,-0.906581,2.624716,-0.257911,-0.895513,2.643865,-0.204152,-0.697473,2.647555,-0.26406,-0.687459,2.61804,-0.315711,-0.693784,2.641757,-0.315711,-0.687459,2.61804,-0.315711,-0.697473,2.647555,-0.26406,-0.691324,2.624716,-0.257911,-0.910446,2.61804,-0.315711,-0.900432,2.647555,-0.26406,-0.904121,2.641757,-0.315711,-0.900432,2.647555,-0.26406,-0.910446,2.61804,-0.315711,-0.906581,2.624716,-0.257911,-0.687459,2.61804,-0.315711,-0.697473,2.647555,-0.367186,-0.693784,2.641757,-0.315711,-0.697473,2.647555,-0.367186,-0.687459,2.61804,-0.315711,-0.691324,2.624716,-0.373379,-0.900432,2.647555,-0.367186,-0.910446,2.61804,-0.315711,-0.904121,2.641757,-0.315711,-0.910446,2.61804,-0.315711,-0.900432,2.647555,-0.367186,-0.906581,2.624716,-0.373379,-0.691324,2.624716,-0.373379,-0.708014,2.664596,-0.415192,-0.697473,2.647555,-0.367186,-0.708014,2.664596,-0.415192,-0.691324,2.624716,-0.373379,-0.702392,2.643865,-0.427138,-0.889891,2.664596,-0.415192,-0.906581,2.624716,-0.373379,-0.900432,2.647555,-0.367186,-0.906581,2.624716,-0.373379,-0.889891,2.664596,-0.415192,-0.895513,2.643865,-0.427138,-0.702392,2.643865,-0.427138,-0.724704,2.691652,-0.456302,-0.708014,2.664596,-0.415192,-0.724704,2.691652,-0.456302,-0.702392,2.643865,-0.427138,-0.720136,2.67461,-0.473343,-0.873157,2.691652,-0.456302,-0.895513,2.643865,-0.427138,-0.889891,2.664596,-0.415192,-0.895513,2.643865,-0.427138,-0.873157,2.691652,-0.456302,-0.877725,2.67461,-0.473343,-0.720136,2.67461,-0.473343,-0.748597,2.725383,-0.487749,-0.724704,2.691652,-0.456302,-0.748597,2.725383,-0.487749,-0.720136,2.67461,-0.473343,-0.743151,2.714666,-0.508831,-0.873157,2.691652,-0.456302,-0.849264,2.725383,-0.487749,-0.877725,2.67461,-0.473343,-0.85471,2.714666,-0.508831,-0.877725,2.67461,-0.473343,-0.849264,2.725383,-0.487749,-0.849264,2.725383,-0.487749,-0.887431,2.760168,-0.485992,-0.85471,2.714666,-0.508831,-0.85471,2.714666,-0.508831,-0.887431,2.760168,-0.485992,-0.895513,2.755425,-0.508831,-0.910446,2.811116,-0.508831,-0.887431,2.760168,-0.485992,-0.900959,2.811116,-0.485992,-0.887431,2.760168,-0.485992,-0.910446,2.811116,-0.508831,-0.895513,2.755425,-0.508831,-0.895513,2.866808,-0.508831,-0.910446,2.811116,-0.508831,-0.887431,2.862065,-0.485992,-0.887431,2.862065,-0.485992,-0.910446,2.811116,-0.508831,-0.900959,2.811116,-0.485992,-0.849967,2.899529,-0.485992,-0.85471,2.90761,-0.508831,-0.895513,2.866808,-0.508831,-0.849967,2.899529,-0.485992,-0.895513,2.866808,-0.508831,-0.887431,2.862065,-0.485992,-0.849967,2.899529,-0.485992,-0.798843,2.922544,-0.508831,-0.85471,2.90761,-0.508831,-0.798843,2.922544,-0.508831,-0.849967,2.899529,-0.485992,-0.798843,2.913232,-0.485992,-0.798843,2.913232,-0.485992,-0.747895,2.899529,-0.485992,-0.798843,2.922544,-0.508831,-0.798843,2.922544,-0.508831,-0.747895,2.899529,-0.485992,-0.743151,2.90761,-0.508831,-0.747895,2.899529,-0.485992,-0.702392,2.866808,-0.508831,-0.743151,2.90761,-0.508831,-0.702392,2.866808,-0.508831,-0.747895,2.899529,-0.485992,-0.710474,2.862065,-0.485992,-0.710474,2.862065,-0.485992,-0.687459,2.811116,-0.508831,-0.702392,2.866808,-0.508831,-0.687459,2.811116,-0.508831,-0.710474,2.862065,-0.485992,-0.696946,2.811116,-0.485992,-0.710474,2.760168,-0.485992,-0.687459,2.811116,-0.508831,-0.696946,2.811116,-0.485992,-0.687459,2.811116,-0.508831,-0.710474,2.760168,-0.485992,-0.702392,2.755425,-0.508831,-0.710474,2.760168,-0.485992,-0.743151,2.714666,-0.508831,-0.702392,2.755425,-0.508831,-0.743151,2.714666,-0.508831,-0.710474,2.760168,-0.485992,-0.748597,2.725383,-0.487749,-0.824317,2.767195,-0.211882,-0.824317,2.767195,-0.12404,-0.842939,2.785642,-0.12404,-0.842939,2.785642,-0.211882,-0.849791,2.811116,-0.12404,-0.849791,2.811116,-0.211882,-0.842939,2.785642,-0.211882,-0.842939,2.785642,-0.12404,-0.842939,2.836591,-0.211882,-0.849791,2.811116,-0.12404,-0.842939,2.836591,-0.12404,-0.849791,2.811116,-0.211882,-0.842939,2.836591,-0.211882,-0.842939,2.836591,-0.12404,-0.824317,2.855037,-0.12404,-0.824317,2.855037,-0.211882,-0.824317,2.855037,-0.211882,-0.824317,2.855037,-0.12404,-0.798843,2.861889,-0.12404,-0.798843,2.861889,-0.211882,-0.798843,2.861889,-0.211882,-0.798843,2.861889,-0.12404,-0.773544,2.855037,-0.12404,-0.773544,2.855037,-0.211882,-0.773544,2.855037,-0.211882,-0.773544,2.855037,-0.12404,-0.754922,2.836591,-0.12404,-0.754922,2.836591,-0.211882,-0.754922,2.836591,-0.211882,-0.754922,2.836591,-0.12404,-0.74807,2.811116,-0.12404,-0.74807,2.811116,-0.211882,-0.74807,2.811116,-0.211882,-0.74807,2.811116,-0.12404,-0.754922,2.785642,-0.12404,-0.754922,2.785642,-0.211882,-0.754922,2.785642,-0.12404,-0.773544,2.767195,-0.211882,-0.754922,2.785642,-0.211882,-0.773544,2.767195,-0.12404,-0.773544,2.767195,-0.211882,-0.773544,2.767195,-0.12404,-0.798843,2.760344,-0.12404,-0.798843,2.760344,-0.211882,-0.798843,2.760344,-0.211882,-0.798843,2.760344,-0.12404,-0.824317,2.767195,-0.12404,-0.824317,2.767195,-0.211882,-0.842939,2.785642,-0.419584,-0.824317,2.767195,-0.50725,-0.824317,2.767195,-0.419584,-0.842939,2.785642,-0.50725,-0.849791,2.811116,-0.419584,-0.849791,2.811116,-0.50725,-0.842939,2.785642,-0.50725,-0.842939,2.785642,-0.419584,-0.842939,2.836591,-0.419584,-0.842939,2.836591,-0.50725,-0.849791,2.811116,-0.50725,-0.849791,2.811116,-0.419584,-0.824317,2.855037,-0.419584,-0.842939,2.836591,-0.50725,-0.842939,2.836591,-0.419584,-0.824317,2.855037,-0.50725,-0.798843,2.861889,-0.419584,-0.824317,2.855037,-0.50725,-0.824317,2.855037,-0.419584,-0.798843,2.861889,-0.50725,-0.773544,2.855037,-0.419584,-0.798843,2.861889,-0.50725,-0.798843,2.861889,-0.419584,-0.773544,2.855037,-0.50725,-0.773544,2.855037,-0.50725,-0.773544,2.855037,-0.419584,-0.754922,2.836591,-0.419584,-0.754922,2.836591,-0.50725,-0.74807,2.811116,-0.419584,-0.754922,2.836591,-0.50725,-0.754922,2.836591,-0.419584,-0.74807,2.811116,-0.50725,-0.754922,2.785642,-0.419584,-0.74807,2.811116,-0.50725,-0.74807,2.811116,-0.419584,-0.754922,2.785642,-0.50725,-0.773544,2.767195,-0.419584,-0.754922,2.785642,-0.50725,-0.754922,2.785642,-0.419584,-0.773544,2.767195,-0.50725,-0.798843,2.760344,-0.419584,-0.773544,2.767195,-0.50725,-0.773544,2.767195,-0.419584,-0.798843,2.760344,-0.50725,-0.824317,2.767195,-0.419584,-0.798843,2.760344,-0.50725,-0.798843,2.760344,-0.419584,-0.824317,2.767195,-0.50725],"normals":[0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,-0.894253,0.447547,0.003739,-0.894253,0.447547,0.003739,-0.894253,0.447547,0.003739,-0.897555,0.440903,0,-0.897555,0.440903,0,-0.897555,0.440903,0,0.676072,0.736836,0,0.676072,0.736836,0,0.676072,0.736836,0,0.667271,0.744752,0.009654,0.667271,0.744752,0.009654,0.667271,0.744752,0.009654,0.000787,0.36494,-0.931031,0.000787,0.36494,-0.931031,0.000787,0.36494,-0.931031,0.004387,0.361145,-0.932499,0.004387,0.361145,-0.932499,0.004387,0.361145,-0.932499,0,0.363409,-0.93163,0,0.363409,-0.93163,0,0.363409,-0.93163,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,-0.894427,0.447213,-0.000377,-0.894427,0.447213,-0.000377,-0.894427,0.447213,-0.000377,-0.894754,0.446559,0,-0.894754,0.446559,0,-0.894754,0.446559,0,-0.894259,0.44755,0,-0.894259,0.44755,0,-0.894259,0.44755,0,-0.894259,0.44755,0,0.676392,0.736542,0,0.676392,0.736542,0,0.676392,0.736542,0,0.676392,0.736542,0,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0.000794,0.363409,-0.931629,0.000794,0.363409,-0.931629,0.000794,0.363409,-0.931629,0,0.364707,-0.931122,0,0.364707,-0.931122,0,0.364707,-0.931122,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0,0.371753,0.928331,0,0.371753,0.928331,0,0.371753,0.928331,0,0.371753,0.928331,0.013668,0.364426,0.931132,0.013668,0.364426,0.931132,0.013668,0.364426,0.931132,-0.893436,0.449148,-0.006225,-0.893436,0.449148,-0.006225,-0.893436,0.449148,-0.006225,-0.898508,0.438958,-0.000433,-0.898508,0.438958,-0.000433,-0.898508,0.438958,-0.000433,-0.893843,0.44838,0,-0.893843,0.44838,0,-0.893843,0.44838,0,-0.893843,0.44838,0,-0.893843,0.44838,0,-0.893843,0.44838,0,-0.893843,0.44838,0,-0.890539,0.454893,0.00361,-0.890539,0.454893,0.00361,-0.890539,0.454893,0.00361,0,0.33039,-0.943844,0,0.33039,-0.943844,0,0.33039,-0.943844,0.000293,0.330238,-0.943898,0.000293,0.330238,-0.943898,0.000293,0.330238,-0.943898,0,0.330238,-0.943898,0,0.330238,-0.943898,0,0.330238,-0.943898,-0.000003,0.330241,-0.943897,-0.000003,0.330241,-0.943897,-0.000003,0.330241,-0.943897,0,0.330242,-0.943896,0,0.330242,-0.943896,0,0.330242,-0.943896,-0.000062,0.330289,-0.94388,-0.000062,0.330289,-0.94388,-0.000062,0.330289,-0.94388,-0.943059,-0.332626,0,-0.943059,-0.332626,0,-0.943059,-0.332626,0,-0.943059,-0.332626,0,0.412237,-0.911077,0,0.412237,-0.911077,0,0.412237,-0.911077,0,0.412237,-0.911077,0,0.676287,0.736639,0,0.676287,0.736639,0,0.676287,0.736639,0,0.676287,0.736639,0,0,1,0,0,1,0,0,1,0,0,1,0,-0.937009,-0.349306,0,-0.937009,-0.349306,0,-0.937009,-0.349306,0,-0.937009,-0.349306,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0.412026,-0.911091,-0.012178,0.412026,-0.911091,-0.012178,0.412026,-0.911091,-0.012178,0.425435,-0.904989,0,0.425435,-0.904989,0,0.425435,-0.904989,0,0.412056,-0.911159,0,0.412056,-0.911159,0,0.412056,-0.911159,0,0.412056,-0.911159,0,0.003001,0.380474,0.924787,0.003001,0.380474,0.924787,0.003001,0.380474,0.924787,0.014077,0.375347,0.926777,0.014077,0.375347,0.926777,0.014077,0.375347,0.926777,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0.000001,0,0.003245,0,0.999995,0.003245,0,0.999995,0.003245,0,0.999995,0.003245,0,0.999995,0.803793,0.000002,0.594909,0.803793,0.000002,0.594909,0.803793,0.000002,0.594909,0.38578,0.902011,0.19378,0.38578,0.902011,0.19378,0.38578,0.902011,0.19378,0.766197,0,0.642605,0.766197,0,0.642605,0.766197,0,0.642605,0.329135,0.914617,0.23483,0.329135,0.914617,0.23483,0.329135,0.914617,0.23483,0.386191,0.901761,0.194121,0.386191,0.901761,0.194121,0.386191,0.901761,0.194121,0.273686,0.922316,0.272816,0.273686,0.922316,0.272816,0.273686,0.922316,0.272816,0.000717,0.361157,-0.932505,0.000717,0.361157,-0.932505,0.000717,0.361157,-0.932505,0,0.359442,-0.933167,0,0.359442,-0.933167,0,0.359442,-0.933167,0.000343,0.330389,-0.943845,0.000343,0.330389,-0.943845,0.000343,0.330389,-0.943845,-0.000066,0.329437,-0.944177,-0.000066,0.329437,-0.944177,-0.000066,0.329437,-0.944177,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0.002691,0.378194,0.925722,0.002691,0.378194,0.925722,0.002691,0.378194,0.925722,0.002671,0.375408,0.926856,0.002671,0.375408,0.926856,0.002671,0.375408,0.926856,0.000728,0.370876,0.928682,0.000728,0.370876,0.928682,0.000728,0.370876,0.928682,0.000784,0,1,0.000784,0,1,0.000784,0,1,0.000784,0,1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,1,0,0,1,0,0,1,0,0,1,0.676036,0.736797,0.010301,0.676036,0.736797,0.010301,0.676036,0.736797,0.010301,0.676458,0.73648,0.001357,0.676458,0.73648,0.001357,0.676458,0.73648,0.001357,0.668952,0.743239,0.009934,0.668952,0.743239,0.009934,0.668952,0.743239,0.009934,0.676828,0.736079,0.009538,0.676828,0.736079,0.009538,0.676828,0.736079,0.009538,0.667315,0.74471,0.009915,0.667315,0.74471,0.009915,0.667315,0.74471,0.009915,0.667136,0.744887,0.008472,0.667136,0.744887,0.008472,0.667136,0.744887,0.008472,0.675158,0.737673,0,0.675158,0.737673,0,0.675158,0.737673,0,0.675158,0.737673,0,0.675158,0.737673,0,0.675158,0.737673,0,0.680448,0.732796,0,0.680448,0.732796,0,0.680448,0.732796,0,0.680448,0.732796,0,0.680448,0.732796,0,0.680448,0.732796,0,0.676067,0.736831,-0.003556,0.676067,0.736831,-0.003556,0.676067,0.736831,-0.003556,0.676454,0.736475,0.00372,0.676454,0.736475,0.00372,0.676454,0.736475,0.00372,0.680952,0.732328,0,0.680952,0.732328,0,0.680952,0.732328,0,0.680952,0.732328,0,0.676455,0.736477,0.003242,0.676455,0.736477,0.003242,0.676455,0.736477,0.003242,0.676066,0.73683,-0.00404,0.676066,0.73683,-0.00404,0.676066,0.73683,-0.00404,0,0,1,0,0,1,0,0,1,0,0,1,0.739948,-0.672607,-0.008717,0.739948,-0.672607,-0.008717,0.739981,-0.672571,-0.008718,0.739916,-0.672643,-0.008716,-0.160755,0.160896,-0.973792,-0.160755,0.160896,-0.973792,-0.160755,0.160896,-0.973792,-0.160755,0.160896,-0.973792,-0.739944,0.672669,0,-0.739944,0.672669,0,-0.739944,0.672669,0,-0.739944,0.672669,0,-0.739944,0.672668,0,-0.739944,0.672668,0,-0.739944,0.672668,0,-0.739944,0.672668,0,0,0,1,0,0,1,0,0,1,0,0,1,0.734806,-0.678277,0,0.734806,-0.678277,0,0.734806,-0.678277,0,0.734806,-0.678277,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0.389174,0.900065,0.196027,0.389174,0.900065,0.196027,0.389174,0.900065,0.196027,0.388299,0.900582,0.195389,0.388299,0.900582,0.195389,0.388299,0.900582,0.195389,0.389654,0.900821,0.191552,0.389654,0.900821,0.191552,0.389654,0.900821,0.191552,0.38699,0.901507,0.193709,0.38699,0.901507,0.193709,0.38699,0.901507,0.193709,0.380809,0.903934,0.194649,0.380809,0.903934,0.194649,0.380809,0.903934,0.194649,0.385156,0.902184,0.194212,0.385156,0.902184,0.194212,0.385156,0.902184,0.194212,0.275194,0.921477,0.274132,0.275194,0.921477,0.274132,0.275194,0.921477,0.274132,0.278945,0.919523,0.276887,0.278945,0.919523,0.276887,0.278945,0.919523,0.276887,0.273924,0.922948,0.270429,0.273924,0.922948,0.270429,0.273924,0.922948,0.270429,0.273759,0.922562,0.271911,0.273759,0.922562,0.271911,0.273759,0.922562,0.271911,0.272985,0.922345,0.273422,0.272985,0.922345,0.273422,0.272985,0.922345,0.273422,0.267898,0.922934,0.276447,0.267898,0.922934,0.276447,0.267898,0.922934,0.276447,0.757699,-0.437289,0.484428,0.757699,-0.437289,0.484428,0.757699,-0.437289,0.484428,0.7577,-0.437287,0.484429,0.7577,-0.437287,0.484429,0.7577,-0.437287,0.484429,0.786932,-0.207773,-0.581007,0.786932,-0.207773,-0.581007,0.786932,-0.207773,-0.581007,0.786935,-0.207763,-0.581005,0.786935,-0.207763,-0.581005,0.786935,-0.207763,-0.581005,-0.921614,0.379416,0.081676,-0.921614,0.379416,0.081676,-0.921614,0.379416,0.081676,-0.921616,0.37941,0.081675,-0.921616,0.37941,0.081675,-0.921616,0.37941,0.081675,0.718459,-0.376505,0.584859,0.718459,-0.376505,0.584859,0.718459,-0.376505,0.584859,0.715424,-0.387548,0.581356,0.715424,-0.387548,0.581356,0.715424,-0.387548,0.581356,0.081468,0.274545,-0.958117,0.081468,0.274545,-0.958117,0.081468,0.274545,-0.958117,0.081469,0.274548,-0.958116,0.081469,0.274548,-0.958116,0.081469,0.274548,-0.958116,-0.835085,0.071552,0.545447,-0.835085,0.071552,0.545447,-0.835085,0.071552,0.545447,-0.832249,0.08203,0.5483,-0.832249,0.08203,0.5483,-0.832249,0.08203,0.5483,-0.894309,0.447435,0.003598,-0.894309,0.447435,0.003598,-0.894309,0.447435,0.003598,-0.891583,0.452842,0.003783,-0.891583,0.452842,0.003783,-0.891583,0.452842,0.003783,-0.897289,0.441427,-0.003847,-0.897289,0.441427,-0.003847,-0.897289,0.441427,-0.003847,-0.897972,0.440047,0.002236,-0.897972,0.440047,0.002236,-0.897972,0.440047,0.002236,-0.895387,0.445289,0,-0.895387,0.445289,0,-0.895387,0.445289,0,-0.895387,0.445289,0,-0.895387,0.445289,0,-0.895387,0.445289,0,-0.89446,0.447133,0.003759,-0.89446,0.447133,0.003759,-0.89446,0.447133,0.003759,-0.894595,0.446877,0.000764,-0.894595,0.446877,0.000764,-0.894595,0.446877,0.000764,-0.894919,0.446229,-0.000502,-0.894919,0.446229,-0.000502,-0.894919,0.446229,-0.000502,-0.897581,0.44085,-0.000278,-0.897581,0.44085,-0.000278,-0.897581,0.44085,-0.000278,-0.894427,0.447213,-0.000926,-0.894427,0.447213,-0.000926,-0.894427,0.447213,-0.000926,-0.894466,0.447136,-0.00003,-0.894466,0.447136,-0.00003,-0.894466,0.447136,-0.00003,-0.895387,0.445289,0,-0.895387,0.445289,0,-0.895387,0.445289,0,-0.895387,0.445289,0,-0.895298,0.445455,-0.003431,-0.895298,0.445455,-0.003431,-0.895298,0.445455,-0.003431,-0.894839,0.446389,0.00047,-0.894839,0.446389,0.00047,-0.894839,0.446389,0.00047,-0.894432,0.447203,0,-0.894432,0.447203,0,-0.894432,0.447203,0,-0.894432,0.447203,0,-0.894432,0.447203,0,-0.894432,0.447203,0,-0.894427,0.447213,0.000005,-0.894427,0.447213,0.000005,-0.894427,0.447213,0.000005,-0.894466,0.447136,-0.000831,-0.894466,0.447136,-0.000831,-0.894466,0.447136,-0.000831,-0.895347,0.445369,0,-0.895347,0.445369,0,-0.895347,0.445369,0,-0.895347,0.445369,0,-0.894466,0.447136,0.000032,-0.894466,0.447136,0.000032,-0.894466,0.447136,0.000032,-0.894427,0.447213,0.000867,-0.894427,0.447213,0.000867,-0.894427,0.447213,0.000867,-0.895031,0.446003,-0.000499,-0.895031,0.446003,-0.000499,-0.895031,0.446003,-0.000499,-0.893843,0.44838,-0.000583,-0.893843,0.44838,-0.000583,-0.893843,0.44838,-0.000583,-0.898791,0.438377,0.000282,-0.898791,0.438377,0.000282,-0.898791,0.438377,0.000282,-0.899302,0.437309,-0.00407,-0.899302,0.437309,-0.00407,-0.899302,0.437309,-0.00407,-0.895946,0.444121,-0.006131,-0.895946,0.444121,-0.006131,-0.895946,0.444121,-0.006131,-0.89383,0.448362,-0.006225,-0.89383,0.448362,-0.006225,-0.89383,0.448362,-0.006225,-0.893842,0.448381,-0.000584,-0.893842,0.448381,-0.000584,-0.893842,0.448381,-0.000584,-0.893706,0.448637,-0.003696,-0.893706,0.448637,-0.003696,-0.893706,0.448637,-0.003696,-0.894427,0.447214,0,-0.894427,0.447214,0,-0.894427,0.447214,0,-0.894427,0.447214,0,-0.894427,0.447214,0,-0.894427,0.447214,0,-0.893712,0.44864,-0.000585,-0.893712,0.44864,-0.000585,-0.893712,0.44864,-0.000585,-0.893647,0.448771,0.000639,-0.893647,0.448771,0.000639,-0.893647,0.448771,0.000639,-0.894427,0.447214,0,-0.894427,0.447214,0,-0.894427,0.447214,0,-0.894427,0.447214,0,-0.894427,0.447214,0,-0.894427,0.447214,0,-0.893647,0.448771,0.000639,-0.893647,0.448771,0.000639,-0.893647,0.448771,0.000639,-0.893712,0.44864,-0.000585,-0.893712,0.44864,-0.000585,-0.893712,0.44864,-0.000585,-0.894092,0.447868,0.003601,-0.894092,0.447868,0.003601,-0.894092,0.447868,0.003601,-0.89047,0.455026,0.003802,-0.89047,0.455026,0.003802,-0.89047,0.455026,0.003802,-0.893707,0.448637,0.003588,-0.893707,0.448637,0.003588,-0.893707,0.448637,0.003588,-0.893842,0.448381,0.000567,-0.893842,0.448381,0.000567,-0.893842,0.448381,0.000567,-0.890253,0.455466,0,-0.890253,0.455466,0,-0.890253,0.455466,0,-0.890253,0.455466,0,-0.890253,0.455466,0,-0.890253,0.455466,0,-0.88989,0.456175,0.000442,-0.88989,0.456175,0.000442,-0.88989,0.456175,0.000442,-0.88985,0.456254,0.000027,-0.88985,0.456254,0.000027,-0.88985,0.456254,0.000027,0.447215,0.894395,0.007471,0.447208,0.894399,0.007472,0.447215,0.894395,0.007471,0.447221,0.894392,0.007471,0.145375,0.292764,-0.945069,0.146165,0.292314,-0.945086,0.145375,0.292764,-0.945069,0.144593,0.293208,-0.945051,-0.442285,-0.896875,0,-0.442285,-0.896875,0,-0.442285,-0.896875,0,-0.442285,-0.896875,0,0,0,1,0,0,1,0,0,1,0,0,1,0.44225,0.896783,-0.013945,0.44225,0.896783,-0.013945,0.442255,0.896781,-0.013945,0.442245,0.896786,-0.013945,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.442285,-0.896875,0,-0.442285,-0.896875,0,-0.442285,-0.896875,0,-0.442285,-0.896875,0,-0.442285,-0.896875,0,-0.442285,-0.896875,0,0.149234,0.302621,0.941355,0.149234,0.302621,0.941355,0.149234,0.302621,0.941355,0.149235,0.30262,0.941355,0.149235,0.30262,0.941355,0.149235,0.30262,0.941355,0.442288,0.896873,0,0.442288,0.896873,0,0.442288,0.896873,0,0.442288,0.896873,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.452089,-0.891973,0,-0.452089,-0.891973,0,-0.452089,-0.891973,0,-0.452089,-0.891973,0,0,0,1,0,0,1,0,0,1,0,0,1,-0.442414,-0.896697,0.014316,-0.442414,-0.896697,0.014316,-0.442414,-0.896697,0.014316,-0.442243,-0.896781,0.014323,-0.442243,-0.896781,0.014323,-0.442243,-0.896781,0.014323,0.143308,0.314668,0.938321,0.143308,0.314668,0.938321,0.142544,0.315108,0.93829,0.144079,0.314223,0.938352,0.447201,0.894428,0.003115,0.447184,0.894437,0.003116,0.447201,0.894428,0.003115,0.447218,0.894419,0.003115,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.44721,-0.894429,0,-0.44721,-0.894429,0,-0.44721,-0.894429,0,-0.44721,-0.894429,0,0,0,1,0,0,1,0,0,1,0,0,1,0.457081,0.889425,0,0.457081,0.889425,0,0.457081,0.889425,0,0.457081,0.889425,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.447198,-0.894404,-0.007474,-0.447198,-0.894404,-0.007474,-0.447198,-0.894404,-0.007474,-0.457133,-0.88937,-0.007057,-0.457133,-0.88937,-0.007057,-0.457133,-0.88937,-0.007057,0.01104,-0.005538,0.999924,0.01104,-0.005538,0.999924,0.01104,-0.005538,0.999924,0.01104,-0.005538,0.999924,0.457077,0.889427,0,0.457077,0.889427,0,0.457077,0.889427,0,0.457077,0.889427,0,0.135657,0.263976,-0.954942,0.135657,0.263976,-0.954942,0.135657,0.263976,-0.954942,0.132628,0.265258,-0.955012,0.132628,0.265258,-0.955012,0.132628,0.265258,-0.955012,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0.000001,-1,0,0.000001,-1,0,0.000001,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0.000001,-1,0,0.000001,-1,0,0.000001,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0.000