@keyframes rwdcur125294 {
0%,3.65%,100% {cursor:url(data:image/png;base64,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) 1 2, auto;}
3.75%,6.15% {cursor:url(data:image/png;base64,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) 1 2, auto;}
6.25%,9.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
10%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADu0lEQVRYha2Wz2sbRxTHP+M0WgyNVV9ykXSxwb6s3WALmotknF4CvQRKQ2/twdr0YvVYCLjFND0EnEMx9CD3L3BTkBoIasESli8pWJDKukjgNdQ/oL24SQ5BCun0IM9of0or0++yMLPzZt533nfmvRVcAplMRg4a39vbE1HXimzodLyxsUG73ebw8BCA6elpAGZmZjAMg9XV1cgkBIBFSu+owHHgxEwmIzc3N3W/0+lg2zYAU1NTGIbhso9KQhs4SXiJZDIZWa1WaTabrsmdTgfA5xzANE2Wl5eHkhhzdnKLc8iLx0uoXq9jmiamaepvhmGEOveSDcM7zk6h3sBanKdQb/QIkZRbnAghBEdHRwghtGNFRDlyEms2m3S7XW1vkZJh0moCBY5FjqRUJLbqBz5j27ZptVq+78ViEehLomydCCPhkkBcPFv1A6z0vI7CH7/XaLfb3PvsU9YWzlhbOKNUKiGEoFQqsbZwxtyfP1Aul7FtO5RoEHyMnNrnFuco1BtsGye86ED8Qu6/D3/S9kbyE9f89fV1ZmdnabVa7OzsUKvVhEVKWul5CvsN3y1zRQDcp1+dBeg7B7g+7XZ630xz30zrfqvV4tF332jnodvHcwi9JHIkQycrEnEDHjTfBeDBk3vIv34D4NEgrw4MTRSKxLZxor+dv/7XZTM53g+kvKD8sotYISHHGEOFH/yJLlK6XCHRIxE7RYTMUI7vdhOu72MelYeegSD8yKlQi0uJft//IKvbCtuxU90Wjv0VOBZhuSAyJmLIt79YciKGnIghs9msbqsxNR51zZEYeRe+cTPL82e1QNuX3WhrR5IgKpzyXLsaLQqRCXh3f/76bWDbeUhzJKVFSg7KBZeKQLFcYXL8iu5Pjl+hWK4MnKOIeMmMTOBuN8Gd27d8Ebhz+xb//Gz5riGAlZ7XtUWRGYmANyN+/kU+MALvfVxwzdviRAC9GrDfcJEIRJBWFimZIykrlYrM5/NyhYTr6jlfdfDy+bysVCrSuYZ699MfuWQYWA11BBbn+PDgKdC7XmH3XEp49QahiLx64//l81bFUAmUbla694d0/tgKM9Vw3oDzxznXmHLoLcmBycIbBYnUeoL/SjoxKAGpdf+XlKxe1b92tX8GhhFw4lJMnBFQZ0IVJKfuURD4QzIM3pIcVqKj4NK1oFiu6raUUPq1OsA6HCNzjxtunV90EHGjLwFEr4QwogRxA/nlV1+zu7sLwPNnu3rsxs0sS0tLAHz/8FsZlcRIEfDuHoIjANGj8B8kQ7jiywHPigAAAABJRU5ErkJggg==) 1 2, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 1 2, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADX0lEQVRYha2WsWsTURzHP1eUa0FI46BLs6TSDh4SsEO33qaLGNB2E1wauxS7CRYRrA5CHaQONf4FViURoVSx5DrpYFFKhl6xQUgWdWg7mVt8DvGd793day7FHwRy937vfT/3/b33u7M4QriuKw4b9zzPSrtW6kRVeHFxkZ2dHXZ3dwEYHh4GYGRkBNu2mZ2dTQ1hAZTICYAyTeMk13XF0tJSeB0EAY1GA4B8Po9t21p+Wog+VViCJInXajXtnm3b5PP5RHGAWq3WtVQhQBqIzc1NHMfBcRwNIknccRzq9Xo3bQCOJd0skRPRcki7pbAEkUIqWL1eJwiCowGUxs5R/rRlhPB9P7ZItVoF0ERV4MOir3sKfP7gsb29zfS1KeYLLeYLLSqVCkIIKpUK84UWZ789YXV1lUajkQg6zZCYZihWXu0JZf2lC9DZGxkbcRBA5m+5f+y+COfYQ5PaggsLC4yOjuL7Puvr69pJkADPaIX3NAek5VJcjYyy104N66K3nTFuO2Phte/7PHpwJ/EYls6fQ3UicROCvhee04yNS4iMDffrJwC4/+YG1s93ADwyLRyJxEYRLYVAsGK3wvG9X7+1/OzAPyOtvyvut4lZDx0HyptbYRmMnSqpH6z0x52Ihios1xAITRzoDmCCUSEK4y5fPnqx/Kl2TruWAKqwDOMeUKNM0yqREyv9Tb5/7ZyA02cmY3l7L2cAyF5d1iCioj0DSIhBEMc/vzfmZK8ux+Z0Wzc1wGB/x8eTk0+NOULZNc/tJqToxqk6YVLs/RKJ/62evjBSOiCfXkZ1zSM7YFEYdwHIDlhU1zwuX3C1eUknKVqWnh2YaucoXnRjDhQvuuy/momdAOj0ExNUKoCpdi78AVyfmSM78O9BpAODV5YT55c/bRkheu4DYG5IQsBBgDU3NyeKxSKu62ofOdGXXCqAqHiZphXdE1GAjN0ZPwjiXVFCSIBYCVRBdZJKbQr1BOy9vKGNmd60xk8yTVghThMHAVbfJXO/0KAPA1BDBVBLsN/GGuxHyCak2m5aU10r1dsw+vRHATBFj33r/wMcuRVX17zwvxDw+q1nzD0senYgegSjDkBvLqR+G0rxm7fusrGxAaB9jBTGJ5iYmADg8cN7Ii1ETw4kNaAkByC9C38AE/WWuzD451YAAAAASUVORK5CYII=) 1 2, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 1 2, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOklEQVRYha2WP2gbSRTGfxtC1q5sNalOjQRWkcWocOHO0126E5ztLpAmijkwcReIOQ7OpDjwwR0+uKDm6iQOUggYpxBakyJX2MQYEbwGiwO5uiskV9Y2mSvkUWZ3Z/+FfLCwf2be98333rxZiy+AEEImfXdd18oaK/NAnXh7e5uzszPOz88BKJfLAMzNzWHbNuvr65lFWAB1irJBP3GCEELu7OxMnn3fp9frAVAqlbBtOzA+q4gbAA36Vp1irK1CCNnpdALvbNumVCoZyQE6nU5qqiYCFJJEHB0d4TgOjuMERJjIHceh2+2mcQNwM/wiLh3KbkWshCgiXVi328X3/fwC6gvzNA5PEkV4nhcJ0mq1AAKkuuAkBFLQODyhvjA/FqOl48N7l9PTUx7cW2WzesFm9YJms4mUkmazyWb1gjv//MHe3h69Xi9WqAmBVSpS5YRyYcZGXvowc53uf89fTubY36wEAm5tbVGpVPA8j3a7nboTbiR91DGj1drtcpD0ibPAE2dh8ux5Hr8+/TFCbiryiDqTCzM2idtp4IvxzZsK1n8fASj88I7hyOywXl+RXaDQODyZ3F/6BESoFNwurzC4+kRh+trIZRfrOrSJXC1KRyQF4epXqi99LBX81nGbW8ft8UqvyS1rfA1HWGHyJMQODOdLCZud+uxEdVFw/LcbmasE6DH01euLjC1CkxM6uQmD3TUGu2vMTiGzkENCDeiDk1q0jsLyM3OcGPJUAbqQLCKkNuK53efST6+FzH3gxVQ/8Dy4ksZ7K9cfRg4BOlr7LoXpz0yFaYvWvhsZV6co05zLLWB1VKR2V0QcqN0VDF+tsToqxgoxicksYDjCUsHvr20YHZj93lyE6oBTYvRvmTOmTwzXg4KU44a1sbEha7UaQggr3NohYx+II8+Cv/78je++FREyE1IF5CHXd8Bg92G2OVkIw4dIXAogegiFY4YdMdqj5w2CJ2ODvqW35OEIa3YKqZpQuPkkkccKSJucR0Aacvatry/gizohEOh8UsLrt27s2CTkdiB8JIcdgHwuZDoNdfJHj3/i4OAAIPAzUl1cYmlpCYDff/lZZhWRywHTD4nJAcjuwv+hzI0m0kB43QAAAABJRU5ErkJggg==) 1 2, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 1 2, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
