@keyframes rwdcur67986 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 2, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIs0lEQVRoge2YW2xbdx3HP+fic44T3+JcnaRJ7CZrli1JE1bEurVjZRusoDEKA4kHJN5XJB5AGhISIPHMRB944GnanhigbWIKA2lsY2Pr1q40a5M2ydo49ziOYzvx5dx5OPaa3WiStolA/UrnybL9/fx/1/+B2/rflgI07aUBadvfOAUcR+Y4ImeIUeQZQAWuAOWb7O+6EnfwHRnQgAgPA2o8RN1jv0PrfR54CC8qu6btR+A4ChAA6qkjyNvhI8HI4z37/Hcm2mzfCdvMHihRmgRSN9vsZ2mnACGgGYVGzhe6estDg/c4IY7ZNcrDljzQ5OqPJSlEyrgTwPrNNr1ZOwGQgCDQCDSx6MSOXI3d87Dh8sVyinttna9oaigeUo+kZfMbc4ZRAsYB6+Za97QTABGoBSJAAzma7z+vDH/bFMU4awQCRewm8CdqhdqBUMNGh+/RlWzhiFVyF4BpwN1rAAGv64SAKDahgbPiwLcERVMiJittLhP74YMemD7gwx4OSaHhcFwV7MczV0oJ4DKwupcAVACCQASBwL73xYNHIpFgulNkrBvO98BYQmCuBayAS3tA5HB7jfrlRnnYXtOfmMnbtcA5QN8LABc+6kQRZGpK55y+O7rqG2d6fYx2w2SHyGo9KD6b9pJJX0ZneNXgIRe+3yAHDgbdByby5uMrOhngEuDsHsAI3iCr1oFIKD/htIfj0Xhq0M9Mq0g54BB1LPbnDQbTZYaWdPozOi1FnaDfYuAOQfjm/WJjtMk+kcxzZC3PGLDEDupj+wBQLeQavEIOM0eL3Bjqc+8OICs2bbrJnRmdgymdoVSZnpxO0DYRAibETIhbhAZs7vs6wtFjblyCHyws0rle5CKwtpsAQSBMlmjErO3vStRIiYLJ3ekyQ8s6/WmdtqKOTzYhakKHBfst6LEgbiO2OsQ64MF+UR70i8PrKzxxOU0KGL3VAJs7UR0Wtc1XpMFjTZo2tGZwMFXmQFanzjQQ/Ca0mNBlQnfFfIcFYdcr4SUJ36JMj+jjoVolOLtoH72Qc18BlrdiRd4RgFd0FmAABhEK5flCeeBqgS84Lk0lA1kyoc6CFgv2WdBpQ5sNUcc7tpwIiyLMSDhJiXxSZG7WJSqLCjg/BH68ewBBilndyHQtF1tiAQFBs6DehFbbO+0OG2KWV/YmkJJwZ0WyUyLTY/DOJbP8+qw9M5J2Xs0L/Iko75LZmpGdAZwETm0CELFWwyytF0t9QpsMzRa0V4zvs6HB9v5pXYQlEeYkFv4NP3/RMF6y3DdX47zJY7xHGxN43WiDk1uzspN1uqprAGBRR/aqrEPCgDtNuMuEAxa02CAAKRGmJBjzwUUfzWmNe2VNtFymOMo/aGMayLPNnelGAKppVAYMYqQzYctw+0zoMyFhQdiBoghJCS55xrnkgxkFOafyaDwsP2L5T/AsNXgnn68cyJYH240CXItAjMyE6xRLcQvaKymzWjn1D2Tv5Kd8sOjDLSisKSrL7QH6H2huaM2oP+FpDKDISaytps/NALiWRiEKb12lXJYcrz3OS3BJZvU9kd8+42BOypBWMGyVmaDGmeYa3m7zkz4UJfbVlqNySvzRdozffIAwxdElMrlJEa7IMCZjjcr88nlj49dJ88Jfxh3yssZ41M/pmJ932jTONWkkAyrNh2Ji50D9U8CXtmtiZ4MMPr0TQci9TPt366T4vpIPd1Lm2VcN62cR+4+Fr3HmwttOIhAPBZOJWi40aXwYUsmKMtqGRFdaYNjQfHPJ3OGsbj3HNrbUnQPwEYCf6k40TeuDq9KBflsVXjtvOU+m9ZfXT/AGftwVn7M6f1XsNYfqfUthDcOUiGZEuudcBj50uW/WR/ea3PhGIePX4e9scbG7UQAB7w1FCAhTi1l+0z3QUpACv7ii//Pi99zfoGEAMk0YqXFdskytq74xKLSvCPQlXQan4O4p6ErCQC7AvMXB98m/D0zuFoCCl0Z+whhTCyw/e9rUZo65P6WHWbzZ60NEdVvJl1/TYweN2ujhtMrgFPRegdi8gJRRyOkRVLlTPisUDq25uRfw2uotBQCvEciVp8x+LhLiJe5lDNjAK3QJ8KMh6ZK1Fnnd7j6xFtLumpUIL0noG37mnCijajPjNR0s17TVzZQm60F/mevMhBsDGMGt3NCoGN1AIk0783ivU/SKgWqkFBqwpudL7l0f+BKH8lFxvRRiSmrgnNbC6UCMdwNNTAc6hJwo9VK8kATO3zoAqF4xqxO5gBf2AmBwEofjOHgFKQIaAiodrCcv6Q2N6eamvJrgTE2M04EWztZGmVADrIgSthSSKacGsZb/BqRvHYAXBQcv18t4p35tmh7H5lpHkQAVBd9qvZWdHncTBXWoZjTYwag/QlJWybo2lrUBRgHBcerQ51qh/Fc+p7XeOEAVYgSn8riMfOyzKkQ1lXyASj3ukp43F+fq9i8E+6VlSaFg67hGDvQ0cimFZpQRbH2/7abWgbduHcD15EWpGgkJrx5UOsmvjy9ECxvtMUsMgb6GWF5BKaVQ9QySVQY5IpmCM4iT+RcwuzcAQCXNqh1FBlQkFDrNNKcXujHra2VjA6WcQjGyCI6DqQQw/c04Wpsfa1XByb3EJwbc7gGMfARRNeAD/AQQkPLrjOZ6/ZYmyWYJR/ShaxFMfyO2P5Ii7H8KdfVp8nMbn/zZ3QOAzankVP7bg+ikwMyqX1j0dbhqO4Y/iulvdNwoZzn81pOceO4V7p/LMPLp9WKnd+IbkQUU8VpjTeVR+A5vGDOXu3D62wlGN+hceoFH/vx7ImvTeBvvZ2p3IwCbU6laDz5AQcMhaM9w2eziwdSvePTFP6CVF4AsUALsj3W3ioRdsv1pnULGe7/aWnkigMMiRWJMAxm8VaTMyc9fJ/YOAOAUCp7xKF4qWXiTPIuXZsb1bml7UQObVTVs4M2G6kryX099s/Y2AgCnEPn41dbZqvnbuq3b+j/QfwC82503IxFQKQAAAABJRU5ErkJggg==) 