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40%,43.233333333333% {cursor:url(data:image/png;base64,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) 14 10, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 14 10, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 14 10, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHd0lEQVRoge2ZS2wb1xVAz5Azw+GQGlP8SLQkU7SiKopkx3IUJ7Zhq1WbuECCtAEaIF2kKdB19+0uUttFu2pRoEUX3SVN0aYBggYG6qT5GPnKsRXacRRF1o+kxJ8oij+RM0NypougRVGgRcjQMVDoALObN+8e3HfvBd7AAQcccMABd4RN+7PnDiN0tOoFW8bGSxRooBNCZ0ywuhrZ56R9gedsmaA9enT16ozp7fWnfYGE5fKtYgvr1ChyUjC56zZE+l8Q217hw0u5cP/ExuUnKWUiXm0sk+obWamMn17A411kxV7lIkUe/XIy0r4AaI691F37qfhosJEZiiQ/Hhpa9R2r7d0a/Wh05mR18J7LtBxvs2xnGBfMrkf8H7Qn8HPbgQvVUS74S/m098TEEN+anpYVRZEzmcy5sxt/nri6EZm6cu8jo/X44Vd4yV4iRpm5zkrt8+Bo6+0fAU5k1TTUscGgY3p6muPHjxONRunt7WUw6PM/YK0eO7/w/Hd8qZUncVv3cxKVudvXrdo/Qk3EHkkQR4aHADBNk1AoRKlUQtd1TNNU704lJ6z3n1OunH1aKQdHi0yyDNS6HDvQbgYAbBwI0Gg2KZVK5HI5AEZGRgiHw2iaRsDfK44KO2NTL/3kEbm09T00jnH5BbXbwUMnAk6ahi00a3WDWq3G7u4uu7u7+P1+IpEImqZhGAb7+/s49pIR9eLvZshsXqD2RITf2J00jf9Jex/8BTCNXnO6alW9YdVqNSqVCul0muHhYRRFIZlMsrCwQD6fp1KpICbzo3JoeNY8+0SKyd4Utl1G6F5RtyfwY8HiDbusB8LZ9E1HMVip+FwuF/F4nEQigWEYZLNZPB4PmqbhcrkolUre1HvPTiWO3F0tHppZ4T0W6WI9tJ/SXWpW72BmS9QykdJm1LIsYrEYxWKRM2fOMDs7y8zMDOl0mmq1SiqVcijxuF//++8nikcmZrCCKZbtBONCsxsC7deAFx1R3Upph3OZTIZYLMaNGzcQRZHx8XHOnTvH6dOnGR4exuv1flbUgQDhejIiL77yIDDFKl0r6PYFBtFxsVk6/o31G6vJ3K1bt/D5fJw6dQpRFCmXywSDQUZGRvD7/f8SGBoYkI9ee/k+eeWDhxEYY81uf++uCAhYyOToj36Uv/tczuVyWdFoFEmS2N3dZXNzE9M0OXz4MOFwGFVV8Xq9nw06u9AX/PTd+9B3H2AVrRsDrn2BYwJ8QpUWNxtf/e6my+srWpZFtVqlWq2yvb1NJpPB7XYzNDRET08PTqcT0zRxCrasfXgx4s4kzuMgyreRv6iAs6NVL8+1WKduSaJPKpVGlcwnfo+qOiRJAsDhcODxeNB1nUuXLvH666+ztLRELpdjP5/yNnNbsnn/N4vYrjg/e6nCL7Mdp6KzwSII8OKJKoHFxd3jM9PZjSsDfXt7fo/Hg6IorK2tsbGxQa1Wo1gsEggECIVCWJZFpVIhk/1oYOX6mw+2HnxsiU9jBRCqnQp0lgGAiUyLScFsSYFDzXRiSMsuD6qqim3bxGIxYrEYsiwzOTmJUxTN3E7eKJdLkmVZqG63LJQqjmL4KxWkwBp/nCswP/8lC7w5Dz+cM2gpNb033C+++9eIZBneRCLB+vo6fX19DB6J6G8U3DdfPDxzfWny0VWjIdR78uua1+2SNHNPtRW/UBoczfCJvMqf5juaC50LADw116KMSTDkEOr1CfPD1/z5nZwUDofp7++3rhuB5OWZH7zaHJ54AV//e63+aE8wl+gPS8YhlyTKFPLOQuTebKPPH8M7V+eD+bZr4Yv14nMClCjjZLF8fPZqOjRR2N/fx+v1kkgm9eWjp8v4+t6hybs0eb+uBV/bjp5awSnpHo+HHj3j1SqFMST8nOksli8+TJ6micBWY3j8Uvmh7191BKPFZrNJwzTF3vSKjNkMUkMmItSQXYvpkakrW2J4y+12o4qC1rMZi2AywERnDaUL01CArwsmXsdNRu5dMCbPJwzDwO/3y9HNNwektWtncDPOtq3gJMfQ2LVb0VPLlmWZTqdTFPNxhRY+OuyIXRnnABwiR9+R96unH7tpNK2ioigMBg75Jhf+MkXq01lgiCwmsFw4eWEp3RAzAHY570BApnKnjtA/iVND4GbrxOzFwtTjK3WjYVqWxQllb2T61jsPuevFC0TQcJKytN5Xt6Ozy5W6UTCUniIiRRTuQBf6d56fh2fmTOrsmz0DIWk73uuqpHxuWVJ8el41Xb2OHf/RNfxkkSibHHLu6c1KeezMNSM88hYGeZ6db/suqXsCAL+et3hmrtYoqft130BPIxVX5UIiJAstRdrLONcj0ztI6ioF8vUeJVUZGPvY8I9+iCEmeUwwOtmyuwIAv5pv8sRPd4xQfzw/cV6vZrOuxvam6ipv+/fqrQ19+NQSGjv81rkHapZZKc/MfMcXYLfvxultW6HCEPXi19SVKyfkXFKrRu95q3ns7N9o/SHFw0915erx9gkAXLNFUvhx0YepK7iUHPvkeFzQb+u+XecV24FtO7Dv/P+EAw444IAD/r/4By2kNXfb6enHAAAAAElFTkSuQmCC) 14 10, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHtElEQVRoge2Y23MbZxmHn11Jq5W0q7Ml+XysY7tu4iYhdqhzaMMUSNsZuCi0w3Ca4YLDH1C4wrnh0FtmOtwUhk7LwFAK05KWBNLWHRqclNiOk7qJncS24oMsyYokr6SVtNrlgukMdIaZygd6gZ/7d773mf3e3/ftB3vssccee3xiLFqfdAcIW6qatOxouAE7K+gcQqdXMHe2tY9H/QJnLTt2s6djafpkRfb6E57Qsun2zyELd3CRp0Go0L0Lnf4X7HVXOFHIbQ4NzI8/yb2Vjlve+xKr0d4b2sDwJcruSXTrDi+Q5Wv/my9Sv4ANRcyu9RTX4j1hfbmtY3m2qW0hOKjdm++51nviQKFx3zhhLvI7K8mTQmUXev4P6hP4iSWio4i5VEM+teod6m/h0KFDstvtlhOJxOidO78duLLQfvDyvkf7iqHGv/KqNcskWca2Nmofh/oEngFeR5aNintfc1g8fPgwg4ODGIZBuVwWW6vVsCM5L7snN5SJgdMNmeae13jQfhHL0hB2R0Ksu8KO3Sta9s72FgAqlQrBYJBYLIaqqoQCfqVPTPQdvfLSo6H4B0/jZIhXURjbncitX8AEywTDqJLL5UilUoiiSGdnJ01NTaiqSsDntXc78r2H/vLsZ9S7738Tl3mEx1F2of8tCNgwyqLNKJWrlEolMpkMGxsbBAIB2tra8Pl8lMtlNjc3EbV0i/L6c6Pi3bknyDLAtCXttEB9M/BT4BAVXXToBb1qlkol8vk8iUSCtrY2JElieXmZiYkJUqkUhUIBszLXIbv8J4unv5fCalrlBWt1JyO2PoHvCyavWZruDaeSRbTw5qZfkiSWlpaIx+OUSiXW1tbweDx4vV4kSaJYLErrC2/3LE3Enkg8/t1F7rOdJ0mGCDsiUf85UEIzQ63JFdGTaN1ca6nVakxNTZHNZhkZGeH48eOcPHmStbU1Njc3WV9fR1EUpTb9h95U38ip2r5PxUlZkyAUd0Kg/hkIouPxLC+7AulkMsn09DRXr15FFEX6+/s5duwYw8PDtLe3oyjKv4Y6ECDqcwfD774yRHrl05QIY+1MKtUvkEHHIL7RezR+bfaD/NzcHH6/n+HhYRwOB5qmEQgE6OrqIhgMoigKfr+faDRK5/KlvsDV8VOsFUeYw/3JCDRhYiNpduy/uaa2JmVZpru7G0mS2NjYYGlpiWq1SiQSIRaL4Xa78Xg8+Hw+IgFVjk6/0edMrZzgJi08u/1Uql9gVIAKeeyO69XRLyVVVdVFUaRQKKBpGisrKySTSVwuFy0tLaiqiiiKlMtlLMsSPRvzMe97Zw8jMcQBFDLb20q2LVX9eqzGChUktcMzP9UqV3I+t9uN3W7HsiwEQcDj8aDrOufPn+fChQtcv36d1dVV8rmsTX//olMfPGERa4pTJcXPzxhbFag/hQAEweR1K22o4Svp+x8Z8r/3YiSUzcoulwun08nt27dZWFigUCiQyWQIhUKEQiEACoUCyWQybLz78oAWbT6CGYtjWctbvStt7QsA/HCsRlGmYprN4q1rbV4j75VlGcuymJqaYnp6GqfTSX9/Pza7vZJKp0v5XE6q1Wqm2+0W3PkNVy7cXTaauu7SRZwzZ7Z0Lmxd4GdnLJ4aK1qRZrFQLkbdMxc6JYfDtri4yPz8PJFIhKaWVv3NDdf1lyOjU+/v/8KNe45A2plNSwoljyoJsiudULXmPr2yEpzlO2MavzxT90BsbQt9SA9FVpgxDj46nf77K/tZWOjI5/M0Njbi9fmM8Q1n/OIjX34TX3QcgXSuofVIRgk81jr7e69iqymCthzOLc4c1ALdXVwhDej1tlB/Cv07fYKBnwSxxvF7n/v2rdXMZrZQKODz+YjfvVuc7X04iTd6DpF3aOQf2D1/TvQfnVhXO+OKouBX3Ip/5lwTNvpoQeGZ+hNpewIAr1FEZ0brGjqXGX06bpdko1arkS+UTNkumYjouNF5QKhgEDcijRdm+k7M6FVDd7lcBPJLMdZvP4BMmIeFuvvZvsCYYBJ9Pouv8XJ16NSkEe3NVCoVIkG/0nBjPIjJIFX8xBHZj47Ercrg6JWkFI3bbDZcDpvfsTjjx4EX7w/q3tLbFwA4+C0Dgzm6H7yk3X9szjRNvKpq71x/r8Nx7a2HMBhAt2S6BJMCaWyuy8nBzy9qVTMriqJo0zJ27EioP6p76Z0RAOgig9v7N+3UVyfyDn8coMGvKidunDvsi998jEV6uWnZeYsKFrNzDb1nE959cxtlMVENty5SIcOFl+qO0q3H6Ed5bqxGEh3JbzhM+z717nTEaRelkGR67FXLlgi0Z2tl1zxX0Tn+fNngeCHt8N5bC3bOVIZPv43JPJ0HivyivmV39qlg0hK5R0ROrn+jffzFL3avvLM/5PfJZcmbmD7wlXfm+o/+GDezPCRUuGzJJPADMg4yRNE4WP+f2vbOgY9yUDAZI6mPWH+8eewpM3dR0u6/fW7E69JiwXd/1UvPcAemeAuocETQgcR2l9xZAYAxTF5hkWDznxLHniraVL8emh3v0JTWZapGnoK0o0+Ou/dk9htLwkMEW2HIlliKWbKaMQOtEyRJ8nVhy7fPj7J7Ah/yhiVhQ8LE5LMUd+uFbo899thjj/9P/gkC0DlQ3YKDoQAAAABJRU5ErkJggg==) 14 10, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 14 10, auto;}
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}
div.testarea{
animation:rwdcur203771 1.5s linear infinite forwards;
}