27.5%,28.025% {cursor:url(data:image/png;base64,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) 1 2, auto;}
28.125%,28.65% {cursor:url(data:image/png;base64,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) 1 2, auto;}
28.75%,31.15% {cursor:url(data:image/png;base64,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) 1 2, auto;}
31.25%,34.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
35%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADu0lEQVRYha2Wz2sbRxTHP+M0WgyNVV9ykXSxwb6s3WALmotknF4CvQRKQ2/twdr0YvVYCLjFND0EnEMx9CD3L3BTkBoIasESli8pWJDKukjgNdQ/oL24SQ5BCun0IM9of0or0++yMLPzZt533nfmvRVcAplMRg4a39vbE1HXimzodLyxsUG73ebw8BCA6elpAGZmZjAMg9XV1cgkBIBFSu+owHHgxEwmIzc3N3W/0+lg2zYAU1NTGIbhso9KQhs4SXiJZDIZWa1WaTabrsmdTgfA5xzANE2Wl5eHkhhzdnKLc8iLx0uoXq9jmiamaepvhmGEOveSDcM7zk6h3sBanKdQb/QIkZRbnAghBEdHRwghtGNFRDlyEms2m3S7XW1vkZJh0moCBY5FjqRUJLbqBz5j27ZptVq+78ViEehLomydCCPhkkBcPFv1A6z0vI7CH7/XaLfb3PvsU9YWzlhbOKNUKiGEoFQqsbZwxtyfP1Aul7FtO5RoEHyMnNrnFuco1BtsGye86ED8Qu6/D3/S9kbyE9f89fV1ZmdnabVa7OzsUKvVhEVKWul5CvsN3y1zRQDcp1+dBeg7B7g+7XZ630xz30zrfqvV4tF332jnodvHcwi9JHIkQycrEnEDHjTfBeDBk3vIv34D4NEgrw4MTRSKxLZxor+dv/7XZTM53g+kvKD8sotYISHHGEOFH/yJLlK6XCHRIxE7RYTMUI7vdhOu72MelYeegSD8yKlQi0uJft//IKvbCtuxU90Wjv0VOBZhuSAyJmLIt79YciKGnIghs9msbqsxNR51zZEYeRe+cTPL82e1QNuX3WhrR5IgKpzyXLsaLQqRCXh3f/76bWDbeUhzJKVFSg7KBZeKQLFcYXL8iu5Pjl+hWK4MnKOIeMmMTOBuN8Gd27d8Ebhz+xb//Gz5riGAlZ7XtUWRGYmANyN+/kU+MALvfVxwzdviRAC9GrDfcJEIRJBWFimZIykrlYrM5/NyhYTr6jlfdfDy+bysVCrSuYZ699MfuWQYWA11BBbn+PDgKdC7XmH3XEp49QahiLx64//l81bFUAmUbla694d0/tgKM9Vw3oDzxznXmHLoLcmBycIbBYnUeoL/SjoxKAGpdf+XlKxe1b92tX8GhhFw4lJMnBFQZ0IVJKfuURD4QzIM3pIcVqKj4NK1oFiu6raUUPq1OsA6HCNzjxtunV90EHGjLwFEr4QwogRxA/nlV1+zu7sLwPNnu3rsxs0sS0tLAHz/8FsZlcRIEfDuHoIjANGj8B8kQ7jiywHPigAAAABJRU5ErkJggg==) 1 2, auto;}
37.5%,41.15% {cursor:url(data:image/png;base64,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) 1 2, auto;}
