@keyframes rwdcur229937 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEg0lEQVRYhcWWX2hTVxzHPzFpUm9icnNrkzUxXrVpi26tq+voBsOx0YfJULCKBHwQHM6BDGQvZQyK7GHQN0X3IAzmSoUOdMiKQ9jbLIPOabVOy2q7mlmraUzSpmnSdjZnD+Fmpr23Ji1l36d77zn8fp/z+3cP/M8yaQ81dQ1iuY0P/hwwLbe+UllefPkw+rfupquVm9fCN/BCBCAXhcUQVys3r9nplwAshlhr57oAGgQUl3dVVQtqx0YZQ+HhoqHXFbtRT3urvHnnDfOzBFJJPKnYEqg1Adhb5RUtmQw2yvA6N9KSydAkBE1CEEgli4ZYAlBT1yCub6vh+rYaw9ZUVVWsq2uk3i4hO11UVVRSb5doNJsZsdlKgigA0Jxr0oOoVYMC4EksyicWB4cfPeBJLMrdmTSXLBZaMhlGbDYeOZzYKHtpBAoG0XJzQCvIWjUo5vgHAFnx4VY8BXsfj40yPzsFwP7pKX43meiNJQyLsmAQGQ2cbDaL5lx2uogkn2Etd/HZ2BDfLgKQJDtAHuJlygOU2u9uaxntkoOOtwIF39u6buN1biQyS64e5uagwi2MomDYBdHHD5fkXjt995kOADo7O2nr6gFg8P592rp66OzsBKD7TAcD1nIazWaahDC0bQhQ6d9SQCw7Xfx296YJIHyjlz1BF83NzcSCZ1HffIcPjnzM2ViM5uZm9gRdhG/0AvD1K1toNJs5qchCz3bJc2D/9FT+1P3XrvDzp+n/oLu+of/aFQDaunqwUcaJpw85Eo2ZGs1mXXvLAixOg6ZAKsmFWyP5U8qnjiKfOgrkonPh1giBVLIom0UXnlYDJ54+pF1yICs+ANLpGX5cPwzAvkwQSbJT7XVwc3CIhvlZDj5/zpFozHRSkcXp+OQSf0WnYCg8bJpMTtEuOQgdPo5b8eBWPEiSnX2ZICHTTiTJTjo9w8GPPkdWfAxYy+lfWGBvlVf8tGGjrt2SakD7y/X19ZGIT5CIT+BWPLQeCOFWPKTTM7QeCNHx1Rf5AfWrv5rquTnq5qd1bVp0vxpIVVUhK76Caac5SsQnaD0QovvieSCXGlnxEYmP5/4RBjZLAtAcrmcU39ZaxiMRRodvk4hP8P6uGrovnqdKceHzehmPRChXPEzGx5e1p98bBpJl+RSsQ/UqqP4qslnB26+/Rv+9Pxj8K0xry7tksyK/Nv4swWxmmpjI0vMkolvwJV+39H6xb2yvZSSS0j1tIJWkSQj0OgBWMIjC4bBp585XOX4sxPFjIWTFR82u93ArHmTFh7XcBcCX6RSBVBK31Uqj2Vxwe1oVgKaGhu1Arth+uNzN47FR0umZfHG2Sw56YwmTUehXDTAwMMj3l3/Bv2krkmRnfnYK/6atBVEA+K6yQlyyWAxroOQuALhz5x7hRwnciodEfCKfe20uwEQ+Ev0LC/REY4ZRWNWtGHIp0HvWdDo+aTLK/4qlqqo4V+EXh6x28WJXqKoqDlnt4lyFX6z4VlyM874dTdQ7ZXZvkJes794gU++U6dvRVNSteNVzIBwOm0pZX6x/AQhL4C7SNunHAAAAAElFTkSuQmCC) 5 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFoUlEQVRYhcWWa2xb5R3Gf+f4+JLj2/EJdRan3rETNyxp0y5dRtiEOlEqBBKteuFiMYlKIChTNQnxpZqQsrIPk/oNRCfRDWksStUgtQgRCSFR8QFVSAFKSiAtNDebpKFOYjt2fG/tw4dgL0md1ClT93x69V6e//P+b+8L/2cYyoPmwLYexakaFxbmJ+6mAAnA52u7r95ofNVtMccmof5uChABREl86oDTyROKqvpbtr561