15 2, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAI70lEQVRoge2Za2wc1RmGn9m57c276/X6trY3thMbx3ZuJK5CIGkIoUVtRIGoLRUVUBoEEmoARUlVikRQW/UHP6hAKohCqWh6UaUKSrgjaEuQQkKgIsXBsRPfEtubzXq9Xu91ZnamP3Zt7NZAbCdOW+WVjrTS7My8z/m+850z58Al/W9LASoutok5ybLAspAsC6mpiZAg8CawA/BdbG/npKJ5t2URePppQg1S5aGN6lW6X258E9hKISqLJts87pEAJxC4/nr8aokQV7xXSKWVt26V/Tc9j1z9DNB+fm1+tuYDYAPsgL+8nGBpSzR8VLETcTaQL73WjX/7d7GvfhWUh4Hg+bU7u5m5ymQaxPr1RnrUiDORz2LqKRC8yMrqWlVa/aCNsreAO4r/vSCaL8BkU1auxBD0XoNsBFsmjJoeQdWSqFTZVPuGFuxXPAGelymMj/m873MlzeMeE9CKzWxrI+mRB5MTqRqfrKeQ9RQAuupBU0tBXaMgbNxC8sg6Em//CXgE6L7YAMYkRG0tKa89ltbGwj7RBFNU0BUvuurHtPtB8SGKDjyuJk+Zo31HMvbqtrDe8wTwCyCxUID5ptAUgN9PuqwsGiefxpDdZJ2V5FxBTGcQ1HJUyUUV0K7pXGtVskfeUvUA6x5aiv0gcDPz68T5AwgCTAdQVYzm5lw4q9rJuoIYzhpwVCGqPjyiQqOh0ZEaY0timGsSp/hKNsZuW6ltv6ut9V5P9e8qHfLrwLr5eIH5008BAEZjI7G8rIKzGuQSVFHFb1nU51K0ZeKsSkdpz0RZasQIKBMIbh1vhcoNtfU20e3f8tLp8IH+nvg+bTz/c6B3MQAm0ygLaJddRkxWTc1UvIrLplCd11mWTbIiHWNVJsryXJQ64ricaXL+PCPVcCIEx0MC2RofzS633dM1uiPyVvhrgx8nfwjsWwyAqQi0tBDzOGJpycorS7Q0y7MJVqZHac+cpVkbpVxOILo1xsotBmugewl018FAlUDcZ6FIAh1rfVR4xeAb2YFHD57IHgWOXmiAGZXIJwxkG1JnWKXDynSU1lyUJfkxPI4Uus/gdBX0huB4CE7UCIyUQ85l4bEMqsZ1AuEswukMpYpNAb4H3L9oABUVpCv8Z2Jf6hqoutKw0aSPUiWMo3hyJMpNTtVAT6jQ631BgVgpIOaxj2UxBlL09CSyR4YnBoej6bdtIn+ur+dwf/+5GZkXgCCAZX0KIIoY9c2ZcMMHJ1svx4VPTWJ6DUYqLXpD0B2C7pDAUDlk3BYu8ih9SY785ZS2JDDx7jWbrXe3buX9VavoBsJAsljtLgxAUTMqUShEXBeH8DkrSftNhoq9fjwEvUGBs2WAYlKhGzQkNBpzeYIOydYrWifuuYe/2u1EKUxsxlxMLGRtMqMStbYSHS3NaiN1eTpb4HAbHGqFfy4VCFdaKLJBQyrHmkiW9cMZropk2VmhSOVdyk233YaTQs8nih1iLhbAVATa24kdL0unD7eYHGqDIy0CPSGBlM/Eq2m0xnN0hLNsGEqzNpyhJpmlukTn7g45cOY9dm/ahAakBQHjXNMHFpZCMwZydTWpY7ZktmRpnolGiXEvKGIeNZIh/MYI32r3smLCIJjMoVo6uA2oMGirMbmnzLZp53PmTkHgp3M1cT5SaBIgbXPnYp/4Dcb9Fh5BJxTLMLB/MGlLnP149L0o9YkMqk2DgA6NOizXEVYYbLsL28038iNg/aIB/PuaCDCamwib6SxBTaMtkmHw9RHjxq1jLzzzW+ul12LjwyezKajVoFmDdg3adVim46g3uf9OnB0tPAN4FgWgqBnjIBgkXnIyYa4dzjBxeNSUxOgru3dzqK6O8e0PmK88O5pKT4SKxlsMqMsXvtViNkKixEPXSa1+lYfn4ktciPu9exEoWPAA3rIy9Jee0y8Ljpvuw4OxA4//2njU40EDpOZmtNc+sMQM+frlW/KC4LdAB8Ii9ElwQmJpVmHijLX6QMT8EOhZLAAFcAGOYBDtWI9x5sn9KfsP9uT3bN7MKQo2ZVFEbV9F4qnfU72sEX+lywanRDgpwUkZ+iVsEZlWp136x7jR0TdhvsA5fPAsFAAK4ZaKLbtxI53V1bx4xx0cA5IUxokIODweREll7JU/sGytW7I7hmToleCUDKMyeV0h43WgVamlBwdTZbkcL/MFc8IcKu7ssiwUCrtyfgrRSANxCr1nAm6gCmgEavN5Art2ccXaiHTdd5Y4JCkuQ0YiY5M57Vbo8qsc80o8fziWPfTH4buA5y40gK1o3E4hChrF2bm4ZpoErC1CBKNRyh+8nRtuybvbN1S4GbMr9HkUusoUuv0Kg26Z8IRJ57N9vUOHYl8Huj7r/Qve5hCEqUqUpNDzyUnzRU1ei1JYLsQCAca/vYu//Sacix5E4oNKBwdrHBypcnDcqxITZPyCnS+vrG6s9dt/xueU1vOyTyMImMUlgFH8Pf0aFCISByLFFr/6akbqvqG/8/hwWjsQUPio3M6AU0HTJCojAu29FtsSJdzqq9oG3H1BAb5IxSilgVgRIAok9uzho5Q69vHfBzNERBklYaPhtMWabouOTot1XQLfTwaUHZTvAjbM9uwFVaG5aO/eqd08KIwVVZZR1qwh+vQvM8uCJaWutjGJFSdhxQmLpj4IjAjYxx04zFLHUVLKWTIvAtb05y5KBGAqlTQK1WkylRLLlzN63y2ZNyL7B7XVH+VZ22nR1A3eIZFUwskA3oinquzezSH/bmYpqQuuQnOVZSFRGJS1QD0QAnzbt/PVjQcarrpTr8ackImaLnMsKHzo39n74/o9nxwB4sVUnKEF7YrNUwaF8RClcM7gBJTHHuOdb17ZX3/5QKA2YC9LGpsmXmh58v1fORtS/RQi998jy8JWPOVptCy2WBa3Wxb37dvHIzeVVg91/qR5p2VxuWURsiw8xVOhWbXoKTSpYiq5KRyCBClMdmZnJ+m2NvopVKwkkJ0tdSZ10QDgP5YhTgrplaAwZ6SZOSHOqosNMH0ZovDpJsHn9vp0XVQAmIKYXs7NczV/SZd0Sf8H+hf7ZLVlo7qwMgAAAABJRU5ErkJggg==) 15 2, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
75%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJPUlEQVRoge2ZfWwb5R3HP753O7bj17y/NWmTkJe2aUtLYbBSqjEm1iE6KJqmoSKmDU0aYhtDE6A00rpNQ1MnJmBMg/3DW4GqrFA02MbLaCmljEEhpe+0TZrmxXGcxDnbd+e7/WE7a6dS2iSk2tSv9Mg6nc/3/Ty/l+fuMVzU/7YUoORCGpDO94LOTc7kdb+7s7Es3n/oMXA2Ac8DiZm19/kSpnCNBGhA4Ipv3ENxo8/fcGPlI5FG33PAKnJRmTVNFcADRJqWrA4psi/R1BKVVl9Tv2rN/KottR7tMaBtZm2e3cz5SiAXgVCRPxpwZ2v66w4nuVzwUuNVvYki/7dfTA+v2GwPPR7HfhTom1nLp2sqADanQFQ0XKaXdW9jkeSltF9EmwjRaJdWVQjmfc/ax2/+hOMPAE8B6Zk0XtBUUsg+ZSilNfOt7HHTqvgU5CGFQT1An1RNxHOp0BL5VnMk9M1HEKLbyNXHVO53Vk01AkZ+2NHq1mTM1JKjKXdglBAHtTAfu8N85A5zQPNjSk0K3vaVxP+6hOT2Z4EHgAMXGsAqQPhDVROfuv36h+looF8rY48nwl53kCNKEYOiiG6bIAbA+2W/4IRutyfevR76HwF+C4xNF2CqKTQJ4PaG9MM+LfFKUYjX/VXs8JWyR/NxQhTQsynIxEEfQE4P47Y9+KSFZYq4qBN8O4FbmNokTh2ga62LUwEkWbXsior+19wa7xSFOSBrxJwspjEGqSFEvQ9N70NLDSFaKWwliONfJhD5Tgu+a55EirwCLJmKF5g6/SQAYAVL6uO7DsdxRBEzmwZzHDIjyJk4ciaBZOo4LgFDC2KqIbJqCNQAgtgheNLLVyrx196amNjzRIbkL4EjswFQSKM0YEQqmuKWvc2wjVEFM4mQiSNnRlAyo7hsk6zkxlQDGGoI1CAoxSiiRhCokWtp9H5V85iB27uNf37tbQbuAZ6YDYDJCIQrm+Oq84Se0k8okjmBkkkgGRPgAlMtxlCDZNVwbtZlLx6XTKmdpSGTpDWVYL4epzUbRKWp4n4yG7eS2APs+aIBTutEsjOctieOIVs2QjaDLaqYajGmGsbOz7osuSnGRZWZoTk9xgJ9mPbUEPVmDM0epk8YJYSkYLMOuGvWAIqKS/Qivxy3E7EyQfBhKT4MNYhVSBnZh0dQiDpZ6jMTtKdGaNZjlKT7Gbf62CzG0h8WpY7vdNuvpZXI5oDpfTcxdPScjEwJoGuti85NziSAIIhWuHxO/0jvyRZHC2GqIWw1BEoAUXbjR6TKMmhKj9Gux5mfjuHKHOdR18fGybam7dGOddsb2lftvr12wQGgH0jmu90XA5DXaZ2oOFyTSMtD4CkHNQSKH1VQCDsOc4wJ2lIjzNeHaUvHaDCH8SlJjkii8KQiH1r6lR+8LilajNzCZp2Piek8m5zWiaLVLTFRKzJwlyKoQfyCSm3WYrE+yoqxk6wc6+VKvYf27EminlEoMVnWFJYiw+/fuOXhWz3kZn4sPyH2bAFMRqCkui0uS7auSG6iLpFmI8Xy5DDXjPWyPHmMy1K9zHUN4SlOMlJlsa8RjiyUqVwViQye+Mvdf+q8ygD0rrUu61zTB6aXQqcVsjdQPiHb/emoOcY8W6FNj9Ohx/CmT/CG/RFXaiXYAZu+cjhUA/tr4VCVi9Gwn3IxctW+p3f8sGut6+fna2LGAHzBct3nI74w0VO2NKsxPx2jOjPIr7T9yY+rIkfnjQ20LWmMcqAW9tfA0XIX8QCIis3iS4sFtbv4Z+/tGPkb8M75mJhyCv33MxFghcrn9beOH2ZFsoeOTC8vuz6xBtbc9sLVP3rmpd/7xL7nKifY1eqiu95FLOJQJFnMHU9z+ajJnS1+T2tYfgzwzwpAXqfVgS9UkXCbR+1LnJPspsfeuqDp5StW372rOFw92vD1rpf/PDCqHwhYmF6bMsukbTjN0r40y3t1bshm2dCitYREus7Hlzgd9ytuWu8i92rpB4rd3rDZvfvppqCV9D4Udr3V8ZNnNqoevwFI4YpG41h3t5hKddfNj8iutuEMHQMZFgxlqBvPoGEwr8phXDYXvtXjvA8cnC0ABSgC3L5ghbF