41.25%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADO0lEQVRYha2VsWsTURzHP1eES6cki5NZUmgHjxIhQ516Y8GloHYTXIxBKGYTWkSwOAh1kDpI/gO1kohQ6lByxUGHFKUE6RUShHTSIenU3OJzaF/67u7d5VL9wYN37977fb+/7/u938/gAmbbtoj77ziOkdRX4o0q8Pr6OoeHh7TbbQCmpqYAmJ6exjRNlpeXE5MwAErkRJVu7AHbtsXGxsbw2/M8Op0OAPl8HtM0ffuTkpgAqNI1SuQiZbVtWzQaDd+aaZrk83ktOECj0Rh5VUMC0uJI7O3tYVkWlmX5SOjALcui1WqNwgbgUnAh6jqk3BJYEpFAKrFWq4XneeMTKBVnqTb3Y0m4rhtyUq/XAXygKuE4811BtblPqTh7Ska5jm9fHA4ODrh3Z4nVwhGrhSNqtRpCCGq1GquFI67+fMXW1hadTieSqM58UUpQqYRUIW0ijj1In133r/a74Rnzym2fw7W1NWZmZnBdl52dnZEvYSLup2ppJdcuT/lBV6wiK1Zx+O26Li+ePQ6B65I8xE6nQtok9jn1PPt08nEG4/cPALIPPtMf6BVW8yv0CqRVm/vD+bGHj0Tv5I9vb3byTMhbDsaZax24DEq10BUEs1+yPvYwpPPs5IRvABjG6egPMILgcabNgSgS/cEpCTmuXbeHc2mZ1LlSJXJiODTRRxKIIpFJIXqb5choeptleptlMimEmnAqeNBvIqmks7eprm+9MGfz/aujPbM0yIXWdMUtMgmDB+P6hDSh7Hhjdjn2RgeYuA4Eo++dCO3cSJx+YxJQrb7tkJ08R8pOGtS3ndA+mYD/lcDSIMfigh1SYHHBpv++rL179TX8MwGAu+WKVoHMzdfa/bLBSTIXwcRxHFGpVIR8jrohq2WlUhGO4wgJWCInmsUbkSqMNBU0CYG0eT6X56MIjLwCeSCuAElTX0Bv836i4CK7oW8tUEaDT1I1XR9QfSaqhGpLBn9nrNI11HrfH2BkUghZhILFJw48ksCow+MQGGVj1q3/T+BCdQDwVT4h4MMnJ3JvnI2tgBo9hBWA8VRI1A1V8IePnrC7uwvga8WFuXnm5+cBePn8qUhKYiwFgtGDXgFIrsJfey2kRkZ/x6EAAAAASUVORK5CYII=) 1 2, auto;}
43.75%,47.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADu0lEQVRYha2Wz2sbRxTHP+M0WgyNVV9ykXSxwb6s3WALmotknF4CvQRKQ2/twdr0YvVYCLjFND0EnEMx9CD3L3BTkBoIasESli8pWJDKukjgNdQ/oL24SQ5BCun0IM9of0or0++yMLPzZt533nfmvRVcAplMRg4a39vbE1HXimzodLyxsUG73ebw8BCA6elpAGZmZjAMg9XV1cgkBIBFSu+owHHgxEwmIzc3N3W/0+lg2zYAU1NTGIbhso9KQhs4SXiJZDIZWa1WaTabrsmdTgfA5xzANE2Wl5eHkhhzdnKLc8iLx0uoXq9jmiamaepvhmGEOveSDcM7zk6h3sBanKdQb/QIkZRbnAghBEdHRwghtGNFRDlyEms2m3S7XW1vkZJh0moCBY5FjqRUJLbqBz5j27ZptVq+78ViEehLomydCCPhkkBcPFv1A6z0vI7CH7/XaLfb3PvsU9YWzlhbOKNUKiGEoFQqsbZwxtyfP1Aul7FtO5RoEHyMnNrnFuco1BtsGye86ED8Qu6/D3/S9kbyE9f89fV1ZmdnabVa7OzsUKvVhEVKWul5CvsN3y1zRQDcp1+dBeg7B7g+7XZ630xz30zrfqvV4tF332jnodvHcwi9JHIkQycrEnEDHjTfBeDBk3vIv34D4NEgrw4MTRSKxLZxor+dv/7XZTM53g+kvKD8sotYISHHGEOFH/yJLlK6XCHRIxE7RYTMUI7vdhOu72MelYeegSD8yKlQi0uJft//IKvbCtuxU90Wjv0VOBZhuSAyJmLIt79YciKGnIghs9msbqsxNR51zZEYeRe+cTPL82e1QNuX3WhrR5IgKpzyXLsaLQqRCXh3f/76bWDbeUhzJKVFSg7KBZeKQLFcYXL8iu5Pjl+