@keyframes rwdcur161520 {
0%,3.2333333333333%,100% {cursor:url(data:image/png;base64,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) 3 22, auto;}
3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 3 22, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhUlEQVRYhe2VW0xcVRSGv9kzwGag3ORWMXKoxpaotBJC1LYGa7wkCmmtRolGIzXWN2N8wdtbjfhQa0XTGlMvqWliqq0xBW8vZKRQIKlABdppuTpYbh1mykDXDGfO+ABUCg1pKGlf5kv2wzpZ56w/6z9rbYgSJUqUKFGi3GRsEYhcDq4S31A184svFxFRIpJ0rfmO6y24oPg9gAGMAM0AWutYQAGWiISW/MD1dEBEHhKRRhEZnI0fmxXwntb6lNa66c2da6q11tnz37vC4whE+qvIAZKAIaMS3zUWV8BB4BmgDxgA9rhcrpSysrIv8tJI7PXC7l0JZPgs2Vzh7wv4rK8vjPDVIgtWFX9y3FlQapg9vwxc6rAd8p10tQUHv282KulZQkMK8Dwzrb4LEGB7W1tb/yv3K0f+vY/inQwRmGhiy3qlCVvrbHa2xTvxXdGBvioqMsrrD9izisAKYo13Y46fFQtnnc1/CmtiiND4IADOvPtqLrY3eHJeq/1ptgufAwXAJgDpce3A/bHb1erdu/HJlwt9FwL8+HsNhsPN6uIhJoO8/8QL7Foo4J2M8sYPVHwCtuAYREzC4x7C/m6wx3pVXPxIeDIQCo14/w1PjQWm/d0SnmppMSr5VERSgGygCyBiXvQGPc3to/V7DWVOGHEZ+cQnJtHf0UrtX8en7kg034iP44eFFowFz/yG6fOgtBpSjhgfatWR4Pn2tuBw7bnZnCmjktNXseEjoGgusDmSttXtf0o57ewJmpjuP1oda3QszqYAt9xtGxu+hDZuo2DRTzh88NlD9oT0zMh0pDrzuf0/L+H7ZUQkHRid96gdOAHs/rVSZ1sWmUOd6kOl1J3GWZNASJ1Oj7HWl/QRWiRgOdtvdgq+BF5kZgrcwD6gb3TfWl+j/5HqHmU8fezwYW6NjcHrTLCmlTpmWdZbK7KItNaWiBxgZgIMrXWpiJRorTv7v93658N55ibH9FrisrICj5eXJ5YUrVNdHR3FnR7flhXbhFrrBhHZAdwuIoVa67qqrSRijhR2nTzzd0037n8GBo6mpqRut/Ue2fBgbmraxpTe3BWxYD4iAuCs2JD0Ulpa5N1XS3PTkjm3M+9tvpvL6f1ms+GN5HSJzz+kIhCZO3O34dxZZifQWk+Zq5MfmEy29XzWMFB/1G/3zM/Jf71FnR87gTfsNm7sdfu/SAcz2/Pm8x8W3Y8AhjTHWAAAAABJRU5ErkJggg==) 3 22, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 3 22, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 22, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 3 22, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJ0lEQVRYhWNgGAWjYBSMglEwCkbBAAPG/wwM/+EcLHy6ugbZcnoBJnpbSHcHcHBwmHBwcEzl4OCYz8HBITMhWblqdW9cDkyehcqWsTEwMPD8+PHjHZJwKwMDgwsDxLNGnCx/dIT/PmcIsRI5t+bYm2NUDYHKUMWUZXlKezk4OJigDlJQF2e0yHcVYEqwl2cwUv6vJ2zyg+nW0yu/kiN8Gjk4OJiYkQ1oYGBoaGRgaCTXASdufXkZYK/Xaq0hYCst8lr40gPGL1qizMqlRanKps6hDEyv7zOI8PAxMErp/9Dg+qnB+/fVA5Rs9p+B4T+lWS/ZSavdy0na4MODy2wCLG9UHr9jFOASMeQT53zPcH3TbQZ5Fx0GYUsjhk9Xzu7bcfJBO9UdgA44ODikPCyFs03FflYZ8v5i+Lz3K8NVP4ETXTO/2v748eMPimJalgMeOmKTJ3sz/18pxfS/WpB1PUycHiHAEh2T2v/wzqUE3r//eD7//s0Q5GT/T0BHf1pra2shzcuBWUmStVk23DlhUdE8H1lZGX6ysjJYulgyifx7lfPmzRs9mjqAg4NDSlyQraxvzvxJd+/ePXT16lXXly/fuS5Yuu4M/49j7z5+/PgCRQM100ChA9vcam+2j3vr1K5ycHCgFHgcHBxMRxalvE71VJrIQovakIODQ+wd+z+FD/8YLsw89OEKRmpnYLDatXePSHyweB59q1uEA1kYGBgEBsJuDAAA1Ka6Z2le/r8AAAAASUVORK5CYII=) 3 22, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 3 22, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 3 22, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 22, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 3 22, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 3 22, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 3 22, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 3 22, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 22, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 3 22, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 3 22, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3ElEQVRYhe2WX0yVdRjHPy+c857nHOWPHKIjEIKhMiR0zMw122RlAxeTRjWsFVErFqsNgXXR1lq6QmqY1UUXRc2LVndhprVscFESU0sy8oiiIhzoCMGhcziHH+dvF8B2IAIbbN7wufu9+32f5/s+z7vneWGFFVZYYYUVbjPacgdUShmAAsAJKBEZWuh+zDInzwYagC+A+4GixTSGCERmDhpoc8+LBeg9RKIhubjR6Y39GQgCLzP1Ym8CTy2mn5UgApFbSRqN48t9P5qsGTtNiVaChoxzkpLXqSWsK9cMxjDwqIi0LqRfcgtk9ZrkuLuyMK6yYPTat3naDpTi9/qA1UCDUmrbQnrDUg0M9139egI9O+z3OxJz9jrj8mtSNd2cAVwGnheRrlsOFt3//0NLDdJSg0EplaeUsiulbgwODv6+v67+hIicShN58asD1ldbP6ft/erYh6O1S64AQOkRFIA6xCBQ5vV6DzY1NWUP3XTuAbCu56EE0bCoeGz3mAtE/t6klHIumwGlVBIQBsZEZFREDgJHd98dob7yccYcv3D6+gh3drkZC4/Hg57P1JxY+keolNoKNAPPAqnTzzqBwt3bN/VUVe5jy7oURk6OYRnfjH4VX20gMD6jX44KHGRq4BiAb6KMjV4f6K5o7bjQbAlF0kvi/auzduXicSRYuiPtxxoHaZno46P/nAOnX2OH9Y7ckniLEa+rP2hk9HzXEL2PHKYzKkkucAqwAT1As4i8M9fhC3v154rXSvOa79z4woSHFa0DHr4NTPDpvAY63sqv3rij6ENzSlpMJKAI+Nxh/CFHSPmACJPDdpTP3xm7sfLYhMf3Q/qDTzfFGvXHpitQISKjMzGrqqpPXLlyKT/edS393g3x/NpvCf+lmy673e7v7XZ73bwtSM3cusGSmhWDpoGmYSQcg4UM3ZQOwRAmqw2Lq1cp1ZU3OXFDAqosM9aoAyQDOUD7TKz7DH/simRkWs66XO6Lnd4LmZm2nc+Ul+f09jqcdrtd5jVgFguTrlH0uDhCIT/+4b4eT3drUAtLo2Yw+wE0PJ1JT7T4E+LSfkOLEeAicFRE2qNjrQq2j1mHOt6w27UPAH/u5i3vJcYEdhXZutf7Kopt87bgz89K6o1pm96d8IzgHXCcEZPrpZGBc75+N5dKj8w2q5Q6Cjw5Xf5XRMQBICIcLgs1BELU3nTrZ94+6X0gWvdJbeHHZlvGnvm3YeVx4Dhnmwr3b69rm5PyX7wOuIHzTG3DGZJ+cmoFJt3cMeZLuAbeWaKg0ZS8NmkgdVl+SJRSOhAWkeCil6cREWFqYd1e/gGLrImX4Fr7ZgAAAABJRU5ErkJggg==) 3 22, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 3 22, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 22, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 3 22, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 3 22, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 3 22, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 3 22, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 22, auto;}
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86.666666666667%,89.9% {cursor:url(data:image/png;base64,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) 3 22, auto;}
90%,93.233333333333% {cursor:url(data:image/png;base64,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) 3 22, auto;}
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96.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 22, auto;}
}
div.testarea{
animation:rwdcur161520 3s linear infinite forwards;
}