539,0,1,0.000539,0,1,0.000539,0,1,0.000539,0,1,0.802969,0,0.596021,0.802969,0,0.596021,0.802969,0,0.596021,0.802969,0.000001,0.596021,0.802969,0.000001,0.596021,0.802969,0.000001,0.596021,0.814545,0,0.5801,0.814545,0,0.5801,0.814545,0,0.580101,0.814545,0.000001,0.5801,0.006711,0,0.999977,0.006711,0,0.999977,0.006711,0,0.999977,0.006711,0,0.999977,0.046771,-0.706338,-0.706328,0.046771,-0.706338,-0.706328,0.046771,-0.706338,-0.706328,0.046771,-0.706336,-0.70633,0.046771,-0.706336,-0.70633,0.046771,-0.706336,-0.70633,0.046508,-0.964936,-0.258333,0.046508,-0.964936,-0.258333,0.046508,-0.964936,-0.258333,0.046676,-0.965535,-0.256055,0.046676,-0.965535,-0.256055,0.046676,-0.965535,-0.256055,0.046508,-0.964936,0.258333,0.046508,-0.964936,0.258333,0.046508,-0.964936,0.258333,0.046676,-0.965535,0.256055,0.046676,-0.965535,0.256055,0.046676,-0.965535,0.256055,0.046771,-0.706338,0.706328,0.046771,-0.706338,0.706328,0.046771,-0.706338,0.706328,0.046771,-0.706336,0.70633,0.046771,-0.706336,0.70633,0.046771,-0.706336,0.70633,0.046508,-0.258328,0.964937,0.046508,-0.258328,0.964937,0.046508,-0.258328,0.964937,0.046676,-0.256053,0.965535,0.046676,-0.256053,0.965535,0.046676,-0.256053,0.965535,0.046508,0.258328,0.964937,0.046508,0.258328,0.964937,0.046508,0.258328,0.964937,0.046676,0.256054,0.965535,0.046676,0.256054,0.965535,0.046676,0.256054,0.965535,0.04677,0.706338,0.706328,0.04677,0.706338,0.706328,0.04677,0.706338,0.706328,0.046771,0.706329,0.706337,0.046771,0.706329,0.706337,0.046771,0.706329,0.706337,0.046677,0.965536,0.256048,0.046677,0.965536,0.256048,0.046677,0.965536,0.256048,0.046507,0.964933,0.258343,0.046507,0.964933,0.258343,0.046507,0.964933,0.258343,0.046677,0.965536,-0.256048,0.046677,0.965536,-0.256048,0.046677,0.965536,-0.256048,0.046507,0.964933,-0.258343,0.046507,0.964933,-0.258343,0.046507,0.964933,-0.258343,0.04677,0.706338,-0.706328,0.04677,0.706338,-0.706328,0.04677,0.706338,-0.706328,0.046771,0.706329,-0.706337,0.046771,0.706329,-0.706337,0.046771,0.706329,-0.706337,0.046508,0.258328,-0.964937,0.046508,0.258328,-0.964937,0.046508,0.258328,-0.964937,0.046676,0.256054,-0.965535,0.046676,0.256054,-0.965535,0.046676,0.256054,-0.965535,0.046508,-0.258328,-0.964937,0.046508,-0.258328,-0.964937,0.046508,-0.258328,-0.964937,0.046676,-0.256053,-0.965535,0.046676,-0.256053,-0.965535,0.046676,-0.256053,-0.965535,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0.018002,-0.706995,-0.70699,0.018002,-0.706995,-0.70699,0.018002,-0.706995,-0.70699,0.018002,-0.706994,-0.706991,0.018002,-0.706994,-0.706991,0.018002,-0.706994,-0.706991,0.017992,-0.965691,-0.25907,0.017992,-0.965691,-0.25907,0.017992,-0.965691,-0.25907,0.018002,-0.965918,-0.258222,0.018002,-0.965918,-0.258222,0.018002,-0.965918,-0.258222,0.017992,-0.965691,0.25907,0.017992,-0.965691,0.25907,0.017992,-0.965691,0.25907,0.018002,-0.965918,0.258222,0.018002,-0.965918,0.258222,0.018002,-0.965918,0.258222,0.018002,-0.706995,0.70699,0.018002,-0.706995,0.70699,0.018002,-0.706995,0.70699,0.018193,-0.694909,0.718868,0.018193,-0.694909,0.718868,0.018193,-0.694909,0.718868,0.018152,-0.258215,0.965917,0.018152,-0.258215,0.965917,0.018152,-0.258215,0.965917,0.018142,-0.259091,0.965682,0.018142,-0.259091,0.965682,0.018142,-0.259091,0.965682,0.018152,0.258215,0.965917,0.018152,0.258215,0.965917,0.018152,0.258215,0.965917,0.018142,0.259083,0.965685,0.018142,0.259083,0.965685,0.018142,0.259083,0.965685,0.018112,0.706993,0.706988,0.018112,0.706993,0.706988,0.018112,0.706993,0.706988,0.018112,0.706995,0.706987,0.018112,0.706995,0.706987,0.018112,0.706995,0.706987,0.018152,0.965915,0.258221,0.018152,0.965915,0.258221,0.018152,0.965915,0.258221,0.018142,0.965688,0.259069,0.018142,0.965688,0.259069,0.018142,0.965688,0.259069,0.018152,0.965915,-0.258222,0.018152,0.965915,-0.258222,0.018152,0.965915,-0.258222,0.018142,0.965688,-0.259069,0.018142,0.965688,-0.259069,0.018142,0.965688,-0.259069,0.018112,0.706993,-0.706988,0.018112,0.706993,-0.706988,0.018112,0.706993,-0.706988,0.017918,0.718877,-0.694907,0.017918,0.718877,-0.694907,0.017918,0.718877,-0.694907,0.018002,0.258216,-0.965919,0.018002,0.258216,-0.965919,0.018002,0.258216,-0.965919,0.018249,0.236914,-0.971359,0.018249,0.236914,-0.971359,0.018249,0.236914,-0.971359,0.018002,-0.258216,-0.965919,0.018002,-0.258216,-0.965919,0.018002,-0.258216,-0.965919,0.018249,-0.236922,-0.971357,0.018249,-0.236922,-0.971357,0.018249,-0.236922,-0.971357,0.018219,0.967837,0.250916,0.018219,0.967837,0.250916,0.018219,0.967837,0.250916,0.016089,0.965492,0.259936,0.016089,0.965492,0.259936,0.016089,0.965492,0.259936,0.018219,0.967837,-0.250916,0.018219,0.967837,-0.250916,0.018219,0.967837,-0.250916,0.016089,0.965492,-0.259936,0.016089,0.965492,-0.259936,0.016089,0.965492,-0.259936,0.017676,0.707006,-0.706987,0.017676,0.707006,-0.706987,0.017676,0.707006,-0.706987,0.017673,0.706997,-0.706996,0.017673,0.706997,-0.706996,0.017673,0.706997,-0.706996,0.018222,0.250915,-0.967838,0.018222,0.250915,-0.967838,0.018222,0.250915,-0.967838,0.01609,0.259942,-0.96549,0.01609,0.259942,-0.96549,0.01609,0.259942,-0.96549,0.018222,-0.250921,-0.967836,0.018222,-0.250921,-0.967836,0.018222,-0.250921,-0.967836,0.016093,-0.259935,-0.965492,0.016093,-0.259935,-0.965492,0.016093,-0.259935,-0.965492,0.017677,-0.706997,-0.706995,0.017677,-0.706997,-0.706995,0.017677,-0.706997,-0.706995,0.017676,-0.706994,-0.706999,0.017676,-0.706994,-0.706999,0.017676,-0.706994,-0.706999,0.016089,-0.965492,-0.259936,0.016089,-0.965492,-0.259936,0.016089,-0.965492,-0.259936,0.018224,-0.967843,-0.250894,0.018224,-0.967843,-0.250894,0.018224,-0.967843,-0.250894,0.016089,-0.965492,0.259936,0.016089,-0.965492,0.259936,0.016089,-0.965492,0.259936,0.018224,-0.967843,0.250894,0.018224,-0.967843,0.250894,0.018224,-0.967843,0.250894,0.017677,-0.706997,0.706995,0.017677,-0.706997,0.706995,0.017677,-0.706997,0.706995,0.017676,-0.706994,0.706999,0.017676,-0.706994,0.706999,0.017676,-0.706994,0.706999,0.018222,-0.25092,0.967836,0.018222,-0.25092,0.967836,0.018222,-0.25092,0.967836,0.016093,-0.259935,0.965492,0.016093,-0.259935,0.965492,0.016093,-0.259935,0.965492,0.018222,0.250915,0.967838,0.018222,0.250915,0.967838,0.018222,0.250915,0.967838,0.01609,0.259941,0.96549,0.01609,0.259941,0.96549,0.01609,0.259941,0.96549,0.017676,0.707006,0.706987,0.017676,0.707006,0.706987,0.017676,0.707006,0.706987,0.017673,0.706997,0.706996,0.017673,0.706997,0.706996,0.017673,0.706997,0.706996,0.025705,0.714599,0.699061,0.025705,0.714599,0.699061,0.025705,0.714599,0.699061,0.038545,0.706582,0.706581,0.038545,0.706582,0.706581,0.038545,0.706582,0.706581,0.039787,0.965719,0.256523,0.039787,0.965719,0.256523,0.039787,0.965719,0.256523,0.035092,0.964872,0.260367,0.035092,0.964872,0.260367,0.035092,0.964872,0.260367,0.039787,0.965719,-0.256523,0.039787,0.965719,-0.256523,0.039787,0.965719,-0.256523,0.035092,0.964872,-0.260367,0.035092,0.964872,-0.260367,0.035092,0.964872,-0.260367,0.038545,0.706582,-0.706581,0.038545,0.706582,-0.706581,0.038545,0.706582,-0.706581,0.025705,0.714599,-0.699061,0.025705,0.714599,-0.699061,0.025705,0.714599,-0.699061,0.022421,0.270681,-0.962408,0.022421,0.270681,-0.962408,0.022421,0.270681,-0.962408,0.052794,0.245815,-0.967878,0.052794,0.245815,-0.967878,0.052794,0.245815,-0.967878,0.022421,-0.270676,-0.962409,0.022421,-0.270676,-0.962409,0.022421,-0.270676,-0.962409,0.052794,-0.24581,-0.967879,0.052794,-0.24581,-0.967879,0.052794,-0.24581,-0.967879,0.038405,-0.698946,-0.714143,0.038405,-0.698946,-0.714143,0.038405,-0.698946,-0.714143,0.025707,-0.706873,-0.706873,0.025707,-0.706873,-0.706873,0.025707,-0.706873,-0.706873,0.035092,-0.964872,-0.260367,0.035092,-0.964872,-0.260367,0.035092,-0.964872,-0.260367,0.039787,-0.965719,-0.256523,0.039787,-0.965719,-0.256523,0.039787,-0.965719,-0.256523,0.035092,-0.964872,0.260367,0.035092,-0.964872,0.260367,0.035092,-0.964872,0.260367,0.039787,-0.965719,0.256523,0.039787,-0.965719,0.256523,0.039787,-0.965719,0.256523,0.025707,-0.706873,0.706873,0.025707,-0.706873,0.706873,0.025707,-0.706873,0.706873,0.038405,-0.698946,0.714143,0.038405,-0.698946,0.714143,0.038405,-0.698946,0.714143,0.035223,-0.246,0.96863,0.035223,-0.246,0.96863,0.035223,-0.246,0.96863,0.022235,-0.256658,0.966247,0.022235,-0.256658,0.966247,0.022235,-0.256658,0.966247,0.035223,0.246005,0.968628,0.035223,0.246005,0.968628,0.035223,0.246005,0.968628,0.022235,0.256663,0.966245,0.022235,0.256663,0.966245,0.022235,0.256663,0.966245,-0.999288,0.036516,0.009467,-0.999288,0.036516,0.009467,-0.999288,0.036516,0.009467,-0.999265,0.037015,0.00993,-0.999265,0.037015,0.00993,-0.999265,0.037015,0.00993,-0.999288,0.036516,-0.009467,-0.999288,0.036516,-0.009467,-0.999288,0.036516,-0.009467,-0.999265,0.037015,-0.00993,-0.999265,0.037015,-0.00993,-0.999265,0.037015,-0.00993,-0.999277,0.027332,-0.026421,-0.999277,0.027332,-0.026421,-0.999277,0.027332,-0.026421,-0.999229,0.027761,-0.02776,-0.999229,0.027761,-0.02776,-0.999229,0.027761,-0.02776,-0.999227,0.009314,-0.038188,-0.999227,0.009314,-0.038188,-0.999227,0.009314,-0.038188,-0.999269,0.009597,-0.037016,-0.999269,0.009597,-0.037016,-0.999269,0.009597,-0.037016,-0.999269,-0.009597,-0.037016,-0.999269,-0.009597,-0.037016,-0.999269,-0.009597,-0.037016,-0.999227,-0.009314,-0.038187,-0.999227,-0.009314,-0.038187,-0.999227,-0.009314,-0.038187,-0.999229,-0.02776,-0.027761,-0.999229,-0.02776,-0.027761,-0.999229,-0.02776,-0.027761,-0.999229,-0.02776,-0.02776,-0.999229,-0.02776,-0.02776,-0.999229,-0.02776,-0.02776,-0.999208,-0.038437,-0.010312,-0.999208,-0.038437,-0.010312,-0.999208,-0.038437,-0.010312,-0.999233,-0.037898,-0.009824,-0.999233,-0.037898,-0.009824,-0.999233,-0.037898,-0.009824,-0.999208,-0.038437,0.010312,-0.999208,-0.038437,0.010312,-0.999208,-0.038437,0.010312,-0.999233,-0.037898,0.009824,-0.999233,-0.037898,0.009824,-0.999233,-0.037898,0.009824,-0.99927,-0.027011,0.027011,-0.99927,-0.027011,0.027011,-0.99927,-0.027011,0.027011,-0.999222,-0.027419,0.028364,-0.999222,-0.027419,0.028364,-0.999222,-0.027419,0.028364,-0.999269,-0.009597,0.037016,-0.999269,-0.009597,0.037016,-0.999269,-0.009597,0.037016,-0.999291,-0.009755,0.03636,-0.999291,-0.009755,0.03636,-0.999291,-0.009755,0.03636,-0.999291,0.009755,0.03636,-0.999291,0.009755,0.03636,-0.999291,0.009755,0.03636,-0.999269,0.009597,0.037016,-0.999269,0.009597,0.037016,-0.999269,0.009597,0.037016,-0.99927,0.027012,0.027012,-0.99927,0.027012,0.027012,-0.99927,0.027012,0.027012,-0.99927,0.027012,0.027011,-0.99927,0.027012,0.027011,-0.99927,0.027012,0.027011,-0.999025,0.031226,0.031226,-0.999025,0.031226,0.031226,-0.999025,0.031226,0.031226,-0.999025,0.031226,0.031226,-0.999025,0.031226,0.031226,-0.999025,0.031226,0.031226,-0.999005,0.043092,0.011447,-0.999005,0.043092,0.011447,-0.999005,0.043092,0.011447,-0.998987,0.043442,0.011696,-0.998987,0.043442,0.011696,-0.998987,0.043442,0.011696,-0.999005,0.043092,-0.011447,-0.999005,0.043092,-0.011447,-0.999005,0.043092,-0.011447,-0.998987,0.043442,-0.011696,-0.998987,0.043442,-0.011696,-0.998987,0.043442,-0.011696,-0.999025,0.031226,-0.031226,-0.999025,0.031226,-0.031226,-0.999025,0.031226,-0.031226,-0.999025,0.031226,-0.031226,-0.999025,0.031226,-0.031226,-0.999025,0.031226,-0.031226,-0.999007,0.01158,-0.043011,-0.999007,0.01158,-0.043011,-0.999007,0.01158,-0.043011,-0.999064,0.01171,-0.041635,-0.999064,0.01171,-0.041635,-0.999064,0.01171,-0.041635,-0.999064,-0.01171,-0.041635,-0.999064,-0.01171,-0.041635,-0.999064,-0.01171,-0.041635,-0.999007,-0.01158,-0.043012,-0.999007,-0.01158,-0.043012,-0.999007,-0.01158,-0.043012,-0.99903,-0.030807,-0.031477,-0.99903,-0.030807,-0.031477,-0.99903,-0.030807,-0.031477,-0.999083,-0.030281,-0.030281,-0.999083,-0.030281,-0.030281,-0.999083,-0.030281,-0.030281,-0.99907,-0.041635,-0.011209,-0.99907,-0.041635,-0.011209,-0.99907,-0.041635,-0.011209,-0.999086,-0.041314,-0.010974,-0.999086,-0.041314,-0.010974,-0.999086,-0.041314,-0.010974,-0.99907,-0.041635,0.011209,-0.99907,-0.041635,0.011209,-0.99907,-0.041635,0.011209,-0.999086,-0.041314,0.010974,-0.999086,-0.041314,0.010974,-0.999086,-0.041314,0.010974,-0.99903,-0.030807,0.031477,-0.99903,-0.030807,0.031477,-0.99903,-0.030807,0.031477,-0.999083,-0.030281,0.030281,-0.999083,-0.030281,0.030281,-0.999083,-0.030281,0.030281,-0.998989,-0.011539,0.043442,-0.998989,-0.011539,0.043442,-0.998989,-0.011539,0.043442,-0.999007,-0.01158,0.043012,-0.999007,-0.01158,0.043012,-0.999007,-0.01158,0.043012,-0.999007,0.01158,0.043011,-0.999007,0.01158,0.043011,-0.999007,0.01158,0.043011,-0.998989,0.011539,0.043442,-0.998989,0.011539,0.043442,-0.998989,0.011539,0.043442,0.999,0.011045,0.043332,0.999,0.011045,0.043332,0.999,0.011045,0.043332,0.998995,0.011033,0.043442,0.998995,0.011033,0.043442,0.998995,0.011033,0.043442,0.99909,-0.011291,-0.041132,0.99909,-0.011291,-0.041132,0.99909,-0.011291,-0.041132,0.998995,-0.011033,-0.043442,0.998995,-0.011033,-0.043442,0.998995,-0.011033,-0.043442,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0.999,-0.011045,0.043332,0.999,-0.011045,0.043332,0.999,-0.011045,0.043332,0.998995,-0.011033,0.043442,0.998995,-0.011033,0.043442,0.998995,-0.011033,0.043442,0.998995,0.011033,-0.043442,0.998995,0.011033,-0.043442,0.998995,0.011033,-0.043442,0.99909,0.011291,-0.041132,0.99909,0.011291,-0.041132,0.99909,0.011291,-0.041132,0.999077,-0.030706,-0.030038,0.999077,-0.030706,-0.030038,0.999077,-0.030706,-0.030038,0.999025,-0.031226,-0.031225,0.999025,-0.031226,-0.031225,0.999025,-0.031226,-0.031225,0.999083,0.030281,-0.030281,0.999083,0.030281,-0.030281,0.999083,0.030281,-0.030281,0.999018,0.030912,-0.031747,0.999018,0.030912,-0.031747,0.999018,0.030912,-0.031747,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0.999025,0.031226,0.031226,0.999025,0.031226,0.031226,0.999025,0.031226,0.031226,0.999025,0.031226,0.031226,0.999025,0.031226,0.031226,0.999025,0.031226,0.031226,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0.999019,-0.031656,0.030967,0.999019,-0.031656,0.030967,0.999019,-0.031656,0.030967,0.999031,-0.031537,0.030707,0.999031,-0.031537,0.030707,0.999031,-0.031537,0.030707,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0.998987,-0.043442,-0.011723,0.998987,-0.043442,-0.011723,0.998987,-0.043442,-0.011723,0.99901,-0.042895,-0.011775,0.99901,-0.042895,-0.011775,0.99901,-0.042895,-0.011775,0.999,0.043333,0.011045,0.999,0.043333,0.011045,0.999,0.043333,0.011045,0.99907,0.041635,0.011235,0.99907,0.041635,0.011235,0.99907,0.041635,0.011235,0.99901,-0.042895,0.011775,0.99901,-0.042895,0.011775,0.99901,-0.042895,0.011775,0.998987,-0.043442,0.011723,0.998987,-0.043442,0.011723,0.998987,-0.043442,0.011723,0.99907,0.041635,-0.011235,0.99907,0.041635,-0.011235,0.99907,0.041635,-0.011235,0.999,0.043333,-0.011045,0.999,0.043333,-0.011045,0.999,0.043333,-0.011045,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,0.284623,-0.877095,-0.386904,0.284623,-0.877095,-0.386904,0.284623,-0.877095,-0.386904,0.292439,-0.877307,-0.380541,0.292439,-0.877307,-0.380541,0.292439,-0.877307,-0.380541,0.284623,-0.877095,0.386904,0.284623,-0.877095,0.386904,0.284623,-0.877095,0.386904,0.292439,-0.877307,0.380541,0.292439,-0.877307,0.380541,0.292439,-0.877307,0.380541,0.119836,-0.360708,0.924948,0.120093,-0.360275,0.925083,0.119836,-0.360708,0.924948,0.119581,-0.361139,0.924813,-0.119374,0.360516,0.925083,-0.119374,0.360516,0.925083,-0.119374,0.360516,0.925083,-0.119377,0.360513,0.925084,-0.119377,0.360513,0.925084,-0.119377,0.360513,0.925084,-0.290694,0.877886,0.380544,-0.290694,0.877886,0.380544,-0.290694,0.877886,0.380544,-0.290695,0.877886,0.380544,-0.290695,0.877886,0.380544,-0.290695,0.877886,0.380544,-0.290694,0.877886,-0.380544,-0.290694,0.877886,-0.380544,-0.290694,0.877886,-0.380544,-0.290695,0.877886,-0.380544,-0.290695,0.877886,-0.380544,-0.290695,0.877886,-0.380544,-0.119374,0.360515,-0.925083,-0.119374,0.360515,-0.925083,-0.119374,0.360515,-0.925083,-0.119376,0.360512,-0.925084,-0.119376,0.360512,-0.925084,-0.119376,0.360512,-0.925084,0.119836,-0.360707,-0.924948,0.119836,-0.360707,-0.924948,0.120093,-0.360274,-0.925084,0.119581,-0.361138,-0.924813,0.289745,-0.877944,-0.381132,0.289745,-0.877944,-0.381132,0.289745,-0.877944,-0.381132,0.289748,-0.877947,-0.381124,0.289748,-0.877947,-0.381124,0.289748,-0.877947,-0.381124,0.289746,-0.877946,0.381128,0.289746,-0.877946,0.381128,0.289745,-0.877944,0.381132,0.289748,-0.877947,0.381124,0.120588,-0.365903,0.922808,0.120588,-0.365903,0.922808,0.120588,-0.365903,0.922808,0.120456,-0.364987,0.923187,0.120456,-0.364987,0.923187,0.120456,-0.364987,0.923187,-0.121459,0.368545,0.921641,-0.121459,0.368545,0.921641,-0.121459,0.368545,0.921641,-0.12146,0.368549,0.921639,-0.12146,0.368549,0.921639,-0.12146,0.368549,0.921639,-0.289745,0.877944,0.381132,-0.289745,0.877944,0.381132,-0.289745,0.877944,0.381132,-0.289095,0.877205,0.383321,-0.289095,0.877205,0.383321,-0.289095,0.877205,0.383321,-0.289745,0.877944,-0.381133,-0.289745,0.877944,-0.381133,-0.289745,0.877944,-0.381133,-0.289095,0.877205,-0.383321,-0.289095,0.877205,-0.383321,-0.289095,0.877205,-0.383321,-0.12146,0.368548,-0.92164,-0.12146,0.368548,-0.92164,-0.12146,0.368548,-0.92164,-0.121458,0.368544,-0.921641,-0.121458,0.368544,-0.921641,-0.121458,0.368544,-0.921641,0.120456,-0.364985,-0.923188,0.120456,-0.364985,-0.923188,0.120456,-0.364985,-0.923188,0.120587,-0.365901,-0.922808,0.120587,-0.365901,-0.922808,0.120587,-0.365901,-0.922808,0.950007,0.312212,0.003321,0.950007,0.312212,0.003321,0.950007,0.312212,0.003321,0.949931,0.312435,0.004005,0.949931,0.312435,0.004005,0.949931,0.312435,0.004005,0.950002,0.31221,0.004575,0.950002,0.31221,0.004575,0.950002,0.31221,0.004575,0.950002,0.31221,-0.004575,0.950002,0.31221,-0.004575,0.950002,0.31221,-0.004575,0.950007,0.312212,-0.003321,0.950007,0.312212,-0.003321,0.950007,0.312212,-0.003321,0.949931,0.312435,-0.004005,0.949931,0.312435,-0.004005,0.949931,0.312435,-0.004005,0.947036,0.321034,0.007744,0.947036,0.321034,0.007744,0.947036,0.321034,0.007744,0.951426,0.307825,-0.005735,0.951426,0.307825,-0.005735,0.951426,0.307825,-0.005735,-0.947503,-0.319726,-0.003546,-0.947503,-0.319726,-0.003546,-0.947503,-0.319726,-0.003546,-0.945326,-0.325977,-0.0099,-0.945326,-0.325977,-0.0099,-0.945326,-0.325977,-0.0099,0.951426,0.307825,0.005735,0.951426,0.307825,0.005735,0.951426,0.307825,0.005735,0.947036,0.321034,-0.007744,0.947036,0.321034,-0.007744,0.947036,0.321034,-0.007744,-0.945326,-0.325977,0.0099,-0.945326,-0.325977,0.0099,-0.945326,-0.325977,0.0099,-0.947503,-0.319726,0.003546,-0.947503,-0.319726,0.003546,-0.947503,-0.319726,0.003546,0.951222,0.308507,0,0.951222,0.308507,0,0.951222,0.308507,0,0.951241,0.308385,0.006311,0.951241,0.308385,0.006311,0.951241,0.308385,0.006311,-0.949323,-0.314302,0,-0.949323,-0.314302,0,-0.949323,-0.314302,0,-0.94923,-0.314454,0.009009,-0.94923,-0.314454,0.009009,-0.94923,-0.314454,0.009009,0.949309,0.314339,0.001996,0.949309,0.314339,0.001996,0.949309,0.314339,0.001996,0.949323,0.314303,0,0.949323,0.314303,0,0.949323,0.314303,0,-0.949308,-0.314341,-0.002013,-0.949308,-0.314341,-0.002013,-0.949308,-0.314341,-0.002013,-0.949322,-0.314305,0,-0.949322,-0.314305,0,-0.949322,-0.314305,0,0.949135,0.314867,0.001437,0.949135,0.314867,0.001437,0.949135,0.314867,0.001437,0.951836,0.306525,-0.007054,0.951836,0.306525,-0.007054,0.951836,0.306525,-0.007054,-0.94913,-0.31488,-0.001442,-0.94913,-0.31488,-0.001442,-0.94913,-0.31488,-0.001442,-0.951836,-0.306525,0.007063,-0.951836,-0.306525,0.007063,-0.951836,-0.306525,0.007063,0.949135,0.314867,-0.001437,0.949135,0.314867,-0.001437,0.949135,0.314867,-0.001437,0.951836,0.306525,0.007054,0.951836,0.306525,0.007054,0.951836,0.306525,0.007054,-0.94913,-0.31488,0.001442,-0.94913,-0.31488,0.001442,-0.94913,-0.31488,0.001442,-0.951836,-0.306525,-0.007063,-0.951836,-0.306525,-0.007063,-0.951836,-0.306525,-0.007063,0.949309,0.314339,-0.001996,0.949309,0.314339,-0.001996,0.949309,0.314339,-0.001996,0.949323,0.314303,0,0.949323,0.314303,0,0.949323,0.314303,0,-0.949308,-0.314341,0.002013,-0.949308,-0.314341,0.002013,-0.949308,-0.314341,0.002013,-0.949322,-0.314305,0,-0.949322,-0.314305,0,-0.949322,-0.314305,0,0.951222,0.308507,0,0.951222,0.308507,0,0.951222,0.308507,0,0.951241,0.308385,-0.006311,0.951241,0.308385,-0.006311,0.951241,0.308385,-0.006311,-0.949323,-0.314302,0,-0.949323,-0.314302,0,-0.949323,-0.314302,0,-0.94923,-0.314454,-0.009009,-0.94923,-0.314454,-0.009009,-0.94923,-0.314454,-0.009009,0.284347,-0.876246,-0.389023,0.284347,-0.876246,-0.389023,0.284347,-