hWK4MnKOIeMmMTOBuN8Gd27d8Ebhz+xb//Gz5riGAlZ7XtUWRGYmANyN+/kU+MALvfVxwzdviRAC9GrDfcJEIRJBWFimZIykrlYrM5/NyhYTr6jlfdfDy+bysVCrSuYZ699MfuWQYWA11BBbn+PDgKdC7XmH3XEp49QahiLx64//l81bFUAmUbla694d0/tgKM9Vw3oDzxznXmHLoLcmBycIbBYnUeoL/SjoxKAGpdf+XlKxe1b92tX8GhhFw4lJMnBFQZ0IVJKfuURD4QzIM3pIcVqKj4NK1oFiu6raUUPq1OsA6HCNzjxtunV90EHGjLwFEr4QwogRxA/nlV1+zu7sLwPNnu3rsxs0sS0tLAHz/8FsZlcRIEfDuHoIjANGj8B8kQ7jiywHPigAAAABJRU5ErkJggg==) 1 2, auto;}
50%,53.65% {cursor:url(data:image/png;base64,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) 1 2, auto;}
53.75%,56.15% {cursor:url(data:image/png;base64,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) 1 2, auto;}
56.25%,59.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADu0lEQVRYha2Wz2sbRxTHP+M0WgyNVV9ykXSxwb6s3WALmotknF4CvQRKQ2/twdr0YvVYCLjFND0EnEMx9CD3L3BTkBoIasESli8pWJDKukjgNdQ/oL24SQ5BCun0IM9of0or0++yMLPzZt533nfmvRVcAplMRg4a39vbE1HXimzodLyxsUG73ebw8BCA6elpAGZmZjAMg9XV1cgkBIBFSu+owHHgxEwmIzc3N3W/0+lg2zYAU1NTGIbhso9KQhs4SXiJZDIZWa1WaTabrsmdTgfA5xzANE2Wl5eHkhhzdnKLc8iLx0uoXq9jmiamaepvhmGEOveSDcM7zk6h3sBanKdQb/QIkZRbnAghBEdHRwghtGNFRDlyEms2m3S7XW1vkZJh0moCBY5FjqRUJLbqBz5j27ZptVq+78ViEehLomydCCPhkkBcPFv1A6z0vI7CH7/XaLfb3PvsU9YWzlhbOKNUKiGEoFQqsbZwxtyfP1Aul7FtO5RoEHyMnNrnFuco1BtsGye86ED8Qu6/D3/S9kbyE9f89fV1ZmdnabVa7OzsUKvVhEVKWul5CvsN3y1zRQDcp1+dBeg7B7g+7XZ630xz30zrfqvV4tF332jnodvHcwi9JHIkQycrEnEDHjTfBeDBk3vIv34D4NEgrw4MTRSKxLZxor+dv/7XZTM53g+kvKD8sotYISHHGEOFH/yJLlK6XCHRIxE7RYTMUI7vdhOu72MelYeegSD8yKlQi0uJft//IKvbCtuxU90Wjv0VOBZhuSAyJmLIt79YciKGnIghs9msbqsxNR51zZEYeRe+cTPL82e1QNuX3WhrR5IgKpzyXLsaLQqRCXh3f/76bWDbeUhzJKVFSg7KBZeKQLFcYXL8iu5Pjl+hWK4MnKOIeMmMTOBuN8Gd27d8Ebhz+xb//Gz5riGAlZ7XtUWRGYmANyN+/kU+MALvfVxwzdviRAC9GrDfcJEIRJBWFimZIykrlYrM5/NyhYTr6jlfdfDy+bysVCrSuYZ699MfuWQYWA11BBbn+PDgKdC7XmH3XEp49QahiLx64//l81bFUAmUbla694d0/tgKM9Vw3oDzxznXmHLoLcmBycIbBYnUeoL/SjoxKAGpdf+XlKxe1b92tX8GhhFw4lJMnBFQZ0IVJKfuURD4QzIM3pIcVqKj4NK1oFiu6raUUPq1OsA6HCNzjxtunV90EHGjLwFEr4QwogRxA/nlV1+zu7sLwPNnu3rsxs0sS0tLAHz/8FsZlcRIEfDuHoIjANGj8B8kQ7jiywHPigAAAABJRU5ErkJggg==) 1 2, auto;}
62.5%,66.15% {cursor:url(data:image/png;base64,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) 1 2, auto;}
