@keyframes rwdcur193398 {
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,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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGa0lEQVRYhe2WXWwcVxmGn5md2V3P2mt7WTv+WZytHTW/HnAStS7gWHJDkEIKiBAI4qIEUAu9rEC5qBDqRbhBkRpVXCAuqqhIJVWEKGqhJUXCCBIRJ15nUwUnTuKN4/9d73r/Z2Zn5nDhNXIWO3HFTyXEe3fmnPO9r77vm/d88BFD+jCH9ZguA35ABlzAivfF7f+4AD2ma0j4EXiBUs126V8RoWyCPIyEBgSRAEEJCaWSrhxMvp38mqzKzwPjNXcUgM0I2zAD1SAKEAG8SDSxknrbWrJ2FW8Uf9Ld2B26fvn6bGgo9G2tW7uIIFc9H6yGyQHT8b74hgL+KQN6TPcDISRkIAxogA34ESjmghnO/Clz6umDT4cOdB2gs6OzY/ja8OtqSD2lNqm/RTwQMwg0AcsbCfDUkMtACxIKghZgKxKfAHxI5M15szXzx8zp4/uPt+Wjed7jPfoa+ohWotpEbuJTkirNefyeu4BYE9ZZ+NlCfiMBcs3aj4SMIASEqt9cIOIUnP70H9Kn2532tnxdnttNt/H3+LlqX8X22GjtWjA/ln+pfK/cVhOzsBH5egJgpSz1gIyEArQA25HpCewO3MjuzL4/nBsuKQEFYQiKosiF5IVCbjz3e4/muWLcM0pV0X5AQUJZbcr1ULthsFo3iXpAQ6Ib8HvqPKXg3uAVBGFrydrfPtmu9Wv9lHNlzrpnFxufbPwBgtl4XzzVHGsOIhFBEAY6AK8e00eB2Xhf3H1YBh5HogmJKNBr5+x613SpCoki2IXEDqVB0XzCx0DdAPd99/F1+oJAek26Q+VEWbfSVheCvcA+YAjYtmEJqt3fhIuFxLJjOK3Lf1n+YXmyHAFcZPoBDcFlt+xaETNCopJgLDSGcIULGPG+uFENF7TmrROlW6UzTtlpWcPVpcf0dQUogMXK7/a4W3GflSTpm+Ft4XDVKQ6pzSpIDCHQ7JxtpNQUeSfPkbkjOAXHAnboMV3Tx/QQMs+GDoUONfY2hsw58ztOyfGz4qBGrSesmo0d74ujx/QpO2cPFT4o7D0cOazUWXWcXzq/x9fpK8marDkFx8hfyx9Um9XgNd81MkaGmYYZXMNtzY5kXzfuGyX1Y6pX69Ga6rbV0eBroNfTWz/85+Fv1ffWX/W1+27VluABJ5S3y12NQ42XXtj3QsfQ54aos+qYvjNNwp9g0j9JxIzQbDaTVbKILYJz9jkUV+GZzDMEKgHySh4EaLYGLkS2RAh7w5wfOc8bv3pjuvib4qeBqdoM/APuTffVJ778RMfRzx8l6AliqRZip6BklshaWeSgzE7fTlzhsugsckwcI+qN0hZpw3RMZGSEEMhCJutmmXFnyLk5ntr3FBPxicgww68CX1zL+YATAheLB4vfUFNq4MCOA4ymRxmbHmPCnOCSfIkxZww35ZJfypOqSxGQA8QqMRKpBJXFCsXFIuasyXJymfniPDktR0EqMDY+xjs/f2dKpMQxILthCQDUfrXLSTrDJ0+ejFaUCufy53KyX07ZBdtu0BtaXcO1XcttGuwcVAabB3mt+BqJ6wnLU+9JG/eMnHHfMMwF05JVOXrkC0fCpt9kZHZkWdjis1Pfm7ry0B5Ygy5guPdobzS5J/lm65dazwBpJD6DoLd4s/iVE60nOvZH9jMyPcLZzNl5rVv7NRJvIVhGYnn+zfkfhdvCx+c+mJt1Ss5A7he5u+sRbWSRU2q/Ojj38bm/pl5Ozc+/PH8RQI/pe5BwJUWSbclmzpkjr+SRPJKMzAXc6qsnUBZ/vLiY7EwmxIwYpKbxNpOBVXSw8hzf1mO6jMRzQHt5qvzd0NZQK91gpSwqqYolq/L7wJnqTDAb74uvTk+zDyN41ES09vInEXwdiYK31RsM22GWlCUC0QCVlorXLbuHzRnTCzwPTLPyID0SjxzJVlGcKEbUZrWjkqmkALch2kBaSuPiYiQMrEXrbvFW0S5PlOuTp5ObIv9QAu589c4VqVVSdvXv6u99rhfVq+KYDoGbAdrm2hj/23h3abqkZX6XSW02Jqw/D2yEWbEoBqebp2dDCyHCcpjd93bzoudFHht5jMl3J6fSb6efdG44D615LWqN6FHIdn6/8/Lo9dHD3q3e+qQ/SendEq/89JVEJVY5IJbEht3+b4Me0/09v+wZ2vLSloWBUwMCmGTFN/67kLfLXcBbHwn5//E/hb8DxfjOGowX6MAAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGkUlEQVRYhe2WXWwU1xXHf3dmdnZ2d3ZZrz/WBsd2vGARDCO7Si2L4EKEmxBBHpCiVKkUS+Epb02E1AfEUyWe+9SHSq3U0PDQSBRZaWiFlLRFfLVSWbQQyTYtLMYsXuPP9e54Z2Znbh88VOWb0qiVqv6l+bxH5/+/555z7xG8IKy8pQApwERQRRI8ZNIoDBbsZ/nRXpBcA3oAAzCRuEARaPyrvl5IAJAG2hGkkGwGbAQGknnABZbD5zcjwMpbSmGwEFh5Kw70AnsCL/iuX/N3qaZ6WtEVnYCNCM4hsYE4MPVvC7DylhHaKFbeCoBtQNp3/FeUiHLAiBlK3a6/K1RRFJpoIMkC55FcATLA3LMEKE8h18OZ6OEvHUh5i17v8oXld60lS/mg5QM2xTbp7rzbJT3ZjiQFDIb2xrPIAdQnDWQ/zOYQbEbwbQRdCJaq16oxb9n7+Wj3aGZs2xhNShM5I4c/62t3jDvdRHhJIPKs58BM+afl6rMEPHYJrLyVQtAFHAyjoPg1f0f5VPlQbiSXTkVTyLpEiSokvSRrxhrihlBsxdaMbgPVUE0UOq281QJUgZnCYOGxFfKkHGhB8C0kfYAJGCIiTHObeW723izHJ4+Pbs9ub+nb3Ee+nOeKcsW1V+yv7El7Xk2qV9VONY5kH4IskovAtJW3/gwErO8PDwoIlaZCg7mwvJoQtCFJoRAoUcXIvpM9AZTKvy5bIhAtGhrJRpLVy6vF5tHmw+nhdBXB94FNwB4ELut51oZkDpgFAitv1e9HRLPyVgZoCwXpCLaHAoYQdAldpKUr68DvgE5Ai/XE4jW1RtErUjALGN2GCQyg0I/giIgItCYNoQjckrsIVEOfFcAGDCtv2YXBQqCEISZUuhHoQbIbwYCSUNJCCMLIxIE0AkX6EldxmXKnqKgVYj2xFhSOIdipJlQiLRGUjIIQAr1TH0XQiaQNaAn5lPvR14CGX/c11VB1BHEkbwZ+4GpJLSOEWC8mFwVJGuhGEtOzevxExwlanVbmEnMk+hK6c9vpUZNqj57RUVDw8WnIBpGWCM6MMyqEmAaWkJwJJ+QCKJUrlWXVUOv3ky/wA6V+q/6GrEv0Dh0kOGXHdu+5e2qTtX2167WxaGe0zdhi0Kw007/WT+1yLTDaDRRVgQCC9RupGynWCmsgaQv8YADIAVvDCDQA1OXxZS/7YXYJWF27tdbkltyPh1qGktVElSAekJ3LckAeiO139htD5lCSDpLNNHN34S5b2UpWyzK0OCScioNbcVldWMWv+TTdamJfZB9vRd6icr1C8V6xTTXUs4qunAeWCoOFVQDxQE0Oap/veW/PgbF3xjhdO81AdIAd+g5UVNq1drzAY8Kd4Lx7np3aTm42bmJLm+HIMBmR4Uv3S5pFM620khRJ4jLOlD/FRDDBpeuX+PpXX5/pPdL7HmAXBgv1R/aBeH/8BxfPXRwY6BjoHBke4TP7M8wZk5SXotKo4OIihWSLsQVjk0Gf2seKv8Ls9VnuBfdoF+04wqFEidRailx3DtMwmb8+z+RvJ0uJVxIfA/Xw4pEIAHT9pOvVlT+tjL+///2NUko+OfnJnGzIaW/Oa9yvFXOHaR09eDSe685x+2+3OZY/VjdeMuYCO2h4K56rJTXdKTnpMXUsU99Q53jheEl6cqTncM/0wzviIwKsvKUtnV+yFs8sjvfqvZ3FSPFnL//w5cPhsAGY5VPl8Y92f7S9mq2yUFngbHDW1lJaBbhAwA3gZuVy5aDxhTE6cXKiCOwGph/memQJAEKFl+Nvx0eufnH192ruHxWSAV4F2hN9ifSivogpTC5lLqHaqg60E7ATyQ3AJYCSUZp5GvljBdyH/bldBF7zr/lx1uu2DdAQdCT6Exu9mker0oqICIwuQ3PuOiCYBhaQEO2MnjT7za8qVJ5I/lQBIUr/9D7NekMyKj3ZWNQW9buNu/ieT+AE4HMGyTHWe8N4NBudmTwy+WLH8cMITy8zezT75obhDXHf9hvRTVF9XI6TkinKfy3X3VmX0i9K3/MueD8GJp7HLzylI3oY+i7drt+ufyfym8j2173X47tiuzC6DNaa1xh2ho34tfgb0pEHWD9snhvPLcA955bSu9IHZ5yZktpQiUVjeEsesiHRHI3SaqnU+EtjhAeX7Zl4Ykv2OHT/qPuOdOUf8vn82yknlTzUcYjaH2t8+stPp2unaq/xlGz/ptEF3Ny7d68Ebobf/3F0AeP/LfL/438HfwdSD6nmOY6/TwAAAABJRU5ErkJggg==) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur193398 2.6666666666667s linear infinite forwards;
}