0.876246,-0.389023,0.292166,-0.876486,-0.382638,0.292166,-0.876486,-0.382638,0.292166,-0.876486,-0.382638,0.284623,-0.877095,0.386904,0.284623,-0.877095,0.386904,0.284623,-0.877095,0.386904,0.292439,-0.877307,0.380541,0.292439,-0.877307,0.380541,0.292439,-0.877307,0.380541,0.121433,-0.365514,0.922851,0.121694,-0.365076,0.92299,0.121433,-0.365514,0.922851,0.121173,-0.365949,0.922712,-0.120965,0.365321,0.922989,-0.120965,0.365321,0.922989,-0.120965,0.365321,0.922989,-0.120967,0.365317,0.92299,-0.120967,0.365317,0.92299,-0.120967,0.365317,0.92299,-0.290694,0.877886,0.380544,-0.290694,0.877886,0.380544,-0.290694,0.877886,0.380544,-0.290695,0.877886,0.380544,-0.290695,0.877886,0.380544,-0.290695,0.877886,0.380544,-0.290694,0.877886,-0.380544,-0.290694,0.877886,-0.380544,-0.290694,0.877886,-0.380544,-0.290695,0.877886,-0.380544,-0.290695,0.877886,-0.380544,-0.290695,0.877886,-0.380544,-0.119374,0.360515,-0.925083,-0.119374,0.360515,-0.925083,-0.119374,0.360515,-0.925083,-0.119376,0.360512,-0.925084,-0.119376,0.360512,-0.925084,-0.119376,0.360512,-0.925084,0.121433,-0.365513,-0.922851,0.121433,-0.365513,-0.922851,0.121693,-0.365076,-0.92299,0.121173,-0.365948,-0.922713,0.289745,-0.877944,-0.381132,0.289745,-0.877944,-0.381132,0.289745,-0.877944,-0.381132,0.289748,-0.877947,-0.381124,0.289748,-0.877947,-0.381124,0.289748,-0.877947,-0.381124,0.289746,-0.877946,0.381128,0.289746,-0.877946,0.381128,0.289745,-0.877944,0.381132,0.289748,-0.877947,0.381124,0.120587,-0.365901,0.922808,0.120587,-0.365901,0.922808,0.120587,-0.365901,0.922808,0.120456,-0.364985,0.923188,0.120456,-0.364985,0.923188,0.120456,-0.364985,0.923188,-0.121458,0.368544,0.921641,-0.121458,0.368544,0.921641,-0.121458,0.368544,0.921641,-0.12146,0.368548,0.92164,-0.12146,0.368548,0.92164,-0.12146,0.368548,0.92164,-0.289745,0.877944,0.381132,-0.289745,0.877944,0.381132,-0.289745,0.877944,0.381132,-0.289095,0.877205,0.383321,-0.289095,0.877205,0.383321,-0.289095,0.877205,0.383321,-0.289745,0.877944,-0.381133,-0.289745,0.877944,-0.381133,-0.289745,0.877944,-0.381133,-0.289095,0.877205,-0.383321,-0.289095,0.877205,-0.383321,-0.289095,0.877205,-0.383321,-0.119255,0.361856,-0.924575,-0.119255,0.361856,-0.924575,-0.119255,0.361856,-0.924575,-0.119253,0.361853,-0.924576,-0.119253,0.361853,-0.924576,-0.119253,0.361853,-0.924576,0.118261,-0.358337,-0.926072,0.118261,-0.358337,-0.926072,0.118261,-0.358337,-0.926072,0.118392,-0.359242,-0.925704,0.118392,-0.359242,-0.925704,0.118392,-0.359242,-0.925704,0.950006,0.312212,0.003393,0.950006,0.312212,0.003393,0.950006,0.312212,0.003393,0.949931,0.312435,0.004005,0.949931,0.312435,0.004005,0.949931,0.312435,0.004005,0.950002,0.31221,0.004575,0.950002,0.31221,0.004575,0.950002,0.31221,0.004575,0.950002,0.31221,-0.004575,0.950002,0.31221,-0.004575,0.950002,0.31221,-0.004575,0.950007,0.312212,-0.003321,0.950007,0.312212,-0.003321,0.950007,0.312212,-0.003321,0.949931,0.312435,-0.004005,0.949931,0.312435,-0.004005,0.949931,0.312435,-0.004005,0.947036,0.321034,0.007744,0.947036,0.321034,0.007744,0.947036,0.321034,0.007744,0.951446,0.307761,-0.005801,0.951446,0.307761,-0.005801,0.951446,0.307761,-0.005801,-0.94749,-0.319766,-0.003587,-0.94749,-0.319766,-0.003587,-0.94749,-0.319766,-0.003587,-0.945326,-0.325977,-0.0099,-0.945326,-0.325977,-0.0099,-0.945326,-0.325977,-0.0099,0.951426,0.307825,0.005735,0.951426,0.307825,0.005735,0.951426,0.307825,0.005735,0.947036,0.321034,-0.007744,0.947036,0.321034,-0.007744,0.947036,0.321034,-0.007744,-0.945326,-0.325977,0.0099,-0.945326,-0.325977,0.0099,-0.945326,-0.325977,0.0099,-0.947503,-0.319726,0.003546,-0.947503,-0.319726,0.003546,-0.947503,-0.319726,0.003546,0.951222,0.308507,0,0.951222,0.308507,0,0.951222,0.308507,0,0.951241,0.308385,0.006311,0.951241,0.308385,0.006311,0.951241,0.308385,0.006311,-0.949323,-0.314302,0,-0.949323,-0.314302,0,-0.949323,-0.314302,0,-0.94923,-0.314454,0.009009,-0.94923,-0.314454,0.009009,-0.94923,-0.314454,0.009009,0.949309,0.314339,0.001996,0.949309,0.314339,0.001996,0.949309,0.314339,0.001996,0.949323,0.314303,0,0.949323,0.314303,0,0.949323,0.314303,0,-0.949308,-0.314341,-0.002013,-0.949308,-0.314341,-0.002013,-0.949308,-0.314341,-0.002013,-0.949322,-0.314305,0,-0.949322,-0.314305,0,-0.949322,-0.314305,0,0.949135,0.314867,0.001437,0.949135,0.314867,0.001437,0.949135,0.314867,0.001437,0.951836,0.306525,-0.007054,0.951836,0.306525,-0.007054,0.951836,0.306525,-0.007054,-0.94913,-0.31488,-0.001442,-0.94913,-0.31488,-0.001442,-0.94913,-0.31488,-0.001442,-0.951836,-0.306525,0.007063,-0.951836,-0.306525,0.007063,-0.951836,-0.306525,0.007063,0.949135,0.314867,-0.001437,0.949135,0.314867,-0.001437,0.949135,0.314867,-0.001437,0.951836,0.306525,0.007054,0.951836,0.306525,0.007054,0.951836,0.306525,0.007054,-0.94913,-0.31488,0.001442,-0.94913,-0.31488,0.001442,-0.94913,-0.31488,0.001442,-0.951836,-0.306525,-0.007063,-0.951836,-0.306525,-0.007063,-0.951836,-0.306525,-0.007063,0.949313,0.314327,-0.002009,0.949313,0.314327,-0.002009,0.949313,0.314327,-0.002009,0.949323,0.314303,0,0.949323,0.314303,0,0.949323,0.314303,0,-0.949312,-0.314329,0.002026,-0.949312,-0.314329,0.002026,-0.949312,-0.314329,0.002026,-0.949322,-0.314305,0,-0.949322,-0.314305,0,-0.949322,-0.314305,0,0.951222,0.308507,0,0.951222,0.308507,0,0.951222,0.308507,0,0.951241,0.308382,-0.006455,0.951241,0.308382,-0.006455,0.951241,0.308382,-0.006455,-0.949323,-0.314302,0,-0.949323,-0.314302,0,-0.949323,-0.314302,0,-0.949227,-0.314457,-0.009214,-0.949227,-0.314457,-0.009214,-0.949227,-0.314457,-0.009214,0.284823,-0.877713,-0.385351,0.284823,-0.877713,-0.385351,0.284823,-0.877713,-0.385351,0.290695,-0.877886,-0.380544,0.290695,-0.877886,-0.380544,0.290695,-0.877886,-0.380544,0.28455,-0.876871,0.387465,0.28455,-0.876871,0.387465,0.28455,-0.876871,0.387465,0.290422,-0.877064,0.38264,0.290422,-0.877064,0.38264,0.290422,-0.877064,0.38264,0.120964,-0.365317,0.92299,0.120964,-0.365317,0.92299,0.120964,-0.365317,0.92299,0.120968,-0.365319,0.922989,0.120968,-0.365319,0.922989,0.120968,-0.365319,0.922989,-0.120967,0.365316,0.92299,-0.120967,0.365316,0.92299,-0.120967,0.365316,0.92299,-0.120963,0.365315,0.922991,-0.120963,0.365315,0.922991,-0.120963,0.365315,0.922991,-0.290422,0.877064,0.38264,-0.290422,0.877064,0.38264,-0.290422,0.877064,0.38264,-0.290422,0.877064,0.38264,-0.290422,0.877064,0.38264,-0.290422,0.877064,0.38264,-0.290695,0.877886,-0.380544,-0.290695,0.877886,-0.380544,-0.290695,0.877886,-0.380544,-0.290695,0.877886,-0.380544,-0.290695,0.877886,-0.380544,-0.290695,0.877886,-0.380544,-0.120967,0.365316,-0.92299,-0.120967,0.365316,-0.92299,-0.120967,0.365316,-0.92299,-0.120963,0.365315,-0.922991,-0.120963,0.365315,-0.922991,-0.120963,0.365315,-0.922991,0.120964,-0.365317,-0.92299,0.120964,-0.365317,-0.92299,0.120964,-0.365317,-0.92299,0.120968,-0.365319,-0.922989,0.120968,-0.365319,-0.922989,0.120968,-0.365319,-0.922989,0.289465,-0.878337,-0.38044,0.289465,-0.878337,-0.38044,0.289465,-0.878337,-0.38044,0.290119,-0.879073,-0.378235,0.290119,-0.879073,-0.378235,0.290119,-0.879073,-0.378235,0.28909,-0.877199,0.383339,0.28909,-0.877199,0.383339,0.28909,-0.877199,0.383339,0.289748,-0.877947,0.381123,0.289748,-0.877947,0.381123,0.289748,-0.877947,0.381123,0.118544,-0.359192,0.925704,0.118544,-0.359192,0.925704,0.118544,-0.359192,0.925704,0.118544,-0.359192,0.925704,0.118544,-0.359192,0.925704,0.118544,-0.359192,0.925704,-0.119253,0.361857,0.924575,-0.119253,0.361857,0.924575,-0.119253,0.361857,0.924575,-0.119119,0.360936,0.924952,-0.119119,0.360936,0.924952,-0.119119,0.360936,0.924952,-0.289746,0.877947,0.381124,-0.289746,0.877947,0.381124,-0.289746,0.877947,0.381124,-0.289091,0.877202,0.383331,-0.289091,0.877202,0.383331,-0.289091,0.877202,0.383331,-0.290118,0.879073,-0.378235,-0.290118,0.879073,-0.378235,-0.290118,0.879073,-0.378235,-0.289466,0.87834,-0.380431,-0.289466,0.87834,-0.380431,-0.289466,0.87834,-0.380431,-0.119119,0.360936,-0.924952,-0.119119,0.360936,-0.924952,-0.119119,0.360936,-0.924952,-0.119253,0.361857,-0.924575,-0.119253,0.361857,-0.924575,-0.119253,0.361857,-0.924575,0.118544,-0.359192,-0.925704,0.118544,-0.359192,-0.925704,0.118544,-0.359192,-0.925704,0.118544,-0.359192,-0.925704,0.118544,-0.359192,-0.925704,0.118544,-0.359192,-0.925704,0.950008,0.312208,0.003391,0.950008,0.312208,0.003391,0.950008,0.312208,0.003391,0.94993,0.312437,0.003961,0.94993,0.312437,0.003961,0.94993,0.312437,0.003961,0.950004,0.312206,0.00454,0.950004,0.312206,0.00454,0.950004,0.312206,0.00454,0.950003,0.312206,-0.004581,0.950003,0.312206,-0.004581,0.950003,0.312206,-0.004581,0.950008,0.312208,-0.003391,0.950008,0.312208,-0.003391,0.950008,0.312208,-0.003391,0.94993,0.312437,-0.003996,0.94993,0.312437,-0.003996,0.94993,0.312437,-0.003996,0.947039,0.321027,0.007664,0.947039,0.321027,0.007664,0.947039,0.321027,0.007664,0.947934,0.318426,0.005023,0.947934,0.318426,0.005023,0.947934,0.318426,0.005023,-0.947484,-0.319784,-0.003571,-0.947484,-0.319784,-0.003571,-0.947484,-0.319784,-0.003571,-0.950296,-0.311309,0.004924,-0.950296,-0.311309,0.004924,-0.950296,-0.311309,0.004924,0.947942,0.318404,-0.005046,0.947942,0.318404,-0.005046,0.947942,0.318404,-0.005046,0.947038,0.321027,-0.007732,0.947038,0.321027,-0.007732,0.947038,0.321027,-0.007732,-0.950296,-0.311309,-0.004968,-0.950296,-0.311309,-0.004968,-0.950296,-0.311309,-0.004968,-0.947489,-0.319769,0.003588,-0.947489,-0.319769,0.003588,-0.947489,-0.319769,0.003588,0.949322,0.314305,0,0.949322,0.314305,0,0.949322,0.314305,0,0.949226,0.31446,-0.009225,0.949226,0.31446,-0.009225,0.949226,0.31446,-0.009225,-0.949323,-0.314303,0,-0.949323,-0.314303,0,-0.949323,-0.314303,0,-0.949227,-0.314458,0.009217,-0.949227,-0.314458,0.009217,-0.949227,-0.314458,0.009217,0.949309,0.314337,0.002048,0.949309,0.314337,0.002048,0.949309,0.314337,0.002048,0.949324,0.314301,0,0.949324,0.314301,0,0.949324,0.314301,0,-0.949309,-0.314339,-0.002046,-0.949309,-0.314339,-0.002046,-0.949309,-0.314339,-0.002046,-0.949323,-0.314302,0,-0.949323,-0.314302,0,-0.949323,-0.314302,0,0.949129,0.314885,0.001454,0.949129,0.314885,0.001454,0.949129,0.314885,0.001454,0.951838,0.306521,-0.00706,0.951838,0.306521,-0.00706,0.951838,0.306521,-0.00706,-0.949129,-0.314885,-0.001454,-0.949129,-0.314885,-0.001454,-0.949129,-0.314885,-0.001454,-0.951839,-0.306516,0.007065,-0.951839,-0.306516,0.007065,-0.951839,-0.306516,0.007065,0.949127,0.314891,-0.001448,0.949127,0.314891,-0.001448,0.949127,0.314891,-0.001448,0.951838,0.306521,0.006997,0.951838,0.306521,0.006997,0.951838,0.306521,0.006997,-0.949127,-0.314891,0.001448,-0.949127,-0.314891,0.001448,-0.949127,-0.314891,0.001448,-0.95184,-0.306516,-0.007002,-0.95184,-0.306516,-0.007002,-0.95184,-0.306516,-0.007002,0.949309,0.314337,-0.002048,0.949309,0.314337,-0.002048,0.949309,0.314337,-0.002048,0.949324,0.314301,0,0.949324,0.314301,0,0.949324,0.314301,0,-0.949309,-0.314339,0.002046,-0.949309,-0.314339,0.002046,-0.949309,-0.314339,0.002046,-0.949323,-0.314302,0,-0.949323,-0.314302,0,-0.949323,-0.314302,0,0.949322,0.314305,0,0.949322,0.314305,0,0.949322,0.314305,0,0.949226,0.31446,0.009225,0.949226,0.31446,0.009225,0.949226,0.31446,0.009225,-0.949323,-0.314303,0,-0.949323,-0.314303,0,-0.949323,-0.314303,0,-0.949227,-0.314458,-0.009217,-0.949227,-0.314458,-0.009217,-0.949227,-0.314458,-0.009217,0.979457,0,0.201652,0.979457,0,0.201652,0.979457,0,0.201651,0.979457,0,0.201652,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,-0.979457,0,0.201652,-0.979457,0,0.201652,-0.979457,0,0.201652,-0.979457,0,0.201653,0.997772,0,0.066721,0.997772,0,0.066721,0.997772,0,0.066721,0.997772,0,0.06672,0.997772,0,0.06672,0.997772,0,0.06672,-0.997772,0,0.066721,-0.997772,0,0.066721,-0.997772,0,0.066721,-0.997772,0,0.066721,-0.997772,0,0.066721,-0.997772,0,0.066721,0.997762,0,-0.066872,0.997762,0,-0.066872,0.997762,0,-0.066872,0.997762,0,-0.066873,-0.997762,0,-0.066873,-0.997762,0,-0.066873,-0.997762,0,-0.066873,-0.997762,0,-0.066873,0.979457,0,-0.201652,0.979457,0,-0.201652,0.979457,0,-0.201652,0.979457,0,-0.201651,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.979457,0,-0.201652,-0.979457,0,-0.201652,-0.979457,0,-0.201652,-0.979457,0,-0.201652,-0.701678,-0.703561,0.112472,-0.701678,-0.703561,0.112472,-0.701678,-0.703561,0.112472,-0.702434,-0.702434,0.114774,-0.702434,-0.702434,0.114774,-0.702434,-0.702434,0.114774,-0.959928,-0.256484,0.112933,-0.959928,-0.256484,0.112933,-0.959928,-0.256484,0.112933,-0.959905,-0.256825,0.112353,-0.959905,-0.256825,0.112353,-0.959905,-0.256825,0.112353,-0.959959,0.256366,0.112937,-0.959959,0.256366,0.112937,-0.959959,0.256366,0.112937,-0.959903,0.25719,0.111535,-0.959903,0.25719,0.111535,-0.959903,0.25719,0.111535,-0.702797,0.702796,0.110246,-0.702797,0.702796,0.110246,-0.702797,0.702796,0.110246,-0.70167,0.703556,0.112553,-0.70167,0.703556,0.112553,-0.70167,0.703556,0.112553,-0.256712,0.959935,0.112353,-0.256712,0.959935,0.112353,-0.256712,0.959935,0.112353,-0.256368,0.959959,0.112939,-0.256368,0.959959,0.112939,-0.256368,0.959959,0.112939,0.25728,0.959781,0.112371,0.25728,0.959781,0.112371,0.25728,0.959781,0.112371,0.256957,0.959803,0.112921,0.256957,0.959803,0.112921,0.256957,0.959803,0.112921,0.702617,0.702617,0.112513,0.702617,0.702617,0.112513,0.702617,0.702617,0.112513,0.701855,0.703744,0.110201,0.701855,0.703744,0.110201,0.701855,0.703744,0.110201,0.959903,0.25719,0.111534,0.959903,0.25719,0.111534,0.959903,0.25719,0.111534,0.959959,0.256367,0.112936,0.959959,0.256367,0.112936,0.959959,0.256367,0.112936,0.959905,-0.256824,0.112353,0.959905,-0.256824,0.112353,0.959905,-0.256824,0.112353,0.959928,-0.256484,0.112932,0.959928,-0.256484,0.112932,0.959928,-0.256484,0.112932,0.702617,-0.702617,0.112512,0.702617,-0.702617,0.112512,0.702617,-0.702617,0.112512,0.701489,-0.703371,0.114816,0.701489,-0.703371,0.114816,0.701489,-0.703371,0.114816,0.257189,-0.959439,0.115458,0.257189,-0.959439,0.115458,0.257189,-0.959439,0.115458,0.258718,-0.959337,0.112862,0.258718,-0.959337,0.112862,0.258718,-0.959337,0.112862,-0.25662,-0.959593,0.115441,-0.25662,-0.959593,0.115441,-0.25662,-0.959593,0.115441,-0.258125,-0.959494,0.11288,-0.258125,-0.959494,0.11288,-0.258125,-0.959494,0.11288,-0.702434,-0.702434,-0.114774,-0.702434,-0.702434,-0.114774,-0.702434,-0.702434,-0.114774,-0.701678,-0.703561,-0.112472,-0.701678,-0.703561,-0.112472,-0.701678,-0.703561,-0.112472,-0.959905,-0.256825,-0.112353,-0.959905,-0.256825,-0.112353,-0.959905,-0.256825,-0.112353,-0.959928,-0.256484,-0.112933,-0.959928,-0.256484,-0.112933,-0.959928,-0.256484,-0.112933,-0.959903,0.25719,-0.111535,-0.959903,0.25719,-0.111535,-0.959903,0.25719,-0.111535,-0.959959,0.256366,-0.112937,-0.959959,0.256366,-0.112937,-0.959959,0.256366,-0.112937,-0.70167,0.703556,-0.112553,-0.70167,0.703556,-0.112553,-0.70167,0.703556,-0.112553,-0.702797,0.702796,-0.110246,-0.702797,0.702796,-0.110246,-0.702797,0.702796,-0.110246,-0.256368,0.959958,-0.112939,-0.256368,0.959958,-0.112939,-0.256368,0.959958,-0.112939,-0.256712,0.959935,-0.112354,-0.256712,0.959935,-0.112354,-0.256712,0.959935,-0.112354,0.256957,0.959803,-0.112921,0.256957,0.959803,-0.112921,0.256957,0.959803,-0.112921,0.25728,0.959781,-0.112371,0.25728,0.959781,-0.112371,0.25728,0.959781,-0.112371,0.701855,0.703744,-0.110201,0.701855,0.703744,-0.110201,0.701855,0.703744,-0.110201,0.702617,0.702617,-0.112513,0.702617,0.702617,-0.112513,0.702617,0.702617,-0.112513,0.959959,0.256367,-0.112935,0.959959,0.256367,-0.112935,0.959959,0.256367,-0.112935,0.959903,0.25719,-0.111534,0.959903,0.25719,-0.111534,0.959903,0.25719,-0.111534,0.959928,-0.256484,-0.112931,0.959928,-0.256484,-0.112931,0.959928,-0.256484,-0.112931,0.959905,-0.256824,-0.112353,0.959905,-0.256824,-0.112353,0.959905,-0.256824,-0.112353,0.701489,-0.703371,-0.114816,0.701489,-0.703371,-0.114816,0.701489,-0.703371,-0.114816,0.702617,-0.702617,-0.112512,0.702617,-0.702617,-0.112512,0.702617,-0.702617,-0.112512,0.258718,-0.959337,-0.112862,0.258718,-0.959337,-0.112862,0.258718,-0.959337,-0.112862,0.257189,-0.959439,-0.115458,0.257189,-0.959439,-0.115458,0.257189,-0.959439,-0.115458,-0.258125,-0.959494,-0.11288,-0.258125,-0.959494,-0.11288,-0.258125,-0.959494,-0.11288,-0.25662,-0.959593,-0.115441,-0.25662,-0.959593,-0.115441,-0.25662,-0.959593,-0.115441,-0.243014,0.91031,-0.335082,-0.243014,0.91031,-0.335082,-0.243014,0.91031,-0.335082,-0.243115,0.910335,-0.33494,-0.243115,0.910335,-0.33494,-0.243115,0.910335,-0.33494,0.243516,0.910192,-0.335038,0.243516,0.910192,-0.335038,0.243516,0.910192,-0.335038,0.243686,0.910234,-0.3348,0.243686,0.910234,-0.3348,0.243686,0.910234,-0.3348,0.666474,0.666471,-0.334109,0.666474,0.666471,-0.334109,0.666474,0.666471,-0.334109,0.665081,0.66687,-0.336082,0.665081,0.66687,-0.336082,0.665081,0.66687,-0.336082,0.245392,-0.909747,-0.334879,0.245392,-0.909747,-0.334879,0.245392,-0.909747,-0.334879,0.245341,-0.909734,-0.33495,0.245341,-0.909734,-0.33495,0.245341,-0.909734,-0.33495,-0.667111,-0.665615,-0.334543,-0.667111,-0.665615,-0.334543,-0.667111,-0.665615,-0.334543,-0.664562,-0.666346,-0.338142,-0.664562,-0.666346,-0.338142,-0.664562,-0.666346,-0.338142,-0.244887,-0.909866,-0.334923,-0.244887,-0.909866,-0.334923,-0.244887,-0.909866,-0.334923,-0.244766,-0.909836,-0.335093,-0.244766,-0.909836,-0.335093,-0.244766,-0.909836,-0.335093,-0.590621,-0.589296,-0.551269,-0.590621,-0.589296,-0.551269,-0.590621,-0.589296,-0.551269,-0.590222,-0.592937,-0.547781,-0.590222,-0.592937,-0.547781,-0.590222,-0.592937,-0.547781,0.216838,0.806638,-0.549834,0.216838,0.806638,-0.549834,0.216838,0.806638,-0.549834,0.215673,0.806125,-0.551043,0.215673,0.806125,-0.551043,0.215673,0.806125,-0.551043,-0.215892,-0.805278,-0.552194,-0.215892,-0.805278,-0.552194,-0.215892,-0.805278,-0.552194,-0.216852,-0.805703,-0.551197,-0.216852,-0.805703,-0.551197,-0.216852,-0.805703,-0.551197,-0.909162,0.2428,-0.338339,-0.909162,0.2428,-0.338339,-0.909162,0.2428,-0.338339,-0.909778,0.245266,-0.334887,-0.909778,0.245266,-0.334887,-0.909778,0.245266,-0.334887,-0.667116,0.665614,-0.334536,-0.667116,0.665614,-0.334536,-0.667116,0.665614,-0.334536,-0.664561,0.666346,-0.338145,-0.664561,0.666346,-0.338145,-0.664561,0.666346,-0.338145,0.91022,0.243391,-0.335052,0.91022,0.243391,-0.335052,0.91022,0.243391,-0.335052,0.910138,0.243062,-0.335513,0.910138,0.243062,-0.335513,0.910138,0.243062,-0.335513,0.910191,-0.243515,-0.335041,0.910191,-0.243515,-0.335041,0.910191,-0.243515,-0.335041,0.910106,-0.243172,-0.335521,0.910106,-0.243172,-0.335521,0.910106,-0.243172,-0.335521,0.665085,-0.666869,-0.336076,0.665085,-0.666869,-0.336076,0.665085,-0.666869,-0.336076,0.66647,-0.666472,-0.334115,0.66647,-0.666472,-0.334115,0.66647,-0.666472,-0.334115,0.589692,-0.591862,-0.549511,0.589692,-0.591862,-0.549511,0.589692,-0.591862,-0.549511,0.589904,-0.589906,-0.551383,0.589904,-0.589906,-0.551383,0.589904,-0.589906,-0.551383,-0.590623,0.589293,-0.551269,-0.590623,0.589293,-0.551269,-0.590623,0.589293,-0.551269,-0.590441,0.590981,-0.549656,-0.590441,0.590981,-0.549656,-0.590441,0.590981,-0.549656,-0.215242,0.806278,-0.550987,-0.215242,0.806278,-0.550987,-0.215242,0.806278,-0.550987,-0.216284,0.806739,-0.549903,-0.216284,0.806739,-0.549903,-0.216284,0.806739,-0.549903,0.217286,-0.805547,-0.551254,0.217286,-0.805547,-0.551254,0.217286,-0.805547,-0.551254,0.216445,-0.805177,-0.552125,0.216445,-0.805177,-0.552125,0.216445,-0.805177,-0.552125,-0.909748,-0.245392,-0.334876,-0.909748,-0.245392,-0.334876,-0.909748,-0.245392,-0.334876,-0.909129,-0.242911,-0.338348,-0.909129,-0.242911,-0.338348,-0.909129,-0.242911,-0.338348,-0.805653,-0.213834,-0.552447,-0.805653,-0.213834,-0.552447,-0.805653,-0.213834,-0.552447,-0.807401,-0.217786,-0.548336,-0.807401,-0.217786,-0.548336,-0.807401,-0.217786,-0.548336,-0.807047,0.217571,-0.548942,-0.807047,0.217571,-0.548942,-0.807047,0.217571,-0.548942,-0.805579,0.214244,-0.552396,-0.805579,0.214244,-0.552396,-0.805579,0.214244,-0.552396,0.589907,0.589906,-0.551381,0.589907,0.589906,-0.551381,0.589907,0.589906,-0.551381,0.589907,0.589904,-0.551383,0.589907,0.589904,-0.551383,0.589907,0.589904,-0.551383,0.805579,0.214245,-0.552396,0.805579,0.214245,-0.552396,0.805579,0.214245,-0.552396,0.806165,0.215567,-0.551026,0.806165,0.215567,-0.551026,0.806165,0.215567,-0.551026,0.805654,-0.213832,-0.552447,0.805654,-0.213832,-0.552447,0.805654,-0.213832,-0.552447,0.806517,-0.215778,-0.550427,0.806517,-0.215778,-0.550427,0.806517,-0.215778,-0.550427,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,0,0,-1,-0.244742,-0.909747,0.335353