@keyframes rwdcur29251 {
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2%,3.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
20%,21.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+UlEQVRoge2ZS2hcVRjHf+ec+8g8M48kTbFUF7EGkRDjSiyo3VgX7UIrYrG66EK0uBCUVkspRVDURVFJXbgp4qoU1IUKLbooWLpw4UqKiEipfdhkJpnHnTt37jnHRSahFtuZlMxMkPxhmGFgvvP9+F7nfiOKxSL/B8lBO7BW2gBZb9oAWW/aAFlvWp8gFtBL71ZYB9P5J06vfepKFogBAdazxF48HqSC6TgRP4VlS/56fr+MZeVOJgYLYsFKS5SKCvVUfdKm7dM4bEfzIIYxWoDDFSttR1ODBRFQGi3tIcPbSGbQQIOV6GAAh7j96Y4abI1YyJfy32WvZHeh+JqQJZeHQMQCGUtQYFTnIhkMiIZWorXFuMaRoQxabmuIkEkAMqCqimSQxIs98AmwRJ1M9h/EQFAItlfur5wtj5S3VkerU43hxlfE3McIl6mD9nVUH6tfbnpNUDhWda6RgUQk9EOJYRtJjkfp6Ac0WRKcpkEBySUUL7gL7iPWsZ8gqAkjOtpUyWSyD67fcqhQ89FI9CiwE/iDFu/ishuJ5yw6e/KX82f9ul/3I/986IQX0zfSv9GBpf8RseA0nRp1FoBfRVUcJsF+JDO0ODg8N3whTsZJJKimqhQvFc90Y7a/EbGAhNJ46TUkbzKEwrATxQO0UCjuaYw1nm+q5kiylvwJyVIb7pxZfYxIe/jNb57fi+R9b9GDOXIoztHkcXyOEmOSV5PJ4l/FH1drXvTlmb0NUdpc2ovis3Qpna3lawGag/m5/Am5KA0eWN9KoQV0MQBvVV8mexviRRSzmflMtjpaDYh5tXC98IXQAtrZLbRYNcCyep9aGmq52gQuH2fnsksQhgOFq22ILvK/G/UWRIN1LQj2uVW3UBmvLGA4UPircHItIaBXqdV+nrCupTRROkaLQ/6Cf0RV1enh8vDFtYaAXoAsF/am0kOudp+jwiEUx1KLqfdELLpup6vV2oLYmwrb41Nd1zmv6R1NL6aXIHqYyGtn+t8tdjZ7PZszabNgpDnVawi424jYm14SMO162LQ0JzLzmWxlrBIQ80a2nL3Yj7F7d1cUA5XRyhO14doW17rXBEKX7y2/g+CjTCmTXmmxPehOt9PqJ7uFKBVNVbdVv8WyBcsZKlxD8ZKz4BAn4hDLK2s9Jzqp+4gsz1wL0sjFhm58wxAPE/MkLik8YhObFIojhSuF2X5CwCpK0CrL/Pj8M8Y1QyIUobSyQMAUIT9T5jAVDHAydzX34Uqb7aO6K3YL2tdpMhwOmsEvbsKNjW9mabGA5jhJDiAZo8HnqqIMiR57/R/qDsRAkAqmscw0NzU/aAbNCSyTJDgFvIVkmhBIswuf8z31+DbqLrUstJKtHRigyh5ipsnyJ5bdCMZosQ+X80TssI4dyB6gq0OtZ8HjMeL2F2mgwiSakizLZ4u/F79EUlJVJbGDWfp1PtRClIjGUcwQAAlQZYX2dUTE6/lr+QvGN44qq+9zf+cuIDvvoHqhziAaGonGFDEFJIi6YKg5RD1Rv5Qup88ByFjGuRu5E/3uVDerY2pZ16Iz+mVaSDQII9BK4wTORC1TOxqn4hyWnt1qu1XHiFhlkwi24rOAT2AwceiFIR4Sw/ZFvThTDFe/LFhrdb6iGIjS0biRBqXV8po51EpLp+VETuCYlbXNANWfLUoftD7/ersLbYCsN22ArDdtgKw3/QOx0ATEsNbD/gAAAABJRU5ErkJggg==) 25 25, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