3rHfg4b6dWuPN9/+0rnVFD2ACsiCIalnNkrH9r75YvtQeDq1MZ2mJZ4imM4iqCREToc5iwVJHOhjPXrqvhxc4hxee6QJALtxSfqRrm6/s9gXLt3ZcfdteIEmuTkTArbr9oiSXj8Te3Dr3BiWtRUUTl9eEchPqTWi08LRnqWt0gn/fTjgxzjY+Z02YFsCbz3c5K25a7+QPLSApiFKsrG7hCWAcyOQNFCKlBMsarPeO9DrBwd317XNtQai1YG5+zMlC1KasEpdbp3nbdo4BH57Nw0zsEljkQt1Pbg9oMH9sdK11WYAOxPPn44IgJq9ac98Hz2db9+1yUjgtBrSY0GBB0IYMSAMia9tl7buLhU6g+QsF6FrrKnSiJLm90WTefOErhXOxAoTHFxmNXLvhjT90B2P9PguqsqACcQEOS7BXInRS4ftNWv2yIBs4S2s99zV7Gurc5AiAFygD6oAaoOSN59Yvvq7pF9ffdYepKEkRekU4nv8clLBGJR4/kDG+t2v8fuDXZ/rtadXAuSpfK1nAyd9TAdTKuUvHXtqyIzQve7x8jiXhOiTDUQkGZJwJmQlJxSr3iH2OveBwv/E20HNBAABW3LS+sJsHuY6lipKsBCqXxl58cvPclS6jyD+sQFzGMhUG3CrdIZV9FW4S1R53z0BaScXNrflJmNSMb/V9lvI1YZAr8MH8GItWXjIsddz36sZXXUZqSEZ3VA76NXaVutlZrvFBxDNozqu9s2bRJXdzhpY6KzVwqjo3ORK5oqziP/UQ2PSbNdfeobz+pUXLwuwPyRwMqPaQp+x9j3zLvWH51veARL5hnKZZi8ApKrTWGLkoxAD9unUP/uPBHn/vFsfhX9HiZMx3+VOl2h9/HJZv3UcucmfUrAN8RirF/aHKoQWrNzzz0m6rzxLW3VulPrRRESqPkmvNaT5jRZ71FCoon0peoCI/AoA92NOtl1S3HiW3+CWB9JlSp6ALBgDQuclRyBkPkfvbqrCqJ8ilmfF5r5fT2hmeARUMG+TWhsImwVln/VRd0AjA5Cp9ai3a52r+oi7qov4P9G8EhM22ZsgsvwAAAABJRU5ErkJggg==) 15 2, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
85%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJWElEQVRoge2ZeWwc5RnGfzszOzuzp/dyvOv4iO04zgEx5CBACCallKtEok2DqlYoiLZqS0lBorTq4ViirVRVRSoSESoUqQJESoCIFiQoCoSjCQnkcA4nNrEdr727tjdre3e953imf+w6TaoQYsdx2opH+v4Yzc7M83zv+z7f970LX+B/GzJQfjkJSFN9oHWrcfq5JzY1VsSjnz4DxlZgGzA6s/Q+H8I0npEABSi7ft2jrPaZnb9Zomy5rUJ8CbiZYlRmDdMVYAV8C5bf5TErjtF7mmTpia9abv7DOunVpVU8AyyZWZrnJzNVCBQj4LE5/WVRe2M0W76fhVebeKDCZF+d5FsvvE3Lc6/w59gITwHhmaV8NsSpPtCyfrMIOAA/UN4fOhJortm9vGG1jlinU7nY4PplOJeWCzdkYsadxyJkgA5Am2HuwPRSSD9jyHOqr9S6DEOjVgO3DjlwpEXuXCAJW+5Smp5cbdnSZON1ivUxne+dF9MVkC8N3V+1OBUZd6ayOhAXoFuCDgnTMTMVSZnv1tvkv7Z41967yPYy8BTQOIP8py1AoyTC6Zk7PnLKkc70iNApwVEzdJihxwzDMhOGgrPKzt13BJzf+X7t/XOX2HcCvwKc/xUCVLsnfazXPzq+V4SjEnSaoV+GhExSVOhwK3wUVGmvsaJf62PJpqaKKzfWtTp88i7gHqZnJNMX0LbBxJkCJLNFi5kao+FPROiWYUhGy1sYsKp8Uq6yq1JlT1DliFdh0CxjEyysWRAQHv7K4kXfnBd8vlqQ3wSWT4cLTF/9aQGA5i6vi5/sE1ghyIxLZvpcFo67ZY57ZXpcMsMWCU0TcI+ZqIkazA9BY0TlPqlG6FY8a59On3r/TeLPxcj9FuieDQGTaZQF8r7ggnh3vyUfsShyj1vmuNdCl8dMyCYzJkrIGRNzY1AfNmjsg4YQBCJgjUuUZQP8SJivuKTM/duNE7eHC12PAs/NhoDTEfBWNsX3C/Z0rd8i989R6HHJRFWJnC7iHDFRNQSNIYP5fTCvH7xDJkwJM/G8nR7JzVHFh1n1USnfEBwc2fb4RHp/O9B+qQWc5US7c+as3yOT9CmMSBJCViAQh7qwQWMI5vdBZQRspwTyaYWo4aLL4uWQ6uOQWsZRs0ifPooh2mVgI/DQrAmwucrTScMTPy7lKxTBjC1honII5vcXU2ZeCPxDII2ZGcvaOCm56bC4OWi20C6McSJ3IjuSj/YZpsgOt0N4eUKp3TM63HtBRKYloG2DidatxmkBgiBqDntDNBNtX1QtmKiJGCwozfrcAXCdMpEfVxjQnHwqezmi+tgrFdg9/k5ebAh80HDVTR/UX3Hz3jk1SzuBKJAqud2lEVDCWU7k8laPOo98xNKUiwUhqAtBRRTkUYlkxkqf6Oa46uWQ1cchq4dOWSUixoQqOfXpylt++I4kKzEgwRT3TBezNznLifxVi2LlJ4X8isMGVx6Dql4TYsxCNOPmoDnAh9a5vOOqYqczwH61jD5JJWtrlk50Re9+9cl7rRRnPlGaEP1CSVxMBM5yovKqJfHcsCk9L6bL7jGZdFZlgDI6VB/tiovDtgo6LQ7CkkwSHU1LgVZAl+p9HXvfeuTZ1jXrNra