,-0.244742,-0.909747,0.335353,-0.244742,-0.909747,0.335353,-0.244863,-0.909777,0.335184,-0.244863,-0.909777,0.335184,-0.244863,-0.909777,0.335184,0.217286,-0.805547,0.551254,0.217286,-0.805547,0.551254,0.217286,-0.805547,0.551254,0.216445,-0.805177,0.552125,0.216445,-0.805177,0.552125,0.216445,-0.805177,0.552125,0.665019,-0.666803,0.336338,0.665019,-0.666803,0.336338,0.665019,-0.666803,0.336338,0.666405,-0.666407,0.334375,0.666405,-0.666407,0.334375,0.666405,-0.666407,0.334375,0.245317,-0.909644,0.335211,0.245317,-0.909644,0.335211,0.245317,-0.909644,0.335211,0.245368,-0.909657,0.335139,0.245368,-0.909657,0.335139,0.245368,-0.909657,0.335139,-0.664496,-0.666279,0.338405,-0.664496,-0.666279,0.338405,-0.664496,-0.666279,0.338405,-0.667046,-0.66555,0.334803,-0.667046,-0.66555,0.334803,-0.667046,-0.66555,0.334803,-0.909658,-0.245368,0.335137,-0.909658,-0.245368,0.335137,-0.909658,-0.245368,0.335137,-0.909037,-0.242887,0.33861,-0.909037,-0.242887,0.33861,-0.909037,-0.242887,0.33861,-0.90907,0.242776,0.338602,-0.90907,0.242776,0.338602,-0.90907,0.242776,0.338602,-0.909688,0.245242,0.335148,-0.909688,0.245242,0.335148,-0.909688,0.245242,0.335148,0.910102,-0.243491,0.335301,0.910102,-0.243491,0.335301,0.910102,-0.243491,0.335301,0.910016,-0.243147,0.335782,0.910016,-0.243147,0.335782,0.910016,-0.243147,0.335782,0.806517,-0.215778,0.550427,0.806517,-0.215778,0.550427,0.806517,-0.215778,0.550427,0.805654,-0.213832,0.552447,0.805654,-0.213832,0.552447,0.805654,-0.213832,0.552447,0.589904,-0.589906,0.551383,0.589904,-0.589906,0.551383,0.589904,-0.589906,0.551383,0.589692,-0.591862,0.549512,0.589692,-0.591862,0.549512,0.589692,-0.591862,0.549512,-0.243091,0.910246,0.335201,-0.243091,0.910246,0.335201,-0.243091,0.910246,0.335201,-0.24299,0.91022,0.335343,-0.24299,0.91022,0.335343,-0.24299,0.91022,0.335343,0.243662,0.910145,0.33506,0.243662,0.910145,0.33506,0.243662,0.910145,0.33506,0.243492,0.910102,0.335299,0.243492,0.910102,0.335299,0.243492,0.910102,0.335299,-0.590623,0.589293,0.551269,-0.590623,0.589293,0.551269,-0.590623,0.589293,0.551269,-0.590441,0.590981,0.549656,-0.590441,0.590981,0.549656,-0.590441,0.590981,0.549656,-0.215242,0.806278,0.550987,-0.215242,0.806278,0.550987,-0.215242,0.806278,0.550987,-0.216284,0.806739,0.549903,-0.216284,0.806739,0.549903,-0.216284,0.806739,0.549903,0.216838,0.806638,0.549834,0.216838,0.806638,0.549834,0.216838,0.806638,0.549834,0.215673,0.806125,0.551043,0.215673,0.806125,0.551043,0.215673,0.806125,0.551043,-0.664494,0.666279,0.338407,-0.664494,0.666279,0.338407,-0.664494,0.666279,0.338407,-0.667051,0.665548,0.334797,-0.667051,0.665548,0.334797,-0.667051,0.665548,0.334797,0.666409,0.666405,0.334369,0.666409,0.666405,0.334369,0.666409,0.666405,0.334369,0.665015,0.666804,0.336343,0.665015,0.666804,0.336343,0.665015,0.666804,0.336343,0.910048,0.243037,0.335775,0.910048,0.243037,0.335775,0.910048,0.243037,0.335775,0.910131,0.243367,0.335312,0.910131,0.243367,0.335312,0.910131,0.243367,0.335312,0.589907,0.589904,0.551383,0.589907,0.589904,0.551383,0.589907,0.589904,0.551383,0.589907,0.589906,0.551381,0.589907,0.589906,0.551381,0.589907,0.589906,0.551381,-0.590222,-0.592937,0.547781,-0.590222,-0.592937,0.547781,-0.590222,-0.592937,0.547781,-0.59062,-0.589296,0.551269,-0.59062,-0.589296,0.551269,-0.59062,-0.589296,0.551269,0.806165,0.215567,0.551026,0.806165,0.215567,0.551026,0.806165,0.215567,0.551026,0.805579,0.214245,0.552396,0.805579,0.214245,0.552396,0.805579,0.214245,0.552396,-0.215892,-0.805278,0.552194,-0.215892,-0.805278,0.552194,-0.215892,-0.805278,0.552194,-0.216852,-0.805703,0.551197,-0.216852,-0.805703,0.551197,-0.216852,-0.805703,0.551197,-0.805653,-0.213834,0.552447,-0.805653,-0.213834,0.552447,-0.805653,-0.213834,0.552447,-0.807401,-0.217786,0.548336,-0.807401,-0.217786,0.548336,-0.807401,-0.217786,0.548336,-0.805579,0.214244,0.552396,-0.805579,0.214244,0.552396,-0.805579,0.214244,0.552396,-0.807048,0.217571,0.548942,-0.807048,0.217571,0.548942,-0.807048,0.217571,0.548942,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0.270486,0.273059,-0.923188,0.270486,0.273059,-0.923188,0.270486,0.273059,-0.923188,0.284582,0.270445,-0.919713,0.284582,0.270445,-0.919713,0.284582,0.270445,-0.919713,0.380528,0.102349,-0.919088,0.380528,0.102349,-0.919088,0.380528,0.102349,-0.919088,0.381683,0.101343,-0.918721,0.381683,0.101343,-0.918721,0.381683,0.101343,-0.918721,0.380529,-0.102349,-0.919088,0.380529,-0.102349,-0.919088,0.380529,-0.102349,-0.919088,0.381683,-0.101343,-0.918721,0.381683,-0.101343,-0.918721,0.381683,-0.101343,-0.918721,0.279151,-0.279152,-0.918776,0.279151,-0.279152,-0.918776,0.279151,-0.279152,-0.918776,0.276941,-0.27958,-0.919314,0.276941,-0.27958,-0.919314,0.276941,-0.27958,-0.919314,0.101962,-0.380396,-0.919186,0.101962,-0.380396,-0.919186,0.101962,-0.380396,-0.919186,0.10235,-0.38053,-0.919087,0.10235,-0.38053,-0.919087,0.10235,-0.38053,-0.919087,-0.103053,-0.380502,-0.91902,-0.103053,-0.380502,-0.91902,-0.103053,-0.380502,-0.91902,-0.10227,-0.380234,-0.919219,-0.10227,-0.380234,-0.919219,-0.10227,-0.380234,-0.919219,-0.279425,-0.279099,-0.918709,-0.279425,-0.279099,-0.918709,-0.279425,-0.279099,-0.918709,-0.276942,-0.279581,-0.919314,-0.276942,-0.279581,-0.919314,-0.276942,-0.279581,-0.919314,-0.380805,-0.102423,-0.918965,-0.380805,-0.102423,-0.918965,-0.380805,-0.102423,-0.918965,-0.38196,-0.101417,-0.918597,-0.38196,-0.101417,-0.918597,-0.38196,-0.101417,-0.918597,-0.38196,0.101417,-0.918598,-0.38196,0.101417,-0.918598,-0.38196,0.101417,-0.918598,-0.380804,0.102423,-0.918966,-0.380804,0.102423,-0.918966,-0.380804,0.102423,-0.918966,-0.28486,0.270393,-0.919643,-0.28486,0.270393,-0.919643,-0.28486,0.270393,-0.919643,-0.270486,0.273059,-0.923188,-0.270486,0.273059,-0.923188,-0.270486,0.273059,-0.923188,-0.102258,0.377568,-0.920318,-0.102258,0.377568,-0.920318,-0.102258,0.377568,-0.920318,-0.09721,0.375707,-0.921626,-0.09721,0.375707,-0.921626,-0.09721,0.375707,-0.921626,0.10156,0.377595,-0.920384,0.10156,0.377595,-0.920384,0.10156,0.377595,-0.920384,0.096913,0.375868,-0.921591,0.096913,0.375868,-0.921591,0.096913,0.375868,-0.921591,-0.155296,0.600204,-0.784626,-0.155296,0.600204,-0.784626,-0.155296,0.600204,-0.784626,-0.164566,0.605387,-0.778733,-0.164566,0.605387,-0.778733,-0.164566,0.605387,-0.778733,0.154768,0.600255,-0.784692,0.154768,0.600255,-0.784692,0.154768,0.600255,-0.784692,0.164226,0.605566,-0.778665,0.164226,0.605566,-0.778665,0.164226,0.605566,-0.778665,-0.211641,0.774744,-0.595802,-0.211641,0.774744,-0.595802,-0.211641,0.774744,-0.595802,-0.211537,0.774686,-0.595914,-0.211537,0.774686,-0.595914,-0.211537,0.774686,-0.595914,0.211151,0.774819,-0.595878,0.211151,0.774819,-0.595878,0.211151,0.774819,-0.595878,0.21106,0.774768,-0.595977,0.21106,0.774768,-0.595977,0.21106,0.774768,-0.595977,-0.245005,0.894654,-0.373586,-0.245005,0.894654,-0.373586,-0.245005,0.894654,-0.373586,-0.245988,0.895016,-0.372071,-0.245988,0.895016,-0.372071,-0.245988,0.895016,-0.372071,0.245499,0.895172,-0.372019,0.245499,0.895172,-0.372019,0.245499,0.895172,-0.372019,0.24445,0.894783,-0.37364,0.24445,0.894783,-0.37364,0.24445,0.894783,-0.37364,-0.263408,0.956672,-0.124073,-0.263408,0.956672,-0.124073,-0.263408,0.956672,-0.124073,-0.262368,0.95669,-0.126125,-0.262368,0.95669,-0.126125,-0.262368,0.95669,-0.126125,0.26186,0.956832,-0.126105,0.26186,0.956832,-0.126105,0.26186,0.956832,-0.126105,0.262878,0.956816,-0.124092,0.262878,0.956816,-0.124092,0.262878,0.956816,-0.124092,-0.263608,0.956618,0.124066,-0.263608,0.956618,0.124066,-0.263608,0.956618,0.124066,-0.262354,0.956638,0.126549,-0.262354,0.956638,0.126549,-0.262354,0.956638,0.126549,0.261846,0.95678,0.126529,0.261846,0.95678,0.126529,0.261846,0.95678,0.126529,0.263078,0.956762,0.124085,0.263078,0.956762,0.124085,0.263078,0.956762,0.124085,-0.244909,0.89431,0.374471,-0.244909,0.89431,0.374471,-0.244909,0.89431,0.374471,-0.246612,0.89494,0.37184,-0.246612,0.89494,0.37184,-0.246612,0.89494,0.37184,0.246122,0.895096,0.371788,0.246122,0.895096,0.371788,0.246122,0.895096,0.371788,0.244354,0.894439,0.374526,0.244354,0.894439,0.374526,0.244354,0.894439,0.374526,-0.211537,0.774686,0.595914,-0.211537,0.774686,0.595914,-0.211537,0.774686,0.595914,-0.211641,0.774744,0.595802,-0.211641,0.774744,0.595802,-0.211641,0.774744,0.595802,0.211151,0.774819,0.595878,0.211151,0.774819,0.595878,0.211151,0.774819,0.595878,0.21106,0.774768,0.595977,0.21106,0.774768,0.595977,0.21106,0.774768,0.595977,-0.152617,0.600458,0.784958,-0.152617,0.600458,0.784958,-0.152617,0.600458,0.784958,-0.165134,0.607438,0.777013,-0.165134,0.607438,0.777013,-0.165134,0.607438,0.777013,0.152097,0.600506,0.785021,0.152097,0.600506,0.785021,0.152097,0.600506,0.785021,0.164793,0.607617,0.776946,0.164793,0.607617,0.776946,0.164793,0.607617,0.776946,0.286302,0.267673,0.919991,0.286302,0.267673,0.919991,0.286302,0.267673,0.919991,0.268423,0.270977,0.924403,0.268423,0.270977,0.924403,0.268423,0.270977,0.924403,0.381683,0.101343,0.918721,0.381683,0.101343,0.918721,0.381683,0.101343,0.918721,0.380528,0.102349,0.919088,0.380528,0.102349,0.919088,0.380528,0.102349,0.919088,0.380529,-0.102349,0.919088,0.380529,-0.102349,0.919088,0.380529,-0.102349,0.919088,0.381683,-0.101343,0.918721,0.381683,-0.101343,0.918721,0.381683,-0.101343,0.918721,0.279151,-0.279151,0.918776,0.279151,-0.279151,0.918776,0.279151,-0.279151,0.918776,0.276941,-0.27958,0.919314,0.276941,-0.27958,0.919314,0.276941,-0.27958,0.919314,0.101962,-0.380396,0.919186,0.101962,-0.380396,0.919186,0.101962,-0.380396,0.919186,0.10235,-0.380529,0.919088,0.10235,-0.380529,0.919088,0.10235,-0.380529,0.919088,-0.10227,-0.380234,0.919219,-0.10227,-0.380234,0.919219,-0.10227,-0.380234,0.919219,-0.103053,-0.380502,0.919021,-0.103053,-0.380502,0.919021,-0.103053,-0.380502,0.919021,-0.279425,-0.279099,0.918709,-0.279425,-0.279099,0.918709,-0.279425,-0.279099,0.918709,-0.276941,-0.27958,0.919314,-0.276941,-0.27958,0.919314,-0.276941,-0.27958,0.919314,-0.380805,-0.102423,0.918965,-0.380805,-0.102423,0.918965,-0.380805,-0.102423,0.918965,-0.38196,-0.101417,0.918598,-0.38196,-0.101417,0.918598,-0.38196,-0.101417,0.918598,-0.38196,0.101417,0.918598,-0.38196,0.101417,0.918598,-0.38196,0.101417,0.918598,-0.380803,0.102423,0.918966,-0.380803,0.102423,0.918966,-0.380803,0.102423,0.918966,-0.268423,0.270977,0.924403,-0.268423,0.270977,0.924403,-0.268423,0.270977,0.924403,-0.286581,0.26762,0.919919,-0.286581,0.26762,0.919919,-0.286581,0.26762,0.919919,-0.102258,0.377568,0.920318,-0.102258,0.377568,0.920318,-0.102258,0.377568,0.920318,-0.093642,0.374386,0.922533,-0.093642,0.374386,0.922533,-0.093642,0.374386,0.922533,0.10156,0.377595,0.920384,0.10156,0.377595,0.920384,0.10156,0.377595,0.920384,0.093356,0.374541,0.922499,0.093356,0.374541,0.922499,0.093356,0.374541,0.922499,-0.278894,-0.279193,0.918841,-0.278894,-0.279193,0.918841,-0.278894,-0.279193,0.918841,-0.279149,-0.27915,0.918777,-0.279149,-0.27915,0.918777,-0.279149,-0.27915,0.918777,-0.381057,-0.102177,0.918888,-0.381057,-0.102177,0.918888,-0.381057,-0.102177,0.918888,-0.381004,-0.102221,0.918905,-0.381004,-0.102221,0.918905,-0.381004,-0.102221,0.918905,-0.381003,0.102221,0.918906,-0.381003,0.102221,0.918906,-0.381003,0.102221,0.918906,-0.381057,0.102176,0.918888,-0.381057,0.102176,0.918888,-0.381057,0.102176,0.918888,-0.279011,0.279009,0.918862,-0.279011,0.279009,0.918862,-0.279011,0.279009,0.918862,-0.279009,0.279009,0.918862,-0.279009,0.279009,0.918862,-0.279009,0.279009,0.918862,-0.101889,0.381179,0.918869,-0.101889,0.381179,0.918869,-0.101889,0.381179,0.918869,-0.10162,0.381079,0.918941,-0.10162,0.381079,0.918941,-0.10162,0.381079,0.918941,0.102171,0.381031,0.918899,0.102171,0.381031,0.918899,0.102171,0.381031,0.918899,0.102233,0.381054,0.918883,0.102233,0.381054,0.918883,0.102233,0.381054,0.918883,0.279011,0.279009,0.918862,0.279011,0.279009,0.918862,0.279011,0.279009,0.918862,0.279266,0.278966,0.918797,0.279266,0.278966,0.918797,0.279266,0.278966,0.918797,0.381267,0.102291,0.918788,0.381267,0.102291,0.918788,0.381267,0.102291,0.918788,0.38132,0.102247,0.918771,0.38132,0.102247,0.918771,0.38132,0.102247,0.918771,0.38132,-0.102247,0.918771,0.38132,-0.102247,0.918771,0.38132,-0.102247,0.918771,0.381267,-0.102291,0.918788,0.381267,-0.102291,0.918788,0.381267,-0.102291,0.918788,0.27915,-0.27915,0.918777,0.279151,-0.27915,0.918776,0.27915,-0.27915,0.918777,0.279149,-0.27915,0.918777,0.102303,-0.381317,0.918766,0.102303,-0.381317,0.918766,0.102303,-0.381317,0.918766,0.102239,-0.381293,0.918783,0.102239,-0.381293,0.918783,0.102239,-0.381293,0.918783,-0.10169,-0.381341,0.918824,-0.10169,-0.381341,0.918824,-0.10169,-0.381341,0.918824,-0.101958,-0.381441,0.918753,-0.101958,-0.381441,0.918753,-0.101958,-0.381441,0.918753,0.161148,-0.600988,0.782844,0.161148,-0.600988,0.782844,0.161148,-0.600988,0.782844,0.161033,-0.601178,0.782722,0.161033,-0.601178,0.782722,0.161033,-0.601178,0.782722,-0.160695,-0.601188,0.782784,-0.160695,-0.601188,0.782784,-0.160695,-0.601188,0.782784,-0.16068,-0.601213,0.782768,-0.16068,-0.601213,0.782768,-0.16068,-0.601213,0.782768,0.207423,-0.77466,0.597393,0.207423,-0.77466,0.597393,0.207423,-0.77466,0.597393,0.207515,-0.774709,0.597296,0.207515,-0.774709,0.597296,0.207515,-0.774709,0.597296,-0.206971,-0.774732,0.597456,-0.206971,-0.774732,0.597456,-0.206971,-0.774732,0.597456,-0.207068,-0.774784,0.597354,-0.207068,-0.774784,0.597354,-0.207068,-0.774784,0.597354,0.207797,-0.77576,-0.595832,0.207797,-0.77576,-0.595832,0.207797,-0.77576,-0.595832,0.207704,-0.775711,-0.595929,0.207704,-0.775711,-0.595929,0.207704,-0.775711,-0.595929,-0.207349,-0.775836,-0.59589,-0.207349,-0.775836,-0.59589,-0.207349,-0.775836,-0.59589,-0.207252,-0.775783,-0.595993,-0.207252,-0.775783,-0.595993,-0.207252,-0.775783,-0.595993,0.161148,-0.600988,-0.782844,0.161148,-0.600988,-0.782844,0.161148,-0.600988,-0.782844,0.161033,-0.601178,-0.782722,0.161033,-0.601178,-0.782722,0.161033,-0.601178,-0.782722,-0.160695,-0.601188,-0.782784,-0.160695,-0.601188,-0.782784,-0.160695,-0.601188,-0.782784,-0.16068,-0.601213,-0.782768,-0.16068,-0.601213,-0.782768,-0.16068,-0.601213,-0.782768,-0.277037,-0.277334,-0.919965,-0.277037,-0.277334,-0.919965,-0.277037,-0.277334,-0.919965,-0.277291,-0.277291,-0.919902,-0.277291,-0.277291,-0.919902,-0.277291,-0.277291,-0.919902,-0.378519,-0.101496,-0.920012,-0.378519,-0.101496,-0.920012,-0.378519,-0.101496,-0.920012,-0.378467,-0.101539,-0.920029,-0.378467,-0.101539,-0.920029,-0.378467,-0.101539,-0.920029,-0.378466,0.101539,-0.920029,-0.378466,0.101539,-0.920029,-0.378466,0.101539,-0.920029,-0.378519,0.101495,-0.920012,-0.378519,0.101495,-0.920012,-0.378519,0.101495,-0.920012,-0.277153,0.277151,-0.919986,-0.277153,0.277151,-0.919986,-0.277153,0.277151,-0.919986,-0.277151,0.277151,-0.919986,-0.277151,0.277151,-0.919986,-0.277151,0.277151,-0.919986,-0.101211,0.378641,-0.919993,-0.101211,0.378641,-0.919993,-0.101211,0.378641,-0.919993,-0.100943,0.37854,-0.920064,-0.100943,0.37854,-0.920064,-0.100943,0.37854,-0.920064,0.10149,0.378494,-0.920023,0.10149,0.378494,-0.920023,0.10149,0.378494,-0.920023,0.101552,0.378517,-0.920007,0.101552,0.378517,-0.920007,0.101552,0.378517,-0.920007,0.27732,0.277123,-0.919944,0.27732,0.277123,-0.919944,0.277153,0.277151,-0.919986,0.277407,0.277108,-0.919922,0.378728,0.10161,-0.919913,0.378728,0.10161,-0.919913,0.378728,0.10161,-0.919913,0.378781,0.101566,-0.919896,0.378781,0.101566,-0.919896,0.378781,0.101566,-0.919896,0.378781,-0.101566,-0.919896,0.378781,-0.101566,-0.919896,0.378781,-0.101566,-0.919896,0.378728,-0.10161,-0.919913,0.378728,-0.10161,-0.919913,0.378728,-0.10161,-0.919913,0.277292,-0.277291,-0.919901,0.277292,-0.277291,-0.919901,0.277292,-0.277291,-0.919901,0.27729,-0.277291,-0.919902,0.27729,-0.277291,-0.919902,0.27729,-0.277291,-0.919902,0.101622,-0.378778,-0.919891,0.101622,-0.378778,-0.919891,0.101622,-0.378778,-0.919891,0.101559,-0.378754,-0.919908,0.101559,-0.378754,-0.919908,0.101559,-0.378754,-0.919908,-0.101013,-0.378802,-0.919949,-0.101013,-0.378802,-0.919949,-0.101013,-0.378802,-0.919949,-0.101279,-0.378902,-0.919878,-0.101279,-0.378902,-0.919878,-0.101279,-0.378902,-0.919878,-0.094902,-0.094902,0.990953,-0.094902,-0.094902,0.990953,-0.094902,-0.094902,0.990953,-0.129519,-0.034749,0.990968,-0.129519,-0.034749,0.990968,-0.129519,-0.034749,0.990968,-0.129519,0.034749,0.990968,-0.129519,0.034749,0.990968,-0.129519,0.034749,0.990968,-0.094902,0.094901,0.990953,-0.094902,0.094901,0.990953,-0.094902,0.094901,0.990953,-0.034642,0.129907,0.990921,-0.034642,0.129907,0.990921,-0.034642,0.129907,0.990921,0.034852,0.129906,0.990914,0.034852,0.129906,0.990914,0.034852,0.129906,0.990914,0.09511,0.095109,0.990913,0.09511,0.095109,0.990913,0.09511,0.095109,0.990913,0.129906,0.034853,0.990914,0.129906,0.034853,0.990914,0.129906,0.034853,0.990914,0.129906,-0.034853,0.990914,0.129906,-0.034853,0.990914,0.129906,-0.034853,0.990914,0.09511,-0.09511,0.990913,0.09511,-0.09511,0.990913,0.09511,-0.09511,0.990913,0.034853,-0.129907,0.990914,0.034853,-0.129907,0.990914,0.034853,-0.129907,0.990914,-0.034642,-0.129907,0.990921,-0.034642,-0.129907,0.990921,-0.034642,-0.129907,0.990921,-0.097068,-0.097068,-0.990533,-0.097068,-0.097068,-0.990533,-0.097068,-0.097068,-0.990533,-0.132475,-0.035542,-0.990549,-0.132475,-0.035542,-0.990549,-0.132475,-0.035542,-0.990549,-0.132475,0.035542,-0.990549,-0.132475,0.035542,-0.990549,-0.132475,0.035542,-0.990549,-0.097068,0.097067,-0.990533,-0.097068,0.097067,-0.990533,-0.097068,0.097067,-0.990533,-0.035432,0.132871,-0.9905,-0.035432,0.132871,-0.9905,-0.035432,0.132871,-0.9905,0.035648,0.13287,-0.990492,0.035648,0.13287,-0.990492,0.035648,0.13287,-0.990492,0.09728,0.09728,-0.990491,0.09728,0.09728,-0.990491,0.09728,0.09728,-0.990491,0.132871,0.035648,-0.990492,0.132871,0.035648,-0.990492,0.132871,0.035648,-0.990492,0.132871,-0.035648,-0.990492,0.132871,-0.035648,-0.990492,0.132871,-0.035648,-0.990492,0.09728,-0.09728,-0.990491,0.09728,-0.09728,-0.990491,0.09728,-0.09728,-0.990491,0.035648,-0.132871,-0.990492,0.035648,-0.132871,-0.990492,0.035648,-0.132871,-0.990492,-0.035432,-0.132872,-0.9905,-0.035432,-0.132872,-0.9905,-0.035432,-0.132872,-0.9905,-0.57865,-0.656881,-0.483397,-0.57865,-0.656881,-0.483397,-0.57865,-0.656881,-0.483397,-0.656163,-0.656866,-0.371454,-0.656163,-0.656866,-0.371454,-0.656163,-0.656866,-0.371454,-0.895959,-0.237892,-0.375053,-0.895959,-0.237892,-0.375053,-0.895959,-0.237892,-0.375053,-0.897222,-0.240581,-0.37029,-0.897222,-0.240581,-0.37029,-0.897222,-0.240581,-0.37029,-0.89722,0.240579,-0.370294,-0.89722,0.240579,-0.370294,-0.89722,0.240579,-0.370294,-0.895959,0.237892,-0.375053,-0.895959,0.237892,-0.375053,-0.895959,0.237892,-0.375053,-0.656499,0.6565,-0.371507,-0.656499,0.6565,-0.371507,-0.656499,0.6565,-0.371507,-0.656499,0.656501,-0.371506,-0.656499,0.656501,-0.371506,-0.656499,0.656501,-0.371506,-0.239884,0.897435,-0.370224,-0.239884,0.897435,-0.370224,-0.239884,0.897435,-0.370224,-0.240645,0.89779,-0.368868,-0.240645,0.89779,-0.368868,-0.240645,0.89779,-0.368868,0.241427,0.89761,-0.368794,0.241427,0.89761,-0.368794,0.241427,0.89761,-0.368794,0.240583,0.897219,-0.370294,0.240583,0.897219,-0.370294,0.240583,0.897219,-0.370294,0.656865,0.656158,-0.371464,0.656865,0.656158,-0.371464,0.656865,0.656158,-0.371464,0.656869,0.656102,-0.371554,0.656869,0.656102,-0.371554,0.656869,0.656102,-0.371554,0.89722,0.24058,-0.370294,0.89722,0.24058,-0.370294,0.89722,0.24058,-0.370294,0.895959,0.237893,-0.375053,0.895959,0.237893,-0.375053,0.895959,0.237893,-0.375053,0.895959,-0.237892,-0.375053,0.895959,-0.237892,-0.375053,0.895959,-0.237892,-0.375053,0.897221,-0.24058,-0.370292,0.897221,-0.24058,-0.370292,0.897221,-0.24058,-0.370292,0.656503,-0.656499,-0.3715,0.656503,-0.656499,-0.3715,0.656503,-0.656499,-0.3715,0.57904,-0.656576,-0.483344,0.57904,-0.656576,-0.483344,0.57904,-0.656576,-0.483344,0.877677,0.434785,0.201606,0.877677,0.434785,0.201606,0.877677,0.434785,0.201606,0.874569,0.484474,0.020343,0.874569,0.484474,0.020343,0.874569,0.484474,0.020343,-0.877679,0.434779,0.201612,-0.877679,0.434779,0.201612,-0.877679,0.434779,0.201612,-0.874571,0.48447,0.020343,-0.874571,0.48447,0.020343,-0.874571,0.48447,0.020343,0.92794,0.339851,0.153063,0.92794,0.339851,0.153063,0.92794,0.339851,0.153063,0.925144,0.361783,0.114988,0.925144,0.361783,0.114988,0.925144,0.361783,0.114988,-0.927707,0.34018,0.153744,-0.927707,0.34018,0.153744,-0.927707,0.34018,0.153744,-0.924912,0.362214,0.115497,-0.924912,