@keyframes rwdcur149460 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVRYhe2WzU8bVxTFz5v3xswMAxqP7QFbthVs8HiQFaIAYRSFRlTpJsoCqlT8C5W66abLLpIoipSuoiy7qrrIpl1V3WVRJWJR1FQqGwRqoC7dgOThw3x6Pl4XBWq7phpDnGzyW73RPfeeo6un0QPe84YghGiiKF5pt4+GFTLGtPHx8YNYLFZcX1//vqmslEqlnWKx+Knnef7Ozs6LsHOFsEJJkuKiKEIUxestyr2qqiIWiyESiVhhZ7YNIUTHGaETicTH2Wz2CQCpYwHOiQ7gclsdyWSyoKqqclFnxphtWRa3bZtns9kfW2larrNQKLwqFAoPLxogmUw+KJVKyOVy6O7uvh26sbe3N35WuHaglF4xTZOPjo7yTCbz7UXnnRcJQPpdmb/nFEEQbiWTyZeEkFY/ss5CKb1tWRafnp7mQ0NDHMDV02D1wrGxsc87EaC/v/8ry7KgKApM00RfX9+XnfA5k/oNDA4ONmzgrUEI+fD4Dthv3bwdcqqqvmaMcUVROKX0KYBIJw3rHyRxSZL+Mk0zats2MpkMqtXqtaOjo0nf9785z3BCyI10Ov1aluX7QRAInuf9dGYAQsi9gYGB6yMjI2CMQZIkpNNpLC8vX/I87xmASpv+gmEYf9i2LeTzeezv7990HOclgNUG0cmhp6fnTiKRaJjAGEM0GgWAYpvmADCm6zpkWQalFPl8HoZhPPpPypNDtVp97jhOQ9H3fWxvbwPA7wAYABvApZABft3c3ITruuCco1wuY2Nj497/NaS6urr4xMQEn52d5TMzMzybzXJZln8DcEOWZZ5KpXg0GuW6rm8COH2wUErvxuNxrmka1zTth+OwYIzdSaVS3DAMrmna161MSdP3ZV3XX21tbTFKKTjn33me95ksy+tTU1PQNA0AsLCwgNXV1ed7e3sfAbiWSCR+npycRCQSwdLSEsrl8gvHcW6GWVPzo2PBcRwxCIIu13WJ53mfALhqGMapOQBYlgXO+S0AUFX1i+HhYUiSBEEQUCwW4fv+B2HMWwU4oVZ33nJdt6Houi4YY/8Ia7U/a7V/5UEQgJDmxbYfoJ5fdnd3sbKygiAIUKvVMD8/j4ODg8fHAZ4uLi5ibW0NlUoFc3NzODw8vB86QUj64/F4RZIkrigKF0XxSVM9p6rqM8Mwlgghd9+0eT2sk8PfCX8DWKQGDtTHNOQAAAAASUVORK5CYII=) 15 15, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhe2Vz4vjZBzGn6RJJtmJSdO+3ST9EZpmaeZHp5cKA8McBlFBL4K4uKc97UVUFA8igsKe9yR7EcE/QFYQEU/qwbOW0cvIjDKOqzCBtM2klJ1O087rqTUzdmantTMg+pzy/T553+cT3m8S4H/9m7SwsJA8x1uo1Wp3Jt2TneTmTCZTNE1TGOfNzc0VRVFcnRTgtPLz8/N1QRCooig0kUjc+6cbPk5M7JrIsuyXSiU4joNut4t6vY4gCD6NoujmZQHEj+BFQggqlQokSYKmadjY2ACAlwDI0wYUi8WnXde9+1gAnuefS6fTJ0yO46AoCgBUpwXI5XIfW5b1PsMw5FyAKIq+8H3/hNnr9RCGIQD8MC3A3t7ezd3d3VcppY1xfnwGkqqqBqZpjmZgc3MTYRh+OBgMXpkWYFIRnuc/k2WZEkIowzBvXVWwAOCWKIqfALgN4NpVBTMAhGQy+Wsymcyapgnf93FwcHDcaDSeAPDosgESAF7Qdf3O2toaNE1DLpdDq9ViWq3WQwD1WQUVi8XXHMf5luf538Mw/HHYZzmOe8YwDDDMX/NoGAZkWZ7px4cQct91XTGdTn8Q77P9fv8rz/NAKR01Pc9Dp9N5MEuARqPx+vb29qNms/lGvM8AEFKp1G+qqhqGYcD3fYRheOz7/pXMwFACgFuSJD3AFb8FZ6kE4Mx//2XqOiGEFgoFmslkqKIon89gTxbnPEwiXui6/ku1WpWXlpZQKpUQBIEbBMEmgO0pw61yuRxYlvUOx3HX2u321+PoRjo6OjJ0XQcAMAyDQqEAWZZfnjIcpmm+t7y8jMXFRaiq+va4e04AiKLYaTabo3p/fx+dTmfqY/A8797W1hZ2dnbQbrc/usgaS9M06jgOzWazNJVKfReDVERRfJdhmGfPWMsCSI3piwDyk4CzAJ4EYMV6hBBC19fXabVapaZp/hxfIEnS87ZtU9d1aT6f/2bSsNM6BvA9gIfDhqIod1dWVmBZFiqVCgRBuAHg+tA3TfPL1dVV1Go1qKr61Cn4iQH+psPDw5+63e6ojqIIADrDejAY/NHv90EpRa/XA4CDiwJcVGI2m6Xlcpnm83lKCLkfN1mWvWHbdmjbNiWEvDnr8LiWACiXGfDf05/KGPdO0B0mlgAAAABJRU5ErkJggg==) 15 15, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC30lEQVRYhe2Xv2sTYRzGn8vlwl0OQnqX+wXXNJeQpoRrSVObQejQktr+A4qTi4ur4iLoVIqTODgIlro4CRbcHByt4tAfUPAQ3CpNSbCkBwkJgbvXobQkaWOTaxpF+kz3fp/3fZ8PvO8L3wOu9L8oFosFJycn072u8/UyOZfL+Tt5HMeFeZ7vGeAUEEVRD2VZLodCoU8A5i664Xmimgc8z2+KophNJpOo1+vY2dlBpVK5SQh5NwiAjCAI2wsLC6Coo7Jt21hfX4dt29TZy89XJBKJBIPB0d3d3S9n+c13IBOJRE7CASAUCqFWqwFAwCuAYRgvEonE505+M8BGqVSC67onhXK5jGAwCAANrwCWZd21LCvV1WSWZT9omkZmZmbI9PQ04XmeAFj0Gu5Vd8Lh8DbDMG8AXBtkcBzAbQCjgwwFADAMsySKIjFNk0iSRDiOWxlUNg1AD4fD7+fn56FpGgzDQKFQyFar1TUApX4FaZqWjcfjrymK2qxUKr+O6z4AWUVRQNP0UcHng6ZpQJ/PX1GU56ZpLoqi+LS57gewVSwW4TgOaJqG67rY398HgI1+AhSLxfuu6y4fHBw8OmUyDLPcdgdW+xnerf7eK/iX5JMk6aMsy0SWZeL3+29demDzgOO45eHh4Xw+n8fs7CwEQXgLQL3I/mNjYz8zmQyRJOnM3qIFQBCEB7FYDABA0zR0XQeAnNd0mqav67qup9NpCILw7FwA27Zf7e3tAUDzc9zyCuA4ztdCoVC3LAuHh4dPulnjVxTlm6qqRJIkEggE7rX5GQARr0C96FQDEo1GycTEBEkkEkQQhMdttppMJmupVIrIstwO/Ud16opbGhCKouYkSYJpmsjlcuB5fqnZ13V9ZXx8nJ2amsLQ0NDLfgC0iBBSqNfrx98tbRsANBqN79VqFY7jgBDSS373UlV1bWRkhESjUcKy7I02m9U0bdUwjB80TZuXQ3Ckjj8mV/Kq39qkzl5SX2XVAAAAAElFTkSuQmCC) 15 15, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,77.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMUlEQVRYhe2XzWsrVRjGfzO5aWaSM2lpM3eSSVtsPmhtNzYtpS0qRWwFN4JcRMGVC3Ep4sq9bsQ/QVFQKLhxJcp1FS64CbhKMRAsmUp6K7Q0mq9OkjkubhvTEjEhIbrw2Z334zwPc85533d8DIengDbgDpk3MjJCCGkYhgwEAlII8RMwNY6NlQFiorqun+7u7mJZFp7nkcvlOD09fVSr1Z4bVYA6QMyBbdtYlvUkQVXJZDK02+1ngXuTEDDr9/tvJ6ndNK3Xvrm5OTsOASlFUd4FXgME8J3jONTr9W7A8fExhmG0gWpvYi6XuxhWwC0oivLq9PS0XF9flysrK3JmZkYC9xVFeUfTNJlIJKRt21IIIYH5kchuOHsXhmHI/f19NO3Jly0Wi+Tz+cNarfbGNeEe8Bh4BDTHIaD3CKKBQKBLDmBZFkKI16+XvwJfAj8MQ766uvr89vb2F3/n773Fj6+urqjX6wSDQQDK5TKVSuXzQcn64ejoKAtkB41/MRwOy7W1NZlIJOTc3JwEZkYR8E/oV4iiwAv8ddYTLbvhSZL1YsU0TWnbtoxEIhLITIpYATBNU+7s7CCEoNFokM1mOT8/H6RPDIypqampWCz2oFQqHQLejV0FNFVVEUIAoOs6uq4D3B+ngIWFhbcymcxXtm2/3Gu/BzQ9z6NWqxEKhWg0GjQaDYDfxing5OTks3a7/Xu5XP62n797B66f3sTuwF38a6/gP4XNeDx+HIlEPgWG7u/D4u5Tm43H4+dbW1tUq1UKhULVcRxjFIJkMvmepmkv5fP5V+jTxG4NJD6f78HS0hK6rmOaJlJKwYjDp2manywvLx9Eo9E3+/lvCeh0Ot84jkOr1aJSqdyMXiP1gouLi4+KxWLu7OzscKAEVVUPFhcXryzLesiYpp6xIBaLfZhOp2UqlZKKoqTu+uPx+MepVOpHv9+/OMy+g47VWjgc/mBjYwPXdWm1Wl+XSqX1rlPT9tLp9PvRaBSfz/d9oVB4etwCmp1OB8/zaDabuK77c6/TdV3n8vKSYDCI67q/DEo+FEKh0F4ymfxjfn7+IX0qpt/vfyYSibzNGH5W/sdE8SdBePlTyMZsvAAAAABJRU5ErkJggg==) 15 15, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,95.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKUlEQVRYhe2XP0zjdhTHP46JYzBY4CRWIAiCVCAIBAogROhUCTEUWNqh6IYuXW6orh06njpU3aoOnW7sWKkS1+H2SgydDrHAgHqNKlqSSKQ1HET54zi8DjQo5K46HynQSvfd/H7vve9Xv/csfw3/I0wbhvEoEAh8DJjNB4qi3LNtW0zTFMMwNgHNb1PFT5KqqmvhcPhJMpmkVCpxcHBAoVDoAYqKorxnWdZmOp1G13X29/fJ5XK/OY4z7Kd3h5+kaDT6ZGlpCV3XAajVahQKhXeB723b/jaVSmGaF5cyPT1NNpsdAmzg6FW9A34E1Ot1gsHg5XMoFEJRFBvg/PzcbD4DGrlXxtSWgFKp9OXOzg6u63J8fEwmk0FEHgM4jvPF3t4eIgJAPp/HdV2AXxRF+TQajUpPT49omvYD0PtKsmAw+OHg4KAMDAw8A5KNuKZpn8ViMYnFYr8CU801hmFsdnd3S29vr1iWJcCQqqpfW5Yly8vLsra2JslkUvr6+gToaq5tXcK3EonEs4WFBarVKtvb22SzWV+LysXmm8AfQIemabX19XVCodBlwtbWFtls9n3gcSN2ZQSdnZ0fJRIJOjo6MAyjMUvLpwD3b3KAMV3Xr5ADhMNhFEV5uzl2RUC5XH6UyWRwXZeTkxM8zwNwfApoxn6lUqFcLl8GRISjoyNEZKs5UW0pfF4sFp+enp5+cHh4+GM+n38HeH4NASIi1Vwut9zV1YXruuzu7nJ2dlasVCr3Ae8aPa+FDcuyfg+HwxIIBL6hZQH/c4iZpvkQGLoL8sjw8LCsrKzIyMiIAInbIg4A6Lq+MTo6SiQSYWJigkgk8slNkM3Pzyf/6ezObqAZtmmanwODd0H+Bq3wban+dfT39z+YmZmR8fFxwc/3u028YEgsy/pqcnKSsbExotHo/XYJpqamNtLp9E++C+Lx+MPZ2dnGDdjtCgAIBoOvPVITn3atXbR+jhuoAtIatG37Xr1er3qe9+fNynoJ4vH4g9XVVZmbmxNeYudTqdR3i4uLwmu+Qb7+CwBqtdrPjuM0XNILhsLzvKeqqia5sGY3hlvbjTe4NfwF9pQB1QIYFw8AAAAASUVORK5CYII=) 15 15, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur149460 0.83333333333333s linear infinite forwards;
}
