@keyframes rwdcur214436 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGElEQVRYhe2WW2xUVRSGv3OZOWdOO0OdknaKEkqtvSS21KISQaoICsGIJU1QU9CYKIlofDDxwQeBidFoMDHeokWFiEFfJBAVkQQIeCFITISGtAhqW1tpUeiNmc45M3Nm+TB9aKYzUDs8mMj3dnay1/+ftfZae8M1/u8oOdbrAXUK+8eAM1fbQL1pcLKm6vIbT58B26EbmJuPgWw0zK9D5KIq0mWIdFoiI4j8rYmc84gMKfLeG4ii0AtU5Cs2Kc3VAXiy0gcHgzDkBUcFRwNbA1dh9zadDc/RJ8JdwO/5GtAzF/Y9HlxmelUIJuH6GCgCPhcGDdpPpNizLREXYcnVEIeMDEi4DFVR9SHbhaQCtpoWj+pgq9RUagwVu97187SX4htDRRIuy9uANvEjfDhC/7Bj9yUS65fW+OCsDwqA4jjYGtqQh9WtKexO4+b+QXfhjcWeY+HDkQv5GJh0BlbVmkV+jwILIrBsmIPdUaK2pMvROIJpKbQ8qzCquk1vHR1+7cC6QD76kw00zjIqF4RMKLF5f1ec/o8KkitbIBol3bRaCm8wyaqNCX5246s+PRHdmdocqs/LRQYN8+uY2GqVzzTqn218wCNjvapIjyHSbYhcUCUygLStMaX9qeDJ6YplnXYXeiDwbcHgeKv9+vaDM/cuCVpHX92g4Z6yoMMCFQosWLclQXcsUQ9sn66JTKqALiYMGQmX1Us4dN/tJcrHz6/UJXFghsgl0oOp1yuxM15Ze48i37QGjkg41JQRr2I83hVm6xR5d4Xvy7Y1pkQHxg10WCLthRLr9Mqexwrli4f9B8dN6z8+UbTshYWe/jtmKQI0ZIunZVvMhYTLuG22YVyKSMmWHYnZS5tTeFwdNEFHY87yGC/uiM893UN51XXSe7zP2bW4WStNDsPRrlQbMJB3BiRcFnI3h6pablI/+fzRQon/4BfZXSzyVVDkrCnRc4o0LUKaZinOvtcNkQNFsmetX6oD2TMwaRRfCWVT/wAwIJtDbSNOaoXnkDYzVZFAnZMEj2DpKvu3q/Qc93qr73Wgy0VX4JfR7PGmcufncKKcmmGqW7/uiB5+6IOL2KVjoKfgDwszZlDtWjCmgZnCSQmv3G1Y09bKxYS7YHvTIiR6nnR3nNdEvpshsjcoctYn7zSbOUsw/QwAyqZ+ALbeb71ZG9XjPx0bf9+4KlzSoCoGjsqHv9k5S/Cvz0AmS2crFX+OJvc//YjlrUMHBsGfgPoIeFIg4M318CPPDAAVh/rkyC3NUlK3OgGVTno1roIAnYVwPEBruZkzwGW8TYku06D81looMxR6YkJcoDGgUu7XWXKDjzvnFhAZS+J/+a95QHtmgHxLsNx2sL4/AelfTmOWCosX6MG+QVftKnAaBOLZxK9xjf8E/wCufa2WmcYVyQAAAABJRU5ErkJggg==) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD9klEQVRYhe2WXWwUZRSGn292dnZ3plsqtKVLCIG1NvykUPEPrVZqU2wMiGAT8EqNXhD1Rg1BTQxsTGP0wiKJf0TQeKGxELT40wsIaEECaaAIjRYardrSFqql7e52u9PpHC8WEGFL4m6NF/Imc3Nycs7znTPfmw+u6/8ulS54V5Fa+GJlzkyfR+lfn0r0bW4Zs6tnKW1GUNMeWmDmr2qI9l1IHQFOZwOgp4ktnGqp71vPJwEYM12eq9RZlG9geBQlBV7WLNFobHUZTfILMGeyAbRErsvL7wuIAkugw4IhD4QT4I2xdJdLwxG6gapsmk+ksrJSRE5aIsOIRBHp9IkcC4r0eOXI6zmiFF1A+N9oztOL9dufqvCI9HtE2gMivxkpiCiy9wtEQRIonqx+2pWBB+ebRUWmBwYMGNFhyAtO6l9dchvcU47xVk2gXiJFNRIJpVthdgD2uDgAmA6EEmA5EPNCWy6WBU0NimXzzOX98fFtIjJfIqGramQFULcv1vPDoANTxsBy+OmAF+d0AA4HUlwDJsXTvBTcoM841W9/IiILs5nEVQCHzwrtcRcUvLsNBg7qrmoOkKweSiV0+KHYAVcxd445/+Pj0VdtxzUnDQBgTkCxc6vOphfoXlDo+0jAbq43iMeBWTbcEYXKGHb5IEdHR2t8r5x9M1OAdE5YtnW52VpgeQbzTW3V3bPNcyC1dfvPL9rvJFfv3gmmCdgeGFMkHJeatS7N3/Eh8HimIJe0IqzNPfRE3vkzzxesk0go92J8+KVCo77a31i30pCRbk2k2xDZlyfS6ZORTl3WVioBPkhTMgx0AiVZgUkkNNXdVLR4y/2Bxs0P+yR5zEx5xGfTRLoMSXR4paKcKyHCStHl9yFAWbq6/+QKDSqlhp+5c8qGeX5f84/bfdi/63BLFAC/CXu2mFSU89gFiGKl+PbtN5g5N7uzp9eXjwT3n1mfL4mfdZFePeWcUSTWh1SUpxzznfqUg5aVTjyBjDW2sahwR23OnmdrPOJ8lSfy2nSRlqBImyWxvpRtX7TwawFk7GK6ptza0pwdj87OPT540IvkCUxPwqw4lgVVS4FxBWdMlhVO7FPZ2OgwqHOLQr4NbT32oU8PxBlN8PeLHddhb5AVYSuLNteQREIArLxRK1l9k5b8Zre6NPbLv6qbJ15Bxh4ukVAxkNO4JmjEbLdpuCJu3FuZJvFXiz+c+IR1MlqBREIGUNwfc+470pVsHK6IT1335ATJaV+dfymjCaiNvbZEQrf2RJ31Xg+5722HniYvK8IWG1uG6LXlsuw47alnqztpABf0+RS/1jc0KieOn8R+IKj8uqiSpqNyIk2uC6SLX9d1/ff6E05Kr7ZEmY+iAAAAAElFTkSuQmCC) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur214436 2.6666666666667s linear infinite forwards;
}