0.362214,0.115497,-0.924912,0.362214,0.115497,0.952307,0.285436,0.10788,0.952307,0.285436,0.10788,0.952307,0.285436,0.10788,0.947949,0.306603,0.085952,0.947949,0.306603,0.085952,0.947949,0.306603,0.085952,-0.952307,0.285434,0.107881,-0.952307,0.285434,0.107881,-0.952307,0.285434,0.107881,-0.947949,0.306603,0.085951,-0.947949,0.306603,0.085951,-0.947949,0.306603,0.085951,0.965459,0.257456,0.040063,0.965459,0.257456,0.040063,0.965459,0.257456,0.040063,0.962783,0.268204,0.033402,0.962783,0.268204,0.033402,0.962783,0.268204,0.033402,-0.96546,0.257454,0.040063,-0.96546,0.257454,0.040063,-0.96546,0.257454,0.040063,-0.962783,0.268202,0.033402,-0.962783,0.268202,0.033402,-0.962783,0.268202,0.033402,0.965454,0.257455,-0.040199,0.965454,0.257455,-0.040199,0.965454,0.257455,-0.040199,0.962759,0.26828,-0.033468,0.962759,0.26828,-0.033468,0.962759,0.26828,-0.033468,-0.965454,0.257452,-0.0402,-0.965454,0.257452,-0.0402,-0.965454,0.257452,-0.0402,-0.96276,0.268278,-0.033468,-0.96276,0.268278,-0.033468,-0.96276,0.268278,-0.033468,0.952278,0.285592,-0.10772,0.952278,0.285592,-0.10772,0.952278,0.285592,-0.10772,0.947949,0.306603,-0.085952,0.947949,0.306603,-0.085952,0.947949,0.306603,-0.085952,-0.952279,0.28559,-0.107721,-0.952279,0.28559,-0.107721,-0.952279,0.28559,-0.107721,-0.947949,0.306603,-0.085951,-0.947949,0.306603,-0.085951,-0.947949,0.306603,-0.085951,0.92794,0.339851,-0.153063,0.92794,0.339851,-0.153063,0.92794,0.339851,-0.153063,0.925071,0.362204,-0.114243,0.925071,0.362204,-0.114243,0.925071,0.362204,-0.114243,-0.927707,0.34018,-0.153744,-0.927707,0.34018,-0.153744,-0.927707,0.34018,-0.153744,-0.924839,0.362637,-0.114748,-0.924839,0.362637,-0.114748,-0.924839,0.362637,-0.114748,0.877787,0.435299,-0.200012,0.877787,0.435299,-0.200012,0.877787,0.435299,-0.200012,0.874569,0.484474,-0.020343,0.874569,0.484474,-0.020343,0.874569,0.484474,-0.020343,-0.877789,0.435293,-0.200018,-0.877789,0.435293,-0.200018,-0.877789,0.435293,-0.200018,-0.874571,0.48447,-0.020343,-0.874571,0.48447,-0.020343,-0.874571,0.48447,-0.020343,-0.577343,-0.657897,0.483577,-0.577343,-0.657897,0.483577,-0.577343,-0.657897,0.483577,-0.656857,-0.657561,0.368987,-0.656857,-0.657561,0.368987,-0.656857,-0.657561,0.368987,-0.896926,-0.238149,0.37257,-0.896926,-0.238149,0.37257,-0.896926,-0.238149,0.37257,-0.898166,-0.240834,0.367828,-0.898166,-0.240834,0.367828,-0.898166,-0.240834,0.367828,-0.898165,0.240832,0.367832,-0.898165,0.240832,0.367832,-0.898165,0.240832,0.367832,-0.896926,0.238149,0.37257,-0.896926,0.238149,0.37257,-0.896926,0.238149,0.37257,-0.657194,0.657195,0.36904,-0.657194,0.657195,0.36904,-0.657194,0.657195,0.36904,-0.657194,0.657196,0.369039,-0.657194,0.657196,0.369039,-0.657194,0.657196,0.369039,-0.240137,0.898379,0.367763,-0.240137,0.898379,0.367763,-0.240137,0.898379,0.367763,-0.240896,0.898727,0.366413,-0.240896,0.898727,0.366413,-0.240896,0.898727,0.366413,0.241679,0.898547,0.366339,0.241679,0.898547,0.366339,0.241679,0.898547,0.366339,0.240836,0.898163,0.367832,0.240836,0.898163,0.367832,0.240836,0.898163,0.367832,0.65756,0.656853,0.368997,0.65756,0.656853,0.368997,0.65756,0.656853,0.368997,0.657565,0.656797,0.369087,0.657565,0.656797,0.369087,0.657565,0.656797,0.369087,0.898164,0.240833,0.367832,0.898164,0.240833,0.367832,0.898164,0.240833,0.367832,0.896926,0.23815,0.37257,0.896926,0.23815,0.37257,0.896926,0.23815,0.37257,0.896926,-0.238149,0.37257,0.896926,-0.238149,0.37257,0.896926,-0.238149,0.37257,0.898165,-0.240833,0.36783,0.898165,-0.240833,0.36783,0.898165,-0.240833,0.36783,0.657198,-0.657195,0.369033,0.657198,-0.657195,0.369033,0.657198,-0.657195,0.369033,0.577733,-0.657593,0.483525,0.577733,-0.657593,0.483525,0.577733,-0.657593,0.483525,-0.70375,-0.710447,0,-0.70375,-0.710447,0,-0.70375,-0.710447,0,-0.70375,-0.710447,0,-0.96568,-0.259736,0,-0.96568,-0.259736,0,-0.96568,-0.259736,0,-0.96568,-0.259736,0,-0.96568,0.259733,0,-0.96568,0.259733,0,-0.96568,0.259733,0,-0.96568,0.259733,0,-0.703746,0.710452,0,-0.703746,0.710452,0,-0.703746,0.710452,0,-0.703746,0.710452,0,-0.259736,0.96568,0,-0.259736,0.96568,0,-0.259736,0.96568,0,-0.259736,0.96568,0,0.261416,0.965226,0,0.261416,0.965226,0,0.261416,0.965226,0,0.261416,0.965226,0,0.703746,0.710452,0,0.703746,0.710452,0,0.703746,0.710452,0,0.703746,0.710452,0,0.96568,0.259733,0,0.96568,0.259733,0,0.96568,0.259733,0,0.96568,0.259733,0,0.96568,-0.259736,0,0.96568,-0.259736,0,0.96568,-0.259736,0,0.96568,-0.259736,0,0.70375,-0.710447,0,0.70375,-0.710447,0,0.70375,-0.710447,0,0.70375,-0.710447,0,0.261416,-0.965226,0,0.261416,-0.965226,0,0.261416,-0.965226,0,0.261416,-0.965226,0,-0.259736,-0.96568,0,-0.259736,-0.96568,0,-0.259736,-0.96568,0,-0.259736,-0.96568,0,-0.70375,-0.710447,0,-0.70375,-0.710447,0,-0.70375,-0.710447,0,-0.70375,-0.710447,0,-0.96568,-0.259736,0,-0.96568,-0.259736,0,-0.96568,-0.259736,0,-0.96568,-0.259736,0,-0.96568,0.259733,0,-0.96568,0.259733,0,-0.96568,0.259733,0,-0.96568,0.259733,0,-0.703746,0.710452,0,-0.703746,0.710452,0,-0.703746,0.710452,0,-0.703746,0.710452,0,-0.259736,0.96568,0,-0.259736,0.96568,0,-0.259736,0.96568,0,-0.259736,0.96568,0,0.261416,0.965226,0,0.261416,0.965226,0,0.261416,0.965226,0,0.261416,0.965226,0,0.703746,0.710452,0,0.703746,0.710452,0,0.703746,0.710452,0,0.703746,0.710452,0,0.96568,0.259733,0,0.96568,0.259733,0,0.96568,0.259733,0,0.96568,0.259733,0,0.96568,-0.259736,0,0.96568,-0.259736,0,0.96568,-0.259736,0,0.96568,-0.259736,0,0.70375,-0.710447,0,0.70375,-0.710447,0,0.70375,-0.710447,0,0.70375,-0.710447,0,0.261416,-0.965226,0,0.261416,-0.965226,0,0.261416,-0.965226,0,0.261416,-0.965226,0,-0.259736,-0.96568,0,-0.259736,-0.96568,0,-0.259736,-0.96568,0,-0.259736,-0.96568,0],"uvs":[0.432471,0.283513,0.506722,0.165072,0.506722,0.283513,0.432227,0.164828,0.357992,0.164828,0.357992,0.283513,0.513313,0.589502,0.513313,0.708186,0.481804,0.589502,0.481804,0.708186,0.481804,0.589502,0.513313,0.708186,0.845426,0.023926,0.903304,0.149203,0.846403,0.149203,0.903304,0.149203,0.845426,0.023926,0.903304,0.002197,0.057374,0.828336,0.057374,0.956298,0.000732,0.863981,0.323079,0.787304,0.323079,0.916487,0.256657,0.806104,0.667399,0.130159,0.670085,0.006836,0.719905,0.112322,0.665202,0.228565,0.719905,0.260807,0.66154,0.260563,0.719905,0.260807,0.665202,0.228565,0.719905,0.228565,0.432227,0.004639,0.506722,0.165072,0.432227,0.164828,0.506477,0.004639,0.357992,0.164828,0.357992,0.004395,0.481804,0.429053,0.481804,0.314534,0.513313,0.314534,0.513313,0.429297,0.481804,0.589502,0.513313,0.589502,0.514778,0.586572,0.516487,0.462272,0.573388,0.462272,0.514778,0.586572,0.573388,0.462272,0.573388,0.609522,0.849821,0.377783,0.849821,0.230518,0.906722,0.230518,0.906722,0.377783,0.581445,0.310857,0.581445,0.457877,0.514778,0.457877,0.514778,0.310857,0.111101,0.846891,0.210986,0.790723,0.215869,0.846891,0.145541,0.765576,0.207324,0.73724,0.667399,0.130159,0.719905,0.228565,0.665202,0.228565,0.719905,0.228565,0.667399,0.130159,0.719905,0.112322,0.842741,0.149935,0.842741,0.225147,0.788281,0.225147,0.788281,0.129427,0.765087,0.225147,0.730892,0.108904,0.735775,0.105974,0.788281,0.124773,0.778759,0.009766,0.778027,0.003418,0.842741,0.074723,0.837858,0.074723,0.837858,0.143587,0.752392,0.542611,0.829068,0.643473,0.776074,0.654948,0.799023,0.51136,0.85153,0.63859,0.85153,0.474723,0.755077,0.659342,0.73138,0.54725,0.788281,0.816373,0.809277,0.811719,0.833707,0.927962,0.812955,0.932357,0.133333,0.732113,0.133333,0.70013,0.185092,0.699886,0.133333,0.55555,0.133333,0.732113,0.185092,0.699886,0.186313,0.731868,0.957519,0.249317,0.957519,0.354574,0.908186,0.354574,0.908186,0.354574,0.909895,0.230274,0.957519,0.249317,0.954101,0.002197,0.954101,0.149203,0.904768,0.149447,0.904768,0.002197,0.059083,0.844938,0.108171,0.953613,0.059083,0.953613,0.108171,0.953613,0.059083,0.844938,0.107195,0.828336,0.606104,0.228321,0.66154,0.260563,0.606104,0.260319,0.66154,0.260563,0.606104,0.228321,0.665202,0.228565,0.606104,0.153109,0.665202,0.228565,0.606104,0.228321,0.665202,0.228565,0.606104,0.153109,0.667399,0.130159,0.606104,0.078141,0.667399,0.130159,0.606104,0.153109,0.667399,0.130159,0.606104,0.078141,0.670085,0.006836,0.9243,0.689387,0.9243,0.637858,0.92845,0.637858,0.92845,0.689387,0.969726,0.125032,0.965576,0.223438,0.965576,0.125032,0.969726,0.223438,0.328695,0.919417,0.324544,0.986572,0.324544,0.919417,0.328695,0.986572,0.192432,0.903548,0.188281,0.972168,0.188281,0.903548,0.192432,0.972168,0.9243,0.637858,0.9243,0.589014,0.92845,0.589014,0.92845,0.637858,0.479606,0.315755,0.472282,0.476188,0.472282,0.315755,0.479606,0.476188,0.472282,0.636881,0.479606,0.636881,0.472282,0.797314,0.479606,0.797314,0.72723,0.228565,0.719905,0.260807,0.719905,0.228565,0.72723,0.112322,0.719905,0.112322,0.72723,0.260807,0.719905,0.461051,0.72723,0.461051,0.107927,0.661295,0.001709,0.661295,0.107927,0.52015,0.107927,0.52015,0.001709,0.661295,0.001709,0.500618,0.107927,0.821744,0.001709,0.661295,0.107927,0.661295,0.001709,0.821744,0.186313,0.731868,0.246387,0.699641,0.246387,0.731868,0.246387,0.699641,0.186313,0.731868,0.185092,0.699886,0.982177,0.394873,0.976562,0.234424,0.983886,0.234424,0.974853,0.394873,0.980468,0.555306,0.973388,0.555306,0.246387,0.699641,0.253483,0.731868,0.246387,0.731868,0.253483,0.699641,0.577539,0.818814,0.570459,0.891341,0.570459,0.817594,0.798047,0.312322,0.847135,0.391943,0.793408,0.319905,0.983886,0.63566,0.973388,0.555306,0.980468,0.555306,0.730892,0.232715,0.798047,0.312322,0.793408,0.319905,0.951171,0.851041,0.908431,0.781933,0.951171,0.71136,0.482536,0.919905,0.510872,0.833951,0.564355,0.919905,0.657633,0.430518,0.66154,0.260563,0.719905,0.260807,0.657633,0.430518,0.719905,0.260807,0.719905,0.461051,0.66154,0.260563,0.606104,0.40415,0.606104,0.260319,0.606104,0.40415,0.66154,0.260563,0.657633,0.430518,0.585351,0.867643,0.585351,0.748959,0.727474,0.867643,0.585351,0.748959,0.727474,0.748959,0.727474,0.867643,0.727474,0.588525,0.585351,0.748959,0.585351,0.588525,0.727474,0.748959,0.727474,0.473991,0.584619,0.473747,0.185092,0.699886,0.133333,0.55555,0.183871,0.530648,0.183871,0.530648,0.246387,0.699641,0.185092,0.699886,0.246387,0.699641,0.183871,0.530648,0.246387,0.499382,0.246387,0.499382,0.253483,0.699641,0.246387,0.699641,0.253483,0.499382,0.584619,0.260319,0.584619,0.228321,0.606104,0.228321,0.606104,0.260319,0.875227,0.748959,0.875227,0.867643,0.853727,0.867643,0.853727,0.748959,0.875227,0.588525,0.853727,0.588525,0.875227,0.473747,0.875227,0.588525,0.853727,0.588525,0.853727,0.473747,0.111833,0.732113,0.111833,0.70013,0.133333,0.70013,0.133333,0.732113,0.326253,0.498405,0.256901,0.503792,0.259831,0.498405,0.256901,0.503792,0.326253,0.498405,0.329427,0.503792,0.579248,0.163119,0.579248,0.304021,0.576318,0.297917,0.579248,0.163119,0.576318,0.297917,0.576318,0.168734,0.576318,0.297917,0.506722,0.283513,0.509895,0.279118,0.506722,0.283513,0.576318,0.297917,0.579248,0.304021,0.506722,0.283513,0.506722,0.165072,0.509895,0.170443,0.506722,0.283513,0.509895,0.170443,0.509895,0.279118,0.329427,0.664225,0.326497,0.510628,0.329427,0.503792,0.326497,0.510628,0.329427,0.664225,0.326497,0.657633,0.259831,0.657633,0.326497,0.657633,0.329427,0.664225,0.329427,0.664225,0.256901,0.664225,0.259831,0.657633,0.256901,0.664225,0.256901,0.503792,0.259831,0.510628,0.259831,0.657633,0.326497,0.510628,0.256901,0.503792,0.329427,0.503792,0.256901,0.503792,0.326497,0.510628,0.259831,0.510628,0.960693,0.125032,0.956054,0.213672,0.956054,0.125032,0.960693,0.213672,0.96582,0.577539,0.968994,0.706722,0.96582,0.706722,0.968994,0.577539,0.969726,0.213184,0.969726,0.125032,0.974365,0.125032,0.974365,0.213184,0.981445,0.001709,0.985107,0.110369,0.981445,0.110369,0.985107,0.001709,0.477653,0.953857,0.477653,0.806592,0.481315,0.806592,0.481315,0.953857,0.960693,0.125032,0.965332,0.213672,0.960693,0.213672,0.965332,0.125032,0.570214,0.81857,0.570214,0.965576,0.567041,0.965576,0.567041,0.81857,0.25568,0.888411,0.25568,0.977295,0.251041,0.97705,0.251041,0.888411,0.845426,0.381201,0.798047,0.312322,0.80293,0.312078,0.847135,0.391943,0.798047,0.312322,0.845426,0.381201,0.845426,0.241505,0.80293,0.312078,0.798047,0.312322,0.798047,0.312322,0.847135,0.230762,0.845426,0.241505,0.845426,0.381201,0.847135,0.230762,0.847135,0.391943,0.847135,0.230762,0.845426,0.381201,0.845426,0.241505,0.798047,0.312322,0.731136,0.232471,0.739193,0.235645,0.798047,0.312322,0.739193,0.235645,0.797314,0.304997,0.731136,0.232471,0.847135,0.230762,0.739193,0.235645,0.739193,0.235645,0.847135,0.230762,0.839811,0.23418,0.798047,0.312322,0.839811,0.23418,0.847135,0.230762,0.839811,0.23418,0.798047,0.312322,0.797314,0.304997,0.331868,0.921126,0.35433,0.987304,0.352132,0.987304,0.331868,0.921126,0.352132,0.987304,0.329671,0.921126,0.331868,0.921126,0.352132,0.845426,0.35433,0.845426,0.352132,0.845426,0.331868,0.921126,0.329671,0.921126,0.335775,0.668864,0.335775,0.810986,0.333333,0.810986,0.335775,0.668864,0.333333,0.810986,0.333333,0.668864,0.252018,0.737484,0.252018,0.80708,0.249561,0.806104,0.249561,0.806104,0.249561,0.736751,0.252018,0.737484,0.729671,0.980224,0.72723,0.875227,0.729671,0.875227,0.72723,0.875227,0.729671,0.980224,0.72723,0.980224,0.985595,0.125032,0.983154,0.200488,0.983154,0.124773,0.983154,0.200488,0.985595,0.125032,0.985595,0.200732,0.410254,0.476432,0.409033,0.339681,0.41294,0.470085,0.41294,0.470085,0.409033,0.339681,0.411719,0.344808,0.469841,0.322835,0.411719,0.344808,0.409033,0.339681,0.409033,0.339681,0.472282,0.315755,0.469841,0.322835,0.472282,0.476188,0.469841,0.322835,0.472282,0.315755,0.469841,0.322835,0.472282,0.476188,0.469841,0.470085,0.41294,0.470085,0.472282,0.476188,0.410254,0.476432,0.472282,0.476188,0.41294,0.470085,0.469841,0.470085,0.408301,0.772412,0.410254,0.636881,0.41294,0.642985,0.408301,0.772412,0.41294,0.642985,0.411231,0.767285,0.41294,0.642985,0.472282,0.636881,0.469841,0.642985,0.472282,0.636881,0.41294,0.642985,0.410254,0.636881,0.472282,0.636881,0.472282,0.797314,0.469841,0.790234,0.469841,0.642985,0.469841,0.790234,0.408301,0.772412,0.411231,0.767285,0.408301,0.772412,0.469841,0.790234,0.472282,0.797314,0.410254,0.476432,0.412696,0.630045,0.410254,0.636881,0.412696,0.630045,0.410254,0.476432,0.412696,0.483024,0.469596,0.483024,0.412696,0.483024,0.410254,0.476432,0.410254,0.476432,0.472282,0.476188,0.469596,0.483024,0.472282,0.476188,0.472282,0.636881,0.469596,0.630045,0.469596,0.483024,0.412696,0.630045,0.472282,0.636881,0.410254,0.636881,0.472282,0.636881,0.412696,0.630045,0.469596,0.630045,0.410254,0.636881,0.408301,0.772412,0.406348,0.766308,0.410254,0.636881,0.406348,0.766308,0.408057,0.642008,0.406348,0.766308,0.356527,0.751659,0.358968,0.74725,0.356527,0.751659,0.406348,0.766308,0.408301,0.772412,0.356527,0.751659,0.356527,0.636881,0.358724,0.642008,0.356527,0.751659,0.358724,0.642008,0.358968,0.74725,0.358724,0.642008,0.410254,0.636881,0.408057,0.642008,0.410254,0.636881,0.358724,0.642008,0.356527,0.636881,0.410254,0.476432,0.410254,0.636881,0.407813,0.630045,0.410254,0.476432,0.407813,0.630045,0.407813,0.483024,0.358724,0.630045,0.410254,0.636881,0.356527,0.636881,0.410254,0.636881,0.358724,0.630045,0.407813,0.630045,0.356527,0.476432,0.358724,0.630045,0.356527,0.636881,0.358724,0.630045,0.356527,0.476432,0.358724,0.483024,0.407813,0.483024,0.358724,0.483024,0.356527,0.476432,0.356527,0.476432,0.410254,0.476432,0.407813,0.483024,0.410254,0.476432,0.40708,0.345541,0.409033,0.339681,0.40708,0.345541,0.410254,0.476432,0.408057,0.471061,0.358724,0.471061,0.410254,0.476432,0.356527,0.476432,0.410254,0.476432,0.358724,0.471061,0.408057,0.471061,0.356527,0.357504,0.358724,0.471061,0.356527,0.476432,0.358724,0.471061,0.356527,0.357504,0.358724,0.362142,0.40708,0.345541,0.358724,0.362142,0.356527,0.357504,0.356527,0.357504,0.409033,0.339681,0.40708,0.345541,0.563622,0.699886,0.563622,0.825162,0.559701,0.825162,0.559701,0.699886,0.973144,0.706477,0.973144,0.642496,0.977295,0.642496,0.977295,0.706722,0.330648,0.498161,0.33431,0.645182,0.330648,0.645182,0.33431,0.498161,0.978759,0.124529,0.974609,0.186801,0.974609,0.124529,0.978759,0.186801,0.3243,0.787304,0.327962,0.91136,0.3243,0.91136,0.327962,0.78706,0.98291,0.186801,0.978759,0.124529,0.98291,0.124529,0.978759,0.124529,0.98291,0.186801,0.978759,0.186801,0.578515,0.760937,0.578515,0.613916,0.582177,0.613916,0.578515,0.760937,0.582177,0.613916,0.582177,0.760937,0.566796,0.986816,0.562387,0.922103,0.566796,0.922103,0.562387,0.922103,0.566796,0.986816,0.562387,0.986816,0.578515,0.609522,0.578515,0.462272,0.582422,0.462272,0.582422,0.609277,0.955322,0.99585,0.955322,0.933577,0.959472,0.933577,0.959472,0.99585,0.252018,0.884993,0.252018,0.737728,0.25568,0.737728,0.25568,0.884993,0.977539,0.642496,0.981689,0.704768,0.977539,0.704768,0.981689,0.642496,0.961913,0.701595,0.961913,0.577539,0.96582,0.577539,0.961913,0.701595,0.96582,0.577539,0.96582,0.701839,0.172152,0.939452,0.176303,0.991699,0.172152,0.991699,0.176303,0.939452,0.9729,0.577295,0.9729,0.682292,0.969238,0.682292,0.969238,0.577295,0.968017,0.987304,0.963867,0.933577,0.968017,0.933577,0.963867,0.987304,0.578515,0.912581,0.578515,0.765332,0.582177,0.765332,0.582177,0.912581,0.959716,0.987304,0.963867,0.933577,0.963867,0.987304,0.959716,0.933577,0.574121,0.609522,0.574121,0.462272,0.578027,0.462272,0.578027,0.609277,0.972412,0.987304,0.968261,0.933577,0.972412,0.933577,0.968261,0.987304,0.958251,0.577539,0.961913,0.702815,0.958251,0.702815,0.961913,0.702815,0.958251,0.577539,0.961913,0.577539,0.332357,0.839811,0.328206,0.786084,0.332357,0.786084,0.328206,0.839811,0.92845,0.698177,0.92845,0.589258,0.932357,0.589258,0.932357,0.697932,0.171908,0.99292,0.167758,0.939452,0.171908,0.939452,0.167758,0.939452,0.171908,0.99292,0.167758,0.99292,0.260807,0.286931,0.349447,0.328206,0.260807,0.364584,0.349447,0.48864,0.349447,0.167758,0.260807,0.209033,0.260807,0.131136,0.349447,0.007324,0.151888,0.48864,0.260807,0.364584,0.349447,0.48864,0.149447,0.364584,0.164828,0.364584,0.11989,0.48864,0.093767,0.364584,0.260807,0.364584,0.151888,0.48864,0.164828,0.364584,0.005127,0.328206,0.093767,0.364584,0.005127,0.48864,0.093767,0.286931,0.093767,0.209033,0.005127,0.167758,0.164828,0.13138,0.151888,0.007324,0.260807,0.131136,0.151888,0.007324,0.349447,0.007324,0.260807,0.131136,0.123796,0.166537,0.066911,0.080095,0.149447,0.13138,0.066911,0.080095,0.11989,0.007568,0.149447,0.13138,0.123796,0.166537,0.005127,0.167758,0.066911,0.080095,0.005127,0.167758,0.123796,0.166537,0.093767,0.209033,0.11989,0.48864,0.005127,0.48864,0.093767,0.364584,0.151888,0.007324,0.149447,0.13138,0.11989,0.007568,0.164828,0.13138,0.907454,0.868376,0.907454,0.946288,0.875959,0.946288,0.875959,0.868376,0.907454,0.790478,0.875959,0.790478,0.907454,0.712825,0.875959,0.712825,0.217823,0.835172,0.249073,0.738216,0.249073,0.835172,0.217823,0.738216,0.217823,0.850797,0.249073,0.850797,0.217823,0.90721,0.249073,0.90721,0.911604,0.472282,0.909407,0.550179,0.878401,0.549203,0.880598,0.471305,0.876204,0.626871,0.90721,0.627848,0.983642,0.726497,0.983642,0.823697,0.952148,0.823697,0.952148,0.726497,0.911604,0.705745,0.880598,0.704768,0.909651,0.670573,0.909651,0.670573,0.880598,0.704768,0.878401,0.669596,0.909651,0.670573,0.876204,0.626871,0.90721,0.627848,0.878401,0.669596,0.952148,0.726497,0.983642,0.710872,0.983642,0.726497,0.952148,0.710872,0.466911,0.922591,0.476677,0.806592,0.471794,0.922835,0.476677,0.806592,0.466911,0.922591,0.469841,0.806348,0.460319,0.922591,0.460319,0.806348,0.466911,0.922591,0.466911,0.922591,0.460319,0.806348,0.469841,0.806348,0.453971,0.922591,0.460319,0.806348,0.460319,0.922591,0.460319,0.806348,0.453971,0.922591,0.451041,0.806348,0.444205,0.806592,0.453971,0.922591,0.449088,0.922835,0.453971,0.922591,0.444205,0.806592,0.451041,0.806348,0.921859,0.469596,0.928206,0.58584,0.921859,0.58584,0.928206,0.58584,0.921859,0.469596,0.931136,0.469596,0.915267,0.58584,0.921859,0.469596,0.921859,0.58584,0.921859,0.469596,0.915267,0.58584,0.912581,0.469596,0.990723,0.971191,0.999512,0.854948,0.99585,0.971191,0.999512,0.854948,0.990723,0.971191,0.992676,0.854704,0.992676,0.854704,0.990723,0.971191,0.983154,0.854704,0.983154,0.854704,0.990723,0.971191,0.984131,0.971191,0.983154,0.854704,0.977783,0.971191,0.973877,0.854948,0.977783,0.971191,0.983154,0.854704,0.984131,0.971191,0.964843,0.001709,0.962402,0.117937,0.959716,0.001709,0.955322,0.117937,0.959716,0.001709,0.962402,0.117937,0.971435,0.001709,0.971679,0.117937,0.964843,0.001709,0.962402,0.117937,0.964843,0.001709,0.971679,0.117937,0.977783,0.001709,0.971679,0.117937,0