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2.5%,4.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGhUlEQVRYha1Xf2hVyRX+zpl5Ny+pP0JtsiEGaZUuNton6quGRNt/AoWSrsvCs7Cs2pXd1y1lCTUGbamEuNaKqEGzrjXVpUiFxcC2bEVKAq0vLNkS49JICfqPbBYNoS01ySYx792ZOf1j77U3N++lWejAMDP33pnzzTnf+XEJX7Bls1k9NTVVZ4ypFJFXrbUNhUJhszGmwlo74Pv+2Zqampu9vb1uOefRFxF+8ODBWt/337LW1hljUtbaamstG2NgjIHv+ygUCigUCgVjzG1jTOfIyMjgUmeq5QrPZrPaWvseEe0B8DyAFQBIRBDtzjkAUM6554wxtqys7KOpqan5UufycgE451qUUruY2WNmKKXAzM96uI6MK5j5xYqKivVLyVk2AK11PTMXiAhhjwIIhSuloLUOx1rP894EUJIPywbAzO8S0TARmSiA+BgFo7XmRCKxbdOmTalS5xblQHt7e+2uXbu+0dzc/M9cLmcB4M6dOzPbt2//AJ/bfTsRJUQEABDnQZQPzrnVRDSwe/fu+6Ojo7IkgPPnz3vpdPprRPRbAG/m8/lfNTQ0fLepqen24ODgk7t37+a3bds2B+CbIlIbajAKhIgWgACgRWTC9/3+sbGxRaYgAOjo6FjBzPXW2s0AfmmtrXbOsXMO1lpjrf1pV1fX29GN+/bt+zIzjzjn6qy1CF3RWgvf9+H7PowxKBQKyOfzo8PDw5uKmhYAEonEZSK6yswXiaiGmTlCNmbm78c3zs/PTyql6uK2L0LOOc/zrhYTDgCcyWRYKbVXKbWZmZNRlgeHsVLqcnzj6tWrXyjijjPGmC+JyOvMPEpE/2LmNgA9pQDodDrdIiI6RB7aMjonor/HNyql2pxzC1xSKfW7mzdvzgG4AuBKfX29V1VVVTE5OVkoqQFmbovfOu7rIvLg8OHDnx06dOhSa2vrRhFBEJQWuKHW+nz08NHR0YLnefVVVVXZxsbGj3bu3HkpnU6vX6ABAPVEn6eE/wFkhYi8wcxvtLa2PosFSqlQS/PXrl27H78hEXUppVIiknTOrReRO3V1deOPHj2aBwC21v6YiGbCW8RvXwKQjr4P1P/nuPCWlpavaK13KKWSQXSsJqIfbdiw4b8a0FrfE5F7ABqjggEgtHGUDyE/wnkE1Pf2799vReSWc+7s9evXbzPza0QE5xwCsyGRSNQ+efKkBsAnAMArV658CGCQmU30loGAK0H4LamV0AuCOQNoEZG/7N27V7TWHUXcclV5efnLqVSqAgA4m80aEbkE4B/Rw5m5AKD1+PHj33rw4IECsIeIBuKJKGDyohgQJKZkmKAiLruKiDJEVA0AYcCZEJEjInKPiKZFZJKI3u/s7JwDgN7eXnfy5MkPTp069R0ArhRflghGzzJlIpGAUqo+mUy+AAS5oL+/3+/v77/X3Nw8BGDGOfdr3/d7crncbJRUR48ebWDm1yNxHiLiROSPAL6OSIES5Ux0HqyVc+65NWvWfKijAo4cOfIxgI/jbA6bUqotRjwopW52d3fvAYBsNrsDQBszvwRAh7cPiRuLG8+Xl5ev08UEZTIZ3rJlS7XWet3Tp0+HOzs7HQAQ0YvBGO1nw309PT1DAH5w4MCB15j5N6HqQwDhPFgn165d21cUQDqdPkhEe4wxGz3P++qJEyeGrLW/d87p0KXC3tXVNRDfr7X+ibW2ZOXEzJ96njfU29vrigIgordEpJqZORDYCKAxfntm7ovv7ejo0OPj4xPx4iTY4wC8DaBfKTUEFKmITp8+XaOU+kX8XUimcB6sE01NTTPNzc33c7mcDwCpVEr7vv/vAHBl8L0Tkc9E5L35