@keyframes rwdcur74349 {
0%,0.84339622641509%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
0.94339622641509%,1.7867924528302% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqklEQVRYhe3TwU4TURTG8f+5M9MZSoE2pgaoDBIkiAmJJoZA4oYHcGHiM7gw0WfwMVy568JgInseQDfa4IIEjBohkRRIaaftZGyZOe7cTeh048L5bU/ud8+991zI5XK53P9Oxlm07D7QIG4hxmPKvsnQKF5hjqPWTuY8O62wwJz6zIM41ByfUIZUnUV6SUjs3WC1+Ah1pwkl5jRpcjo45Ki1k/kwqQ3UmOW2LHApEc/dl5TsWbqOReAkXNiG0LqibxniglJJJjns7WXeHMCkFT7SkLruyidtsJ984RfnbJ8tSWwMIsqL7ysSmwRLFduZoTy1zn3/lVbLT7Xgbarl3NNRGhjpzdZkTde9LR5ObFNyfeyJeUJb6BjoWwlNaRE4yvvGlqwsHmg3PqHdfkPUe3ttftah0Y3iYzbKT5hxl7DcW3Rt5cfgMye/D+gMEyK9w4BJgv4uUVC/Nj91BtIaPh8e64fOOyreXTarzwiuLmhHP/l6VieIvollrapaLmbE6LG+IUDF8dWVEq5bo1xcZr/5eqysrDfw1+XwWACmta9IPG5MLpfL5f69P8BckAltfuaZAAAAAElFTkSuQmCC) 15 15, auto;}
1.8867924528302%,2.7301886792453% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.8301886792453%,3.6735849056604% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.7735849056604%,4.6169811320755% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.7169811320755%,5.5603773584906% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.6603773584906%,6.5037735849057% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.6037735849057%,7.4471698113208% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5471698113208%,8.3905660377358% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlklEQVRYhe3TT0tUYRTH8e+548xVmWvjgCJhyIhNNAvBolWoEUQU4huIVmm7XATRGwjdRSAIgkuXThAUQeDKViGIZgvJDFFSG//ghON17n3uaR8qzhS5eT7bA+d3zoEDlmVZllWFzvouzefeqSu1+jj9QAXRy7FWBbTSXjXVDLBQmqNQ3uJIfXneMqR9Dd2kooDhnUmaiLRoDnnjL9Iq9axrCUBO6nVi4TRxcfVl5hV3vV6y8zlZzr5XxxzgBEXE7EC4y5K/QtKEPDrK8ywVY7BgMMfknfUCeif5lHRdnERMuN18izZJE6mwnJtVMUXav92TlbYJFXHJbI3I58YB9dTnayBM/oowf3uBFy1ftKFOGPqek+kbS+pF4AURCeOD2UPCIk5Y4oe/yAUM/YUJLmqcmWjz1JwzDRAjrg9T42wzTyD7JF1h+3CVscwobghS3uBnsI6GB3SvPeF64hKfyqsVLVix+439CvChI68fO15rU01aryWyVX1CVW56PTp19a06ONpZe+X/hP5Bs+cUbFmWZf1TvwFKCppTKJRHxQAAAABJRU5ErkJggg==) 15 15, auto;}
8.4905660377358%,9.3339622641509% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.4339622641509%,10.277358490566% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.377358490566%,11.220754716981% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.320754716981%,12.164150943396% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.264150943396%,13.107547169811% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.207547169811%,14.050943396226% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.150943396226%,14.994339622642% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.094339622642%,16.881132075472% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