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2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEwElEQVRYhbXXW4xdVRkH8N/e55w5M4fOMDjFDpeQGptpUcEIRKNOUrwHH2pRMoY3Iwkm8uADz8ZHqTGQkBijaIzQVxU16lNjCm1qJYVeUjpTNVYMFYNt1emZqXT2Xjystc/Z58xpmUr4ki97rbX3+v7/77IuO7NxmcMu7MQO3IxxXMJZLGI/foXT12D3LWU3DiNcgx5O896WzOH5vtGpwFcCewMnAyfS+InU35veT9WJPJ/sXLM8wHgRjXQC3wh0A6GmRRorhsa76ftOIjFeRHujpTFi7GE8zVrGg/gC7sEHhz7L0ErPurSwLJbJFhzNyBbwDxzZgOdZYr4nUI7wcKNapPl7kr0sXC0SMNcP+57/DzRP2hrS/LF6Oq5YE6ngHkzMNwDYDkEnBFMhuKEMZspgc9J3J91cBjNF0PpyvTB70kzP3Zink3IXRuQ2STtpI8QKqjRPU6pp9elloLuDyxNYnU94z9Ivwp/iFr6Ou/CBQdAcE7gO1wXGxC1oLGkrxNprJZeqZ08zytfJb+SNw7AVP654zmGJKbFQO4PgHbQTaLPmcSPE2flVvA+By2dZXaR7lKl7eeVTlMuwHadzcXvFFwfB25jGphCHxzEeIpmK0BjGQopAUv9k9QCvP8nSxzl9G3//bIzC5Hau722QuySfdsb+p/vgmxJY5XUz5btZeRzSM6P4N5f+TPcY537Jpd8ORnDqq9z2KBPbEZj+DBeekXC/2xSrDh+KRuvgrQReB64Kbvkgr/2I5WeMlNY9bHuMG+ZTzkKs7ck7qy92VBG4GeQlkyUTWb+wejmvVXyGlZf4087RwPDep5j9Es1NsR9CfJYlWVF9NSuZK5JPzF6k3elXdV4Lf56I/O8Mx+4lvLoeePZR3vMIE7eOJra2wnPTVa9Eoyme5x0zx2mPx6Kq572KQI61f3HqofXgm+5jxzeZvjuthrAePCBr8+Ej/PFuWCFCncU27ZyxrA9eD3+e2uEy73+CshuXUnGR5jg3foJG+8rgPRI5rbzqvVYRWMQ2xYs0bx8Eb4Z+6HO0Zsm3DK77PAwCX2EDjQQCF49WvUWiqf3g0r4+eDPUUjCUinp7OE0b0XP7KgL7K75xJ8wnueNVWp314L11X2sPeK/v/UAEamdKEIvwd1tZ6++EDZzD54U3brHWJSwz9b714PV6yIfa64iN0Fd+zpmnOX8Q/oDvVCmAb4PzT7FyKq7VCrx32tXqoQdeD2+d2FDYs4L/nuJvP6lCs6dqVASexQFhleIUjWx02BtDY436+xqR3nhFKmN1iXIVnkt4GLwTHpS1H9E9nml2eNfH1ns+QGaYhLgSRoX/5cdZ+h55uxSKz6W0ryNwjuJlLLiwj8Y4Mx8dnYaREahIpL4ytk8+zkvfigihWDB0Ixq1ah/GD8BNC0zMMX07W+8fUXC1wstqK+Ivv+DCIheX+OvPKrtfww+HwUZdy4/gpKz9gOXjmf+8wNhmtszTbNXAi5jTRh6P5Ypc2eX0Xha/z4UTVdgXMPLYvNq+NSdem+ZBc5Jbd3HTJ5m5I+5qv/kIuw7RaHD+GGd/z5lfc3m5snEAD3mb/4q7cci1/RsessF/w6tFYFiG/45nxcvainiwvGN/x++ovAl8hTRAffEMHAAAAABJRU5ErkJggg==) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur241271 2.4s linear infinite forwards;
}
