@keyframes rwdcur101942 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 1 31, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 1 31, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 1 31, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGUklEQVRYhbWW3Wsc1xmHn5kdrSeSJcuSLZkSxxJapK7jJEayLVN6ETC9COiiJNCGhkChKU1paEkpvUjiaNbOjSGUKg2hFNL+ASWllHWIZUcEXJO2JE0Ux5YSrWpJsTZafe1qJe2enY/z9kIzqw/HihwnB4bzsWfm+Z3f+76HNTKZDNu1RCJRHY+PIx0dGNu+ADjiiGM4OOLgGM62+41MJmNvXRSRqNeAFhHd1dWldyIgggMuEI9EOOJIdc8GUUYmk2mrTozEDa3H2kXEDMEuUAqCQHme5+7e/VCwnYAt8F2AhOsRONpXFWECh8PnSPidoyJyVES6RSQhIge01g1a61pYC8P4ONXT3A5ePbGzBo7gkZDodyOTyTwXrpuGkTgL4PufvBqGYVJr/anv+1O+7xf27Om+EX1kfv7fhohw8uTJL4Q7hgPrTCIxW0RjAq3Ro/XYnwEsq+sZETmhtT4eBMGDQRAcFpHO6MWFhf/UiYgFmClJ7Qx+q2M4hmNYQA7QgCUiza478rd4PPmo1rrFtu8/Afxg68si0gCoi8cv5s/WnMUwDFdEtoc7GxxwqiLEAj4Kl00R+ZbWWgPY9v1tAIXC+++IiBIRBXza1HT8t8C9QNHyLeLxuDs0NFT3Vu9bO4OH86hMLWA0EhAEQUFr7S8vf/hqff3RZ8LTxkVkXzi2wv4IsGi7NkNDQ+2Dxwe9lJnaGXxLMzKZzG4ArbVZqVSaamsfqCZaPv/eyyLybRFpA5pEZBH4n4jMArPA2LtH3v1L6t4UK8+u4Iu/M7izOQdKkYDIfoBC4f0erYPOyAWgVkSaABtoA+anWqeeu/TDS+w/vR+v7BH4ARJV6A7gAFYikdAA169f11rrUgivC633WcsNQnAiDIep4urBxQuLdD7ZSSlfYslbohyU127REC79oc2pL4YDWBDd8YcNQI+PQ5h0LpCN4g40iEiDiNwXEDTqgqYl0YIqKXLlHBMrEyywcAv8diePmhkNNt5wx44d01prX0RWgCyQEZFrWuuJldhKk1pVEAPbsKmP1VNv1VNj1mCcNW6x3UjdHg5gRtCtd3xvby++77siUgRmRGT0xoEb358YnkCJwvd9PN/D8z38wEf+KHB6M/jL4FUHInjUj48j6XTaXF5eNkulknZdd+XKQ1cuvPGbN1jau4TyFCW3RF7lmVfz5P+Rp/JU5davfwl8Uwgi8IapHQRBrVKq9nLv5YWBrgHU9xRlv0zZK1N0i8ypOabfmWb+4XmUVusVsEM4gLnV+pGRdAwgmexbTSb7lq5999rC68nX2fPsHmzTRkQoB2UW3UWy/8ry2QOfMefOoQK1qQR3At/kQDqdjoZR1nPefoXBxwbp+HUHbfe0sa9mHyYmRa/I5+99zlTXFFmVJe/lcbVbLcGdwjcJSCb7Iv8aAC7EXuPj1Mckn0gy+IuLpH9+nv3x/WjRzP13jsmOSabKU+TcHMv+Mp54iCN3BK8KiGI/MpJuBQ6kawe4eu4qBx8+yCs//kN1c12sjtXhVaYT09xUN8m5OYp+EVe7aEffMRw2lOHISLoZaMkcy1y98qsrNDc3UzdTV9048Nff437iMt85T7aSJVfJseQtUdEVfMenX/ffMRxYS8B0Oh0H7hs7MTZ2+enLHDp0iMbHG4kPxTEMAzkkeGMeswdnyZQyTJYnmXPn1qx3PF4MXvxKcFhPuPjod0bH3n7ibdra2mh8vBFlKfKP5AnMAPmT4HV7zKpZcpUceS9PKSgRnAnuCr5RgFVTqaG1tZW9P9mL6Zss7lpk9p5Z3F+66Nc0wU8D8o/kWfAWWA1WcVMuL7gv3BUcwArLL265Fo2NjdToGlZrVsnWZZl+bJrypTIAMiVq9XerdvFnRSpnKmtw8+7gEDowfGo498GTH9De3o6KKWZqZ7j56E1m/jlDJVZBo5FhsYPmQLlnXPt59Tw9b/bcNTwSYBoYWJal9Y+0WYgXmHh6gtzlHIV4Ac/01nbuAhGxT3un6Xmzx+jr6/s6+Ou3ntbaVDFFvj/PzN9nWIovUYlVEEOq19VXLbXtmgkgCJ7noQYU5ZfLlGNl/HofiQliCCLyjcAhcsAApRRKKb/yVMXSo7ooIg39ev1vzTcBjwTocy3neGnkJSzXsjzb41TDqQbP9ug+3/21xfp27f8tPBYhA8FbPgAAAABJRU5ErkJggg==) 1 31, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 1 31, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 1 31, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 