@keyframes rwdcur172255 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFf0lEQVRYha2XW2wUVRjHfzNnZm+zbXeXLra06HCx1lZNsVSLqEQjxEQDiRiN8RKNvqgvPhkfJyY++OCjL0YSHyS+CEZN1EA0EiSCVZBaCy2XbEUsLXS3u93LzO6cGR9mqqgolu6XTDJzZs58v/mf73JG8S3z1bzrvOn6Hitv9DgxKkmoUXJFhy2b4MgPcGO7oFqH7qixQrFyeZpo6rRde7NF6MRVARpEhADVY8uQAF/ie3B+HrqHJAzl5prpHEDtHPDQr3dwFQmaJKHDDb0e6LDriyIzTp5b76hDzGH8YLPdg3p+TELcQ5ECVOi8TUJccmy0TioJO+4D9CKf7KnQFzNbfMtM+JYZaRrAdEmCD6n1EjwJMcnEaB6XIjt3ABHY+xlsX22mAS0YIeFbZqIpAHUPxo9KaLMhDuPfgKEZDG1pAzvDyLcGj5jmOqAb6AAWHUeaoYTiv5fxz47p1LHp3RSONgA3QmlS49daib6eBJw3ngQWM2AWqANl4BfFynnXCqAioWA3aHiAC3hueEvS2u/QNxyFhSijc7XdQCuBEmsJliIFrPItU71WAMV/5zofzQa9CHE4fBB0xSAVjeK4kr7BCJQ08ODwcZfhTuPlUIGzIYQHXAJ+U6ycvWQF9h6agWQRNHhjF8zXYDCVTS/IPNGIS+mETnVaAVswPKByqlR7G1gJbAMGgAzQHirRumSAmgxO3v0YknF4cJXZAjCQNNOqoqEL0IRPrdwAAbUGzNjO28Dj4XHfZe/L+Ja5NICn3kcBeOFheGUvClAliAbWRNKb4zfbRPod4rc3IOsR08DQBRJvgCAr1gMmoIZHbEkAAMpjKMpTAYhi5TzFypUJIrzMidaHjnwlKR6TEJH03O3hShAokHF7w+c0goCEIDuWBnAlU6ycC5wGyndm01tHpmDuewl1lVRSgK6CAFa4z4RTYkBpqSl5tfSpAqPA+APd6ezJC1CcANokdDjQ6YBZ5WihsBuYVazcpaU4BwLZ/8t8y9SAZHi5PlepjWTjAqNfQosNMRcUGPlIYyiTbgmXr3kAIcRicKlAZt+5wlQ2CRt2uMGIqPDTngyTeYeda7NZgvpQJ1iS/4yJ/wVwJdv3Iv7WpwnKULkNjCKnPjO4uAB3tWfXhY95BAXqLxDhB2WWBfAHxJPAQhvE3cCd1GAuAieN54FfgHngVwI1qqHzXsJ0XRYAwM+v4fdth8lPoWerweyBKI4jSGgqK7T4y8BvBGgqME5Qxtcuzl82AIC/D//cIVi90YCoxszXMRRPpeq7mPE/eocGqB+MVTo8tf5WzYUXbksPNgUAYPp1/I5bDPCjgICSypkxWHA8BtqN54B+oH2qVnm27EDBlkzOyuYosGhfvoR//7Y2zo8IugYF2HBhTKVYhZtS8Q+nq86j+boLiqR/AyCc5gL4lqlyc0FiwOQBQc89gA9MR8GG0TMuji8Z2gj4gvHRJigQdr8Ef1bVDP2FqYtjggUH1m4GLsTI53wyN7ggJCgw+qMgoi0zCMOUunwPkCTYMSXL1PZPzDUYvFNARQdPhTpMnZPMVB1sFwoN56q94GqWvOxcJWjNSSCRJP5EVwpwgIgExcOfV+lK6qTCbW3DvXoz+lcLv/7y+QmCVAPQTpYqH3Ss00GqzE4IUEBZ08AWNWJRycqkIKFry1Lg73NtgoLDhUZlT2+fCmpQf1ZmVfI5FaIuyY11IrqLq13E14rLAnCvcH06rxT2d/SoIOHoD3Vyp11olSzUJSe+C36COoY10tE2VrUsYwkUKwf/3P2ULtlFiDXAB9uFvFOHVgcRdTk3L/nucxca0LUJNtxrLC8IFStX/TtET9RMHz/iQFcZTcCCA3iS7uE67akiE3MVRvZB+RhwLNv5Oz/DKswPZXJRAAAAAElFTkSuQmCC) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFdElEQVRYha2WzY8cRxXAf1