40%,41.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQklEQVRoge2YT2gcVRjAf+/Nm9nJZDK7ydZUS6wVJBRRKaGCgngqPdRahSI9VSgFrx566LFYEPFQ6sWTiEiqUi3i0SqCYCm5CR6ChiASq9SY3exuNpP582aeh93451CcjdnNIvu77GXm7fd73/e99+aJarXK/wG51wHsFiORYWMkMmyMRIaNkciwofb03/POj7ENqZs6WmllJ7YywjhWauVWbNWLTvXeigioPVw7QcCr2Bwgx9va2HLI8Ui4PfXL1GlhRFJkqD3PSHA3WGglrRdkKo/LXKKV7kRl+FFkIimakb3pkRxSNw1yJ5d2za4LLd7PZa611ZVwQKTim+3SK8LgRQwgmGvd35rXrg7aM+1p45mLgMLvPmMTOqnzXS/R7YlIWA6P4HJkY2JjJp6K30NxkikitroRGZa8tvfT0Itopb8n4wBlvkLyGPAFbRQuX+PRJuOWjGWhJt9m8CICrNxaxGKNlDU0H5LyFIIb/qr/HCHXaHMT09uwg121usHFdnyKhADNFeAMMbcm65PnZFNGKlGvW6l1F6u3oS3P83Y93nuSw/r+9WdNybyNTxWbRxnjMDaLUSXacEP3B0tbLSBH9Db04Eorh+Z082ju5e+oSM3QZoUGr5FyAcEMCU/KZOfhiIFcPmTQmG4czcaz+VKrdDieiJdL7dJZf9VfQICxjRRGgOk9E9v0v0cyaE43Z7OJ7CO34T4SBdGy2lRn/TV/AbvziDCis/XtUAL6XVp/rTwniflTorxaXui1mf+N/mUkByTUHqi9jMNFEi6PhWPzXt1b3m0J6JdIDuFkeBDDSca4hMMb1Z+rb2GgHxLQD5G829h+9gEhs2JLXJ5cmexI9LGQd29oQ6ex72vOZV427zbcWUoseVveuyITfV/odz58N3A0nX4QUHuwdkKP6+ulVulwFETLKlTn3Ia7Mojdamel1TmKP9PY35jLStmS23ZvZ1Z2CsVVu23viyfivq1O92JHG6KRJqjvq39CwCEsZoE7RASME7DJr6VW6bS/5g9MAnopre2vtQyAVrlZPiOa4nkEdRJa5LyJ4Q4Jl/zfBysBvYgYqD1UO67HdUW0BJEXOSYwV9C00XyK4CUkM4yjej2C7waFSytXOetPrH/JbyyRcR2XCyhOAZ8TMUfKAgEah4OVpcrTVmrp/ob+Two3e1pKHSwOWrF1LLOzV4hQVIgIOYbkRmW9cq7hNl4k5vFBS0APIgIBMbkwApEJZSoGWri4LPir/nmraUVlUf5Mxerj7qo2UAr3iNRSsYnSSmNsA5t0jhsOR9rV9tV0Kj2kIhWxg4+i3aBwRow0CoO/fe+EpAEs0uSmStQtFak7fYuyAMVEDBhhfDIWMVwj4lt/w79tb9krMpadDEgGXk5/p9iq1a35XOWejGXYeZOhussvlpHuTEstw0FvdEUZojn9b4xEho2RyLAxEhk2RiLDxh+u2pk0ioJFxAAAAABJRU5ErkJggg==) 25 25, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