.971435,0.001709,0.971679,0.117937,0.977783,0.001709,0.980957,0.117937,0.277897,0.941161,0.272038,0.944579,0.271305,0.941894,0.275944,0.939208,0.265934,0.941894,0.265202,0.944579,0.259586,0.941161,0.261295,0.939208,0.256168,0.935286,0.25861,0.934554,0.256168,0.928206,0.25861,0.928939,0.261295,0.9243,0.259586,0.922347,0.265934,0.92137,0.265202,0.918929,0.271305,0.92137,0.272038,0.918929,0.277897,0.922347,0.275944,0.924056,0.281315,0.928206,0.27863,0.928939,0.281315,0.935042,0.27863,0.93431,0.336263,0.837613,0.348714,0.501106,0.340169,0.837858,0.348714,0.501106,0.336263,0.837613,0.347005,0.500862,0.350668,0.501106,0.345296,0.838102,0.348714,0.501106,0.345296,0.838102,0.340169,0.837858,0.348714,0.501106,0.352865,0.501106,0.345296,0.838102,0.350668,0.501106,0.345296,0.838102,0.352865,0.501106,0.350423,0.838102,0.350423,0.838102,0.352865,0.501106,0.35433,0.838102,0.35433,0.501106,0.35433,0.838102,0.352865,0.501106,0.943114,0.36141,0.93994,0.698421,0.937987,0.36141,0.937987,0.698421,0.937987,0.36141,0.93994,0.698421,0.937987,0.36141,0.935775,0.698421,0.932845,0.36141,0.935775,0.698421,0.937987,0.36141,0.937987,0.698421,0.943603,0.698421,0.947997,0.36141,0.947509,0.698421,0.947997,0.36141,0.943603,0.698421,0.946288,0.36141,0.947509,0.698421,0.947997,0.36141,0.95288,0.698421,0.95288,0.698421,0.947997,0.36141,0.94995,0.36141,0.95288,0.698421,0.952148,0.36141,0.958007,0.698421,0.952148,0.36141,0.95288,0.698421,0.94995,0.36141,0.963378,0.233448,0.962402,0.570459,0.958495,0.570459,0.964843,0.233448,0.962402,0.570459,0.963378,0.233448,0.964843,0.233448,0.967773,0.570459,0.962402,0.570459,0.967773,0.570459,0.964843,0.233448,0.967041,0.233448,0.967773,0.570459,0.969238,0.233448,0.9729,0.570459,0.969238,0.233448,0.967773,0.570459,0.967041,0.233448,0.806348,0.453727,0.806348,0.466423,0.803662,0.453727,0.803662,0.453727,0.806348,0.466423,0.803662,0.466423,0.803662,0.453727,0.800977,0.466423,0.800732,0.453727,0.800977,0.466423,0.803662,0.453727,0.803662,0.466423,0.549935,0.710872,0.552132,0.698177,0.552132,0.710872,0.552132,0.698177,0.549935,0.710872,0.549935,0.698177,0.552132,0.698177,0.554818,0.710872,0.552132,0.710872,0.554818,0.710872,0.552132,0.698177,0.554818,0.698177,0.554818,0.710872,0.557504,0.698177,0.557504,0.710872,0.557504,0.698177,0.554818,0.710872,0.554818,0.698177,0.547494,0.710872,0.547494,0.698177,0.549447,0.710872,0.549447,0.710872,0.547494,0.698177,0.549691,0.698421,0.544808,0.710872,0.544808,0.698177,0.547494,0.710872,0.547494,0.710872,0.544808,0.698177,0.547494,0.698177,0.542123,0.710872,0.544808,0.698177,0.544808,0.710872,0.544808,0.698177,0.542123,0.710872,0.541878,0.698177,0.540169,0.710872,0.541878,0.698177,0.542123,0.710872,0.541878,0.698177,0.540169,0.710872,0.539925,0.698421,0.828336,0.453727,0.828336,0.466423,0.82565,0.453727,0.82565,0.466423,0.82565,0.453727,0.828336,0.466423,0.82565,0.453727,0.822721,0.466423,0.822721,0.453727,0.822721,0.466423,0.82565,0.453727,0.82565,0.466423,0.808545,0.453727,0.808545,0.466423,0.806348,0.453727,0.806348,0.453727,0.808545,0.466423,0.806348,0.466423,0.335775,0.815885,0.332845,0.813199,0.335775,0.813199,0.332845,0.813199,0.335775,0.815885,0.332845,0.81564,0.332845,0.81564,0.335775,0.815885,0.332845,0.819059,0.332845,0.819059,0.335775,0.815885,0.335775,0.819059,0.332845,0.819059,0.335775,0.822232,0.332845,0.822477,0.335775,0.822232,0.332845,0.819059,0.335775,0.819059,0.566552,0.816617,0.563622,0.819059,0.563622,0.816617,0.563622,0.819059,0.566552,0.816617,0.566552,0.819059,0.566552,0.819059,0.563622,0.822477,0.563622,0.819059,0.563622,0.822477,0.566552,0.819059,0.566552,0.822477,0.563622,0.822477,0.566552,0.82565,0.563622,0.82565,0.566552,0.82565,0.563622,0.822477,0.566552,0.822477,0.330892,0.647623,0.333577,0.650065,0.330648,0.650065,0.333577,0.650065,0.330892,0.647623,0.333577,0.647623,0.333577,0.650065,0.333577,0.653483,0.330648,0.653483,0.333577,0.650065,0.330648,0.653483,0.330648,0.650065,0.333577,0.656657,0.330648,0.653483,0.333577,0.653483,0.330648,0.653483,0.333577,0.656657,0.330648,0.656657,0.333577,0.659098,0.330892,0.659098,0.333577,0.656657,0.330892,0.659098,0.330648,0.656657,0.333577,0.656657,0.333577,0.66276,0.330648,0.66276,0.333577,0.659586,0.330648,0.66276,0.330648,0.659342,0.333577,0.659586,0.333577,0.665934,0.330648,0.66276,0.333577,0.66276,0.330648,0.66276,0.333577,0.665934,0.330648,0.666178,0.789746,0.457633,0.791211,0.460319,0.789746,0.460563,0.791211,0.460319,0.789746,0.457633,0.791211,0.458122,0.789746,0.457633,0.791211,0.455192,0.792187,0.456168,0.789746,0.457633,0.792187,0.456168,0.791211,0.458122,0.794141,0.455192,0.792187,0.456168,0.791211,0.455192,0.794141,0.455192,0.791211,0.455192,0.793652,0.453727,0.793652,0.453727,0.796338,0.455192,0.794141,0.455192,0.796338,0.455192,0.793652,0.453727,0.796582,0.453727,0.799023,0.455192,0.796338,0.455192,0.796582,0.453727,0.796338,0.455192,0.799023,0.455192,0.798047,0.456168,0.800488,0.457633,0.798047,0.456168,0.799023,0.455192,0.798047,0.456168,0.800488,0.457633,0.799268,0.458122,0.799268,0.458122,0.800488,0.460563,0.799268,0.460319,0.800488,0.460563,0.799268,0.458122,0.800488,0.457633,0.800488,0.460563,0.798047,0.462272,0.799268,0.460319,0.798047,0.462272,0.800488,0.460563,0.799023,0.463249,0.799023,0.463249,0.796582,0.464714,0.796338,0.463249,0.799023,0.463249,0.796338,0.463249,0.798047,0.462272,0.796582,0.464714,0.793652,0.464714,0.794141,0.463249,0.796582,0.464714,0.794141,0.463249,0.796338,0.463249,0.794141,0.463249,0.791211,0.463249,0.792187,0.462272,0.791211,0.463249,0.794141,0.463249,0.793652,0.464714,0.792187,0.462272,0.789746,0.460563,0.791211,0.460319,0.789746,0.460563,0.792187,0.462272,0.791211,0.463249,0.516487,0.708431,0.514046,0.706477,0.515267,0.705989,0.514046,0.706477,0.516487,0.708431,0.515755,0.709407,0.514046,0.702815,0.515267,0.705989,0.514046,0.706477,0.515267,0.705989,0.514046,0.702815,0.515267,0.703304,0.514046,0.702815,0.515755,0.699886,0.516487,0.700862,0.514046,0.702815,0.516487,0.700862,0.515267,0.703304,0.518929,0.699397,0.516487,0.700862,0.515755,0.699886,0.518929,0.699397,0.515755,0.699886,0.518685,0.698177,0.518685,0.698177,0.521859,0.699397,0.518929,0.699397,0.521859,0.699397,0.518685,0.698177,0.522103,0.698177,0.525032,0.699886,0.521859,0.699397,0.522103,0.698177,0.521859,0.699397,0.525032,0.699886,0.5243,0.700862,0.526741,0.702815,0.5243,0.700862,0.525032,0.699886,0.5243,0.700862,0.526741,0.702815,0.525521,0.703304,0.525521,0.703304,0.526741,0.706477,0.525521,0.705989,0.526741,0.706477,0.525521,0.703304,0.526741,0.702815,0.526741,0.706477,0.5243,0.708431,0.525521,0.705989,0.5243,0.708431,0.526741,0.706477,0.525032,0.709407,0.525032,0.709407,0.522103,0.711116,0.521859,0.709895,0.525032,0.709407,0.521859,0.709895,0.5243,0.708431,0.522103,0.711116,0.518685,0.711116,0.518929,0.709895,0.522103,0.711116,0.518929,0.709895,0.521859,0.709895,0.518929,0.709895,0.515755,0.709407,0.516487,0.708431,0.515755,0.709407,0.518929,0.709895,0.518685,0.711116,0.537972,0.709163,0.534798,0.709651,0.536995,0.708431,0.534798,0.709651,0.537972,0.709163,0.535042,0.710872,0.528695,0.699886,0.532113,0.699397,0.529671,0.700862,0.532113,0.699397,0.528695,0.699886,0.531624,0.698177,0.53431,0.708431,0.532113,0.709651,0.532357,0.708431,0.532113,0.709651,0.53431,0.708431,0.534798,0.709651,0.529671,0.700862,0.532357,0.700862,0.530648,0.701839,0.532357,0.700862,0.529671,0.700862,0.532113,0.699397,0.534798,0.709651,0.531624,0.710872,0.532113,0.709651,0.531624,0.710872,0.534798,0.709651,0.535042,0.710872,0.535042,0.698177,0.532113,0.699397,0.531624,0.698177,0.532113,0.699397,0.535042,0.698177,0.534798,0.699397,0.529671,0.700862,0.52723,0.702815,0.528695,0.699886,0.52723,0.702815,0.529671,0.700862,0.528206,0.703059,0.537972,0.699886,0.534798,0.699397,0.535042,0.698177,0.534798,0.699397,0.537972,0.699886,0.536995,0.700862,0.536995,0.700862,0.53431,0.700862,0.534798,0.699397,0.53431,0.700862,0.536995,0.700862,0.536019,0.701839,0.532113,0.699397,0.534798,0.699397,0.532357,0.700862,0.534798,0.699397,0.53431,0.700862,0.532357,0.700862,0.539681,0.706233,0.536995,0.708431,0.53846,0.705989,0.536995,0.708431,0.539681,0.706233,0.537972,0.709163,0.53846,0.705989,0.536995,0.708431,0.536019,0.707454,0.53846,0.705989,0.536019,0.707454,0.536995,0.705501,0.531624,0.710872,0.528695,0.709163,0.532113,0.709651,0.532113,0.709651,0.528695,0.709163,0.529671,0.708431,0.529671,0.708431,0.532357,0.708431,0.532113,0.709651,0.532357,0.708431,0.529671,0.708431,0.530648,0.707454,0.53431,0.708431,0.536995,0.708431,0.534798,0.709651,0.536995,0.708431,0.53431,0.708431,0.536019,0.707454,0.52723,0.702815,0.528206,0.705989,0.52723,0.706233,0.528206,0.705989,0.52723,0.702815,0.528206,0.703059,0.53846,0.703304,0.539681,0.706233,0.53846,0.705989,0.539681,0.706233,0.53846,0.703304,0.539681,0.702815,0.528695,0.709163,0.528206,0.705989,0.529671,0.708431,0.528206,0.705989,0.528695,0.709163,0.52723,0.706233,0.53846,0.703304,0.537972,0.699886,0.539681,0.702815,0.537972,0.699886,0.53846,0.703304,0.536995,0.700862,0.53846,0.703304,0.536995,0.705501,0.536995,0.703548,0.536995,0.705501,0.53846,0.703304,0.53846,0.705989,0.530648,0.701839,0.528206,0.703059,0.529671,0.700862,0.528206,0.703059,0.530648,0.701839,0.529671,0.703548,0.529671,0.703548,0.528206,0.705989,0.528206,0.703059,0.528206,0.705989,0.529671,0.703548,0.529671,0.705501,0.536995,0.703548,0.536995,0.700862,0.53846,0.703304,0.536995,0.700862,0.536995,0.703548,0.536019,0.701839,0.528206,0.705989,0.530648,0.707454,0.529671,0.708431,0.530648,0.707454,0.528206,0.705989,0.529671,0.705501,0.533333,0.704524,0.53431,0.700862,0.536019,0.701839,0.532357,0.700862,0.536995,0.703548,0.536995,0.705501,0.536019,0.707454,0.53431,0.708431,0.532357,0.708431,0.530648,0.707454,0.529671,0.705501,0.529671,0.703548,0.530648,0.701839,0.767041,0.95581,0.766308,0.947753,0.774121,0.947753,0.767041,0.95581,0.774121,0.947753,0.775097,0.95581,0.767041,0.939452,0.774121,0.947753,0.766308,0.947753,0.774121,0.947753,0.767041,0.939452,0.775097,0.939452,0.800977,0.947509,0.800977,0.939452,0.809277,0.939452,0.809033,0.947509,0.800977,0.95581,0.800977,0.947509,0.809033,0.947509,0.809033,0.947509,0.809277,0.95581,0.800977,0.95581,0.740169,0.939452,0.746761,0.947753,0.738949,0.947753,0.746761,0.947753,0.740169,0.939452,0.747738,0.939696,0.740169,0.95581,0.738949,0.947753,0.746761,0.947753,0.740169,0.95581,0.746761,0.947753,0.747738,0.95581,0.783886,0.939452,0.792187,0.947753,0.783886,0.947753,0.792187,0.947753,0.783886,0.939452,0.792187,0.939452,0.783886,0.947753,0.792187,0.95581,0.783886,0.95581,0.792187,0.947753,0.523079,0.95996,0.523079,0.922347,0.528939,0.959228,0.528939,0.959228,0.523079,0.922347,0.528939,0.921859,0.517464,0.959228,0.523079,0.922347,0.523079,0.95996,0.517464,0.921859,0.918196,0.707454,0.918196,0.668376,0.924056,0.707454,0.924056,0.668376,0.924056,0.707454,0.918196,0.668376,0.912337,0.707454,0.918196,0.668376,0.918196,0.707454,0.918196,0.668376,0.912337,0.707454,0.912337,0.668376,0.476921,0.926009,0.471061,0.961669,0.471061,0.925277,0.471061,0.961669,0.476921,0.926009,0.476921,0.962646,0.471061,0.925277,0.471061,0.961669,0.465202,0.926009,0.465202,0.926009,0.471061,0.961669,0.465202,0.962646,0.493034,0.921859,0.493034,0.960693,0.487175,0.921859,0.487175,0.921859,0.493034,0.960693,0.487175,0.960693,0.487175,0.921859,0.481559,0.960693,0.481559,0.921859,0.481559,0.960693,0.487175,0.921859,0.487175,0.960693,0.457633,0.927962,0.446891,0.932357,0.451286,0.927962,0.461784,0.932601,0.446891,0.93872,0.446891,0.932357,0.461784,0.932601,0.446891,0.932357,0.457633,0.927962,0.461784,0.938964,0.451286,0.943359,0.461784,0.932601,0.451286,0.943359,0.461784,0.938964,0.457633,0.943359,0.446891,0.93872,0.461784,0.932601,0.451286,0.943359,0.443961,0.93994,0.446891,0.932357,0.446891,0.93872,0.443961,0.93994,0.443961,0.931136,0.446891,0.932357,0.947997,0.947509,0.945312,0.940185,0.947997,0.938964,0.945312,0.940185,0.947997,0.947509,0.945312,0.946532,0.443961,0.93994,0.451286,0.943359,0.450065,0.946288,0.451286,0.943359,0.443961,0.93994,0.446891,0.93872,0.947997,0.947509,0.941161,0.951171,0.945312,0.946532,0.947997,0.947509,0.942382,0.954101,0.941161,0.951171,0.450065,0.946288,0.457633,0.943359,0.45861,0.946288,0.457633,0.943359,0.450065,0.946288,0.451286,0.943359,0.942382,0.954101,0.934066,0.954589,0.935286,0.951659,0.942382,0.954101,0.935286,0.951659,0.941161,0.951171,0.457633,0.943359,0.461784,0.938964,0.464714,0.940185,0.457633,0.943359,0.464714,0.940185,0.45861,0.946288,0.935286,0.951659,0.92845,0.94873,0.931136,0.947265,0.92845,0.94873,0.935286,0.951659,0.934066,0.954589,0.464714,0.93138,0.464714,0.940185,0.461784,0.938964,0.464714,0.93138,0.461784,0.938964,0.461784,0.932601,0.92845,0.93994,0.931136,0.947265,0.92845,0.94873,0.931136,0.947265,0.92845,0.93994,0.931136,0.941161,0.464714,0.93138,0.457633,0.927962,0.45861,0.925032,0.457633,0.927962,0.464714,0.93138,0.461784,0.932601,0.92845,0.93994,0.934066,0.933577,0.935286,0.936263,0.92845,0.93994,0.935286,0.936263,0.931136,0.941161,0.451286,0.927962,0.45861,0.925032,0.457633,0.927962,0.45861,0.925032,0.451286,0.927962,0.450065,0.925032,0.941161,0.936019,0.935286,0.936263,0.934066,0.933577,0.941161,0.936019,0.934066,0.933577,0.942382,0.933089,0.443961,0.931136,0.450065,0.925032,0.451286,0.927962,0.443961,0.931136,0.451286,0.927962,0.446891,0.932357,0.947997,0.938964,0.941161,0.936019,0.942382,0.933089,0.941161,0.936019,0.947997,0.938964,0.945312,0.940185,0.758007,0.95581,0.757275,0.947753,0.765087,0.947753,0.758007,0.95581,0.765087,0.947753,0.766064,0.95581,0.758007,0.939452,0.765087,0.947753,0.757275,0.947753,0.765087,0.947753,0.758007,0.939452,0.766064,0.939452,0.809522,0.947509,0.809522,0.939452,0.817838,0.939452,0.817594,0.947509,0.809522,0.95581,0.809522,0.947509,0.817594,0.947509,0.817594,0.947509,0.817838,0.95581,0.809522,0.95581,0.177768,0.938964,0.18436,0.947265,0.176547,0.947265,0.18436,0.947265,0.177768,0.938964,0.185336,0.938964,0.177768,0.955322,0.176547,0.947265,0.18436,0.947265,0.177768,0.955322,0.18436,0.947265,0.185336,0.955322,0.792432,0.939452,0.800732,0.947753,0.792432,0.947753,0.800732,0.947753,0.792432,0.939452,0.800732,0.939452,0.792432,0.947753,0.800732,0.95581,0.792432,0.95581,0.800732,0.947753,0.511116,0.95996,0.511116,0.922347,0.516976,0.959228,0.516976,0.959228,0.511116,0.922347,0.516976,0.921859,0.505501,0.959228,0.511116,0.922347,0.511116,0.95996,0.505501,0.921859,0.918196,0.667155,0.918196,0.628336,0.924056,0.667399,0.924056,0.628336,0.924056,0.667399,0.918196,0.628336,0.912337,0.667399,0.918196,0.628336,0.918196,0.667155,0.918196,0.628336,0.912337,0.667399,0.912337,0.628336,0.865202,0.928939,0.859342,0.964599,0.859342,0.927962,0.859342,0.964599,0.865202,0.928939,0.865202,0.965332,0.859342,0.927962,0.859342,0.964599,0.853483,0.928939,0.853483,0.928939,0.859342,0.964599,0.853483,0.965576,0.570459,0.954101,0.570459,0.915267,0.576562,0.954345,0.576562,0.954345,0.570459,0.915267,0.576562,0.915267,0.576562,0.954345,0.582177,0.915267,0.582177,0.954101,0.582177,0.915267,0.576562,0.954345,0.576562,0.915267,0.536751,0.93994,0.54725,0.935531,0.542855,0.93994,0.532357,0.935286,0.54725,0.929183,0.54725,0.935531,0.532357,0.935286,0.54725,0.935531,0.536751,0.93994,0.532357,0.928939,0.542855,0.924544,0.532357,0.935286,0.542855,0.924544,0.532357,0.928939,0.536751,0.924544,0.54725,0.929183,0.532357,0.935286,0.542855,0.924544,0.550179,0.927962,0.54725,0.935531,0.54725,0.929183,0.550179,0.927962,0.550179,0.936751,0.54725,0.935531,0.129671,0.953613,0.126741,0.946288,0.129671,0.944823,0.126741,0.946288,0.129671,0.953613,0.126741,0.952636,0.550179,0.927962,0.542855,0.924544,0.544076,0.921614,0.542855,0.924544,0.550179,0.927962,0.54725,0.929183,0.129671,0.953613,0.122576,0.957275,0.126741,0.952636,0.129671,0.953613,0.123796,0.960204,0.122576,0.957275,0.544076,0.921614,0.536751,0.924544,0.535531,0.921614,0.536751,0.924544,0.544076,0.921614,0.542855,0.924544,0.123796,0.960204,0.11574,0.960449,0.116716,0.957519,0.123796,0.960204,0.116716,0.957519,0.122576,0.957275,0.536751,0.924544,0.532357,0.928939,0.529427,0.927718,0.536751,0.924544,0.529427,0.927718,0.535531,0.921614,0.116716,0.957519,0.10988,0.954589,0.112566,0.953368,0.10988,0.954589,0.116716,0.957519,0.11574,0.960449,0.529427,0.936507,0.529427,0.927718,0.532357,0.928939,0.529427,0.936507,0.532357,0.928939,0.532357,0.935286,0.10988,0.946044,0.112566,0.953368,0.10988,0.954589,0.112566,0.953368,0.10988,0.946044,0.112566,0.947021,0.529427,0.936507,0.536751,0.93994,0.535531,0.94287,0.536751,0.93994,0.529427,0.936507,0.532357,0.935286,0.10988,0.946044,0.11574,0.939452,0.116716,0.942382,0.10988,0.946044,0.116716,0.942382,0.112566,0.947021,0.542855,0.93994,0.535531,0.94287,0.536751,0.93994,0.535531,0.94287,0.542855,0.93994,0.544076,0.94287,0.122576,0.942138,0.116716,0.942382,0.11574,0.939452,0.122576,0.942138,0.11574,0.939452,0.123796,0.938964,0.550179,0.936751,0.544076,0.94287,0.542855,0.93994,0.550179,0.936751,0.542855,0.93994,0.54725,0.935531,0.129671,0.944823,0.122576,0.942138,0.123796,0.938964,0.122576,0.942138,0.129671,0.944823,0.126741,0.946288,0.748959,0.95581,0.747982,0.947753,0.756054,0.947753,0.748959,0.95581,0.756054,0.947753,0.756786,0.95581,0.748959,0.939452,0.756054,0.947753,0.747982,0.947753,0.756054,0.947753,0.748959,0.939452,0.756786,0.939452,0.818082,0.939452,0.826139,0.947509,0.818082,0.947509,0.826139,0.947509,0.818082,0.939452,0.826139,0.939452,0.818082,0.947509,0.826139,0.95581,0.818082,0.95581,0.826139,0.95581,0.818082,0.947509,0.826139,0.947509,0.730892,0.939452,0.737484,0.947753,0.729671,0.947753,0.737484,0.947753,0.730892,0.939452,0.738705,0.939696,0.730892,0.95581,0.729671,0.947753,0.737484,0.947753,0.730892,0.95581,0.737484,0.947753,0.738705,0.95581,0.783642,0.939452,0.775341,0.947753,0.775341,0.939452,0.775341,0.947753,0.783642,0.939452,0.783642,0.947753,0.783642,0.947753,0.775341,0.95581,0.775341,0.947753,0.775341,0.95581,0.783642,0.947753,0.783642,0.95581,0.499138,0.95996,0.499138,0.922347,0.505013,0.959228,0.505013,0.959228,0.499138,0.922347,0.505013,0.921859,0.493523,0.959228,0.499138,0.922347,0.499138,0.95996,0.499138,0.922347,0.493523,0.959228,0.493523,0.921859,0.918196,0.627115,0.918196,0.588281,0.924056,0.627115,0.924056,0.588281,0.924056,0.627115,0.918196,0.588281,0.912337,0.627115,0.912337,0.588281,0.918196,0.627115,0.918196,0.588281,0.918196,0.627115,0.912337,0.588281,0.550668,0.958495,0.556527,0.922591,0.556527,0.959228,0.556527,0.922591,0.550668,0.958495,0.550668,0.921859,0.556527,0.959228,0.556527,0.922591,0.562142,0.958251,0.562142,0.958251,0.556527,0.922591,0.562142,0.921859,0.431495,0.942382,0.437354,0.903304,0.437354,0.942382,0.437354,0.903304,0.431495,0.942382,0.431495,0.903304,0.437354,0.942382,0.442985,0.903304,0.442985,0.942382,0.442985,0.903304,0.437354,0.942382,0.437354,0.903304,0.92137,0.359701,0.910872,0.364096,0.915023,0.359701,0.925765,0.36434,0.910872,0.370443,0.910872,0.364096,0.925765,0.36434,0.910872,0.364096,0.92137,0.359701,0.925765,0.370687,0.915023,0.374838,0.925765,0.36434,0.915023,0.374838,0.925765,0.370687,0.92137,0.375097,0.910872,0.370443,0.925765,0.36434,0.915023,0.374838,0.907942,0.371664,0.910872,0.364096,0.910872,0.370443,0.907942,0.371664,0.907942,0.362875,0.910872,0.364096,0.927718,0.947509,0.925032,0.940185,0.927718,0.938964,0.925032,0.940185,0.927718,0.947509,0.925032,0.946532,0.907942,0.371664,0.915023,0.374838,0.914046,0.377783,0.915023,0.374838,0.907942,0.371664,0.910872,0.370443,0.927718,0.947509,0.920882,0.951171,0.925032,0.946532,0.927718,0.947509,0.922103,0.954101,0.920882,0.951171,0.914046,0.377783,0.92137,0.375097,0.922591,0.378027,0.92137,0.375097,0.914046,0.377783,0.915023,0.374838,0.922103,0.954101,0.913802,0.954589,0.915023,0.951659,0.922103,0.954101,0.915023,0.951659,0.920882,0.951171,0.92137,0.375097,0.925765,0.370687,0.928695,0.371908,0.92137,0.375097,0.928695,0.371908,0.922591,0.378027,0.915023,0.951659,0.908186,0.94873,0.910872,0.947265,0.908186,0.94873,0.915023,0.951659,0.913802,0.954589,0.928695,0.363119,0.928695,0.371908,0.925765,0.370687,0.928695,0.363119,0.925765,0.370687,0.925765,0.36434,0.908186,0.93994,0.910872,0.947265,0.908186,0.94873,0.910872,0.947265,0.908186,0.93994,0.910872,0.941161,0.928695,0.363119,0.92137,0.359701,0.922591,0.356771,0.92137,0.359701,0.928695,0.363119,0.925765,0.36434,0.908186,0.93994,0.913802,0.933577,0.915023,0.936263,0.908186,0.93994,0.915023,0.936263,0.910872,0.941161,0.915023,0.359701,0.922591,0.356771,0.92137,0.359701,0.922591,0.356771,0.915023,0.359701,0.914046,0.356527,0.920882,