XVPd8z3t3M7Jd3k2bWi+1NHK3sKEosG4dEFjkhEBdAHBF3/gI64sABJN+4cojgAFI4kAhFgJQoxloj2zhxYmI760z2Q/FmNrubne2Z/qjq4tATebUixPbMk0r10ar3fv3q1XslrO89fbu3/a4SMHcsx/L7ECbQDgwvPKO4c0vSqEEnTpnNl78DbAKfAbvCb+0yoMgbu9vvlhxFQSlwDUpKijl44TRgAAvtDsw+Y+DJ7TeBEiABPahxAHni2zBzVFFQLqBAJTQXDShYueuigfljQOiyfl0BFPp7u0MB+GQJkBKrJUQS7wTgGtZvuhzKS443gViyel1y2K39hswDI/02OMDGLqChPisglmAV7fcKpCLlUDMBFzZWBbPl/DUgBcaBGjBtfa80MEDPaG7eSMA1UNWs3ZCUlWL2pIFcys6aYqKY+ww4CXwTON7vASoDA5w7A0FiuPGfEMpdZp7fo3Q8gLxh4w5IARTkOA0XSup7wM+A82SB6AwMgIWdULOXfAE2gDQABUQw8ZShVnIhJzKS1IKkQuaNCkMIRIdCwPlvkV25BJb+CVJoqq6Di+JI3YHIQqJBW0AA9h5ZEA58FeXv/wy4gAMXXoWdHjw70hi1aMo52Op0CcMYhAZp6EQJwF+BFaBufa9ufe/RAQAQ8LvXoVyAl6e9UYCFcmNOW0OqIlInIgwTGIv4YCvi39vbvwLC/v4KUHtUCAFg/4glBvETxAFF05xqr6OAbglyhrfeMNRrmokqNNLGPFDvw+wB94Tf2ntogK+T13+Kfd6DsdNlAC69Bt5jMP2cA5dHXyLLD2N9iA+BFeG3hgdgfa/0hzut4PzRMo0z2drdv0HzrANGwdXaz4Ec2a1wgCXgJlnB+r+65QNhQvfH8171ygqsv50tNJ/LZ8ZjxUrQuwDMAWeBU8CzZMlq8uti44E88KVY36tc3Gx3Jqowf6oEqYQ9CRs5dAiOEFvAPeAi8A/gI6Al/NbWV+l8UA9ktH5r70y9kb+8ErD0dheKCXQUFFyckoKyGsMVC8B3uV+sRqzv5b5K50OnUuG3Yut76tJm21COYNyFZQWOAyWVtS/0JHH6I7LKeZMsSFtf6ugDVeAhPbAf/HS9MXfpNeBQAvUErM2+5CUYC7AAHO4bOmJ9r9Y3XgGm6Zf0RwIQfisG0tP1xtzddyJoJMShhnaEWeuSaENk03Fgg/sVs9bv6+z78Uf1AGTvwrSZb8xDTJcIJmPUrEYi6CUpa2Hv132Dx4AZ63sLf7kV/PC319vLF660l+Ehb8FB6Z9lCSh8LrY/feyJXL+uSNAJt6+46BQWRos/IMsTzlrYe3Wzm7AVGq6u6sEADsBM393rrTePStZaETNnDXTgk2uKIHBZGCv+YrnTeyUvJXlH0JgERoOBjuCg3GtWiueIBDNnIq69qSGneGLRZeGogmr8SlEqUguNKcC1XLs6WAz8L/kXm7kn2XXwaiXWL6vsxZCH3o5kegoefxxQhg/vpCSpRg3DqvW9AlAmyyun2CyGUshFqx2KrgAtcVGQg9VVy3rb4grJp0E0OEA/EIv9aY6sFpxzkJ+7DlMyleBYqBn0VorrgCMFaQq78XCOoHBgXgJ0R+uTTkPDSMLHKwmMJjiLEVZFlF2BRtMOo6EA7NcxDlR2TfxidTwFYWEk4htPp3zwDpBC9YTCSkMhD1PV4Xgg3Tee7Ijgl7UjBgqG1VbK7StAwbAbG957ywCG6mKKVDFj5eEAxPvGei8mS28SBBKdZvOJQ4aVbc3Fv0dQ7jL9ouapl4aQB4TfCrn/PG9NueXvf/x+CnlwBHRjwEQ0z2oOjwXc2gx4408BO0sB4mXEfwFNYRZQiwrvQAAAAABJRU5ErkJggg==) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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div.testarea{
animation:rwdcur172255 2.6666666666667s linear infinite forwards;
}
