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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkElEQVRYhe2VT08TURTFz3ulOz6DlMJGoX+ILPwIrjBsTOymYeUCFm1i4mcgIalbVnWjWxLduCFo/BNEoH0zhWKkncK3MLXnuBg7HZRoayK46EkmM+9l5p3f3Pvuu8D/oI1qRdflba8bIgIoF9euBSICOO64a4GIACiiEdSuHGKi/yARAOC3DlAurgGAHq2UzdUBUIARAAPX2r8yiAiAIgADIIxE/cseSsXVfw4R7QGJEAlJoARBEUR8Tyx8aMxGX7/yo/nGeWz+bwAIgSJIDmBI1D7vDiAkJLq9o8W3Xjq+iHfmpdn7diSNvncHESAR/ndozBAJgnB48iGEePpEhFlBT1vxRQy1BWrFGINRIWIpEKgeJIUXw1SQBCXsN9+jVFxFob39TDCTi6/dEgC4tluCNJmdWXjutWoFv+O+jpKOAQAIRPlnLBI/xiI+Hb9DqbiKB8F22hp5uJsxsvJsMvnQb9dbxtrHsPbm/I3505EBSIFUaEqGEQAh9kAxitDHozcoFVdxv70TAEA+le90e91TwpQz07lcdirbHtYcCOsOG9WK7ty+1R+GNwG7B0d/XKBfon7gLiQ/M50bqnRjJyEgo9CZwN5hE5fVv2u7JVl5+VS+05+rd+opEvdy6dyLYUzjutALRALUpebemZf2A+csVEkmkrP1Tj3VN08mkrMWqviBc97ZxRIdCYAi9monv5g3zhuzIJsi1zPp/Ay73U1Dk/UDJ0OTZbe7mUnnZ0Sug2yOfChtVCvaOXyp33XBfn17rVrBD5wDBnn3A+e8Vq0Qf29YRRE4cKeX5ryv6JCxpiprli/AWbMMa6qSYMxobSMCGKbhGGNgExNzP5dadirbtomJuVHNxxprrLHGAoDvQPa7FXcXJHAAAAAASUVORK5CYII=) 1 1, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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div.testarea{
animation:rwdcur88420 1s linear infinite forwards;
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