@keyframes rwdcur73992 {
0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGtklEQVRYhe2Xa4xVVxXHf2uffe89d+4MDMMM0IHSlocGKNQWAYn2RVMBAQOltTSptWnE0MZarYnRphUnai3GD6ixkgYJUVprNDamloIf+sHWKNNieZeC0EKBaRkYmJn7Oo+9lx/uMDC8BOLHruRkr3Vy1l7//f/vtbOPsGq5YkCMEhhPYBQbeLLGkTOO0KQUTELBxDRIzGATM1giGs94Hpv/hnCFZlEBrzTtOUy5WgYcGMWJJxaPGo8TR2wcVRKKknJSEjolYXAGZs7IsO6VT+v98966IhAWD7Rv4/jMKbCs7bInufmvM3XvjhwbX5mks+ftvOx8i4dMJkuyrE1OyWGMxwZKJnCEQUpdkFBvYhqDiCZTpdlUaJYKLVIhQ4VPXV8mJ46311+nN37hvcsCYfFgMLXIC6jSvLeD3moJSEmNpyopGnicJEQmpiQxJyTmg7TM/NvybP03aKnEkluEg69epaPndlwyCGsc4PsiB/Lmdo7OnAwPX5oci2+/SX/w1FYBePDWVn1jxxB6N0TaMKfrkvKtOBCtBeLA2izJw23Cr5crAQTWE9qUgo0ZYqsMt2VGmSKjTQ+jTS95imxaP06bqFJHzILJHYQ4/KsNaub2/k8QAxgQB4a+HCeA0vDOQRJXIZGEYpBigojURBSlzJG0hwduD/jHZgu9ZZbOUta3h4gKi28q4l4arMGi7ouCsEECxtUCk9ZAAEgCvLmdkzMmwyNtUgJOAIfPmuDRWWP18af2CcA3Zg3Se79f0z/9Y6NufLeF5HeBZr58YTlskCriahrYeCCYQLLEj7QJv1quklHyuYQRYYlJ2WPMsB8y1RxlCCfo2dCkBU0ghvRPjUoiaEW4s7ULrRriVS2aXdZ5XhAmSE8XtYkS9PmZCKyv5ZhI0EgI3jrA/nt/IS8vekGeXPCazJ23Q4ZJhUFzuiSY2yu+GGDvPinPv56gpYDsQ8flLzsb0bIh+tlwPS8AmyimnwHFJDU/U1WCPj9bVuy/dlIcM/6cCeoi1+/rCQvAV54tiu8JALhn5X9ES4a/vTeUSlvrOSBsNvGkaS3IxYpztR2Zr3jSqObX9ShpZOj5Vpvkf7hc8y1VXh/2B8YfL+L2BVSfrlMSwR2FypMjFQXthsr3RioqaAnuqO9BS4byd0Zp3U8P9cthMokiSQ1BLvI0mFw/gEYTAtDYndLsswBM3Fmma9kKmXTX+5Jdekyi9gbCJzokXH5EXEeW/I8OS/7Hh8WftOR/clhe3BbhiwF1Kw7Jho4haMUMYEDGfO0JFQAFUcWcGj0YD9YpmdSTiz0NZceIrogpB7uZ1tnFyMZuCiMqDN+1RQC6F3xCB7+8RwB67xurDb+vdUfxwTFav3a/rJszUheOylK/+vRxbfY/97RkY0959zbCyFPes4N31zwjhYqjsm8HW59fIUN6EroP7GbDxpXS2lXl8Y9ekJv9BhnT9U8ZvmuLHLl2qgKkndn+lblu2+/7Ym0/aGTQ8kAGDMA7a5+Rq0ZNJB95msN6AAoVx/CwAYDBxZTWbAGAQZXk7H1E6/ub5dCoaZp0ZU4X7TkTQK2or3IOgAG9+bmF39bAKzbtoz1RwthRFzkaKimNpZSmckxzKaKpGjPIJRQkIZ+NyeVTbN5xdUe7AHTeMEVbtm4TgK5bJmrT33fJ2mnX6sKhIY0bdl/4dJw9+5s6adKdetetj+qMCbMV4OvXL9U5o2YpwLNNS87bz6fsg+HTFeDD8Tf2f3ds2mQFWHPDddp128QB+QP5ADZuXCkTmj5JGDsaM7UuCBPP0EJNGusvWp+rP2qXg8Omq6ucIcGpnZ+AVi8iwZn20NRlmks8YeKpixx1cUp95CjEKfVxSiFJqXOOUFMyeHLiyNoUm/HYrCPIeEZ3bpJTbIzY+7b8Ztw4/WJ9HS1btvXXtRcCsGbzKnls4ld1x4ndfDY3lu3pYV7sfE3WNNyjSyp/Phe41lZIApRrrw62zNCN2RIuqnWBTw0+OU8XXMh+vmu1fCY/jozz5APTn/DdljsurkOfvVQ+weejAj7uK+NAo4HYL+nWsqL1fg0TR5h6aqMjdJ7QObLqyarDolg8GeOwgccGjsAqxnqM9VxzbJM81zpB52cKtB64ghv0L5vv0wfC6frb+rsvafVn24HmGbq6dYoeap02IP+ykKwe9CXNOU+7HiL0SkbBogR4LCD9Y40NEY8xCsbjNWFR2IQEyuij7f11L5uKdYXFmnOerPNkvcd6T0Y9GTwBSoBixWPFExiPCWp/WybokyPwXHN80xX/SX1sH9v/3f4LmxQqLJbnroQAAAAASUVORK5CYII=) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGdUlEQVRYhe2We4xVVxXGf2vvc8695947Lx4DdMpDG41aBrGGKk1EU5FAppTQIk2BtBFTbWlUmiIx0kpqURMjpIlahOCjCkjV1jYtLS2tGDQp9UFJgdSUgEzlIY9hYF53ztyz9/KPM8xwO0ih/uMfXcnO2dnnrP19+/vWXXcL/0Ps5rMaGk8QOMLQEUQOm/PYnMPGDpP32YgdklMk57MReSRSJFKCdwu+ixmqeHYUO1DXh7WKFY/BY9RjKh4Rj3hFKkDokVCxEcS1MTNLSbb2bsB3Mkv3NjmuP6pMYfsV79F9z3jddKCTRR8tXjmBF81NGnlPiCPEE4kjF6REkSOIU4KCIyim2KLDFPpH7JHYI/nMguLaVvnVnFE679rgyix4KpqjqfP8OTxBbU2JT53JsY0TxIEhCBQjKcYrQV+KmEx+k3hsIsRSZGZ9N5LzAJgIyF1BDWwq3Kr7RyY0H7N8u/J34Qy8wgz9hu4XykD50vnd947XzQc7WfSxQrYQZkV5WQTWNdymSeqZcCpHn/E8G9yseedwmvI3pmscVIjjClFthbC+QlBXwdalmBqHKTmk4Cn+qFU2zmtUiR0AEipyOQqsHrVQE+95o9BOmDgm99SzK21lxLAaprYVeMEcoxhCZB0Wh604gh6H4MkHITeNdkjcL3seJNZBBfLvoMBD4+7Ut2q6uao9zyNHXxSADXXz9Qc9u4U22G5adIXfO2jB2er8nqXjdMs/u1gwJZctRAqFQQUuWQNf/+BiLXulplyiJ1RWXX2HRs7TnTrW19+mxb6U3kqFnX6m1puEumFlClf3EDUl2FF9mIaUwuq3ZPOdI1RqMlByHon7AQJFcmAuBn5v813aG1qOlM6x6tAvpDtneS05zPLjG6UjH/Kls4/Lwp4npCMMmcY2meR3yPjTu2TkntflOU2woyqYkZXspHk4T8DmFNNvh4SKRH4ogcUfv1vPlLoo5wwb9zwpAN35gCdO7RSAs8Vw4NuTpdwQ8nOnJvzmaBemMSNgClkhAhA6JN9PILhIK17wySWaAEYbKEew6BNLFKAL5Y7r71FROKPKF6+7W61XDqWeb9Z8QZtPnaNl3h7yUzuI7jouv15Wr3Z4mgHlFFO4ADTXX4RB1pqrFEhCS2fUwaZdj0o5shw8d5CNrz4qXfmAX/5lrTz217XSVhvx090/kfV71skbY0t89+DP5faOJ6X2Z4fkUFNmcFBToJzLtralPJUga7hBoYAz2dzh8UaqFUgiw+n2DgB6c4ZX/vGCAHTFduCb9ppBC1qb8oxY/qC2Nxkmjfk3v3MHeGZrg46Wbo54S+vzsYY4zmlE2/Mj1FChRwM6tw1TQenlbUXYFwqVfqzeaPBVzwUEztVknMcvWaEHNnxPTn//YXFfe0hem79OdqeNzG55XZ7akXBYaxk/65hs+UPKGc0zfNZp2bzD0UXEY9szIqWZ7VKtQGhIreknMAhazg/OuwqWpq+s0NYffmfIH9lxX8z2KY3mX9q/dV0jbWRFGJQa6NSUmdNraZx1VIBqC/pCQ8Vm+ya5QQXKF8x7Y0OSM5S+tVKTglCJQWJPXaGXDt9Fy+8Xapfp5Jh28+Nnb9B6Etq0wktbP6J5SenEMGXWwQHyVQQqocEF59UYPOB5MmOWPqDHHlk15ORK1gSHPf5V3Tp3k8xYdp0G065i5eyX5cvLP6BTpzXw8vYjzJgxnJaWvVX51TUQCKkxA2oMrEfC6Pse0OMXAa86gGY5WhzOWZ/1CJevpZ0czZ8bNwT8IgrIgAKVCxSohIY0EGpXrNQ0hDQSXAQuBCLFhJ44Skk14drfLtFeU6ZLe1n89FytlYQOTbhv9p8uSr6KQGpl4HeahkLTLQs0nXANJ9Y8fMmTe6AbKG6+X/d//lGZvOwzGt8wlpMvHWbi9HGsufm5/5pfZUEaCM4Ozivvu4aeA/suhT0QY5Yv0PNXTGdiegkYfuOHWT/n6UuSr1LABQI2W3JWcFYwE5spTZ6kPsjscQH4/kEABIoNPGcDR6wVxm5Zqs72kWgfz9yy+R3vnNUErCCRpfH+B/Xk6kvLXpVHdh3Ib1qu3X/cR3zjh3j11g2Xlf82AuAmvJ/eN/dRM2++YgQEXGDwAhoAQmacASyAB6NY+lCF/Kcn8eb8NZdNfogCzgh2YjPeZPWgNnv6ALzNhtp+cAtYxVqPBA7Fcfz2ywd/L96L/4v4D5AIvAX1A9onAAAAAElFTkSuQmCC) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGhUlEQVRYhe2WbYyU1RXHf/d5mWdmd3YX2K2wgJRdA7Kg0FhDSWwJRGOENQaLLWkrpvGD1RgJbVO1ystuDaW1sU0lKaRprNGmRvuWpsWqNFBDE2tKiFKrRQosENiFfZ3dmXle7z398AzDDosL+KVfPMnNnHsz557f8z/nuc+FT+wT+z+bGj/Z/+r14qHx0GTQeCr1PTSZiu9iQIPEFhIpJLTS4acj+2if+qhklzJn/CTEAuC1fUXqXYWLwbUEF8EFbMAFMCAa0ApCwcSGuGxYtyiDv2Wm5L535oohagHE4a1/hqxY2cTy1Yev6kkA1m2fIS8cKFP+5rVS95NTVxRfA+DjUE5Clq8+rN589XrJocmRkFUJOZKKr/FIsDRIZGEq0kvJRoqK+5bUY4qK4v1tkn/u+GUhLgKwCUwa44sDSvH634psfvrydf3tg3Pkztkxue2n1Yt3zJE1LYrRu+dJ4x+OTBprjZ+UxSXCTn1c9r4NX1gx5XK5Abhn10klOs2VlA0SWbxweIyhFQtlsrgaBUo41UYs4dLd/Y7qBvbu7pC8iskTkVcxDcTUqwhHgylbmKKNjDiYYSg9