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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 2 13, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 2 13, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 13, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 2 13, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 2 13, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 2 13, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 13, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 2 13, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 2 13, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 2 13, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 2 13, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 2 13, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 2 13, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 2 13, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 13, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 2 13, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEiUlEQVRoge2YzWtcVRjGf++dOr3mizCUICXE6iYkYtRSSpRMBXFlxw60QrKKK+PGFBddiC60uPAP6EIUdaG4UBFNHTd2IU0QTLGJoAWXIUpTQ1qije1k2pnHxb13OpnemcyZTJsW8sBh4J5z3vM85/0454zRQkhKAm1AMmxe2HUTKAB5YM3MWrZmSyyFxFOA38DwEvAvsNoKIVu2ICkFdHBrtxtFAVgxs8JW1t+SAEk9BCHTLErAspnlmzXgumtlSNpDffIlgtgvbbJ+TxiCTaEpD0jqAPbU6L5GEOP5KMYl7SIQ2wXsiplTAC42kxPOMyR5QC+3e2/TcAjnRjlTjVUzW3Xl00wIxSVsCbi0WSybWcnMVoC1mO4uSc5kmhHQFfNt1bGaXCHIj2oucZ6pCycBYSxXx/BNgphvGGYWnQXVaOQc2QBXD8RVi3yTB9K1Bu3XhauAWhXEGWYWV2Lj7NeFJ2mfpBlJ6+HvPkcb9er8nZwLBB74DBghcN8I8JukAw4LOu8aQFhx4qqZEzxgGKCvr4/x8XEIKsGPkvbHjI8LF+fEq5hXLcA5HE3hVkSJmMlkmJqawvO8NeBZM5uLBodD+2IWvuh6KXvvVx355wZPP9LG/MQg58LP7oeZQgDllslkVCwWJelqtSck9YR5U9keclkzM603M9NS1N76RSdDO85VyCRpfX0d398YCbU8IckHyoQvrND15SJHlm9w7e8bfPJNuv4OZmZ0EPETFbmTNFa+HuFxM7vUMgGbiOgB2i6s0PXOH3yfF70AHiyUjNFc2s7dZmtGPuI4cBLDp+LWYHDzdJr2Zt4GdQXUEhFd6N6eY3zuP97daBEQP2NMA38CPuIJ4AWCi1w0pnLOp7m0vexKHhoogblcjmw2y9TUVIfneWclRSKWi6pZ9oZRUN1iISrvwT8ArzjyLqOhkzgSUSqVOoCzkvabWf7hB/koaSzeRq4RBONOAy/m0s0/Kxu+SsSJmHjMlgfbeOoBj28dXxZrGK/m0pbdCnloIAeqUSuxMzN6HjFJEOu1QvMv4H2MD3NpW9kK8aYFQP3DLjOjNuDJsHURXLcXgXO5tC20gvQGSFI+n99wkDXS6h12dxXNCuBeEbEVAYQiQlytc4u9dwUAGh0djUScvy8FJJPJSMD63ebv9BjZvXs3hw4dYu/evXR2duL7Pp7n0dFR/jPh99ZT3AQuHhgeHlYdXJU0cs8IMDP19/draGio/M33fc3Pz0tSUdJrkp6T9HrYeu86+VoCEomEJiYmJEkLCwtKpVLlvrGxsWjHP9gWwtWoFmBmZfLhTmtsbKzcn0qltLS0JEnXXV9idwSSioVCQYlEQolEQseOHYvIX5Z0VFJxbm5O7e3tZREVAt/Ybv5IOi9Jk5OTOnHiRETsuqRnwv6vJOnw4cNlAQMDA9G477aXPSBpJKwgldXkpYr+A5J05swZdXd3C1A2m43GfryN1G9BUq+k42F7NKb/c0manZ3VqVOnKkvnwe3g6wxJbZK+qCB+WdLR7eblDEl7JA0qeNTvYAc72MEO7n/8D48foSK2HdAqAAAAAElFTkSuQmCC) 2 13, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 2 13, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 2 13, auto;}
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87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 2 13, auto;}
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}
div.testarea{
animation:rwdcur242989 1.2s linear infinite forwards;
}