72%,73.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqUlEQVRoge2ZT4jcZBTAf8lkJjNJBncmdR1nt6BrLWuFUr14EkQ8CC4Keyh6qghFyqAg9iLLHjwIHtsqHlxELFj/HER6kB577EEGKdqLtgi7A3UxmZns7mwy+ZJ4mC2tBTvZ2WQmyPwgx+/l/fK+vLwkkmma/B+QJ51AUkxFssZUJGtMRbJGtkWivSMG2RRxgW1wy+6hKBcV4sgoqScVl4iBgABr0Vrgcd7Gp6j8oqwqgdIftjw7IgKsJ62jHKGByeuEzPIbryltxUEbvjw7Ii5wmGVmeRcPWGfVvGFephRv+WRFortHWAmPMMOpvfvjunpL/ZwIkOKFmpxICFEuYquy9TISVX/eb6CziIdgnVWjZWyixw83OZE+2M/Yb1LjS3xCysjYCDqcq96sXo5zX9zL5EQU4CGeRwA+MrdoSra0MtOeuSr1pX1nNhkRD8jzGB7PogIuneJfxYZu6deQR8tq/CIuOHWn5j/lf0GVE/QBjZ81R7tGbvSw4xVxoTvXrYm6WGOHF3G5wjZf0eW6tCuBOnro8YnckZgTa+yyhMy3xobRUDdVG5UDScC4RDzozHVqwVwwkMhxSd/Qz6gd1dlPi30Q6Q+NIfgzvhLUg/P07koU20WHfHKnSVckgDAf4lScVUKWyXFRbyUvAWlurRDCQkj7WPtDXM6qLfV9bUf7VO7JYdISkJaIB/1Kv7BV2Vphm7Pk+EDv6hekUCINCUhDxIXOfKcWPBp8gs9y8XbxPa2rXZACKdWNnKzIXosN6sEaPZZQuFjsFT+TwnQlIMnw9z8nFC7pLf2d3E5OxB3FD0IyFekPxg5RF/96TqTRnf6L0SsSMRj+XAAW/KP+18gsofCDsWGMVQIOUJFIjrCftk9S5TlcXuJhjrPOj8a6cVq1VYdCkmkOZzSRAJxZ5wXm+AYZmRIgAJfv1E3V3u9LURKMJhKCUEUdkBGAg02Pq7RpjrsSd4gvEjG46jsQHgoXeIQGGvAnzVKrdFpztCYeB55iRyW+yC5YT1gLHOZVqpyizAn+Btp8pNlaE4WJSUBckYjBaHGMFUzewgU8+nQ5V7EqV7Lw4TWeiAfWonWcKifxgF3+YIMV84b5PUHsKKkSL4UAmOcNBAYtPi7cLJwvt8q3KcWOkDrD04igV+/NElLlV14xfzd/wodJtNgHIQ39zx5BlIsUoQojb+U7lIj9GXOcDK+IBFIgiXwv38laFe4l3g7PYAXuJwONMxmmIlljKpI1piJZ4x/IlkE3l00LWwAAAABJRU5ErkJggg==) 25 25, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
78%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEvklEQVRoge2ZS4hbVRiAv3PunZvk3jSPSSwzsdY6QnUhRcSN0I27rrQMKFrB4kJqWyq4amWQUgTFZenGQREFFSpdFB/QZZGxSN1JKVIKylhsWs2jyU1yb+6957hIMqVom8Tmhcy3TTg53zn//59z/ohcLsf/ATntCYyKTZFZY1Nk1tgUmTXMaU8ADQSAAixAQhgLQWDJQIJAyrb0+i35TIhUCpUdqqAOE2MJhYlkKyFJGpi0OZ/7NXeYjupdmb4IkGwkq7VqLY7JMgGdgJeAASi+QKEw7j3G9HJE01ljAXPuXNWu2m9jcZWw+7kADJqxWuzsIMNNR0QDAtvf4j8XWVEGBc1082kCCgggvvHNK7ZrX+m3GzAtEQGtLa3jbtZ9X2hRazzQWMLkA3xsskCbTtBHfC9bsj3IkFPLkWa+uR0Ls/JwZS+CE8ATJIEKMAcYKFy+GXS86exIAAh+QLGTGKdRpBCsUQYcrpLmFwIuZW9mzw+61NMRUUCLNQRt2lwh4CtcdqE4F78Rf5Y/OUnABdmWIWKwIScfWgqUo0Cznzo1YBWDI1jUEtXEYfuGfY0F1iIZ/YgefNjJimhAQmWhcgjFm6RoYnAUTYGADwMziGOBU3EuoWGQatXDsG17XNO+k+7qlhZKyyQ4RUAcgYniLA4+CZ5XQj1il+0zCKJBQ6rHZHakJ7FY2kuCVVxSxCnisZK7nvuktaWVaqaau5yaU0TTHlYCQEyk+aChtFhaJs6qbMi8Sqii8MTr89fnv90oN91T/r+Wn/FXLQVu1l3C5pThGnmVUEU8DmxICHrXkfuazXhFItCmRkm1H49C5ETX8DiQu577ekNiRIwvRxToOU35sfIJWhyL3Yq9I135uV21fxu1BIxDpJvYfspf8C3/IE2OEeOEc8t5T4TidiiNmNGK3K5Oy9icxGebVbeOJ9eTHYkhzoVhGV2OaHrVaS8JVo2asQ2DdTMwPxXReCVgVCKd9wWlh0r7SPCRdGU+sqMiHkcS1cT6JG50w4dW92WnTY3wRefulFRU5iuvYnFKNESqV2I3qtMEGE5EgzJVJoyFR+sL9R0IfiLgIj4vYHKIAFPH9c07DrsxJPa/MbRIPVPfE2bCfVgoIl5iDoVGkcakhaLFynxxshIwSI70mgTdK0SilTiX+T3zKB5vYQEhl4F3kfyFyZncH7mPx1Vi70V/kQBKi6WdXtrLE4FVtap+3N+OYoUW63icRfEymjxJlrykl5rAvP/BYDuyyMFGtrHip/14aUdpdyvfOo3BU2guE/IGBjYRX6J4sm21tw/zIBoV/XPEBEwKGLzoPujuoc0CbTKk8KiwB8E5p+wcjGoRXt4znbpTnnRY9aZ5bzrdPpsQ8HgcCWSBW8Rx+Nm+ab8WL8eLmOBUnVdQhNPoBPT9ydAKJQZbkXSazEmgQWcJbNq+5e8OUkGhuwtTkYABRJSpTDTJjV5sQKfvFCOkiR1Z0TOhFSbHPdF+9A0t0zfBxeruSEjERULWhCu+S1fSFw3f8ICp/9PSV0RoIfFYQ/MZDc7P/zl/Qfii0+K/z1fdKOn/ZlegDW2KQHT65AYTP+wGoX/VkiC0CGfjn5S7MyOBcf9siswamyKzxqbIrPE3R3C0jq2PnBwAAAAASUVORK5CYII=) 25 25, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
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90%,91.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
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94%,95.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
98%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGYklEQVRoge2ZX4hcVx3Hv7/fOefOnXvnzs7uxDXU7T5IIbUUreJDEVSQCvWlQlV8bEUjQltrSTFI2i4hNRtbCsUXEemDLahPPoSiEl/66IMgaAkRQwkhaNrs7M7On3vPPff88WF2t5uYnSSyM7OUfOBymZnLnd/39++c373UbrfxUYBnbcB+cVfIQeOukIOGnLUB/0PYOuiG72/8fAOzFRIAr7wEIL30UaAgPfvESZeoUoECgQIBAcyWL1Igu9etZiuEgLyRP1lG5XMceCFQYAoUAUgAeHYM4QQChRzAF4UR5/eKzMwjkgyS34QsGOHE8aSbPICw9Rt9eI3JDAcKftytZlPs1S4DDOfZevamqtTXq7S6AgIgtixjAAQ44W5p6fSFOKC/2G91Huq8VMwV9+xKla4TzsMDXnhgl/+ddHDSYSdaN2EmQkzbPAqFY+TJwwFeegZwXFZyuXNv58LGJzYuBbVldQA8eRso7FnowCyEEIAhJP6N5rA1fMQ0zeEyKX+RJ/kP+83+aXh8CwYD0jSKSgAcO0uB9LgWPP1iZ0CV6q/VXLUer8dvlLVyYGpmXVbyG1kve7uf9U9l/ezBwccGVyMT2WgYLXHgnixlb5yQ6UeEgWaneQGEZ5xwrKx6p6ZrX5v7YO7tYWP4WGSjHwE4oyr1WQr05WFreMFKK730B6xrEQAPRBvRmrTyUm1Ye67RaVwsm+USe/5pQPidqMSJ2qB2VeXqvcBhFYweWx5bI9NPrQD4yMeRiY6pUp0jS5fBWPLCv0aBFqWVL1JJHmp0bdJPfm+FXSC/96oOACJJkikpABCAIAJsbE+pUj2x8fENUk49bGv2pI71wwAy3dL/lE5eAUGw4ZICmTiP/0Ke/MGokQAEGVAm5QuylD9mzWhda32ePC169t91LXe0alcGFX7V/0z/X90j3e9tL4g7xximk1q7RCitTnLJ7BIHp9wZaeSp+kY9jwcx1u9Z/7vSaqlarxr1/9TPwuG2XU3TePgQOHCZli8orVZEIdimFrquX076yQpbHqVMwGjdcBh5nzHaqtwmk4+IA3RT38+ej4tcsG1YFEnxctpPV7hiv+Px7T3WHRi/m8nWiAV87KVR5jsISPS8znWiT6f9dIXNLhH7wGQispUmru5k90h3FSWeN2vmjPDirXQzPU+W9t2F+y9kq7CrWnVfUS+OosLzSHC60Wu8SIb8zvZ8n9lfIVsidKJfEk4cS/KkWVwrXsm62UjEBCty/3yzq8VGOlqJelHTs89jHb9B1WRFAHcqxGM03VlcN/jAAy5ysqyP1ontFmsi87os5cX/txPdCbfvJwvk7bxRzBdfqm3WpGf/bnOt+R4s4Os+HjQHrzYGjaeFFnCpu3mLnSC3L4SAYql4GglOlGXZQB29zqHOCVqnS3VdfzbbzB7hguFTj6K+JWKfW+xY88au7B6j5AsAHGBTu1hFVZS380ejXvRLz54RcFk6+Y5u6Ifm35//dBVVZ5RWJ6YViW3G7n699Nw91H0qstF59mzY8VANVY+IPggUnhBenEt76TeVUW866b7qpLsW6ej7wggz7Uln/N8RIs/+KZ3ox7aj4mPP7PgnlazWKNCzXPIVdrwY6/gBK+zPRC7yWTxkGlsjgQILJxLH7mS/3T+vrLpayWoFhCeFE99O1pLLpmWWnXSvefKftPP2MNamZfr17O27AOhUL7iaazXXmvex5z9Xqvpbvaj/QHhxKu2nZzv3dh43sfmjF/4rIDAqrOZz+TLGTteTYWwSRGXEUktGANKN9FD2fnZ4s7X5bhEVZzfnN1drpvZW0k/+EBXRp3Smj8JhsUiKL8BNy/wP2Tu1AlCpKgkUIgAAA155IEUTA/y62Wt+LlB4hSwdV4VCQzTODY4MetjE2Nl6UuwthABVKQQKO2MmG8bCpYVlLnl52B5eEVa8SpYAAUgjByiwEl+L/3Tgip0Cgf0uqwRAbmQ4gWIr7eEaamsIgMhFr/2P9uvwANSErb4JY31HniCcuH4MdUDwAUk3OSSd/K1pmMdd5Bo7o+kMRAC32qIEcOCg9ZxmAMYJByccPHvrhLNgLIKwGuloOauynwOz6Fcjxm5RAgW2sX3QSeelkTkI3guPgGABGABGWKGFEeZWz50mzfi9Vth1vsOXk9NmfGrRDecDzEfmPftdIQeNu0IOGv8Fza70iyEfxHEAAAAASUVORK5CYII=) 25 25, auto;}
}
div.testarea{
animation:rwdcur29251 1.6666666666667s linear infinite forwards;
}