0.936019,0.915023,0.936263,0.913802,0.933577,0.920882,0.936019,0.913802,0.933577,0.922103,0.933089,0.907942,0.362875,0.914046,0.356527,0.915023,0.359701,0.907942,0.362875,0.915023,0.359701,0.910872,0.364096,0.927718,0.938964,0.920882,0.936019,0.922103,0.933089,0.920882,0.936019,0.927718,0.938964,0.925032,0.940185,0.300603,0.743343,0.257389,0.759228,0.256901,0.743343,0.306706,0.759228,0.840055,0.395117,0.832486,0.423926,0.790234,0.395117,0.790234,0.423926,0.790478,0.45275,0.840055,0.45275,0.48278,0.740169,0.532357,0.740169,0.526497,0.756298,0.482536,0.756298,0.29865,0.726009,0.256901,0.743343,0.256901,0.726009,0.256901,0.743343,0.29865,0.726009,0.300603,0.743343,0.482536,0.756298,0.526497,0.756298,0.524544,0.773388,0.524544,0.773388,0.482536,0.773388,0.482536,0.756298,0.256901,0.708919,0.300603,0.708919,0.29865,0.726009,0.256901,0.726009,0.524544,0.773388,0.482536,0.790478,0.482536,0.773388,0.526497,0.790723,0.257389,0.692805,0.306706,0.692805,0.300603,0.708919,0.256901,0.708919,0.913069,0.185336,0.955322,0.156771,0.955322,0.185336,0.905501,0.156771,0.955322,0.21416,0.905501,0.21416,0.526497,0.790723,0.48278,0.806592,0.482536,0.790478,0.532357,0.806592,0.399268,0.90135,0.415137,0.881086,0.415137,0.899641,0.415137,0.881086,0.399268,0.90135,0.399268,0.882063,0.632731,0.918685,0.658366,0.934554,0.632731,0.934554,0.658366,0.934554,0.632731,0.918685,0.659342,0.918685,0.605859,0.934554,0.632731,0.918685,0.632731,0.934554,0.632731,0.918685,0.605859,0.934554,0.605127,0.918685,0.605127,0.918685,0.605859,0.934554,0.583642,0.918685,0.605859,0.934554,0.585107,0.934554,0.583642,0.918685,0.248829,0.954589,0.247852,0.970703,0.221729,0.954345,0.247852,0.970703,0.221729,0.970459,0.221729,0.954345,0.221729,0.954345,0.195361,0.970703,0.194385,0.954589,0.195361,0.970703,0.221729,0.954345,0.221729,0.970459,0.110857,0.893538,0.112322,0.877668,0.132845,0.893538,0.112322,0.877668,0.133577,0.877668,0.132845,0.893538,0.132845,0.893538,0.133577,0.877668,0.160922,0.893538,0.133577,0.877668,0.160678,0.877668,0.160922,0.893538,0.160922,0.893538,0.186069,0.877668,0.187045,0.893538,0.186069,0.877668,0.160922,0.893538,0.160678,0.877668,0.399268,0.805859,0.415137,0.807568,0.399268,0.827115,0.415137,0.807568,0.415137,0.827848,0.399268,0.827115,0.399268,0.827115,0.415137,0.827848,0.399268,0.854948,0.415137,0.827848,0.415137,0.854704,0.399268,0.854948,0.399268,0.854948,0.415137,0.881086,0.399268,0.882063,0.415137,0.881086,0.399268,0.854948,0.415137,0.854704,0.399268,0.90135,0.383398,0.881086,0.399268,0.882063,0.383398,0.881086,0.399268,0.90135,0.383398,0.899641,0.632731,0.918685,0.658366,0.902571,0.659342,0.918685,0.658366,0.902571,0.632731,0.918685,0.632731,0.902571,0.605859,0.902571,0.632731,0.918685,0.605127,0.918685,0.632731,0.918685,0.605859,0.902571,0.632731,0.902571,0.605859,0.902571,0.583642,0.918685,0.585107,0.902571,0.583642,0.918685,0.605859,0.902571,0.605127,0.918685,0.247852,0.938476,0.221729,0.954345,0.221729,0.938476,0.221729,0.954345,0.247852,0.938476,0.248829,0.954589,0.221729,0.938476,0.221729,0.954345,0.195117,0.938476,0.221729,0.954345,0.194385,0.954589,0.195117,0.938476,0.112322,0.909651,0.132845,0.893538,0.133577,0.909651,0.132845,0.893538,0.112322,0.909651,0.110857,0.893538,0.133577,0.909651,0.160922,0.893538,0.160678,0.909651,0.160922,0.893538,0.133577,0.909651,0.132845,0.893538,0.160678,0.909651,0.160922,0.893538,0.186069,0.909651,0.160922,0.893538,0.187045,0.893538,0.186069,0.909651,0.383398,0.807568,0.399268,0.827115,0.383398,0.827848,0.399268,0.827115,0.383398,0.807568,0.399268,0.805859,0.383398,0.827848,0.399268,0.854948,0.383398,0.854704,0.399268,0.854948,0.383398,0.827848,0.399268,0.827115,0.383398,0.854704,0.399268,0.854948,0.383398,0.881086,0.399268,0.854948,0.399268,0.882063,0.383398,0.881086,0.244923,0.923812,0.221729,0.938476,0.221485,0.923568,0.221729,0.938476,0.244923,0.923812,0.247852,0.938476,0.221485,0.923568,0.221729,0.938476,0.197803,0.923812,0.221729,0.938476,0.195117,0.938476,0.197803,0.923812,0.116716,0.924544,0.112322,0.909651,0.135775,0.924544,0.112322,0.909651,0.133577,0.909651,0.135775,0.924544,0.36849,0.830289,0.383398,0.854704,0.36849,0.854459,0.383398,0.854704,0.36849,0.830289,0.383398,0.827848,0.383398,0.881086,0.36849,0.894759,0.36849,0.878157,0.36849,0.894759,0.383398,0.881086,0.383398,0.899641,0.383398,0.854704,0.36849,0.878157,0.36849,0.854459,0.36849,0.878157,0.383398,0.854704,0.383398,0.881086,0.36849,0.894759,0.356039,0.873259,0.36849,0.878157,0.356039,0.873259,0.36849,0.894759,0.356039,0.886946,0.221485,0.923568,0.201953,0.911116,0.221241,0.911116,0.201953,0.911116,0.221485,0.923568,0.197803,0.923812,0.36849,0.854459,0.356039,0.873259,0.356039,0.854215,0.356039,0.873259,0.36849,0.854459,0.36849,0.878157,0.605859,0.902571,0.608301,0.887678,0.632731,0.902571,0.608301,0.887678,0.632242,0.887678,0.632731,0.902571,0.608301,0.887678,0.585107,0.902571,0.589746,0.887678,0.585107,0.902571,0.608301,0.887678,0.605859,0.902571,0.135775,0.924544,0.160678,0.909651,0.159945,0.924544,0.160678,0.909651,0.135775,0.924544,0.133577,0.909651,0.160678,0.909651,0.18265,0.924544,0.159945,0.924544,0.18265,0.924544,0.160678,0.909651,0.186069,0.909651,0.36849,0.812207,0.383398,0.807568,0.383398,0.827848,0.36849,0.812207,0.383398,0.827848,0.36849,0.830289,0.356039,0.819547,0.36849,0.812207,0.356039,0.83444,0.36849,0.812207,0.36849,0.830289,0.356039,0.83444,0.596826,0.874968,0.608301,0.887678,0.589746,0.887678,0.608301,0.887678,0.596826,0.874968,0.611963,0.874968,0.244923,0.923812,0.221485,0.923568,0.240284,0.911116,0.240284,0.911116,0.221485,0.923568,0.221241,0.911116,0.36849,0.830289,0.36849,0.854459,0.356039,0.83444,0.356039,0.83444,0.36849,0.854459,0.356039,0.854215,0.655192,0.887678,0.632731,0.902571,0.632242,0.887678,0.632731,0.902571,0.655192,0.887678,0.658366,0.902571,0.632242,0.887678,0.63151,0.874968,0.650553,0.874968,0.632242,0.887678,0.650553,0.874968,0.655192,0.887678,0.611963,0.874968,0.632242,0.887678,0.608301,0.887678,0.632242,0.887678,0.611963,0.874968,0.63151,0.874968,0.123552,0.93724,0.135775,0.924544,0.139193,0.93724,0.135775,0.924544,0.123552,0.93724,0.116716,0.924544,0.139193,0.93724,0.159945,0.924544,0.158968,0.93724,0.159945,0.924544,0.139193,0.93724,0.135775,0.924544,0.159945,0.924544,0.177523,0.93724,0.158968,0.93724,0.177523,0.93724,0.159945,0.924544,0.18265,0.924544,0.39292,0.94165,0.365805,0.968994,0.355795,0.951659,0.38291,0.979248,0.355795,0.93138,0.40293,0.979248,0.365805,0.914046,0.38291,0.903792,0.40293,0.903792,0.420264,0.914046,0.43003,0.93138,0.43003,0.951659,0.420264,0.968994,0.39292,0.94165,0.40293,0.903792,0.38291,0.903792,0.415137,0.854704,0.429786,0.878157,0.415137,0.881086,0.429786,0.878157,0.415137,0.854704,0.429786,0.854459,0.442496,0.83444,0.429786,0.854459,0.429786,0.830289,0.429786,0.854459,0.442496,0.83444,0.442496,0.854215,0.429786,0.812207,0.415137,0.827848,0.415137,0.807568,0.415137,0.827848,0.429786,0.812207,0.429786,0.830289,0.429786,0.830289,0.415137,0.854704,0.415137,0.827848,0.415137,0.854704,0.429786,0.830289,0.429786,0.854459,0.415137,0.881086,0.429786,0.894759,0.415137,0.899641,0.429786,0.894759,0.415137,0.881086,0.429786,0.878157,0.632731,0.934554,0.655192,0.949706,0.632242,0.949706,0.655192,0.949706,0.632731,0.934554,0.658366,0.934554,0.605859,0.934554,0.632731,0.934554,0.608301,0.949706,0.608301,0.949706,0.632731,0.934554,0.632242,0.949706,0.160678,0.877668,0.159945,0.86276,0.18265,0.86276,0.160678,0.877668,0.18265,0.86276,0.186069,0.877668,0.159945,0.86276,0.177523,0.849821,0.18265,0.86276,0.177523,0.849821,0.159945,0.86276,0.158968,0.849821,0.429786,0.812207,0.442496,0.83444,0.429786,0.830289,0.442496,0.83444,0.429786,0.812207,0.442496,0.819547,0.244923,0.985595,0.221729,0.970459,0.247852,0.970703,0.221729,0.970459,0.244923,0.985595,0.221729,0.985595,0.221729,0.970459,0.197803,0.985595,0.195361,0.970703,0.197803,0.985595,0.221729,0.970459,0.221729,0.985595,0.589746,0.949706,0.608301,0.949706,0.596826,0.962402,0.596826,0.962402,0.608301,0.949706,0.611963,0.962402,0.240528,0.998779,0.221729,0.985595,0.244923,0.985595,0.221729,0.985595,0.240528,0.998779,0.221241,0.998535,0.221729,0.985595,0.221241,0.998535,0.201953,0.998779,0.221729,0.985595,0.201953,0.998779,0.197803,0.985595,0.608301,0.949706,0.585107,0.934554,0.605859,0.934554,0.585107,0.934554,0.608301,0.949706,0.589746,0.949706,0.112322,0.877668,0.116716,0.86276,0.135775,0.86276,0.112322,0.877668,0.135775,0.86276,0.133577,0.877668,0.135775,0.86276,0.160678,0.877668,0.133577,0.877668,0.160678,0.877668,0.135775,0.86276,0.159945,0.86276,0.116716,0.86276,0.123552,0.849821,0.135775,0.86276,0.123552,0.849821,0.139193,0.849821,0.135775,0.86276,0.429786,0.894759,0.442496,0.873259,0.442496,0.886946,0.442496,0.873259,0.429786,0.894759,0.429786,0.878157,0.139193,0.849821,0.159945,0.86276,0.135775,0.86276,0.159945,0.86276,0.139193,0.849821,0.158968,0.849821,0.442496,0.873259,0.429786,0.854459,0.442496,0.854215,0.429786,0.854459,0.442496,0.873259,0.429786,0.878157,0.63151,0.962402,0.632242,0.949706,0.650309,0.962402,0.632242,0.949706,0.655192,0.949706,0.650309,0.962402,0.611963,0.962402,0.632242,0.949706,0.63151,0.962402,0.632242,0.949706,0.611963,0.962402,0.608301,0.949706,0.88719,0.418799,0.860075,0.391211,0.877424,0.380957,0.850065,0.408545,0.8972,0.380957,0.850065,0.428809,0.914534,0.391211,0.860075,0.446159,0.924544,0.408545,0.924544,0.428809,0.914534,0.446159,0.8972,0.456413,0.877424,0.456413,0.750683,0.453239,0.74847,0.434913,0.755077,0.439078,0.74847,0.434913,0.750683,0.453239,0.737484,0.44567,0.737484,0.44567,0.744808,0.428077,0.74847,0.434913,0.744808,0.428077,0.737484,0.44567,0.730159,0.431739,0.730648,0.416114,0.745052,0.420264,0.744808,0.428077,0.744808,0.428077,0.730159,0.431739,0.730648,0.416114,0.745052,0.420264,0.730648,0.416114,0.738949,0.402686,0.745052,0.420264,0.738949,0.402686,0.749203,0.413672,0.738949,0.402686,0.752636,0.395361,0.749203,0.413672,0.749203,0.413672,0.752636,0.395361,0.756054,0.41001,0.752636,0.395361,0.763867,0.410254,0.756054,0.41001,0.763867,0.410254,0.752636,0.395361,0.768261,0.39585,0.770459,0.414405,0.768261,0.39585,0.781445,0.40415,0.768261,0.39585,0.770459,0.414405,0.763867,0.410254,0.781445,0.40415,0.773877,0.421241,0.770459,0.414405,0.773877,0.421241,0.781445,0.40415,0.788769,0.418067,0.788769,0.418067,0.788281,0.433936,0.773877,0.421241,0.773877,0.421241,0.788281,0.433936,0.773632,0.429053,0.779492,0.446403,0.773632,0.429053,0.788281,0.433936,0.773632,0.429053,0.779492,0.446403,0.769726,0.435645,0.766064,0.453483,0.76289,0.439322,0.769726,0.435645,0.769726,0.435645,0.779492,0.446403,0.766064,0.453483,0.766064,0.453483,0.755077,0.439078,0.76289,0.439322,0.755077,0.439078,0.766064,0.453483,0.750683,0.453239,0.766064,0.453483,0.779492,0.446403,0.76875,0.465934,0.779492,0.446403,0.788769,0.454948,0.76875,0.465934,0.76875,0.465934,0.750683,0.453239,0.766064,0.453483,0.750683,0.453239,0.76875,0.465934,0.746029,0.464958,0.545785,0.624903,0.567041,0.61294,0.572168,0.624903,0.545785,0.624903,0.545296,0.61294,0.567041,0.61294,0.523323,0.61294,0.545785,0.624903,0.518685,0.624903,0.545785,0.624903,0.523323,0.61294,0.545296,0.61294,0.545785,0.624903,0.572168,0.624903,0.546029,0.639078,0.546029,0.639078,0.572168,0.624903,0.575586,0.639078,0.518685,0.624903,0.546029,0.639078,0.515755,0.639078,0.546029,0.639078,0.518685,0.624903,0.545785,0.624903,0.546029,0.639078,0.575586,0.639078,0.546029,0.654215,0.546029,0.654215,0.575586,0.639078,0.576562,0.654459,0.515755,0.639078,0.546029,0.654215,0.514778,0.654459,0.546029,0.654215,0.515755,0.639078,0.546029,0.639078,0.546029,0.654215,0.575586,0.669841,0.546029,0.669596,0.575586,0.669841,0.546029,0.654215,0.576562,0.654459,0.514778,0.654459,0.546029,0.654215,0.515755,0.669841,0.515755,0.669841,0.546029,0.654215,0.546029,0.669596,0.546029,0.669596,0.572412,0.684245,0.545785,0.684001,0.572412,0.684245,0.546029,0.669596,0.575586,0.669841,0.515755,0.669841,0.546029,0.669596,0.518685,0.684245,0.518685,0.684245,0.546029,0.669596,0.545785,0.684001,0.545785,0.684001,0.567041,0.696712,0.545541,0.696468,0.567041,0.696712,0.545785,0.684001,0.572412,0.684245,0.518685,0.684245,0.545785,0.684001,0.523323,0.696712,0.523323,0.696712,0.545785,0.684001,0.545541,0.696468,0.884016,0.156771,0.894759,0.176303,0.881331,0.168978,0.894759,0.176303,0.884016,0.156771,0.903792,0.167758,0.865934,0.169467,0.884016,0.156771,0.881331,0.168978,0.884016,0.156771,0.865934,0.169467,0.861295,0.157748,0.85275,0.177035,0.865934,0.169467,0.863737,0.187549,0.865934,0.169467,0.870329,0.183383,0.863737,0.187549,0.860075,0.194385,0.845426,0.190723,0.85275,0.177035,0.85275,0.177035,0.863737,0.187549,0.860075,0.194385,0.845914,0.206592,0.860075,0.194385,0.860319,0.202197,0.860075,0.194385,0.845914,0.206592,0.845426,0.190723,0.860319,0.202197,0.853971,0.22002,0.845914,0.206592,0.853971,0.22002,0.860319,0.202197,0.864469,0.209033,0.864469,0.209033,0.867887,0.227344,0.853971,0.22002,0.867887,0.227344,0.864469,0.209033,0.871305,0.212696,0.878889,0.212451,0.883284,0.226856,0.867887,0.227344,0.867887,0.227344,0.871305,0.212696,0.878889,0.212451,0.883284,0.226856,0.885481,0.208301,0.896468,0.218555,0.885481,0.208301,0.883284,0.226856,0.878889,0.212451,0.889143,0.201221,0.896468,0.218555,0.885481,0.208301,0.896468,0.218555,0.889143,0.201221,0.903792,0.204639,0.889143,0.201221,0.903304,0.188769,0.903792,0.204639,0.903304,0.188769,0.889143,0.201221,0.888899,0.193408,0.894759,0.176303,0.888899,0.193408,0.884749,0.186801,0.888899,0.193408,0.894759,0.176303,0.903304,0.188769,0.881331,0.168978,0.884749,0.186801,0.878157,0.183139,0.884749,0.186801,0.881331,0.168978,0.894759,0.176303,0.870329,0.183383,0.881331,0.168978,0.878157,0.183139,0.881331,0.168978,0.870329,0.183383,0.865934,0.169467,0.715999,0.931136,0.709895,0.912093,0.724788,0.916243,0.709895,0.912093,0.715999,0.931136,0.705257,0.919661,0.724788,0.916243,0.709895,0.903059,0.725277,0.899153,0.709895,0.903059,0.724788,0.916243,0.709895,0.912093,0.71722,0.884016,0.709895,0.903059,0.705745,0.895247,0.709895,0.903059,0.71722,0.884016,0.725277,0.899153,0.698177,0.890608,0.702571,0.875227,0.705745,0.895247,0.705745,0.895247,0.702571,0.875227,0.71722,0.884016,0.702571,0.875227,0.698177,0.890608,0.68571,0.874723,0.68571,0.874723,0.698177,0.890608,0.689387,0.890364,0.68571,0.874723,0.681804,0.894759,0.670817,0.88304,0.681804,0.894759,0.68571,0.874723,0.689387,0.890364,0.677165,0.902327,0.670817,0.88304,0.681804,0.894759,0.670817,0.88304,0.677165,0.902327,0.662028,0.897688,0.676921,0.911116,0.662028,0.897688,0.677165,0.902327,0.662028,0.897688,0.676921,0.911116,0.66154,0.914778,0.66154,0.914778,0.676921,0.911116,0.669596,0.929915,0.669596,0.929915,0.676921,0.911116,0.681071,0.918929,0.684245,0.938964,0.669596,0.929915,0.681071,0.918929,0.688655,0.923568,0.701106,0.939208,0.688655,0.923568,0.697444,0.923812,0.688655,0.923568,0.701106,0.939208,0.684245,0.938964,0.705257,0.919661,0.701106,0.939208,0.697444,0.923812,0.701106,0.939208,0.705257,0.919661,0.715999,0.931136,0.701106,0.939208,0.680095,0.951904,0.684245,0.938964,0.680095,0.951904,0.701106,0.939208,0.70428,0.952392,0.701106,0.939208,0.715999,0.931136,0.725277,0.940673,0.701106,0.939208,0.725277,0.940673,0.70428,0.952392,0.563867,0.727962,0.563867,0.698909,0.577295,0.703792,0.577295,0.703792,0.577295,0.727474,0.563867,0.727962,0.563867,0.727962,0.577295,0.750683,0.563867,0.756298,0.577295,0.750683,0.563867,0.727962,0.577295,0.727474,0.563867,0.76289,0.577295,0.78706,0.563867,0.786572,0.577295,0.78706,0.563867,0.76289,0.577295,0.758007,0.563867,0.786572,0.577295,0.78706,0.563867,0.809766,0.577295,0.78706,0.577295,0.815396,0.563867,0.809766,0.927474,0.854704,0.948486,0.867155,0.93138,0.867399,0.948486,0.867155,0.927474,0.854704,0.951415,0.854215,0.948486,0.867155,0.972656,0.865934,0.963378,0.875471,0.972656,0.865934,0.948486,0.867155,0.951415,0.854215,0.972168,0.89012,0.957031,0.89427,0.963378,0.875471,0.963378,0.875471,0.957031,0.89427,0.952392,0.886702,0.957275,0.903059,0.972168,0.89012,0.972656,0.90721,0.972168,0.89012,0.957275,0.903059,0.957031,0.89427,0.957275,0.903059,0.964355,0.922347,0.953124,0.910872,0.964355,0.922347,0.957275,0.903059,0.972656,0.90721,0.953124,0.910872,0.94995,0.931136,0.945556,0.915511,0.94995,0.931136,0.953124,0.910872,0.964355,0.922347,0.932845,0.931624,0.945556,0.915511,0.94995,0.931136,0.945556,0.915511,0.932845,0.931624,0.936751,0.915755,0.928939,0.91136,0.932845,0.931624,0.917952,0.923323,0.932845,0.931624,0.928939,0.91136,0.936751,0.915755,0.917952,0.923323,0.924544,0.903792,0.928939,0.91136,0.909163,0.908675,0.924544,0.903792,0.909163,0.908675,0.9243,0.895003,0.909163,0.908675,0.908675,0.891585,0.9243,0.895003,0.916976,0.876448,0.9243,0.895003,0.908675,0.891585,0.9243,0.895003,0.916976,0.876448,0.92845,0.88719,0.93138,0.867399,0.92845,0.88719,0.916976,0.876448,0.92845,0.88719,0.93138,0.867399,0.936019,0.882551,0.936019,0.882551,0.948486,0.867155,0.944823,0.882307,0.948486,0.867155,0.936019,0.882551,0.93138,0.867399,0.944823,0.882307,0.948486,0.867155,0.952392,0.886702,0.948486,0.867155,0.963378,0.875471,0.952392,0.886702,0.709895,0.912093,0.705257,0.919661,0.693538,0.90721,0.709895,0.903059,0.709895,0.912093,0.693538,0.90721,0.705745,0.895247,0.709895,0.903059,0.693538,0.90721,0.698177,0.890608,0.705745,0.895247,0.693538,0.90721,0.689387,0.890364,0.698177,0.890608,0.693538,0.90721,0.681804,0.894759,0.689387,0.890364,0.693538,0.90721,0.677165,0.902327,0.681804,0.894759,0.693538,0.90721,0.676921,0.911116,0.677165,0.902327,0.693538,0.90721,0.681071,0.918929,0.676921,0.911116,0.693538,0.90721,0.688655,0.923568,0.681071,0.918929,0.693538,0.90721,0.697444,0.923812,0.688655,0.923568,0.693538,0.90721,0.705257,0.919661,0.697444,0.923812,0.693538,0.90721,0.952392,0.886702,0.957031,0.89427,0.940917,0.898909,0.957031,0.89427,0.957275,0.903059,0.940917,0.898909,0.957275,0.903059,0.953124,0.910872,0.940917,0.898909,0.953124,0.910872,0.945556,0.915511,0.940917,0.898909,0.945556,0.915511,0.936751,0.915755,0.940917,0.898909,0.936751,0.915755,0.928939,0.91136,0.940917,0.898909,0.928939,0.91136,0.924544,0.903792,0.940917,0.898909,0.924544,0.903792,0.9243,0.895003,0.940917,0.898909,0.9243,0.895003,0.92845,0.88719,0.940917,0.898909,0.92845,0.88719,0.936019,0.882551,0.940917,0.898909,0.936019,0.882551,0.944823,0.882307,0.940917,0.898909,0.944823,0.882307,0.952392,0.886702,0.940917,0.898909,0.809277,0.465446,0.81564,0.455924,0.81564,0.466911,0.81564,0.455924,0.809277,0.465446,0.808789,0.453727,0.948486,0.935042,0.955077,0.949706,0.948486,0.94995,0.955077,0.949706,0.948486,0.935042,0.955077,0.933333,0.948486,0.965332,0.955077,0.949706,0.955077,0.966552,0.955077,0.949706,0.948486,0.965332,0.948486,0.94995,0.948486,0.977295,0.955077,0.966552,0.955077,0.979492,0.955077,0.966552,0.948486,0.977295,0.948486,0.965332,0.932357,0.428321,0.932357,0.444694,0.925765,0.429786,0.925765,0.429786,0.932357,0.444694,0.925765,0.444938,0.932357,0.444694,0.925765,0.460075,0.925765,0.444938,0.925765,0.460075,0.932357,0.444694,0.932357,0.46154,0.841032,0.397314,0.847623,0.395117,0.847623,0.408545,0.841032,0.397314,0.847623,0.408545,0.841032,0.409766,0.847623,0.408545,0.847623,0.425635,0.841032,0.409766,0.841032,0.409766,0.847623,0.425635,0.841032,0.425147,0.847623,0.425635,0.841032,0.439811,0.841032,0.425147,0.841032,0.439811,0.847623,0.425635,0.847623,0.44152,0.57705,0.904524,0.570459,0.906477,0.570947,0.893782,0.57705,0.904524,0.570947,0.893782,0.57705,0.892561,0.32137,0.768017,0.332113,0.777295,0.316243,0.7729,0.328939,0.783642,0.316243,0.7729,0.332113,0.777295,0.541878,0.726497,0.557259,0.722103,0.546761,0.731624,0.557259,0.722103,0.541878,0.726497,0.554086,0.715999,0.32137,0.768017,0.306706,0.759228,0.313069,0.75581,0.306706,0.759228,0.32137,0.768017,0.316243,0.7729,0.532357,0.740169,0.546761,0.731624,0.53846,0.743832,0.546761,0.731624,0.532357,0.740169,0.541878,0.726497,0.313069,0.75581,0.300603,0.743343,0.307683,0.74139,0.300603,0.743343,0.313069,0.75581,0.306706,0.759228,0.526497,0.756298,0.53846,0.743832,0.533333,0.758007,0.53846,0.743832,0.526497,0.756298,0.532357,0.740169,0.307683,0.74139,0.29865,0.726009,0.30573,0.726009,0.29865,0.726009,0.307683,0.74139,0.300603,0.743343,0.524544,0.773388,0.533333,0.758007,0.531624,0.773388,0.533333,0.758007,0.524544,0.773388,0.526497,0.756298,0.29865,0.726009,0.307683,0.710628,0.30573,0.726009,0.307683,0.710628,0.29865,0.726009,0.300603,0.708919,0.533333,0.788769,0.524544,0.773388,0.531624,0.773388,0.524544,0.773388,0.533333,0.788769,0.526497,0.790723