1 31, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 1 31, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 1 31, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 1 31, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 1 31, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 1 31, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABJklEQVRYhb2WQW4DIQxFH1WlZtkj+8jdtYkiuYsZwAGSDImNERpAiPexscYQYKKigO7ftZbhwNmKEK1tFZx9bMFxnmnhZS4UsO2uIh7CbY8QcRguY3h6Fy5JAC7AV5nLaDN1XUB0m3y8I2C3OXgWkPwEzMG97WnMBVXdul33fYAH4EXASnh3+wH8pSx4KeayvXxJcsOcFuAJnxbgDZ8SEAE/LCAKfsjsax/l870scE+1UT4vg4/y2Qs+jM/KmHebzS+2AoPg/TmmbkNNAbE05hluWyC8rwfa49K+Jq1iJ7eX87IH2pvX8S/43XwM5w68EeEJtyG4Fvdnt1vbHH1ydXsj4PMJ3DfmN1ALsl4wFgHvBcAfiRPwA3zn2h0IgUO9p1pYNNTaPzP14m6EUYuTAAAAAElFTkSuQmCC) 1 31, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABH0lEQVRYhc2W227DIAyGP6ZK6+Ue2Y+8u3bTJPciQFxCc2jsZEYoASG+3ycJCDBRUUDz91grcODHihAdx1Fw8r8Fx0Wmhde1UMF2uoqYhdsZIWI1XPrwtBcuSQB+gc+6lt5hxn0B0WHxsUdAtm3wIiD5CdgGb2xXCsCkYQtchhRIkuRTA2/C97CXq11Q1WHafd/WWwGvAo6ET7yfgW/KQ0TOVwuIKrhVAiKrfVFAdKvNHvg3fd7r51dd4N5qvX4+Bp7neXA1D4hT4HYEwqfvgfa6lPekVexU7fW+EoHW8/H/Bn6e9+G8gDciPOE2BX81/CXs1oZAX13D3gi4LMB9c/4EtSAbBWMR8KkAuJO4At/AV3m7AyFwGP1UC4uGWnsA4UfhbrWkPUkAAAAASUVORK5CYII=) 1 31, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABL0lEQVRYhb2Wy26EMAxFT6pKnWU/2Z/cXR+q5C5IgsehAwx2jCIIsnJu7BgMCSYqCmi9z7UGB76tCNH1mgWnPltwXmQ8vM+FDrYjVMRDuB0ZIg7DZRtersKlCMAP8NbnsuXM+l5AdJm8XBFQ7Ry8CShxAs7BnV1KAZg0nIHLkgIpUmLOwJNwuBCBCPjTtltqgqouw76PrfsD8C5gJnzY/Q78cC6ycn5IQOaB2xWQfdofOswotX+dZtX5puPMj8zgbH6xKzAJPq5j+jZV00C4Ovf1H93Z3H3JupAk+NAPqFuulCpLvOKgsPf1agSGnbcLPiE47B5uBdzBnYhIuE3Bbwt/D7u1JdC30LA7Aa878NicW2jnWLjDZMAHAcAXhRvwAby33h1IgcO6T7WwbKi1Pzz1tyqeinFHAAAAAElFTkSuQmCC) 1 31, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 1 31, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
75%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABLElEQVRYhb2Wy27EIAxFD1WlzrKf7E/urg9VchcJ4DFMOiQGR2hChDiXa4sxTAhRUUD337WR4cC3FSFan1Vw9ncLnueMh5e5UMB2hIo4gqvWMUXE4cmNAO9EhqercEkC8AO8lbn0FlO/C4huk5crAvYYg2cBKU7AGNzFpRSAScMIXLYUSJIUUwMn4XDBgQj4aQFR8FMCIuHDAqLhQ+FvuLtB59aTGdftE3B77S6D9+78Z+GHeVmR84eLVhVcd+HKam8Wm7/YCpwEb/cxfRu2g3EF5wsxurPR5pkIb/sBv13av4lXHGR72S874E9e3z8h7uR9OA/gTkQk3Kbgt9ifbbexGX0Ltd0JeP0HHpvzO6gFWRdMzIC3AuCLxA34AN5z7w5MgUM9p1rYbKiNP/gesqhUWPIXAAAAAElFTkSuQmCC) 1 31, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 1 31, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
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}
div.testarea{
animation:rwdcur101942 3.3333333333333s linear infinite forwards;
}
