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0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACrUlEQVRYhe2WTU8TURSGn1v7lSJfUhFcgGhMoI0JrIgkuDDgQmNk68rEhYkLfoELiD9BjG7cGuMK48JEAwuDcWOkCQFFQ4wWY5W2lEKbdjptj4tSGKbTWiq4MH2Tyczce85533vuuR9QRx1/CTkbEPFlpVZ/e0nA7lnB1QN2LygXoEDZQASUHY4AAmpBKQDyWVA5pF8EBSqw3V6LgKXO+6Ln4zjyCZAmwAEON2QzgK1glC9oknMiaCEgBcpZ6CtPXcxQiUVRgNx0jvBeW0HI4bd5wOYBTxt4AXHC1ja5vv0WwNEGeQE/8AXIwvn2fjnh9vIsOFMkM06PmEVYGTF9/A5jjVfh2CC0GAiLArTCwFGAD/iYg0wY9blTKZT0t/YRiH1Qxrg2FPndX2X+sCyiRd8i/qP+QvbtBssckEqCOw/RBKTiaJkYLncYtXrNGHsn7u3e6zxcflIiwAixeqa6pkQGRGRYRAZFPMolDmW3tK0Uc+7yY0s7YxEqcyfAeHCcKFEm9AnQYyR9aXAXsjAfekAoneakvYWBhm5UcMRMvoN1LW7uU2YBZUVMBicZOj3EqOsCJF9Dqp2YtsD85hrhXATV3EaznrNIwC7ergUs220VvQyY3pou7AvuAWjqo1V5cGUbiGTgSviuOhO6VXH9v1x9Uy0VUKYefvUsiZyaFeldF+makVeuR5V2wD2+buW0rJeqMwCwknxBKB2FxDu+prcY7Thdta8mumV7OQGW6Xy6MceytsaSFiG4mUB9u1j1tivWK71iBkqC38s851Miwnz8J8Pexmq5K+JPU1AiIqKnueT1Yvs+tq9Dp1YBJSI20On4ceNAyKsVsEfEsNd9UNx7A1eBskdqFT5leUsuJBVwYGk3Yl/7wGHgUEZlgnka/gWnpYiaL6511PF/4zctJgqjb62G8QAAAABJRU5ErkJggg==) 0 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjUlEQVRYhe2VzWoTURTHf/djMskkJrUtisloVVy4E0UEC65E9CkE2ydw5SPoQ2jrS7hwL7opIqIVpVWxSUQxsW06qfN1r4tMU622tamuzB+GGc6Ze8/vnHM/YKj/XWKrYcmftcIarICj9elf/P8UoFGdsfYHSw9iSmz6BGAQVmKFxW9M7RuwP0G9NmPBZiZLTR0hNF1WbZcR4eHkqqBPQvSGRrzQn2C/EFsAoCTylEQeVZgEfRhyQEyPTQLWQvAIZIlG+KwPPCiI7H8ZGJNlKrlzKDnSi+oCB4E8oDMIV0DpEuTPUnNOU3NOgIV6ddYODFCvzdq57lfeRi3QI6AmIFrsZd4CouzvQjbCzd7eRSBHO42YC9rUq/f2DCEB/MYNcb44wuK3gKXOAyic7KXdfQVRDAoYA8azapBVJOkCER2TYLD4zb3vmn4L/Oa0WE5iFsI1Gu1Z3oUvgATobAZdzkxOBqI9VpImLpIL3uheY/8MAHA9uCU+hOu8T4LMocGEENJrx0YrdPZIWE3XOeLk8T8Otgj1VsPlyiEernyiVNKMRs+JooSxyIfOcTDLUDjTWwsxELxkPlzlWvvmwFvxtwOXqjP2SdDiWK5AChyQmrLUTLgToKtgYurrT+mYmLJ0Bs5+WwCAu8Xb9pRbRCtBWTpoBGXt4AmXVtolMAnjysVv7u8gkts5rlYO0yUlSg1f4pCD2iUyhs9xQGwMgUkZaONv0Y709eqMfRy08JRiXOWQCPJSoYCKyu07e9ihAgB+c0pMlsZ43Q6Y766xliasmYSKcv5K8F0BoHfZdEj5RoqnFJ5UO5dtj/rjue4X71hPKyaLowOdeNtp1wps6ErlEPMrwV8NPtRQQw01FMB3DZXxoxZIaH8AAAAASUVORK5CYII=) 0 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 3, auto;}
