@keyframes rwdcur256914 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwUlEQVRYhbWXz0sbQRTHP0rJWmiLeEpKyR+QW0Nb/wV72pz0Igqec5L+D41n8Q+wB0X8B3pbaOnBH6CLkJxyEKTXQLca16a8HmbGhHVmM5s0Dx7DzLwf33373puZOfypBqwAy8A74A1QAh6AG+AcOAG+Au0CdsdSA4gqIE2QLyAdkDuQv3rs6PUmSAUEiLTeVFQFojrIIUgKIh6cavn6EEh1EuerASQ7IANPx1kegLRAAkiA1SLO18sg8YSOsxyDlFU01r2+vAzS/k/ODbeHIHIjUQ0g8fnyHsgFyDc99jwjoX+HMyeinTFGTkE2lKEUiIEfQBxAuqH38/Rbw8R8Qo16TsL1QUKlfA18ApYy+kt6/TrU8q7E1NXxpESjwxznK0rpGHiW9w/1/tHHHBAHlijUKrjrPBw6nx/j3NA8cBw67KU8NquaUdhuOoRPhmEf9+W2SFy7cqKp7G4btMsfHFb21LALDAoCGAC7e47N92pYNvNux1FqOtuzCedLSwuQ2kq0rSLQNYLpnUXoQgnFEzo3dHVpsX2rbPdB/YJSYNFM1PB7SgC/Esui9rcAKlkeUig9B+aQEbFL4O2LKQG8emlZTNVwb+Zd6FiStScQzDwH5oFzOLPoLwJrJWBrQgBba1BatGxob+dmvg1NR/s+naoPnHn0AYAaVARSB4hQgCOKdcKjvE5YznRCgAgOHQD6AisGxEzOAoAG1AUGOSBCr9MQwolOQx2FHQeA0ZzYFFhIgSvUfeBKzTcFzh5lbQby7gMAVQgSiMeAMCV6KfBdjz2r3OjE50YEsAplgbYHCD82de9zJzS0rkD4RMKH40K34pFIBAm0chJzHP8R+CzKTrF3gaEqEKnqOBB3n8hyquXrJuEmehmNUkMZqojqmPs6R251dG71fF/vV4xjr7fhXAEg2dfxa9SReg/8ZIav45nSP026eUXdLLGHAAAAAElFTkSuQmCC) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjUlEQVRYhc3XvWoUURQH8J9BsilUQqookgdIKWpeQauk0kYUrFOJ72CsxQdIikjwBewCioUxkIRArCwCYiu45mPiyrG4MybuzszO7ip64DLcO/ee87/n655zTnOaxS3M4TquYhwn+IRNvMMr7A3Aty8tYJ3LwWKwEnwIDuMHcUh8IFaIReIykfZbGFXwTGJ0LXgRZEH8NnoWiIx4QVw7BTIzjPA7tNo8DTplcioBFKNDLBEt2olfc7rHdLBTx78vgGLsENNJG/ca3nw62GvCuxGAIPZOQdRqYiapvf/N+RJsxWtii/jSUBO5OSp9Yj3ZvI7PRnA/aGXYwVvstMjuExt9QCydOmYPLSRvr3K4o2A+sI/HmOo6P5Wv788TRzWOmUdHT4iup1CrEn4r8BLn62yY/1+7XQNitUQLsynJ9MZ5GvOF8LE+wgsaw8v5CgCZX8lqtjjwKGW4sv3vCrX3u3mZJvarfGIxAXhUoJ3jZgWf5/AMnQEBdPDsecXPG+kzV8w/ptxeFmqtTK/DNaWpCbKyEN1LGvhYbMw4LAGwFVKojUK72yUADhKAI5IJxmmVnG3DtxEBfG2XLObSJgoAJ2Ql2y7ChREBXLpYsphLOy7m/9QHxrDJ+5Lzk7g7jodDAnh4l/HJkh+5tM1iXpMHNkbKA+8b5AGaZcI1g2XCtbpMON2VCWn2Fqw10MRQbwH/wWuYa6FJPfAgmMiwK9UDuxNkD4gqmxejrh5g4IpoO3gT2/5cRcSANSHN6sKmNWFBjaviJgAGrYrPaKLVZqnGMesBfCeeGK4vKOhMZ7QaVXmieyHLQ23UzugsdfWGy7mPHASdOMhtvGy43vDcAEC6u+Mr0pN6jM/+Ynf8V+knxf53QCqW39sAAAAASUVORK5CYII=) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur256914 2.1333333333333s linear infinite forwards;
}