66.25%,68.65% {cursor:url(data:image/png;base64,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) 1 2, auto;}
68.75%,72.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
75%,78.65% {cursor:url(data:image/png;base64,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) 1 2, auto;}
78.75%,81.15% {cursor:url(data:image/png;base64,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) 1 2, auto;}
81.25%,84.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
87.5%,91.15% {cursor:url(data:image/png;base64,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) 1 2, auto;}
91.25%,93.65% {cursor:url(data:image/png;base64,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) 1 2, auto;}
93.75%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQ0lEQVRYha2Wv2sTYRjHPyfCpSAkXZzMkkI7eJQMGbr1NgUHBbGb4GKapZhNaBHB1kFoB6mD9D+wVhIRShVKrpMOLUrJ0Cs0CO2kQ9qpucXXoX2T9+7e93KJPvBC7t7nx/e+z69YDCGu64qke8/zrLS+UiuqgZeXlzk8POTo6AiAsbExAMbHx7Ftm7m5udQgLIAyeQGwxrHRyHVdsbq62n0OgoBWqwVAoVDAtu2QfloQV9TAEogueKPRCL2zbZtCoaANDtBoNPqmqgsgDYi9vT0cx8FxnBAIXXDHcWg2m/1iA3BV97JMXkTTIemWgSUQGUgF1mw2CYJgOADl0iRru/tGEL7vx5zU63WAUFAVcJJc6a8C3796HBwc8PjhDAvFExaKJ9RqNYQQ1Go1Foon3Pz5hs3NTVqtlhZombzQpdeKKkGPBbiojayNOAsge5nuX0fvuzb2jQchh4uLi0xMTOD7Ptvb26FO0HVbiAF5IYOrklVq7fpYOOi8U2LeKXWffd9n5eUzbRuWS5OhQtcWoVSUtfCO49i9BJG1Yal5DYClT7NYv78AsGJyHBHtoIimQiBYt0+69+3zPyH90ZEekdalx9MOMepVn5Jt46TSFcx65hhhGC39AqvBgf4ATGDWM710FKdcfnzzYvoznbzRV7S1U7WhNFrPHNPeqBj12hsV2huVEEhpL0+aeEbJZRDqcV1XRN/JYxrpUUnFQFoRonfe2fHO+ScAuQyhL2qfC+1va0CSjXMgSepbHqMjFsUpF4DREYv6lsfdW25IT5eGoYpQlZlOnnu33RgD9267nH6oaDugXJo0gkoFIGr0qFJldKT3IZKB3P23Wvu13f1EEKkAeJ4nqtWqKJM3Vn7WvqiTarUqPM8Tqn2ZvNgt3RHRrdi3ZKSy7O2ZTj7W51KEgLMASwI5C+JTMTqKYykIzW3FSA6gpGGidkB7YzZ0Z9q08XUZWRzSSA0cbUlV1F2Q5DtxF/RrHxXAaQcrl0HIJaXS3i+4EUCSwbAATDLUcvifAIbeBfUtr/tbCPj42TPqJsnADEQLMMoADMbCQLsgl0E8efqcnZ0dgNCfkeLUNNPT0wC8fvVCpAUxEAO69tMxAOlZ+Asr87Bex14oBgAAAABJRU5ErkJggg==) 1 2, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
}
div.testarea{
animation:rwdcur125294 13.333333333333s linear infinite forwards;
}