9l77Q1JkpAafTyF4WGG/Padl0UmRCK6NHcnNY8bNfMrFTO0hKqeeUKJPR86ClIDeKmIsjF0A3Amv6ju16sG2D6bGpkpiJFMoDeYc7kB5we+P7NSefWILstFexw+7nH+xLJQO5w+HUPjLaOOTikI4ip8Mo6ShyLoFZqhEEse5nwKpZE/CfeyJAcwUaoztUJzucVexwVvBB/oBWd8et29f/+Nm/O0wHwiTaEdNh1PEwSmYYUctSMNvIWueiu79kxRx8hinuUi/2gHFWHTg8wdH3LOjvOso5UOjWbbX6G9ff9chHLm/V2Jc3bHrDnN6VtoyfRM6NYmAir7jJ2SrQrEFwLkHwrlsEattUeE35SHkmWtZvNlE8HzsBl2r3Fnbv2bZgUJftonjw/W9s2vK4xerMA5I32Jgfje4Th3uP1mKuMOUUL3nrHAy1HCweZMmGV67AlYs3Jwu9+4Cu2RIgAzZAdbiD+US8Y3Cw6y9Ky90P/aR2cUsIKABmQRAtwfplic6DfwskNJdnwl4Hih9BdmEXLFTqEyzOjXPNhCpp2ZMroiS3U7TVSyoAiuGWSiNb03TDEYc78NpVN913FEhRrBMRUC2qU3R5/SNd7W83aOpCRbZ48ZhE6gpZmjMjrEoOsiYzQvOE5t5LxJtAf53PWRMuSsDObW1Gy/rNRulSA1KCKMUqapsHgCSQKxGYjJTsrqjXxmMHjOFQqC5orhQW5tMsT8dYlYqyIhNlYWGIKywFk64YTTsKYyeBg+fjMBNdAo1iqKMUe0BDpet82waTBqSBeOl+XBDE1Jqv/eJAwJs4VjPyMTcmwqxNhLgu3c9CfRC3I0E+MMGqRX7l2hpPK9B0SQW0bTBNOlGKYm80VSI/+ZPJe7FJEVaHb+zGrz/wbso4EGtKdrA8O0CtFMPsTjNYrXOkCU5cJTPvlmCds0r9Neex1qmt29NE61ZDAOxABVALVAPl7760edmqV1+886eKT8ZjEA5AVw0cr4buIERdBid2R/KHn+79JfC7c737omrgQlGqlQnAKH1TBiyVDSsTb3W+4XEa0YDRZKW9EdrnQ2e1iWEPyLJOvV0UpbHc0nB/9p9A6LIIAGhZv3mymwdFx7KIkln2NKyIbd/1fIPWLNp6Fpk5GTCRdui4dI15yRxLRwss01EjkbQcTuuvlSbhNGa81fdZKNVEnmKBD5VGwl+58FT5rQ+/9Ur3UL7Hq6OrEwSzeZbEsqwYyNAcLQyttPk3XdfY8AjnsNRZE1ASofNvV5oUkVpxyw+OC7lr9sT2RGhIZLk6kmFlf0avHSv7uKfy4W+/snbfC+4HO2LneudFdcWmiUlrjVH8n8EKyLdt/ON7W3+/utbHyNxmRU0VLCu377j6t39KWat7KUbunJjVCMBnplLc6akcXnX7Yy++/2E+3On53s/fXvb84yXyoxRPfedckWfFRs+F1q2GRNFag6VRBuhDoSPp8qrFvRTTLAVkS6l3Tlw2AQCtWw2ZInEPxVSaXNVHKaZZ/vOOmJejBs7EJOE8xbVhsklw3lk/E5c1AnB6lT6zFvULJf8FvsAX+D/AvwC1H8KPm/6QKwAAAABJRU5ErkJggg==) 15 2, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJEElEQVRoge2YW2xbdx3HP+fqc+xjx4ljJ26yNPek2daVdu0KW9dpXFpGNqZKQzAxJCR4AqHuAdAQPMAb8LAKJJC4SQh4AGlSmcropjFQd6VT18uWtUlzWy6Oc7Hj2M6xfXwuPJxka7eONWmbCNSvdB7jfD+/3/93+f/hpv63pQKJzTQgrfkv+o9A90GZ7oMi06eSVM3fAwFgFChfb4MfpbUDdB+UAQ0wkFSlJjz+WOf+uq9rrrsnn6nOAFOAc519fqjWA6ACBhBDi4b13Ml9D9xf2/WpZr29V+DQUrHak6l4F4G56232SlovQARoQFbj9sXTrY8mrTsOBkT6g4J6by3bI5r70MW8Gy05DAGF6236Uq0HQALCQBxIuPl08lFp6s77FIhIVW7Z4nH3TiI7tnv7TNz+wSlKwHnAvr7Wfa0HQARCQBSop5Jv2F8e2Hl3EyKJKrTYqD0OXfd4wn2fc+vbW/jsyBj7MjlSwDjgbTaAgN91IkAdnhPpc85s37+zqskdDnTZ0OkgNDmEE7CzR5QOtIltwYLw8MujXjswCGQ2E4AVgDAQBcFoc1/fceAzpbC2zYE2B+pdEIGMiDghUV+QuddQAwcMZWe24D4yWPRCwGmgshkAHv4AM4AoohSszpzq++IjS/FInwNhD0pASoJRGYZlGFOQ5xRaZI17bzGMSDywf3DJerhY9rLABcDdOICh46uzwK8DQYxkxoebv/Bgqq25FciKMCH5xocVmFBgXsErq+TUAJNxHee2iBDaG4sXDflQMVvdZ5vO20CaddTH2gFgtZCD+IVcw9JU44Gu0b5bYxKMyTAiw6gCKQVyCpanMm0EeDOucaZBYyCuMdcYJLStTmhKGm3hgvuV0pK1teK4A8DiWqzI6wLwU27jrw4WRiKbflOxvISoCikZZiRYlPEqCgVFZaxGZbBOZahOZTyikFEUvKpIwyK0qhFatgW1xeXFrz0zMffA8/bSd4E/bgSAtfLZGA3ZkQsBs5RADS7JUJSpuirzQYWhWpXBmMpwrcp0SKWIhLYskFyAjmmP7gnomJRprMR5SKzd8g3GnnyW+XPAuRsNYL8LoUWXTw/JZXMMdFllWVKZiPpRH4z5GZhXZRxbonYJWmahe9I3v3UKwvNQKHiMVT3CqCrwVeDxjQMIGOZFM5zNmuVGJ6EzElW5sBL1CUMhL8ooJYGmjB/13gnYOumhztgMZkucLJvlE2J54l965YWiKD2FW3eSUvaqjKwP4Nhh6D/yHoAg2jNqPP2iNNPX2KgxGFMZrVFJawqWIxHOwdY0dE2tRH0aMrNlvpeftF4Ix15abLn9JeLdrxNpGsLvRkWOHb6BAL7eAwAbvTb3DyFNxxadybDCoiQjVkSSWWif9uiZgI4paEqBkRHRzTr6HEf8u+QO03rPP5GUBSDPGncm8RoALu9E4caF86JsnQ+rZAWFYF6kYxJ2DXrcNQAfOw8dI2CkFXKFCKNCkkTwLrk9px7izJ+C+JHPrwTkqgfbtWTg8k4UTmbnMp7ZbIpqwhRom/HomoTecYjNuDQsyFSXA0w5EYbVGAN6PeeCMTzq68Xsn7/tvvKzz/OJb5lXe3RWtb5BBlfYiTC8kVd33p2MGDvSIttH4PZhECct/jA7Q4+5hUkhzlmtkdeMJCeNBOf0WlJ6gopHCwsnSww9fWKtNq41A5e00ohZXAxke89ajXsqCi3ToM+5PF6aKR4NauOWY93WGGzmzVA9A1qUcVUnK4iU3Qpo3SJ6zxOUTj0PvLYWE+uvAT/VlxdyKJ5uPF+ldwiiUwK/WZq1f9ex62h212PHfqXNpZ7SJV424gwEQswKULaLUF5ALC+iSG1BqPkt/pq+AQC+Lq8DrSaXTZddaU7hWKno/jgefoaO+/+NHl1a6Nn9zKvWaXOUKkuuhVPJQWkW2UwRMGfQLRdN6uoD6Ydr8bX+GoDVy42GH7Ua1FC1OH2mR6kGjJ/qiy+O3PmlJ1E0C5AJJSwnNyDZxaVWBEMQKwso5TkC5QxKdRlPlHH0W3AEYQf2zBvAxY0CUPFXax2txnqnkpn96/JZLd3zye9Q3zkJVAEFQQwQTeaZOpEUynadVi2jVnKIbhVbCWHpMSy9EUI9MvbCbuz5o/ht9YYCgJ9ueeUrU9c+gBZ5mpa9bwNF/DqRAB1Zkwgoi+L0yU6tqmiIKtVAFCuYwNYbQIshaQl0JVbr5N+KeZT/xkfMhGsDGDrurdzQWDFaRJQWqGmexn9OqawYWM2USqje9iqTnlvItTvBTtEKNuLpcQjUocoh4gh0eZqQrJZ7U9WL7wBnbxwArF4xVyfyMn7alwGLY4ddug+6+DctEdAQhADRloKbeaveFeIJjC5EtYaQqNLk2NxaLnCXmWG/5ciePX/HMPnngIUbB+BnwcU/62X8qNvvTtTugw7vXRUlIICkKuihHHPn2pVgb7BOMmivVthhLrK3OMseM80eK0uf4NSe83Jb0tjH+ZAHAOGaAa5G/UdE/EeARqAVaAESDB3fFVzQ+veG9qu3l5fZbi5wa3meVidLTcDErLH4pZS2vj8z9gPgJ1f66WvPwNXIz9JqJiT8eggQbcnbqRN1H8+byQfLFjsqadrJYIRMigmbiVYo9AaklFy9IzVnvgJMbg4AsHLMVjuKDAQQJZXoloXlyec6v1xxQtvkEkK0zFyTy2AHnO2EwW6JfFtAn58rqla2+jTve7nYOAD/OWa1oAEUQCdgCIuSXRDmT/fubQhJqa0Cb3X65t9ug3fqhTkzEnrCXBSPFIYyxff/7MYB+BCrR8ld+d8+RLRl+XR+SFdrci3mLsOPfDPulKqfGhre9s2zr+17tsDuLEPHP/BudC3b6HplAyZ+awyufCq3HTrxi1M/b/102GiuJCPFmXzs6MAbu39dXjbG8XetK2pjMwCXHqXVelAAFVlzK5IxkZkZaM0E7vrRhbN7/2JX1RSQw3+sdBg6/oGf25g2eiX1H5HxW+uWlS8KuBTSJuHGcSCLv4qUOXb4Q9eJzQMA6D+i4huvwz9KNv4kz+EfM+ujrpibUQOXatWwhT8bVleS/xr1S7W5GYDVKX3pBca9WvM3dVM39X+g/wBPT7tK9n0gFQAAAABJRU5ErkJggg==) 15 2, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJE0lEQVRoge2YWWwcdx3HP3PPnt5de9dXfMax3TRH416hTVpEaQk0aqsAEg9QiesF8RCEBOoDLzwipOYJnnhAokgFikqVSoGWVg2lDW5zN03iKxs7tte767W9x+zuzOwMD7PbpiGljp04AuUrjfZpZr+f/+//O/5/uKP/balA4nYakG74jf2HYHCfzOA+kdnj7VjGbwENmAIqN9vgZ0lcwzsyoAMRNj/G3YFg+FubO3490B76I/BFvKhsmG48AoP7VCAINKNHQuH06N6H97RtCT8Q66+2KwfKRXPIKtjjQPpmm72e1goQBlqR1fjy7Mne8B51Z217kPDWgNqzSdsRc5ynctlKxLYZAwo32/TVWguABISAOJBgJdUeHFq+L9Kj0Wnb7JIF9oXl8COKuNcpW/snik4ZOA/YN9e6p7UAiEAAiAAtVPOtHdr4yEi7Km5bNNmVrjKSt3jYh/D4JrFlc8L58mS+tjdbZg5IAu7tBhDwqk4YiOHWwgP5szuejgj6vTmT4aUqMctE9luEOmuMPOBKT3yBPn/UeeafZ+kHLgKLtxOAOkAIiIAQ3Jx5/57vhOzQYMXCJ5gITRZ0WtBvIw7ZtIw4PPKkq31pDyNLC3z9QpIAcBKo3g4AF69UBoEIouSXLr2/9fstRjwWdiBuQY8FAzZssaHXhpiLLEJ3UOLJPjm4TREfvTjjPJOpkAMuAM7GAYwd8RpZIw8EMbyUGt/0jZ5U36YhB/rrxjfXoLMGfrw6NCPDlIw2K7Nd0ISnono8jHhgouLuLZjuh0CKNeTHjQNAI5H9eIncxMqVticGp7be