MkfMiIMpWHxtxlRMyeLc4iVyzaF3L6lELYC4BJWlMXGr62O4GIGlnf+dVE7/iVlSv+Okeml5h6zKClP3fqB+OX+hrMLlzKdvlpknDkyIrylBUTL4lcSjkqmuF8Tjts4P1Bu7J5dTonS70XMldKlSyuEQXbb5df8QPdOWTYivUWAMl6DSAwXxqutDZAG4vfN99ZfdN0izCmjBp0X51OsEM+ygz2TQpyxG186TpN8lGXHobb9JdGCTBBZr3ekkocWHuc/LfP/vVSUmKmBSppFxAAOSrfpnpY4+qaN99WnVuGpI2XeOKnf9kMo+1qekZNH4uyPqT2eyJAWH1mMH1etGEfsObYW31BueJolt3rNXVJWoARiTDH5FgfEA/aau6p+SPHd1HlKv7L5pgpx6IC3fUG+JcDQt4eBAkShMH6owPEakbX5v+jnIrTKxBMYlTA/bGoBzkqv6PaYRgC93HlQ///MyWWwN8plwAL2nkdL+HD3NyyQqO5THbA5ZK8VoRSCKA9wmIooYuIOZxCje5na5qAQu2fppKa3xaN+4UgD69QWA47qp6u9J5rBs9RGVvXtY1f/shDr34RTmDv5D/dGDYuKx2OxTe5piAhxu5q9qX5NPhMVS9qjX7H4S1EWvoclARzM3/OYhKRjI3dLBwls6ZFDDglceFoPiZKxoe3mDJGLxZsmm4fnHxTrjsPEXp3i/dzSFDyJGrSYwUPJDQtUAAuUgIqYhTeY4JNqqBfjXl3aq9pc3SP4/BQoLpnBi3U8VQOtL35Ler/xYATT+6jEZvfeHaRfv3Co81K0Auit77Jq6Tt4JTzCSyUAAgW1Tth1IIFEWoWWTftEtYmXVNiHAsXXPqr55LZS0y9zv3icAxSSD/cAaASiFF84HuzTxXNrfOEJHfTsjXtpLsW1TdtLGji1FZKcpE6WIrYsUOG/nvvqMyr/4uJQ6ZuM9/6T4sUKW3gifXSI6BHZ0iRWBWxamfmezNA8mtPaHzBwIaSmEDBOTWAoK4CuFXwWwCGwbYkgsRfRRAADF9T9Q9nObZcaRAU63XQMPpFLzbJewoUsZwN20VQZ+9JQaAA5fYo+nW++V90rHKLsXFAjPK2BZRPYkAAD6/qfU6V1bBa1ofvjrohNhNAb7ni/Kp+qaCGJh+q1rpEErcoFQH2iykSEbaXLa8G81zCLVjp+YC0krVdeTlaDGHuxW7OiSwXlzsTTYMTiLF1MMhWxgyM1fSLZkaCgmNJbSkfcT8oGmLkzwXYOpXD1DS9ImJC1BLOoKAAAe6VLWM11y7fGz9M2Yjr+lS/lA/cZN0rPz+1d09do+a70cKh4lyqR/15Yi4koUqJj5dpfq29Yldiw0rlkr0+oaSLTQuvIuyYuNFwuZSPAiQybRuImQSQyuFjyBo3Vj3Mh1RDotR2wpEnUVAADhk10qv3mr2AsW4UdCJjTkr1tELjDkAk3d+d9Qkws1udjgRQYvMXihIXIMUtErASJbcdU3X4DmR7dIa+9ZxvItnNi57ar32DZ7vbxbPMrnvLaPBwAwa8MmcSOD23MUghg3FtxEcBOTDi24WnASg6MFRwRbCxkUeS9Hm9+IbeTjAwC0f+MJyUQGr1J7r/IKepHgxQYv1nixIRMbMong6grYeSgj/A/K1TRS3SzExAAAAABJRU5ErkJggg==) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur73992 0.66666666666667s linear infinite forwards;
}