wUIghDcbbXxiN1Bl1Xe7/UGmlftk3y+X+3yB9qfLp/5X0Hy+7c+1inLHp/JDMA+h7P9Yip9HzAB8Mvmtt1G0fBKaybROi3ZN/ta2m2h8cv/LBNomqYvJzRj5Gp4TKhZgCDy1ENWe2UireuSwSidad6y7ZTrZv5jRzG/vy2xgEHXGbcpRFPRs+W9exsb9OGfxtsLOeKFAgB5TdPD4XBNIiRBFIIP2uyM5LL8KxYlXiqeLJZKOw2i+PvNhdx+f3YRgCmLlWJJf3dxZiZWNr4nm+U7kx3F4WTP1CiT4k/RSSWhRhGSRRSlN+dnx95PJT9NJxb/GomEQwBeb0t7HgZLYBOBGbNMidIZWHK76G+jY/QSisNJY/0mOmLXUAo3OCtJdOXzNYuQEul8x7lM3jI19d0XyxcSifz1OVU+35JL7c8JIrOSOTY5+s3ZVi2g57nBD9E5XpRsHJ0a5TTwdTrD+bo69mSznK+rY8pkwYzxtiFYV52vuf2Z9lzy36IgiiOy/c3J0ZE/lQUAKKoHl+peceba9CSFXAKAA4sJvhAELkTja9pZt6RCE5d7x2Tn9HidHf1G8UyrFtAVhxMAk8XJy9NXbzkjy1ZMFud6tCsg3W5DbGGx2+aQHw6Fvv2kVQtU5l0mIz2yjRP3e1fsP9Z3iQbHPURyMG42L+VDvUtfywtremDuWkgHmJ///npo4tve8u0jyXn6Xz8BQG9vL8f6BgC4cvkyx/oG6O3tBaD/9RMMmyx0Ggx06XpV7nUFbGryrVCsOJx89vVFASD8+QUeDTjp7u4mGngD7bcP8MjhF3gjGqW7u5tHA07Cn18A4B+/8NFpMPCSqujVuDfcVg8sJiq3HvrwPT76c+a/ovveYujD9wA41jeAGSNHr4c4PBcVOg2GqnzrCljuquXwppK8/eV45ZbK8WdRjj8LLHnn7S/H8aaSNXHW3LPLOXD0eoge2YaiegDIZNK8XzcGwL5sAFm20tJg4+KVq2wv5Hj85k0Oz0WFl1RFfy22cIu9mkNwNTwmLCQT9Mg2gn88gkt141LdyLKVfdkAQWEHsmwlk0nz+HN/QVE9DJssDBWL7G1s0D+w31OVd0M5UH7lBgcHicdmicdmcaluDh4K4lLdZDJpDh4KcuLvr1Qa1KdNLbTk89xbWKzKeds+sByapumK6lnR7cqG4rFZDh4K0n/6FLAUGkX1EInN0GkwML4G54YElA3WMYnH38pMJMLk2CXisVl279xC/+lTNKpOPA0NzEQiWFQ3C7GZdfmq18YaUBTlOIhoDSpaUyOlks7vfr2NoZFvuDIR5uCeP1Aq6ZW1mfk4uewiUb3EwA+RqglfcxWUsfoHBPCbtlbGI6mqt/WmknTpOtUqAO6gEYXDYWHHjq0ceT7IkeeDKKqHLTsfxKW6UVRP5SH6WyaFN5XEZTLRaTCwt7Ghak+54w/m9u1twFKyvXuun2vTk2Qy6Upy9sg2LkTjwlqu/9kChoev8M65T2ja7EeWrRRyCZo2+1d4AeA/m+r1s5K0Zg5suAoAvvpqhPBUHJfqJh6brcS+3BdgtuKJoWKRgbnonX1IakEmk646LuO12IKwVvzvGJqm6Sfrm/QnTVZ9eVVomqY/abLqJ+ub9GrVUg0b9oCmafpgexcdDoVdduWW9V12hQ6HwmB7V9WSXY2f3QdWf7tvt74aPwKTAkb9oMu7iQAAAABJRU5ErkJggg==) 5 