mirror of
https://github.com/pezkuwichain/pezkuwi-mobile-app.git
synced 2026-05-30 06:31:03 +00:00
emergent-agent-e1
1 line
9.9 KiB
Plaintext
1 line
9.9 KiB
Plaintext
{"dependencies":[],"output":[{"data":{"code":"__d(function (global, require, _$$_IMPORT_DEFAULT, _$$_IMPORT_ALL, module, exports, _dependencyMap) {\n 'use strict';\n\n Object.defineProperty(exports, '__esModule', {\n value: true\n });\n exports.fromOrigamiTensionAndFriction = fromOrigamiTensionAndFriction;\n exports.fromBouncinessAndSpeed = fromBouncinessAndSpeed;\n function stiffnessFromOrigamiValue(oValue) {\n return (oValue - 30) * 3.62 + 194;\n }\n function dampingFromOrigamiValue(oValue) {\n return (oValue - 8) * 3 + 25;\n }\n function fromOrigamiTensionAndFriction(tension, friction) {\n return {\n stiffness: stiffnessFromOrigamiValue(tension),\n damping: dampingFromOrigamiValue(friction)\n };\n }\n function fromBouncinessAndSpeed(bounciness, speed) {\n function normalize(value, startValue, endValue) {\n return (value - startValue) / (endValue - startValue);\n }\n function projectNormal(n, start, end) {\n return start + n * (end - start);\n }\n function linearInterpolation(t, start, end) {\n return t * end + (1 - t) * start;\n }\n function quadraticOutInterpolation(t, start, end) {\n return linearInterpolation(2 * t - t * t, start, end);\n }\n function b3Friction1(x) {\n return 0.0007 * Math.pow(x, 3) - 0.031 * Math.pow(x, 2) + 0.64 * x + 1.28;\n }\n function b3Friction2(x) {\n return 0.000044 * Math.pow(x, 3) - 0.006 * Math.pow(x, 2) + 0.36 * x + 2;\n }\n function b3Friction3(x) {\n return 0.00000045 * Math.pow(x, 3) - 0.000332 * Math.pow(x, 2) + 0.1078 * x + 5.84;\n }\n function b3Nobounce(tension) {\n if (tension <= 18) {\n return b3Friction1(tension);\n } else if (tension > 18 && tension <= 44) {\n return b3Friction2(tension);\n } else {\n return b3Friction3(tension);\n }\n }\n var b = normalize(bounciness / 1.7, 0, 20);\n b = projectNormal(b, 0, 0.8);\n var s = normalize(speed / 1.7, 0, 20);\n var bouncyTension = projectNormal(s, 0.5, 200);\n var bouncyFriction = quadraticOutInterpolation(b, b3Nobounce(bouncyTension), 0.01);\n return {\n stiffness: stiffnessFromOrigamiValue(bouncyTension),\n damping: dampingFromOrigamiValue(bouncyFriction)\n };\n }\n});","lineCount":62,"map":[[2,2,11,0],[2,14,11,12],[4,2,11,13,"Object"],[4,8,11,13],[4,9,11,13,"defineProperty"],[4,23,11,13],[4,24,11,13,"exports"],[4,31,11,13],[5,4,11,13,"value"],[5,9,11,13],[6,2,11,13],[7,2,27,0,"exports"],[7,9,27,0],[7,10,27,0,"fromOrigamiTensionAndFriction"],[7,39,27,0],[7,42,27,0,"fromOrigamiTensionAndFriction"],[7,71,27,0],[8,2,37,0,"exports"],[8,9,37,0],[8,10,37,0,"fromBouncinessAndSpeed"],[8,32,37,0],[8,35,37,0,"fromBouncinessAndSpeed"],[8,57,37,0],[9,2,19,0],[9,11,19,9,"stiffnessFromOrigamiValue"],[9,36,19,34,"stiffnessFromOrigamiValue"],[9,37,19,35,"oValue"],[9,43,19,49],[9,45,19,51],[10,4,20,2],[10,11,20,9],[10,12,20,10,"oValue"],[10,18,20,16],[10,21,20,19],[10,23,20,21],[10,27,20,25],[10,31,20,29],[10,34,20,32],[10,37,20,35],[11,2,21,0],[12,2,23,0],[12,11,23,9,"dampingFromOrigamiValue"],[12,34,23,32,"dampingFromOrigamiValue"],[12,35,23,33,"oValue"],[12,41,23,47],[12,43,23,49],[13,4,24,2],[13,11,24,9],[13,12,24,10,"oValue"],[13,18,24,16],[13,21,24,19],[13,22,24,20],[13,26,24,24],[13,27,24,25],[13,30,24,28],[13,32,24,30],[14,2,25,0],[15,2,27,7],[15,11,27,16,"fromOrigamiTensionAndFriction"],[15,40,27,45,"fromOrigamiTensionAndFriction"],[15,41,28,2,"tension"],[15,48,28,17],[15,50,29,2,"friction"],[15,58,29,18],[15,60,30,20],[16,4,31,2],[16,11,31,9],[17,6,32,4,"stiffness"],[17,15,32,13],[17,17,32,15,"stiffnessFromOrigamiValue"],[17,42,32,40],[17,43,32,41,"tension"],[17,50,32,48],[17,51,32,49],[18,6,33,4,"damping"],[18,13,33,11],[18,15,33,13,"dampingFromOrigamiValue"],[18,38,33,36],[18,39,33,37,"friction"],[18,47,33,45],[19,4,34,2],[19,5,34,3],[20,2,35,0],[21,2,37,7],[21,11,37,16,"fromBouncinessAndSpeed"],[21,33,37,38,"fromBouncinessAndSpeed"],[21,34,38,2,"bounciness"],[21,44,38,20],[21,46,39,2,"speed"],[21,51,39,15],[21,53,40,20],[22,4,41,2],[22,13,41,11,"normalize"],[22,22,41,20,"normalize"],[22,23,41,21,"value"],[22,28,41,34],[22,30,41,36,"startValue"],[22,40,41,54],[22,42,41,56,"endValue"],[22,50,41,72],[22,52,41,74],[23,6,42,4],[23,13,42,11],[23,14,42,12,"value"],[23,19,42,17],[23,22,42,20,"startValue"],[23,32,42,30],[23,37,42,35,"endValue"],[23,45,42,43],[23,48,42,46,"startValue"],[23,58,42,56],[23,59,42,57],[24,4,43,2],[25,4,45,2],[25,13,45,11,"projectNormal"],[25,26,45,24,"projectNormal"],[25,27,45,25,"n"],[25,28,45,34],[25,30,45,36,"start"],[25,35,45,49],[25,37,45,51,"end"],[25,40,45,62],[25,42,45,64],[26,6,46,4],[26,13,46,11,"start"],[26,18,46,16],[26,21,46,19,"n"],[26,22,46,20],[26,26,46,24,"end"],[26,29,46,27],[26,32,46,30,"start"],[26,37,46,35],[26,38,46,36],[27,4,47,2],[28,4,49,2],[28,13,49,11,"linearInterpolation"],[28,32,49,30,"linearInterpolation"],[28,33,49,31,"t"],[28,34,49,40],[28,36,49,42,"start"],[28,41,49,55],[28,43,49,57,"end"],[28,46,49,68],[28,48,49,70],[29,6,50,4],[29,13,50