/bDrrXyfDfG6l4wISRkmZZhUPJBFlYCkM9QbFJoHgn0ZXXg2V6z12FXnHLB0I1bkNQF4IbfxRgeTYCKX8mG6Q7YqtNW8Pl0C0hJMS57pWQmyMhgKFVFhNqwyFlOpNWvcs6dFdy8Uv3f59cxXsh+s/BT43UYAmPXHJtiamygrRrnZUP0KkBVhToKZ+pOSYVnGsRRWNIWpsMrFZo2xmMp0SCEny3SNBBgONHWcKE48fz65cgY4c6sB7I8g9Ejp1IRaMbIGfkmCK/WVn5UhLUNJxkRhPqgyHvXMT0YU5vwKhiujrbiEZi2kZJWwLKvAt4EfbRyAFjQmJkO56rliG0p9y8zLkJNxTZmCopIMq1yMedvmUpNKRpIwVhysZJ7SuVIlO1mevjJjvmHXpJfwxUYp51ZlZG0Ahw/C/kMfAwiiPVeNp2ZG01s7Y4q36gUZ21VYCKhMRFTON2tMRlVm/QpFQaKarHD+pWlzIdX8th3c/jbxwffo6xzDq0ZFDh+8hQCePgYAG190efKsyO4+FbeqYMgKl0P1VW9WmWpSyagyNUsitgKdeY24EBT/ZEkTdu+eN5GULJDnBmemtZwHGvpkJQq1ZRcWFdMqa6R9OqfjPo51+Bjt8HG2WWdeVRENma552DHh8tBFgR9YcflrhcUDnHrBj7fy+fqCrLqxra0PwLUzURTXDbTkT+8cGAroFxI6p1s1PmzRuBxQKVZFIgWJvlmXHZdcdkzA8BRsnpfpNHT/yfxUZyp79gW6Hixy+KDD2JFV21gPAHxiJiJYuPLuSOKhcHCyy8/FqE5aUylkLNKvzPFoLciupMC2CRhIQnRBxCr4sO120mKw+wPjYtkaO3z0Rm2sJweuKaVhI1kK5t4NKm1CRKfsiCiLMP7ifDE7riXtZHbbLiFBIiUg5WWWqwGSUpTzgRYc/S4xUnaeKxnvvA4cuxETa88Br0p8MpED8dSM4WKaMi0LAqlX5+zp7L0vG3c/e/gvl8pzSxMGbk7nSrWZE2onbwW7+Xu4i2NNPZTjT/tRu3+DtyVXrbVvIWgMdT4aM9FSsqPdlxvaqQWEpdGcc/SU71Vr+KtHUXQ3pfkXy3Pjw630K+d9Hfwr0MZoMMEZX4SkrFGQAriuFMc454Paa6xysFsvgIA3+YSBJtSAJY+dGOoq1IJvnSr9I7vlm8+j6CYgE0iYY+UZKV8ReufC24XjgTgX9CDzoozhVHGtFXBEhGrmHpzMCWB8owBUvNHah95krqRzCyfOnNdXuh7/CS0DM4AFKAiiZkc689Ppk+3zvt7YrK+dnOBg2QZUlxArGdRKFq0myXZt6X4wXsYrq7cUALw8kutPhVj/OfTwK3Tv/hAo4uWJBPiQdcnU5KWV9AcDFaVTd20TqlnkShq1kkGtriAi4SixqGMvNIP1Kp/RE9YHMHbErZ/QqBstIkpZmjbN4h1jqnUDjUipBFpsCudcltL9oqOISiWLVllEtkq4koypRbH9PYIrB4apjl8GTt86AGgcMRsduYQX9hJgcvigw+A+By8hRUBHEDQi3QXmj7XIpXxCt2zEmkVNCVDVmzH9rbh6K/j7ZOzCTswrfwOytw7Ai4KDt9creKtufzSMDe6r8XFFkQANSVXw+ZeZG+2XafLbegLTH8f2tYLejKSGCctBEmIoWjOmOiy3cIRPuQAQ1g2wGu0/JOJdArQBvUA3kGDsyL3C5ex+N/KYipYANYQq6cRcl16rzLCRI7/8pvnn6ms/A35xvU+vPwKrkRelRiQkvHzQiHTnyRyPIcTbCW4hIGp01my2VQrcX8ywu7TA562q5LqFnWcovAPM3B4AoL7NGhVFBjRESSXSmWX6jYGotiWw2VXYZSzxYHGBB0rzbK+k2CKu0KPjO+sW1TnXeoVrGtzGAXjXMY2EBlAAH1pQAKMQnjs5/EQtKj1USnOfMc+wnSGu5rFCVroa8j83KUuHTpcXi9d+duMAPIjGVnLq/+1BRLpLpey7vs8tproPVG16xEV0f8lJRtXjv+y+64ffHXzkr6e77s8xduQ/xov1HGjWKhsw8Epjuv5rsO3A0RfVC1eW5MvYYbP4147475/c9tiPf9W+9QLesHhdbWwE4Oqt1MgHBVCRdaekBabTS2d63xvY/fPn+nb/IS+rc8AyUAZq1zvobEwZvZ72H5LxSmtH/YkADoWUQagtCeTwRpEKhw9+6jhx+wAA9h9S8YzH8K4qbbxOvoy3zczPup1Yz4nsZqhh2MTrDY2R5L+u+tW6vRGARpe+upg4qzV/R3d0R/8H+jfe3b2LKMqfzwAAAABJRU5ErkJggg==) 15 2, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
95%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAI8klEQVRoge2YWWwcdx3HP3PuzN5en2s7G9txnNR17CQ96JVAS1tSEdESVIGQQCoSbxUKQiD1oRIg8cILUXnuQ8UhQAKqKhUuSByllCZtmsaJ7cQ2ide313vYu/bu7Jw8jFcJbUMdx3EEylcazdPMfD//3/93zB/u6H9bKtB0Ow1IN/zE0RPQc0Sm54jI7JkkVvkVIABcBoytNvhJunGAniMyoAFhJFWhUPka0cPfBPF+7Ow8MAM4W+zzuhI38YwMBIEGmvsSSOpyJPopeVfDlx/vCz35+3rqXwb6ttbm9bWZCKhAFGhGVhuZP9Wxl86Be90ojzlB9Qlb6m/yzC+kWYsbeGNAaatNX6vNAEhABGgEmijNJQ8Vqvc+YXrcb2R40KnyWU2Ndka1Q1