,0.300603,0.708919,0.313069,0.696468,0.307683,0.710628,0.313069,0.696468,0.300603,0.708919,0.306706,0.692805,0.53846,0.803174,0.526497,0.790723,0.533333,0.788769,0.526497,0.790723,0.53846,0.803174,0.532357,0.806592,0.306706,0.692805,0.32137,0.684245,0.313069,0.696468,0.32137,0.684245,0.306706,0.692805,0.316243,0.679118,0.546761,0.815396,0.532357,0.806592,0.53846,0.803174,0.532357,0.806592,0.546761,0.815396,0.541878,0.820279,0.316243,0.679118,0.332113,0.674723,0.32137,0.684245,0.332113,0.674723,0.316243,0.679118,0.328939,0.66862,0.546761,0.815396,0.557259,0.824674,0.541878,0.820279,0.554086,0.831022,0.541878,0.820279,0.557259,0.824674,0.822477,0.453727,0.822477,0.464714,0.816373,0.455192,0.816373,0.455192,0.822477,0.464714,0.815885,0.466911,0.868132,0.944335,0.874968,0.929671,0.874968,0.944579,0.874968,0.929671,0.868132,0.944335,0.868132,0.928206,0.868132,0.961181,0.868132,0.944335,0.874968,0.960204,0.874968,0.960204,0.868132,0.944335,0.874968,0.944579,0.874968,0.971923,0.868132,0.974365,0.868132,0.961181,0.874968,0.971923,0.868132,0.961181,0.874968,0.960204,0.167758,0.940673,0.160678,0.955566,0.160922,0.939208,0.160678,0.955566,0.167758,0.940673,0.167514,0.95581,0.167514,0.95581,0.167758,0.970947,0.160678,0.955566,0.160678,0.955566,0.167758,0.970947,0.160922,0.972412,0.925765,0.424903,0.932357,0.413672,0.932357,0.4271,0.932357,0.413672,0.925765,0.424903,0.925765,0.412451,0.925765,0.412451,0.932357,0.396582,0.932357,0.413672,0.932357,0.396582,0.925765,0.412451,0.925765,0.396826,0.925765,0.382177,0.932357,0.396582,0.925765,0.396826,0.932357,0.396582,0.925765,0.382177,0.932357,0.380713,0.847623,0.44445,0.84152,0.455192,0.841032,0.442496,0.84152,0.455192,0.847623,0.44445,0.847623,0.456413,0.188525,0.869841,0.214405,0.869841,0.214405,0.875227,0.188525,0.875227,0.289372,0.918929,0.289372,0.945068,0.282048,0.945068,0.282048,0.918929,0.296941,0.945068,0.289372,0.918929,0.296941,0.918929,0.289372,0.945068,0.296941,0.945068,0.296941,0.918929,0.3028,0.918929,0.3028,0.945068,0.130159,0.965332,0.130159,0.938964,0.137484,0.939208,0.137484,0.965332,0.137484,0.965332,0.137484,0.939208,0.145052,0.939208,0.145052,0.965332,0.874723,0.873991,0.874723,0.90013,0.86862,0.90013,0.86862,0.873991,0.86862,0.873991,0.86862,0.90013,0.860807,0.90013,0.860807,0.873991,0.860807,0.873991,0.860807,0.90013,0.853727,0.90013,0.853727,0.873991,0.214405,0.848844,0.188525,0.854704,0.188525,0.848844,0.214405,0.854704,0.188525,0.854704,0.214405,0.854704,0.214405,0.862272,0.188525,0.862272,0.188525,0.862272,0.214405,0.862272,0.214405,0.869841,0.188525,0.869841,0.214405,0.902083,0.188525,0.896712,0.214405,0.896712,0.188525,0.902083,0.316976,0.945068,0.316976,0.918929,0.3243,0.918929,0.3243,0.945068,0.309148,0.945068,0.309148,0.918929,0.316976,0.918929,0.316976,0.945068,0.303288,0.945068,0.309148,0.918929,0.309148,0.945068,0.303288,0.918929,0.152865,0.939208,0.145541,0.965332,0.145541,0.938964,0.152865,0.965332,0.160433,0.939208,0.152865,0.965332,0.152865,0.939208,0.160433,0.965332,0.874723,0.900862,0.874723,0.926986,0.86862,0.926986,0.86862,0.900862,0.860807,0.926986,0.86862,0.900862,0.86862,0.926986,0.860807,0.900862,0.853727,0.926986,0.860807,0.900862,0.860807,0.926986,0.853727,0.900862,0.214405,0.881575,0.188525,0.875959,0.214405,0.875959,0.188525,0.881575,0.214405,0.889387,0.188525,0.881575,0.214405,0.881575,0.188525,0.889387,0.214405,0.896712,0.188525,0.889387,0.214405,0.889387,0.188525,0.896712],"indices":[0,1,2,1,0,3,3,0,4,4,0,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,34,33,36,33,35,37,33,37,38,39,40,41,39,41,42,39,42,43,43,42,44,45,46,47,48,49,50,51,52,53,51,53,54,55,56,57,55,57,58,59,60,61,60,59,62,60,62,63,64,65,66,67,68,69,70,71,72,70,72,73,73,72,74,73,74,75,73,75,76,73,76,77,76,75,78,78,75,79,78,79,80,78,80,81,81,80,82,82,80,70,82,70,73,82,73,77,83,84,85,84,83,86,84,86,87,87,86,88,83,85,89,83,89,90,89,85,91,91,85,92,91,92,93,91,93,94,95,96,97,97,96,98,99,100,101,102,103,104,105,106,107,108,109,110,108,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,136,138,139,140,141,142,141,140,143,144,145,146,145,144,147,148,149,150,149,148,151,152,153,154,152,154,155,156,157,158,157,156,159,157,159,160,160,159,161,160,161,162,162,161,163,164,165,166,164,166,167,167,166,168,165,164,169,165,169,170,170,169,171,172,173,174,175,176,177,178,179,180,179,178,181,182,183,184,185,186,187,188,189,190,189,188,191,191,188,192,191,192,193,194,195,196,195,194,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,235,234,237,234,236,238,238,236,239,240,241,242,243,244,245,246,247,248,249,250,251,250,249,252,253,254,255,253,255,256,257,258,259,257,259,260,257,260,261,261,260,262,263,264,265,263,265,266,267,268,269,267,269,270,271,272,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,307,309,310,311,312,313,314,315,316,317,318,319,318,317,320,321,322,323,322,321,324,325,326,327,325,327,328,329,330,331,330,329,332,333,334,335,333,335,336,337,338,339,338,337,340,341,342,343,341,343,344,345,346,347,345,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,367,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,392,393,394,395,396,397,398,399,400,401,402,403,404,405,406,407,408,409,410,411,412,413,414,415,416,417,418,419,420,421,422,423,424,425,426,427,428,429,430,431,432,433,434,435,436,437,438,439,440,441,442,443,444,445,446,447,448,449,450,451,452,453,454,455,456,457,458,459,457,459,460,461,462,463,464,465,466,467,468,469,470,471,472,473,474,475,476,477,478,479,480,481,479,481,482,483,484,485,486,487,488,489,490,491,492,493,494,495,496,497,498,499,500,501,502,503,504,505,506,507,508,509,510,511,512,513,514,515,516,517,518,519,520,521,522,523,524,525,526,527,528,529,530,531,532,533,534,535,536,537,538,539,540,541,542,543,544,545,546,547,548,549,550,551,552,553,554,555,556,557,558,559,560,561,562,563,561,563,564,565,566,567,565,567,568,569,570,571,570,569,572,573,574,575,574,573,576,577,578,579,578,577,580,581,582,583,584,585,586,587,588,589,590,591,592,593,594,595,596,597,598,599,600,601,599,601,602,603,604,605,603,605,606,607,608,609,607,609,610,611,612,613,612,611,614,615,616,617,618,619,620,621,622,623,622,621,624,625,626,627,625,627,628,629,630,631,630,629,632,633,634,635,633,635,636,637,638,639,638,637,640,641,642,643,641,643,644,645,646,647,646,645,648,649,650,651,652,653,654,655,656,657,656,655,658,659,660,661,659,661,662,663,664,665,666,667,668,669,670,671,671,670,672,670,669,673,673,669,674,673,674,675,673,675,676,677,678,679,680,681,677,680,677,682,680,682,683,684,685,686,687,688,689,688,687,690,690,687,691,691,687,692,693,694,695,696,697,698,699,700,701,702,703,704,705,706,707,708,709,710,711,712,713,714,715,716,715,714,717,718,719,720,718,720,721,718,721,722,722,721,723,722,723,724,724,723,725,726,727,728,727,726,729,726,728,730,730,728,731,730,731,732,732,731,733,734,735,736,734,736,737,736,735,738,738,735,739,740,741,742,740,742,743,744,745,746,747,748,749,750,751,752,751,750,753,754,755,756,755,754,757,758,759,760,761,762,763,764,765,766,767,768,769,770,771,772,773,774,775,776,777,778,779,780,781,782,783,784,785,786,787,788,789,790,791,792,793,794,795,796,797,798,799,800,801,802,803,804,805,806,807,808,809,810,811,812,813,814,815,816,817,818,819,820,821,822,823,824,825,826,827,828,829,830,831,832,830,832,833,832,831,834,834,831,835,834,835,836,834,836,837,837,836,838,837,838,839,839,838,840,839,840,841,841,840,842,842,840,843,842,843,844,844,843,845,844,845,846,846,845,847,846,847,848,846,848,849,849,848,850,849,850,851,851,850,852,851,852,853,853,852,833,833,852,830,854,855,856,857,858,859,860,861,862,863,864,865,866,867,868,869,870,871,872,873,874,875,876,877,878,879,880,881,882,883,884,885,886,887,888,889,890,891,892,893,894,895,896,897,898,899,900,901,902,903,904,905,906,907,908,909,910,911,912,913,914,915,916,917,918,919,920,921,922,923,924,925,926,927,928,929,930,931,932,933,934,935,936,937,938,939,940,941,942,943,944,945,946,947,948,949,950,951,952,953,954,955,956,957,958,959,960,961,962,963,964,965,966,967,968,969,970,971,972,973,974,975,976,977,978,979,980,981,982,983,984,985,986,987,988,989,990,991,992,993,994,995,996,997,998,999,1000,1001,1002,1003,1004,1005,1006,1007,1008,1009,1010,1011,1012,1013,1014,1015,1016,1017,1018,1019,1020,1021,1022,1023,1024,1025,1026,1027,1028,1029,1030,1031,1032,1033,1034,1035,1036,1037,1038,1039,1040,1041,1042,1043,1044,1045,1046,1047,1048,1049,1050,1051,1052,1053,1054,1055,1056,1057,1058,1059,1060,1061,1062,1063,1064,1065,1066,1067,1068,1069,1070,1071,1072,1073,1074,1075,1076,1077,1078,1079,1080,1081,1082,1083,1084,1085,1086,1087,1088,1089,1090,1091,1092,1093,1094,1095,1096,1097,1098,1099,1100,1101,1102,1103,1104,1105,1106,1107,1108,1109,1110,1111,1112,1113,1114,1115,1116,1117,1118,1119,1120,1121,1122,1123,1124,1125,1126,1127,1128,1129,1130,1131,1132,1133,1134,1135,1136,1137,1138,1139,1140,1141,1142,1143,1144,1145,1146,1147,1148,1149,1150,1151,1152,1153,1154,1155,1156,1157,1158,1159,1160,1161,1162,1163,1164,1165,1166,1167,1168,1169,1170,1171,1172,1173,1174,1175,1176,1177,1178,1179,1180,1181,1182,1183,1184,1185,1186,1187,1188,1189,1190,1191,1192,1193,1194,1195,1196,1197,1198,1199,1200,1201,1202,1203,1204,1205,1206,1207,1208,1209,1210,1211,1212,1213,1214,1215,1216,1217,1218,1219,1220,1221,1222,1223,1224,1225,1226,1227,1228,1229,1230,1231,1232,1233,1234,1235,1236,1237,1238,1239,1240,1241,1242,1243,1244,1245,1246,1247,1248,1249,1250,1251,1252,1253,1254,1255,1256,1257,1258,1259,1260,1261,1262,1263,1264,1265,1266,1267,1268,1269,1270,1271,1272,1273,1274,1275,1276,1277,1278,1279,1280,1281,1282,1283,1284,1285,1286,1287,1288,1289,1290,1291,1292,1293,1294,1295,1296,1297,1298,1299,1300,1301,1302,1303,1304,1305,1306,1307,1308,1309,1310,1311,1312,1313,1314,1315,1316,1317,1318,1319,1320,1321,1322,1323,1324,1325,1326,1327,1328,1329,1330,1331,1332,1333,1334,1335,1336,1337,1338,1339,1340,1341,1342,1343,1344,1345,1346,1347,1348,1349,1350,1351,1352,1353,1354,1355,1356,1357,1358,1359,1360,1359,1358,1361,1358,1360,1362,1358,1362,1363,1358,1363,1364,1358,1364,1365,1358,1365,1366,1358,1366,1367,1358,1367,1368,1358,1368,1369,1358,1369,1370,1358,1370,1361,1371,1372,1373,1374,1375,1376,1377,1378,1379,1380,1381,1382,1383,1384,1385,1383,1385,1386,1387,1388,1389,1390,1391,1392,1393,1394,1395,1396,1397,1398,1399,1400,1401,1402,1403,1404,1405,1406,1407,1408,1409,1410,1411,1412,1413,1412,1411,1414,1415,1416,1417,1418,1419,1420,1421,1422,1423,1422,1421,1424,1425,1426,1427,1428,1429,1430,1431,1432,1433,1434,1435,1436,1437,1438,1439,1440,1441,1442,1443,1444,1445,1446,1447,1448,1449,1450,1451,1452,1453,1454,1455,1456,1457,1458,1459,1460,1461,1462,1463,1464,1465,1466,1467,1468,1469,1470,1471,1472,1473,1474,1475,1476,1477,1478,1479,1480,1481,1482,1483,1484,1485,1486,1487,1488,1489,1490,1491,1492,1493,1494,1495,1496,1497,1498,1499,1500,1501,1502,1503,1504,1505,1506,1507,1508,1509,1510,1511,1512,1513,1514,1515,1516,1517,1518,1519,1520,1521,1522,1523,1524,1525,1526,1527,1528,1529,1530,1531,1532,1533,1534,1535,1536,1537,1538,1539,1540,1541,1542,1543,1544,1545,1546,1547,1548,1549,1550,1551,1552,1553,1554,1555,1556,1557,1558,1559,1560,1561,1562,1563,1564,1565,1566,1567,1568,1569,1570,1571,1572,1573,1574,1575,1576,1577,1578,1579,1580,1581,1582,1583,1584,1585,1586,1587,1588,1589,1587,1589,1590,1591,1592,1593,1594,1595,1596,1597,1598,1599,1600,1601,1602,1603,1604,1605,1606,1607,1608,1609,1610,1611,1612,1613,1614,1615,1616,1617,1616,1615,1618,1619,1620,1621,1622,1623,1624,1625,1626,1627,1626,1625,1628,1629,1630,1631,1632,1633,1634,1635,1636,1637,1638,1639,1640,1641,1642,1643,1644,1645,1646,1647,1648,1649,1650,1651,1652,1653,1654,1655,1656,1657,1658,1659,1660,1661,1662,1663,1664,1665,1666,1667,1668,1669,1670,1671,1672,1673,1674,1675,1676,1677,1678,1679,1680,1681,1682,1683,1684,1685,1686,1687,1688,1689,1690,1691,1692,1693,1694,1695,1696,1697,1698,1699,1700,1701,1702,1703,1704,1705,1706,1707,1708,1709,1710,1711,1712,1713,1714,1715,1716,1717,1718,1719,1720,1721,1722,1723,1724,1725,1726,1727,1728,1729,1730,1731,1732,1733,1734,1735,1736,1737,1738,1739,1740,1741,1742,1743,1744,1745,1746,1747,1748,1749,1750,1751,1752,1753,1754,1755,1756,1757,1758,1759,1760,1761,1762,1763,1764,1765,1766,1767,1768,1769,1770,1771,1772,1773,1774,1775,1776,1777,1778,1779,1780,1781,1782,1783,1784,1785,1786,1787,1788,1789,1790,1791,1792,1793,1794,1795,1796,1797,1798,1799,1800,1801,1802,1803,1804,1805,1806,1807,1808,1809,1810,1811,1812,1813,1814,1815,1816,1817,1818,1819,1820,1821,1822,1823,1824,1825,1826,1827,1828,1829,1830,1831,1832,1833,1834,1835,1836,1837,1838,1839,1840,1841,1842,1843,1844,1845,1846,1847,1848,1849,1850,1851,1852,1853,1854,1855,1856,1857,1858,1859,1860,1861,1862,1863,1864,1865,1866,1867,1868,1869,1870,1871,1872,1873,1874,1875,1876,1877,1878,1879,1880,1881,1882,1883,1884,1885,1886,1887,1888,1889,1890,1891,1892,1893,1894,1895,1896,1897,1898,1899,1900,1901,1902,1903,1904,1905,1906,1907,1908,1909,1910,1911,1912,1913,1914,1915,1916,1917,1918,1919,1920,1921,1922,1923,1924,1925,1926,1927,1928,1929,1930,1931,1932,1933,1934,1935,1936,1937,1938,1939,1940,1941,1942,1943,1944,1945,1946,1947,1948,1949,1950,1951,1952,1953,1954,1955,1956,1957,1958,1959,1960,1961,1962,1963,1964,1965,1966,1967,1968,1969,1970,1971,1972,1973,1974,1975,1976,1977,1978,1979,1980,1981,1982,1983,1984,1985,1986,1987,1988,1989,1990,1991,1990,1989,1992,1993,1994,1995,1995,1994,1996,1996,1994,1997,1997,1994,1998,1999,2000,2001,1999,2001,2002,2003,2004,2005,2006,2007,2008,2009,2010,2011,2012,2013,2014,2015,2016,2017,2015,2017,2018,2019,2020,2021,2020,2019,2022,2023,2024,2025,2023,2025,2026,2027,2028,2029,2028,2027,2030,2027,2029,2031,2027,2031,2032,2033,2034,2035,2034,2033,2036,2037,2038,2039,2040,2041,2042,2043,2044,2045,2046,2047,2048,2049,2050,2051,2052,2053,2054,2055,2056,2057,2058,2059,2060,2061,2062,2063,2064,2065,2066,2067,2068,2069,2070,2071,2072,2073,2074,2075,2076,2077,2078,2079,2080,2081,2082,2083,2084,2085,2086,2087,2088,2089,2090,2091,2092,2093,2094,2095,2096,2097,2098,2099,2100,2101,2102,2103,2104,2105,2106,2107,2108,2109,2110,2111,2112,2113,2114,2115,2116,2117,2118,2119,2120,2121,2122,2123,2124,2125,2126,2127,2128,2129,2130,2131,2132,2133,2134,2135,2136,2137,2138,2139,2140,2141,2142,2143,2144,2145,2146,2147,2148,2149,2150,2151,2152,2153,2154,2155,2156,2157,2158,2159,2160,2161,2162,2163,2164,2165,2166,2167,2168,2169,2170,2171,2172,2173,2174,2175,2176,2177,2178,2179,2180,2181,2182,2183,2184,2185,2186,2187,2188,2189,2190,2191,2192,2193,2194,2195,2196,2197,2198,2199,2200,2201,2202,2203,2204,2205,2206,2207,2208,2209,2210,2211,2212,2213,2214,2215,2216,2217,2218,2219,2220,2221,2222,2223,2224,2225,2226,2227,2228,2229,2230,2231,2232,2233,2234,2235,2236,2237,2238,2239,2240,2241,2242,2243,2244,2245,2246,2247,2248,2249,2250,2251,2252,2253,2254,2255,2256,2257,2258,2259,2260,2261,2262,2263,2264,2265,2266,2267,2268,2269,2270,2271,2272,2273,2274,2275,2276,2277,2278,2279,2280,2281,2282,2283,2284,2285,2286,2287,2288,2289,2290,2291,2292,2293,2294,2295,2296,2297,2298,2299,2300,2301,2302,2303,2304,2305,2306,2307,2308,2309,2310,2311,2312,2313,2314,2315,2316,2317,2318,2319,2320,2321,2322,2323,2324,2325,2326,2327,2326,2325,2328,2325,2327,2329,2328,2325,2330,2325,2329,2331,2325,2331,2332,2333,2334,2325,2325,2334,2335,2325,2335,2336,2325,2336,2337,2338,2337,2330,2339,2338,2340,2341,2342,2343,2344,2345,2346,2347,2348,2349,2350,2351,2352,2353,2354,2355,2356,2357,2358,2359,2360,2361,2362,2363,2364,2365,2366,2367,2368,2369,2370,2371,2372,2373,2374,2375,2376,2377,2378,2379,2380,2381,2382,2383,2384,2385,2386,2387,2388,2389,2390,2391,2392,2393,2394,2395,2396,2397,2398,2399,2400,2401,2402,2403,2404,2405,2406,2407,2408,2409,2410,2411,2412,2413,2414,2415,2416,2417,2418,2419,2420,2421,2422,2423,2424,2425,2426,2427,2428,2429,2430,2431,2432,2433,2434,2435,2436,2437,2438,2439,2440,2441,2442,2443,2444,2445,2446,2447,2448,2449,2450,2451,2452,2453,2454,2455,2456,2457,2458,2459,2460,2461,2462,2463,2464,2465,2466,2467,2468,2469,2470,2471,2472,2473,2474,2475,2476,2477,2478,2479,2480,2481,2482,2483,2484,2485,2486,2487,2486,2485,2488,2485,2487,2489,2488,2485,2490,2485,2489,2491,2490,2485,2492,2485,2491,2493,2485,2493,2494,2485,2494,2495,2485,2495,2496,2485,2496,2497,2485,2497,2492,2498,2499,2500,2501,2502,2503,2504,2505,2506,2507,2508,2509,2510,2511,2512,2513,2514,2515,2516,2517,2518,2519,2520,2521,2522,2523,2524,2525,2526,2527,2528,2529,2530,2531,2532,2533,2534,2535,2536,2537,2538,2539,2540,2541,2542,2543,2544,2545,2546,2547,2548,2549,2550,2551,2552,2553,2554,2555,2556,2557,2558,2559,2560,2561,2562,2563,2564,2565,2566,2567,2568,2569,2570,2571,2572,2573,2574,2575,2576,2577,2578,2579,2580,2581,2582,2583,2584,2585,2586,2587,2588,2589,2590,2591,2592,2593,2594,2595,2596,2597,2598,2599,2600,2601,2602,2603,2604,2605,2606,2607,2608,2609,2610,2611,2612,2613,2614,2615,2616,2617,2618,2619,2620,2621,2622,2623,2624,2625,2626,2627,2628,2629,2630,2631,2632,2633,2634,2635,2636,2637,2638,2639,2640,2641,2642,2643,2644,2645,2646,2647,2648,2649,2650,2651,2652,2653,2654,2655,2656,2657,2658,2659,2660,2661,2662,2663,2664,2665,2666,2667,2668,2669,2670,2671,2672,2673,2674,2675,2676,2677,2678,2679,2680,2681,2682,2683,2684,2685,2686,2687,2688,2689,2690,2691,2692,2693,2694,2695,2696,2697,2698,2699,2700,2701,2702,2703,2704,2705,2706,2707,2708,2709,2710,2711,2712,2713,2714,2715,2716,2717,2718,2719,2720,2721,2722,2723,2724,2725,2726,2727,2728,2729,2730,2731,2732,2733,2734,2735,2736,2737,2738,2739,2740,2741,2742,2743,2744,2745,2746,2747,2748,2749,2750,2751,2752,2753,2754,2755,2756,2757,2758,2759,2760,2761,2762,2763,2764,2765,2766,2767,2768,2769,2770,2771,2772,2773,2774,2775,2776,2777,2778,2779,2780,2781,2782,2783,2784,2785,2786,2787,2788,2789,2790,2791,2792,2793,2794,2792,2794,2795,2796,2797,2798,2799,2800,2801,2802,2803,2804,2805,2806,2807,2808,2809,2810,2811,2812,2813,2814,2815,2816,2817,2818,2819,2820,2821,2822,2823,2824,2825,2826,2827,2828,2829,2830,2831,2832,2833,2834,2835,2836,2837,2838,2839,2840,2841,2842,2843,2844,2845,2846,2847,2848,2849,2850,2851,2852,2853,2854,2855,2856,2857,2858,2859,2860,2861,2862,2863,2864,2865,2866,2867,2868,2869,2870,2871,2872,2873,2874,2875,2876,2877,2878,2879,2880,2881,2882,2883,2884,2885,2886,2887,2888,2889,2890,2891,2892,2893,2894,2893,2892,2895,2896,2897,2898,2899,2900,2901,2902,2903,2904,2905,2906,2907,2908,2909,2910,2911,2912,2913,2914,2915,2916,2917,2918,2919,2920,2921,2922,2923,2924,2925,2926,2927,2928,2929,2930,2931,2932,2933,2934,2935,2936,2937,2938,2939,2940,2941,2942,2943,2944,2945,2946,2947,2948,2949,2950,2951,2952,2953,2954,2955,2956,2957,2958,2959,2960,2961,2962,2963,2964,2965,2966,2967,2968,2969,2970,2971,2972,2973,2974,2975,2976,2977,2978,2979,2980,2981,2982,2983,2984,2985,2986,2987,2988,2989,2990,2991,2992,2993,2994,2995,2996,2997,2998,2999,3000,3001,3002,3003,3004,3005,3006,3007,3008,3009,3010,3011,3012,3013,3014,3015,3016,3017,3018,3019,3020,3021,3022,3023,3024,3025,3026,3027,3028,3029,3030,3031,3032,3033,3034,3035,3036,3037,3038,3039,3040,3041,3042,3043,3044,3045,3046,3047,3048,3049,3050,3051,3052,3053,3054,3055,3056,3057,3058,3059,3060,3061,3062,3063,3064,3065,3066,3067,3068,3069,3070,3071,3072,3073,3074,3075,3076,3077,3078,3079,3080,3081,3082,3083,3084,3085,3086,3087,3088,3089,3090,3091,3092,3093,3094,3095,3096,3097,3098,3099,3100,3101,3102,3103,3104,3105,3106,3107,3108,3109,3110,3111,3112,3113,3114,3115,3116,3117,3118,3119,3120,3121,3122,3123,3124,3125,3126,3127,3128,3129,3130,3131,3132,3133,3134,3135,3136,3137,3138,3139,3140,3141,3142,3143,3144,3145,3146,3147,3148,3149,3150,3151,3152,3153,3154,3155,3156,3157,3158,3159,3160,3161,3162,3163,3164,3165,3166,3167,3168,3169,3170,3171,3172,3173,3174,3175,3176,3177,3178,3179,3180,3181,3182,3183,3184,3185,3186,3187,3188,3189,3190,3191,3192,3193,3194,3195,3196,3197,3198,3199,3200,3201,3202,3203,3204,3205,3206,3207,3208,3209,3210,3211,3212,3213,3214,3215,3216,3214,3216,3217,3218,3219,3220,3218,3220,3221,3222,3223,3224,3223,3222,3225,3226,3227,3228,3226,3228,3229,3230,3231,3232,3230,3232,3233,3234,3235,3236,3234,3236,3237,3238,3239,3240,3238,3240,3241,3242,3243,3244,3242,3244,3245,3246,3247,3248,3246,3248,3249,3250,3251,3252,3251,3250,3253,3254,3255,3256,3254,3256,3257,3258,3259,3260,3258,3260,3261,3262,3263,3264,3263,3262,3265,3266,3267,3268,3266,3268,3269,3270,3271,3272,3270,3272,3273,3274,3275,3276,3275,3274,3277,3278,3279,3280,3279,3278,3281,3282,3283,3284,3283,3282,3285,3286,3287,3288,3286,3288,3289,3290,3291,3292,3291,3290,3293,3294,3295,3296,3295,3294,3297,3298,3299,3300,3299,3298,3301,3302,3303,3304,3303,3302,3305,3306,3307,3308,3307,3306,3309]}]}