+fmf9/X1jTx8+HAWKPJfcO7cuVdEpFNE1osIrLVhafWsR59Za8M+KiLHxsfH/1BWVpb0PO+HItLmnHO+7w9Ya0cmJiZ6crncghJ9kQmUUn9yzr3qnFsXpuliPh9qIpIxN1prj1VXV//14sWL4wDeAfBONputcM4lHz9+PJ3L5cwic8cfBFpIA7jqnEvFtRDOw+exd5PW2ncvXLjQVuzcYq1oWR6o8zIRzRQru0ulbACriKh/ucJLAmhvb5+bnp6+5pz7GYBPAYQCSv4HBOuZysrKRZ6xVFvy5/TGjRs8Njb2koi0i8iOImR01lonIjPGmL855z48c+bMsf8bgGjLZDK8devWFgBtzrlvW2tvWWtnrLUj+Xz+ltZ6bnZ29pPu7u6S9V+x9h98xqpSb5CMZQAAAABJRU5ErkJggg==) 16 17, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
75%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcElEQVRYhcWXTWgkRRTH/+9f1RPxlEO7SA4ePGw8CEIIIrtmIYOBdWHADwwEomv0oBeZkMscksOErIS9JKdh40GXDSxzDUTwAzGYi7IEmfMcPOxhIDoHQQ/S3fXaw86Esad7umdnZR8UVTWv+tVvut5HtWAMqdfrPsnbJD8iCREBSQyMvyJZW19f7xa1KUUWbW5ukuSnJD8Xken+phkQf5LcFJGDarWqEwPUarVLJL8hOZe2aQYESP4qIm9Wq9XfR9lnHoCqNlV1TlXRb3EcI2s+MJ6L47iZZ98WALiWSk5CVVPnA+PUZ8cFyNQVhBgpRY7gdPB1J1vOcZxODOCcW1HVb1U1GAMi6D2zkme/UBimSa1WiwcjgSS2t7fHtvcfH1hdXX2e5H1jzDWSMMacklw5ODgYCqUi5wsAu7u7L5C8Q/JVEXlA8rONjY3f+vqLI1heXn7WOXeiqmXnnFVV65wrq+q9NMNpR5EmcRzfVdUbqurHcXxDVX/e29u7PATgnLvjnHvJOQdVxUBfngRAVV9POOYlVT3pQ1gAqFQqHzrnPsh4i6UsgCKiqhYYCtGZHsSCLC0tvWGt/c5aS2MMkq3nC0O9iFzMR7WctN21zrkmCoRjUowxcM7lrstJVr4Nw9Afd/MnCWGjKOoCeGoQNgzDCoCfkOFs/zNERwBgfn7+sud5J9baGc/zYIyBtRbWWhhjcHR0NJTh1tbW4qRjNhqNoXVpGbPniB2SiwSAs7OzdhiGi1EUdcIwhHMOURQhiqLMf5aSL1LXZdSOjqoubm1ttS+8fwACCYjUgE9uPiIRdRMAgaou1uv1NpAIvx7EaQIitaSO8QaWBiC6qnp1Z2en3dcPXUiCIHgPwD0ArwH4BcDNLIAisr+/3wLwXJa+UPksl8svG2NOrLV+3zFHZMzAGPMjyZtpVfSxABYWFv7wPM9PRkdO2o5I/mCM+bjRaHSybOfeCQEgiqLHSVQWwHUAXwCoTAQQhuEk2fLKKGUhgCAI3sajbDl20QLwYJTSFLFwfn7+0Pf9hyLylsgjt+n3yXHit7aIvNNqtf6aCKAH0fJ9/0UReaUgxNcicv3w8HDkh2phAACYnp7+XkTeFRE/B+IWgE+azeY/eTbHvkbPzs7OTE1NfVkqla54nveMtbY0UMD+tta+f3x8fFTU3r+ud4ywGet+6wAAAABJRU5ErkJggg==) 16 17, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
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}
div.testarea{
animation:rwdcur41737 1.3333333333333s linear infinite forwards;
}