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF0ElEQVRYhb2WX2hb5xnGf0f/faxIR8e2FMtxvzhWtbqOnKZJo62Ubut8sQwSaBqKoYUwlzYdXaHsJoxBnOxqvRmFZoxCL1pIwIN0DTN0YYMyF0Nxs9aJUzebLVUWjpxKjiRbliVHlvTtQpFxbMmx05Hn4vBx3nPe9/me932+c4ysgc+3t19rcot0KvEfHhKU6uKRRx7babGZI8JisX1bWH4qMjnx74dBwFBdWGzmsy9ruu11vRkjhmceRnEAE8Aef/fTzSbTa7906dyRki6r9Qehh0TAULkYzva7mrAaKoKoBkNvrYd9vsCu/zcBU6e/++UeW0PvUYcTAIfRSIPB6Ov0770gi6UBgwG7uczOksl4oqG08pNO/95PlfLyr0KhUAZACCHXJrRiZjIaUmrUqgml09cd/mNb+56ClEwXCuXZlZVvhhYXHlMUpdKepcysVrzjtZZLZE1mxhv1T0NT138GcKTVI8ctNgB6CsukCwUAZuwOotHolkiYUPjX24l4KlEsfmYpl/6cMazkrGWLQRoNZ/fks/1duXkvQBkYczRTgoFq8d58nv9adqA5nPTOTBG520KyGRBCboWEKTw18UpR7NOi0evzawMeT8+biw3m40VFcZikZFJ1kldM70emxkeEENLQ0UVg6iqaw0lrUwuBVAytsMJFk4mDd+5smYQBIBq9Nr8+EI+P5yTlT8ooLBpNhFRHQUEZ8AufBLiVnON1k52XZqa4lZzj+lKOiyYTvfk8YauVGbsDK+YttGATpMwNE3mjkXCDAynlQGjq2qxf+CoEM7fRdC8f+7pRgY/dFYOcuxmhsLwAwC8Wb+NucsmRZLquCoZ6AYByufzFFUcLMav6TXjq6z/4hU9qd91isTn5zc3JDe+oaiMWm3OztPdgUwXC4Yl/7PEHDkOxsD7mspg5rdp5+4ft99w/df4qHkcz8WUIW62VebiPCluCX/jkocABKYSQn18alIcCB+Tw8LAUQsjB3/1aDjz/nBRCyOHhYXkocEB+fmlQCiHkhy1N8i1dk/XybtqCtdAcTr64/qUCEL0ywmGfk2AwSNL3LuKpZ/j5idd4N5kkGAxy2OckemUEgD/t3M1+o5F6JDYQmItN12UL8PziAqfODwEwdvkS/3wztxprOf8+Y5cvAXDq/BBWzLzx3TQn5pLKfqNxQ6652LTcQKClbfd9e9WezfDBV+HVXWpn+tHO9AMVdT74Kkx7NnO/NLS07VY2LTYXm5ZVQlUHvPHdNKdVO5ruBSCXW+JvDZVv59G8D1VtpNNj58sbk/QUljleLHJiLqm8pWvyndT8hnqbzsBaNSajIWU+s8Bp1U7fSydx6W5cuhtVbeRo3kefsg9VbSSXW+L4K79F072MW2yMlUocafXIT3Y037Ox6nrb1hBCyA7fE6RTCQBcuptgMMjo6CixmxGOvdDH5b8P4dLdREIVSz4dCxO2Whm6Fd9Qb9NzoFZxTfcSW3PauXQ3AOlUgmMv9DF44T2g0hpN9xJPzbLfaCRcJ+e2CFQLNhDB2+FnNh4nErpKOpXguScfZfDCe7TqTrweD7PxODbdzXxqdtN8G72xCTRNOwMGhEdHtLVSLkt+9MRexia+5sa3UY71/phyWa7GZm+nWc4vkpTlmvLDA87A+nsHuvyE49mau23PZjgoJbUcANs4CauIRqPKvn3dnHy1j5Ov9qHpXh598qe4dDea7l39EP0+l6U9m8FlsbDfaORIq2drJ+FW0dPTBVSG7a8fDRK7GSGXW1odztOqnZFkWqkn/fcmMD5+g7989BltuzpQ1UYKywu07eq4RwWAD1ua5EWTqe4MbNsFANeuTRCdSePS3aRTidXep1OJu7ZMrCoxVioxNJd8sB+SrSCXW6q5ruKd1LxSr/8PDCGEPNfUJl+0NMq1rhBCyBctjfJcU5us5ZZa2LYCQgg5+vhBAg6NZ3doG+LP7tAIODRGHz9Y07Lr8b3PgfW/3feLr8f/AIvrVxqiHzMrAAAAAElFTkSuQmCC) 5 6, auto;}
}
div.testarea{
animation:rwdcur229937 1.6666666666667s linear infinite forwards;
}