,11,"t"],[29,14,50,12],[29,17,50,15,"end"],[29,20,50,18],[29,23,50,21],[29,24,50,22],[29,25,50,23],[29,28,50,26,"t"],[29,29,50,27],[29,33,50,31,"start"],[29,38,50,36],[30,4,51,2],[31,4,53,2],[31,13,53,11,"quadraticOutInterpolation"],[31,38,53,36,"quadraticOutInterpolation"],[31,39,53,37,"t"],[31,40,53,46],[31,42,53,48,"start"],[31,47,53,61],[31,49,53,63,"end"],[31,52,53,74],[31,54,53,76],[32,6,54,4],[32,13,54,11,"linearInterpolation"],[32,32,54,30],[32,33,54,31],[32,34,54,32],[32,37,54,35,"t"],[32,38,54,36],[32,41,54,39,"t"],[32,42,54,40],[32,45,54,43,"t"],[32,46,54,44],[32,48,54,46,"start"],[32,53,54,51],[32,55,54,53,"end"],[32,58,54,56],[32,59,54,57],[33,4,55,2],[34,4,57,2],[34,13,57,11,"b3Friction1"],[34,24,57,22,"b3Friction1"],[34,25,57,23,"x"],[34,26,57,32],[34,28,57,34],[35,6,58,4],[35,13,58,11],[35,19,58,17],[35,22,58,20,"Math"],[35,26,58,24],[35,27,58,25,"pow"],[35,30,58,28],[35,31,58,29,"x"],[35,32,58,30],[35,34,58,32],[35,35,58,33],[35,36,58,34],[35,39,58,37],[35,44,58,42],[35,47,58,45,"Math"],[35,51,58,49],[35,52,58,50,"pow"],[35,55,58,53],[35,56,58,54,"x"],[35,57,58,55],[35,59,58,57],[35,60,58,58],[35,61,58,59],[35,64,58,62],[35,68,58,66],[35,71,58,69,"x"],[35,72,58,70],[35,75,58,73],[35,79,58,77],[36,4,59,2],[37,4,61,2],[37,13,61,11,"b3Friction2"],[37,24,61,22,"b3Friction2"],[37,25,61,23,"x"],[37,26,61,32],[37,28,61,34],[38,6,62,4],[38,13,62,11],[38,21,62,19],[38,24,62,22,"Math"],[38,28,62,26],[38,29,62,27,"pow"],[38,32,62,30],[38,33,62,31,"x"],[38,34,62,32],[38,36,62,34],[38,37,62,35],[38,38,62,36],[38,41,62,39],[38,46,62,44],[38,49,62,47,"Math"],[38,53,62,51],[38,54,62,52,"pow"],[38,57,62,55],[38,58,62,56,"x"],[38,59,62,57],[38,61,62,59],[38,62,62,60],[38,63,62,61],[38,66,62,64],[38,70,62,68],[38,73,62,71,"x"],[38,74,62,72],[38,77,62,75],[38,78,62,76],[39,4,63,2],[40,4,65,2],[40,13,65,11,"b3Friction3"],[40,24,65,22,"b3Friction3"],[40,25,65,23,"x"],[40,26,65,32],[40,28,65,34],[41,6,66,4],[41,13,67,6],[41,23,67,16],[41,26,67,19,"Math"],[41,30,67,23],[41,31,67,24,"pow"],[41,34,67,27],[41,35,67,28,"x"],[41,36,67,29],[41,38,67,31],[41,39,67,32],[41,40,67,33],[41,43,68,6],[41,51,68,14],[41,54,68,17,"Math"],[41,58,68,21],[41,59,68,22,"pow"],[41,62,68,25],[41,63,68,26,"x"],[41,64,68,27],[41,66,68,29],[41,67,68,30],[41,68,68,31],[41,71,69,6],[41,77,69,12],[41,80,69,15,"x"],[41,81,69,16],[41,84,70,6],[41,88,70,10],[42,4,72,2],[43,4,74,2],[43,13,74,11,"b3Nobounce"],[43,23,74,21,"b3Nobounce"],[43,24,74,22,"tension"],[43,31,74,37],[43,33,74,39],[44,6,75,4],[44,10,75,8,"