nZPjpjVivAKGBvrXVfmwEQgRAQBxqoFpsfmRs/+CVLEDspEA6XcZpA7woKof5ow2pKfWppee2QXXHngEnAu90AAn7ViQIJPCfaP3eu/4uSqKlxi6U2j7FdcH43TO5RcA5GpOiBeGdAcJ7JXy53AZeA3O0EYB0gAsRBCO+YP7v/UGMgkt0pMtIN53bDSJfATAvYYY/2iMBD7XrgMw3KQWfZfHaq6ISAs0D1dgB4+A0sDMQRpWBl4b3enj1K49RehaFuGE+J5OpBVRzaKxa9+SoHcyaPe/DVBjm8P8Knx4rWM0tV8sBFwN0+gLHBWi/w80AQo8WlS+2xfdXOzIDOVKuIEXZJuDa7iiYDWYMDC1X25au0lKtEdJv+HoSnHxEbE43usXTJO1QoMgIssIn8uHEAqCVyED+RY6zMtMg9uV6vL4SsOrRVLe7KV9mfqXIgY7B7pUrEsRDCFiQt6LSJ9js8/HlPOPyY1yl5fH1ugZ2lMsNAYTsBIkAMYyURj0/u69ilS11rFn1ZgwOLVfZlq7SVqyiyBQkLUjbssmG3DZ0OYqtLMgWP7hPlAV08WFoSnr2U9TLA0K0GuLYS1eE6oeby+YHHkpJ2oGCyP2OwZ7lKnWUi6Ba0WNBhQfe6+ZQNMc9P4QUJZV5mt6jweEiNTM+7hy+seG8AixuxIm8KwE86GzABEy2+ZlyxjP4ra9zjejRVTGTJgjobWmzYYcNOB9ocSLj+sq2IMC/ClISbliimRWamPRKyqILzHPDt7QMIhMvLxUC+Y7HckgwLCJoN9Ra0Ov5qpxxI2n7aW0BGwpsWWZ4QmRyBd0Zd429XxKk/LKh/Lrqh36Lbp6nkN2RkcwAnj8PRE1cBBNHOKY0LpfJ4r9AmQ7MN7evGdzjQ4PhfKomwIMKMxNwH8OKrjvlapvOtXKT3LZI977KnbQy/Gq1y8vgtBPB1FQBs9LrlK7LJQ12ubzxlQ6sLUdcfrjMizEowJcO0RHNW4kHFEn/nKBN0PPIXJCULFLnBmWkz43RNtW1kACaRlmw+4plerwW9FnTZEHOhLEJagosKDCv+fUpFXgnwVGdUfjI2dYwPfhHEX/ni+oJsuLHdLMDVCESS+TFbKlc6bWhf3zI5ESYkOC/DiAITCswreGsqBTXAYnuYfY82NLQql77L2y+ZQJmTx+2Nbp+tALgmkaNr/5hQDENy/fI4K8FFmdy7Ii+94mKNy5BVMZ0AUxGN95qD/LNNJ3tfguTnmg/L1uS3bsT41gNo0fJQOpZfGRfhsgwjMvaQzA9+Jaz+aKj1wslRl6KsMZrQOZXUeadN42yTRjocoPn+FnFnf8MLwAPbB+Cv1n8ksqM1Lsy/L8KwgndB4eeDjv3TlSdfzfQ9d/LFtDb3a1Hk7Tad0606w3UaGUlBLUnszkl8paM12BkNvozfHDeszXXimvyhTqc2ExUmWx+1Z/bscwPCX8857vOjHa+X7nr2TRTNW3LCudnVi3utg3FlIaZhWhKJvEj3jEf/vzwenlboLkiNb67l9Sr8iQ0OdjcLIOCfUESBGGrIMsaH9rQYTvj7w8G/D/d84ycomgnIhJrMTHpOsrV8R31jRGhfEuhNewxMQN8EdKShfyXMrC3sf5+V94Hx7QJQ8XusjhYzJ7KlxZ9dmNWmdjz1PRq6p/F7r4IgBrxwe9E4P5Tcj5d4KKcyMAF7L0NyVkDKq6xU4wTknfIZoXxfwVt+Fb+s3lIA8PNIXr8MEl3DaNHXSD0wAqzi54kE6MiaVLXChfjIhe5jK7p297REbEGiuqoz4yYYCjQzGkyxGGyvm6pM1IPxOp/QE24OYGzQW/9DY93oKqKUJdY+i3+cUl03UIuUSqjBnlxa9O5OL3bdV4yLpUqUCamBs1oLp8JJToebmAzvEFZEaS/lC2ng3K0DgNovZq0jr+GHfQ0wOXncpeeIi5+QIqAhCAHiqVJ6cbihcVVrKgY6eS+Y5FS4hTOhBGOBMEuihCNFZYylAeyFPwLZWwfgR8HF3+sG/qpf7aY9RxyuVhQJCCCpSi4YW57MjHSthe4ODkVSDOlx0nKAZc/BtlfBXENwvTqqs61gDHKdAwDhpgE2oqMnRPxDgBagA0gBTYwN3tOWkY+6DU+rBUnDcKpglcAsIBs51Goe2xg2TXfoReDHH/fqm4/ARuRHqRYJCT8fAsRTxdL8W4k1N5i0xQhUC4jGEmolQ6CaR7INkOOSJXgDuLm3genbAwCsb7NaRZGBAKKkEm/NMjnYjRsKyeYqqpFBNZcRXBdLDWPpzbhau46dU3FXXuNDDW77APzjmFpCAyiATiAsQLnE7Om9uqNKslXBFRWqWhxLb8QJ1GcI1r+AYJygMr764dduH4APUdtK7vq3fYh4ao3lc7pQLKS8QDumnsDSm1wvFDtDUnuezsAb7NiVZ2zwI+PFzUyjm5UNlPFLY2b9Xqbv2JtmYHGmoojYweZV6mK/ZLf+HZrki/jD4sdqeyMA126lWj4ogIqsuQT0KZZGO+jo+yEp/TdIwhywDFQAh7HBj7xue8rox+noCRm/tLauX3HApbRQJtIyCeTxRxGDk8evO07cPgCAoydUfOMJ/JM+G7+TL+NvM/OT/tJu5lRiK1QzbOL3htpI8l9X/Vrd3ghArUtfW0zcjZq/ozu6o/8D/RviUq7bec+l+wAAAABJRU5ErkJggg==) 15 2, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
}
div.testarea{
animation:rwdcur67986 1.3333333333333s linear infinite forwards;
}