.981132075472%,18.767924528302% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.867924528302%,20.654716981132% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.754716981132%,22.541509433962% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.641509433962%,24.428301886792% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24.528301886792%,26.315094339623% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.415094339623%,28.201886792453% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.301886792453%,30.088679245283% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.188679245283%,31.975471698113% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.075471698113%,33.862264150943% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.962264150943%,35.749056603774% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.849056603774%,37.635849056604% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.735849056604%,39.522641509434% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABv0lEQVRYhe2VT0jTcRTAP++339qauU3HGKzh7I/LFJQgTBEa1SEy8pSHIOnQwYOI2CG6BIrUMQhCiBBPdvC0U5fuXaI65C0td5AQsWm6VvuNvQ5pJw/7/lJG8PvA9/Z478N7j+8DDw8PDzN099WtOM/uhbUlIQcmYdUa2BwRFufjerEvzI2rzfvKHarAty2VB7Ml7GiQy5fC9PWGFaD1dEDvT7e4rY9tEvx2scTL1yVu301y64dNKhPQoTtx5ma+wp8uiKmAzyS4WNQpy29NnugIcbYnRFe2ESsCVpNQWHdYyztTpgI1j2AX7e4/BlHobXsvRXG43vZR0uePUnbcrUHNArG4rbO5Mzx9tCrBuJBb7tQdS3mx3K7fpUI043clYETrqYBmb0Z0YalDAZ4vtSvA488ndSSXdPVHGC9Nd7ZBLwxGSPcHsRNCkSq/qPJmYZMPM9vs5KvGOd2gAw9jCjCxktKxlZQO55PaOdpg3AHTJdxDXk1vYPnQL5/KrOFQkDKF1Yp5IpcCfzl+JaCNXX4S435+2lXenduisv7veY04khbNzIX22l+/Y2VfEw098dVNAEAlVt+T7eHh8f/xG0C8irF5V3ntAAAAAElFTkSuQmCC) 15 15, auto;}
39.622641509434%,41.409433962264% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.509433962264%,43.296226415094% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABD0lEQVRYhe2Vz0oCURSHvzstxFbujCIiW2hFKxf6Bj2HrxG06gl8Ane+hQ+gC3eGKFMolNvxXwV557RRSXDRPQ4Mwf3g7i6/8/0uhxnweDwejxuyPqkNp9fJ75NQSwUul3udvJjjLN1+6fdQaQ7LB0m4IN1+SQBag6qsh29FNIFGI9EaVFkay4KYOTFfwYqZsTwWnrWZ7hKb5vXwTgAewmvVgqpeoDks7zT/FGEarPggpnEZanP/PHxfc2qvV6pdUL0AwNPLzU7zqbEsjSUipn3xps12FpFN8/vRuQDcjk+cdiEJSwGojM5YGMvs6Ju5sUSnUVL5TiKSe88d9F1ITCQzKab639iKpCng8Xj+Bz9+zoIYTPCsbAAAAABJRU5ErkJggg==) 15 15, auto;}
43.396226415094%,45.183018867925% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoUlEQVRYhe3UPUhbURjG8ec9yU20EklVSFtSqbnmuqikUBAUhBqcXEuLiHQXWxcFi1DwA3QoNJOTi2sFoe5ScXYQVApVI22d6hDhJnKNSZ4OVXEzx1iynN98ePnzHs4BDMMwjPJQKbCqAQAwOVVPuy1wHZLoD7N3sKmiMH85hwYGgphZaKCnamE1evi6kmUuX0RnXz1+7Z5dBUolIbd60fOAKxs2AeDTWjtfTUWZ+pHg+28Ok9MRXkZo06qOttZwPBXHQ8eCixJcKeJDfEferttcTh5qzwMApXP4+MCTxdkjZIUYdbYlq4oY2XcozYKXq0+AO2xBqzjU6Of8RjtyQeJcCsioEj7b3+V1OsYvsbRAQFBvps4G+G6pFaMd23Lq5fExvicuCniTtumihO6jp3S2HiHg+LS2oHtnBIDkdAQSUKjrCcIfFZyoAjaf/ZbmnxH+Gc7A28yXPbeSp8OWwRAyu+cIT4Sgei24qoQLsZAby+Bi9ez/PsubarosBp9brJ0L/1t/2EfEAlX6OX2gDDXRN/b4zn/Dfal6gGEYRln+AkdAjUX91vDfAAAAAElFTkSuQmCC) 15 15, auto;}