tension"],[44,17,75,15],[44,21,75,19],[44,23,75,21],[44,25,75,23],[45,8,76,6],[45,15,76,13,"b3Friction1"],[45,26,76,24],[45,27,76,25,"tension"],[45,34,76,32],[45,35,76,33],[46,6,77,4],[46,7,77,5],[46,13,77,11],[46,17,77,15,"tension"],[46,24,77,22],[46,27,77,25],[46,29,77,27],[46,33,77,31,"tension"],[46,40,77,38],[46,44,77,42],[46,46,77,44],[46,48,77,46],[47,8,78,6],[47,15,78,13,"b3Friction2"],[47,26,78,24],[47,27,78,25,"tension"],[47,34,78,32],[47,35,78,33],[48,6,79,4],[48,7,79,5],[48,13,79,11],[49,8,80,6],[49,15,80,13,"b3Friction3"],[49,26,80,24],[49,27,80,25,"tension"],[49,34,80,32],[49,35,80,33],[50,6,81,4],[51,4,82,2],[52,4,84,2],[52,8,84,6,"b"],[52,9,84,7],[52,12,84,10,"normalize"],[52,21,84,19],[52,22,84,20,"bounciness"],[52,32,84,30],[52,35,84,33],[52,38,84,36],[52,40,84,38],[52,41,84,39],[52,43,84,41],[52,45,84,43],[52,46,84,44],[53,4,85,2,"b"],[53,5,85,3],[53,8,85,6,"projectNormal"],[53,21,85,19],[53,22,85,20,"b"],[53,23,85,21],[53,25,85,23],[53,26,85,24],[53,28,85,26],[53,31,85,29],[53,32,85,30],[54,4,86,2],[54,8,86,8,"s"],[54,9,86,9],[54,12,86,12,"normalize"],[54,21,86,21],[54,22,86,22,"speed"],[54,27,86,27],[54,30,86,30],[54,33,86,33],[54,35,86,35],[54,36,86,36],[54,38,86,38],[54,40,86,40],[54,41,86,41],[55,4,87,2],[55,8,87,8,"bouncyTension"],[55,21,87,21],[55,24,87,24,"projectNormal"],[55,37,87,37],[55,38,87,38,"s"],[55,39,87,39],[55,41,87,41],[55,44,87,44],[55,46,87,46],[55,49,87,49],[55,50,87,50],[56,4,88,2],[56,8,88,8,"bouncyFriction"],[56,22,88,22],[56,25,88,25,"quadraticOutInterpolation"],[56,50,88,50],[56,51,89,4,"b"],[56,52,89,5],[56,54,90,4,"b3Nobounce"],[56,64,90,14],[56,65,90,15,"bouncyTension"],[56,78,90,28],[56,79,90,29],[56,81,91,4],[56,85,92,2],[56,86,92,3],[57,4,94,2],[57,11,94,9],[58,6,95,4,"stiffness"],[58,15,95,13],[58,17,95,15,"stiffnessFromOrigamiValue"],[58,42,95,40],[58,43,95,41,"bouncyTension"],[58,56,95,54],[58,57,95,55],[59,6,96,4,"damping"],[59,13,96,11],[59,15,96,13,"dampingFromOrigamiValue"],[59,38,96,36],[59,39,96,37,"bouncyFriction"],[59,53,96,51],[60,4,97,2],[60,5,97,3],[61,2,98,0],[62,0,98,1],[62,3]],"functionMap":{"names":["<global>","stiffnessFromOrigamiValue","dampingFromOrigamiValue","fromOrigamiTensionAndFriction","fromBouncinessAndSpeed","normalize","projectNormal","linearInterpolation","quadraticOutInterpolation","b3Friction1","b3Friction2","b3Friction3","b3Nobounce"],"mappings":"AAA;ACkB;CDE;AEE;CFE;OGE;CHQ;OIE;ECI;GDE;EEE;GFE;EGE;GHE;EIE;GJE;EKE;GLE;EME;GNE;EOE;GPO;EQE;GRQ"},"hasCjsExports":false},"type":"js/module"}]} |