@keyframes rwdcur90754 {
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,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACtklEQVRYhcWWT0gUURzHP/PmT7itsYTBQkhRZmV2CQ8RW9shSHJj6xQJ6WG3omO3wGtgl/7cxLBDRXs1S8Ogi7hkXuygSaBp0GVBKclV2Z2dNx223VVKa+fR9D3Nm+H3e5/f7733fQMKGr9E49hlGlRyCJXgmiCxYPhEj0oOQyVYCOJYZotSDq+BgxFCrkbE/RoM9EcJ+Q5Qf4BW8TP+0Jlw0ncATSdeejbqtnf6ChAFQxOcs53iWK+1mqIe95MngAedRATsyNrFsRnURU/37nbfAAyTuO1A3qm8s3bW3PANQINYqfqS9KB5zEsuJS10JdzJq22uSg4lJwRIPRxSilcG+GeKgjF9J9wx27t/bD51MFdt/FSSmckk9993cnqrI6qtHwxGCO0/G04adds79VqryQzq5Q7VX5jSfg3fXOkO3KAJpg4SvruSV67DwJcZhmNplsoA45dorAmffCScwHE3Z2xpJkIUeY70vvwtzEJXorwhJz8/AsDSoQQCIEFqLmkpGVjLMmhIgWR5tN8VSASRkr/bDmTtylk/ujfxx6rv3S5O2n6tjV2Btg3fZOWsCHZmW7S8nZerb19sqKQ/SmjfPlqFQRyNVgGhEkjkCVUtwZfnzeUp7awjneX8dGFx5fHHN5m+iyOVJdhUUTAmrnBqMsHdqSQz1UwOMP/scG62t2Fsunt3h9d74o/6cP28u37dvei/+4ASgJRSGaCqjVXSfOpgzgiY1tLQHhZWh7B0CFnMNvdxoNpcnjrgLBcm1o+DJrguL7zk8gSQ/7ZS/hW39KLJ2HkGfAO4cSuTsrOOhGL1EpZuPuWtbwAjUHCW89Pw02Jdhkeg4BsAQGFx5XHpWRa8tV8J4NPrTB8UL5e5OYZ9B4ilWdK2FQpI0n/l7ZtIyaOlvvoO6b39ygBrmdGEFCjZ4Q85e+cg40wIwgAAAABJRU5ErkJggg==) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkUlEQVRYhdVWPUgbYRh+vu/uosZYEkILhko7aMFgFykIkkK7BQ1k6dLQVsGQ4tBu3YTgaoeOog1Yh4qLQyTSbCL+tFMoaAJFKQhFJAkalCjq3b0dYkJMYqr3ybV9tve793147nm/ezjgf8b3l3iQGES7CAcXGZab4GtwesaFOESGOYMfivJIiMPo4HI/7AR4aN9mXfTDbroARyu87Hze1eMKmi6AcfgBgIggO60DpgoIAzIY+oq11GJxhw3eJ0MCng3Bw4BbxVpulnhgrC1gmgAuFewvh+JoHDZNAAN8VUQ2pdsIlxCyI0HaCPlIhEMoCW8CdW9uGJADY20BxdE4zG1K9/3nqYarkKZC2CTCvKYiOjeFtVFAvayXVR4s+mF39biCstM6ILVY3HKzVHLprn+9qr+mgNcorYWAHAhx0hHNZBB/GkWuSkBiEO0NTs84U5Re2rdZgULA1EPXZOyCmOxIsDSQzkRqzhCgg7BCOqKnKua7P2FLBgCugdPhyhfGYAHgYQBnNd71zu3LE3c3vVtWVX0k+DwRAwD+4q23F/Ix59mlGFBjBcv9sDta4WUcfjD0lQeOe6K6vxZ+RR+W3FDzmq4dnKbUvaPp9OpO5PHCxRXURRiQ14fwJBnCh1QIm5XPN0I+Kre+iO3ZzpOfHzu+/njvemU0oq+EywRcB389B66000psz3aeSE2yJbdwD5zFCoeELfckOq7LZcgB7VBNVJ4RYd4IlyEBZ7l81Y+opiJqmoCZdzszal7TizUBubkprJkmYBRQtYPTVOmAEK+X9zcuAADUvaPp83QD6cbsFxKQXt2JAIV8z2QQN8ojhOQb71kyhCURDqEgIvn4m4j9gGBOq9mlIV2C/ufOfxi/AdXJ1jzgaRH2AAAAAElFTkSuQmCC) 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:rwdcur90754 2.6666666666667s linear infinite forwards;
}