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87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACqElEQVRYhe3VP28cVRTG4efOznrXXmsdK8Yk9sZIkSANiJYKgRAFBV/CgQ4hUUORgp5PQPgaNDQUKVIhikARkpCsjbEiK/67s7MzcynG2BgcZK9Dxb7dnXt03t+959wzTPR/V3jexpPe1zGpiAiCKuFaf/VEfH/5mxhDpOLa+upzc50JoL98O0IMAVGIdMOMLOZyhRiCEKMQoxgSNRohEg+z9NbOD5GcoDk0qJMGqcRUSI/2EuEI5E/V5tG4SqmvklifPrCgqzX1OknbdLFhTkLSBWvDO6qEjpYilqZCai9mFwMgHh8i0mq/xtwNBiWtV44LFTgYfG+ryPWatEPTXNozl16n+En/6u3Y++18ZUip6/hwtG9YVuabTcvV74zeYLpBCxXKGm5KYrsscGAxbbtc7Xi4/628qswm6blv4LgJl27HH7Jn8rLSbaTe61xn/kMuHQbsY/sXik3f7dyVqbQlSlxttm2Ncu9sfTp+E/bWV8Oj4QDMNlIaM+RDCjSQxTo8XbTS6lhoTLnUmNLA5ijzanv23Kc/AQCf7H8e2o0G+HnwgMEdcmzi4B7VFvl9RDNJKlPaK0s32l3LY86B5O8f3mzPSSVeSqfpvssIZUlzkWpPlOkPBx5k+57muQPl2EPoVIDl9dVwpdl2ufM+HUxjpkHx2G6x4f5oU66SqxSit2cWxvU+HYC6H2Q/MkSmvoVqT6WSV5W8rMBbnXnnfXZnAoC1ol8DlBj8KlbPPBptu5ft2iiGsqLSW795IXOOBtE/1VtfDVnSja30CjKb5bb+aODJdj31Plh6uX6a/xUAPC13iDs28szj/MBGMbSr9NHyylg/ntN0piRf+TJuK47Wt9x6Ieb8Sw/8VZ/54sjw5tLKi/I+OwB8fGh8kTc/0UQTTTTRafoDHnQY8OrmZI8AAAAASUVORK5CYII=) 0 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACpklEQVRYhe2VzU7UUBTHf/e2MzAMMuCIkE79SIzGhbrhKXBp4lYTiHsXJm5csPABfIGBhU/gGxi3JiYENQYTF86HQgQLtJ1OP+5x0RkkZCQwuJzfpuk5t/2fc/q/tzBixAk0a3VpOmvSv2+4dWm4dQFoOHVpHckNixosvCYggCBKoyTXUQKiFEoEo1UvruivdVvLA993Evp4oOGuChjm9TQ1a44SBQAsNKL6RYE2cig8r6cBRctZPfNE7LzjuhwOQ6BWuAl2FfQsVWww+6AmQRk64Vt2xUcUgGJalbGsi2C8XmyICYgokHzECKAvgbGgOAulGZi6BuNVmJylZF+nGYdg8rWeCcCESP/ZYQpQQDvp8DXyaSYhO/GHPGsBxd5VAxlQvI2NopmGbGcRoWRsdL/TSsJ/OOoUBbjtJVUrlLAtRYqwlfigx3PhEpD2xLsCOmGhdIMJbROajO00wjMxYZbhtpaGN2GtvaS+hSG7ccKkLoDt9hwCjAEFIP4CnQ2wL3O3dIeytokzgxen3Bq/cPb2ObYLHgXPlW0pqtZk3nY/GwMdyWPWBD+667wP1vmdxHhZwkJ5Grd99u7hb4+H3BuvsJP5lItj+fcfIzdcoiDywPh4aUwz7uCnGTGG2pDiMOAccNtLylIqz8RAQO4BC7y0yedug6LWTFk2ERmLlblhtQcXcEi4BSHgA10gESp6gsCkbHZ9drOE+5W5c3UPJ2ycX7XXUi0vgvHBeECRT8E7fiYR+1kKwIO9Z+cShwEe6NNRCa3gDcbk9449QyuJaHUj9oKUh44De+eVP8XR0XBWZTM6wELxsXvAXpDy2HFx22f/8QxVAMArXkpARtI7a1dY+S/icJIJj/CUF6ovvuxc/V/apy8A4ElP+Mo5XT9ixIgRI47zB8ZPG7StajMtAAAAAElFTkSuQmCC) 0 3, auto;}
}
div.testarea{
animation:rwdcur42299 2.6666666666667s linear infinite forwards;
}