45.283018867925%,47.069811320755% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.169811320755%,48.956603773585% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49.056603773585%,50.843396226415% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmklEQVRYhe3TzUtUURjH8e+5d65D4zBOExaDOr6AL4xFBgbiIhBcuGmlCM6ydf+A0Ko26qJdbVskzHIEV9LONkFQ7cqXmFuiFaKjM6N37jj3Pm0iRhC8UzEQnA8czuKc8zy/w+GApmma9oeUgTSrl/wa50wspqR3Kn7h2j8P8DiXkNn5uIzNxKSlVUnybkQyr9ICMPjkxl+FCF22oXPAJNnfQmLwCg/TefXo3ajklmzMpMX01k05UDUO31co7lTEfeuqRgMEOSDpcYt7D65DNMq1O22UjBr74nFienzDpVgVyttn7N7/ErRmQwF+6x2LSaTDYnwhxQ/lcmpA2ffZN3w+922qq8+HpfK6gJPdC1z30ieol39TVJNPe6QigqVMHKniKB+PEF35UfGMCEZXnOquL97690AXNBoJ0H4rIuGEycuBD6pMjaqAo8Du+6h8FWKve10x0k40O4Ex1BaoZkMB3KMz7LVjALGzh2zMfaWwWiI8EpbycoH4s9vivLCpfSriW2FCK5mmfFPqmtTPQn+iaQE0TdO0/9dPtAaX/oWytwwAAAAASUVORK5CYII=) 15 15, auto;}
50.943396226415%,52.730188679245% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.830188679245%,54.616981132075% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmklEQVRYhe3SP2hTURTH8e+5eUle0qYJbW36aIRAkxdDBwNOIpiCgh10UtBREDq4iUPpWuigOLk4Cp0U9y4d6tBSKHTIIKF/LBInFaW1QQkvecdJ6ZZHzSLez3zv+f04HLAsy7L+RUPTSc3V0jqIWeYsn0aqaYoP8sQLCY2X3L8qEqWAXriRUHfUKKAAk9dzZOYyVNYqeEtFzFhC5VzyTEUkyqOFd54enaTZXQ8IcWiPC8n6MFt+Q/yDK9rtuHx7+ZHjF4doV6HTizQX+m9Aa3dT+v2T4mYNbxdbcv72GFP1LFt+Q2b2ayqikHI4erYn+Y17ZJfqEJM/2+onSlMVA6W5YZyRFJJzmHo0yVcT8JMkzfKOFA9vamiGaBVfy0TrsXY+h/x4vkmwst03I8oNiIbI/mpbmq++SPskoGcUAzTLO1J+P6uGLj0cvA/zGh53wMsRrGxL7Ol95NrFyNuIpHBnVAH89Yr6jUs68aSq3pvLSiqm2eWrasbTGrs1czp0cOEA0w/zmqm6Gi+5Gi8kfgcNNsSyLMv6r/wCvaiHJSnDgAYAAAAASUVORK5CYII=) 15 15, auto;}
54.716981132075%,56.503773584906% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABfElEQVRYhe3TPUtbcRTH8e//3punf26LqYkU7aDpLUZSsthBt6JLoVBxsi+g0FGhi2snX0Jnh6JUNxcXCeJmFYpIBTESUm0pJQRj8CH34fgKROsDpfD/zOfw+8HhgGEYhvE/cgfTAsg/K1CceyZuSYs70nnrIs5NluyUTX6xSGBpGgt1jjdP5aR8QFQ/V3ddQLpKDk9fJTkLkvz62kYsRXASEVPw3VtV/ZU3kprQ7Ocryn0/LOcbP/A3D65d5FqD77a7xbc1swN76vXOCzmyQxpWnAhNSIrAyuArl8h6SPtQaJVr+Gu7BMvfrsy4qoD0jsbpGU7y4HkHzd8xoowDQ5oWMULLJSJJ28oSqjS1vk8qV5uRwNY0eiaVNfVW+PmH6MvKpVl/fTPtJaT/c4GwM8GWt668yphESrOfn1Pd1Wlpze/QPovjL20QVutQb94o51JO1hYArzwohb1RyX4oyOPZEVGuI7GX+ft/z9z4I+n7+ESAO3lDwzAMw7gARgqJikzfiMMAAAAASUVORK5CYII=) 15 15, auto;}
56.603773584906%,58.390566037736% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.490566037736%,60.277358490566% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoklEQVRYhe3TsWtTURjG4d+5t8ltbto0lhgwaKTQSAsKOmQolAo6CNLFyTUg6OLg5uSgg+Bf4FB0dHDQwUkpSAdBwUWsFiGm0pYONRIbLW1yb87rUqEgmkSx03nGc+B7Xw7fAcdxHMfpU/7KmEYvFORlEgpO5gRoXwuEJzICGJ+f1WT1knI3TqvwuCICX2Hl7N5CPRUb6LfAQC7g1PvzipNJ3o7fM6XaNXUUQKtjsjcvanB2mih/RNu35rD5olRbRi9fA5i/KpAe8xUc8shOjWC9QbzRFCQsGJ+JakVWLWQyFJfvaOXoZXNw5aGsHxLPvzLmTFI0v/82/I8XuwSYc4sFtf2Q55NVU/4wpY6foq0DWJPGmiHaJkPEMB0/y86LVTbvPkXrn7Ef17rN714gN5Ng4voIW40UGwttFBvCmcOkp4u8KT0yx6pXFXsh9dsL7Lz7Srxax6596RrcawHYfYW9B6UHZaXKBSIzRPPZBvX7S0SfGtj6Vs/BP/WyhL8M3V5s0niyzrelFlFtE9uM+g7+J+HxYZnA29//7ziO4/wvPwBkSZlFMnrTSwAAAABJRU5ErkJggg==) 15 15, auto;}
60.377358490566%,62.164150943396% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.264150943396%,64.050943396226% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.150943396226%,65.937735849057% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.037735849057%,67.824528301887% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.924528301887%,69.711320754717% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.811320754717%,71.598113207547% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.698113207547%,73.484905660377% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABgElEQVRYhe2UvUtbURiHn3v8zL2kVHrREiSYG5tqIwREhNK1W8FFwUlcXV27VrBY6OjSP6AQUWzRwc1BlGiXglC/FXR0cfCTeH8OIQ4ObY5NuvQ+y1kO7/P+zvtyICIiIqLatGTk+DkBquS6qabb+Gk5bhtO8A7AqWbt34ufPldj36CeTJ2UU1eUHv6+SzUEOfwP3yleONyeXXFRWORqZrwatf8gTqYUbBwKoH2hdPqTyxXPvky9rbiu1Sf1LY/xnhEiUoVDheciMX+g68KqZTkLjBdTZvaTALL7awLo2tsRQLB+YD37MlZzcnvS6pr7zC0eReMiEycMmyleGq63jzgeeguottvf2JFQ7me+9BJ7qwLo3t+R8Tzr9GD/D6jz4wj1TTf07s6pITwnu7ui4ukJjhd7jN9OnpgeFkD/1hfFupN6tTRdSl1nHpXeSh6feKPkjzG9+PVe7uv0/dJlvk4qlg1q3wBA2+ao3IGXD2U1l9+LTEf8n8kiIiIi/h/uAJFrhjtnKS6oAAAAAElFTkSuQmCC) 15 15, auto;}
73.584905660377%,75.371698113208% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75.471698113208%,77.258490566038% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.358490566038%,79.145283018868% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.245283018868%,81.032075471698% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.132075471698%,82.918867924528% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.018867924528%,84.805660377358% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.905660377358%,86.692452830189% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.792452830189%,88.579245283019% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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div.testarea{
animation:rwdcur74349 1.7666666666667s linear infinite forwards;
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