@keyframes rwdcur126630 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 19 4, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 19 4, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 19 4, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 19 4, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 19 4, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 19 4, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 19 4, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 19 4, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 19 4, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 19 4, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 19 4, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 19 4, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 19 4, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGU0lEQVRYhaWXW2xcRxnHf3PmnLNnL15fYht7W9/iS5M2ToqbpEpDEVUo0IAqQKkKUYuoKoQEPIAQKjz0AQHigRcEb6hRS4UQouoDKESNIFBCHUFKQhJyaeMkduzYcby217s5u3uuMzxsm2SdBljneznSnG/m/5v/3AV3iIw0Npjw+ZGEfLjHkr1JQ1CMNZNBdPpiEB0SwthfidXiner/vyFWFyQNRsYc+ydPZBOfWW9LY8AysW7J8rTmrBcxGcbu60XvlblIvejGamWtAHKV+JeebUn94Zvt6Qf6LCnO+jFDtkTfQiqF4K1KyFPNjv1o2t4+G8Z756L4rUgzd1cAHabxzAsdmVekEJarNIeTSbJ+yKAt62wSwLiCCVNiBxERNG9L2XtOe/GBUOuFNQE0SSP39XWpAz2W6Rwb7aP38S0MPjTA/Lk5NqBvOPD+919D3Wx9ciuL/Z1MVEOeDIJkSentVyK1L9RaNwJgAmQE3+qxZfbYw8N8eksfQtT6PL+uiSMzeUpxDcIWglYpEE0OhiHIdWR54lObOXD4HT76zpWtf3SD3cD+hgEeyyQeOe0k2Lap94Y4ANkkg7ZJxqiVxcDVMCaddm6kWKZk89b1XDkzTbMUuypqDQBdptFfURqxak0ksynapIElavYDlKVBOmXX5WkgZQj6LNl+NYwb0ccAyEiD0K0SRarup5Oyqeibc0AArlJkHKsuzwsiLCFIG+L+htTfB9Aa4kgRRPX06aRNWd2cUxooxppkst4BP4hA61pjawEI0Sit8fzwNoBSrOpWwHKsSCbqHah6IREQw5VGAcxmafS3S6NrNojxV41fyrGYCRUt8ubQzDsWvbZZl1fxQ9LAgCXHGgaIoa3ZEIZ6rye3RiZlM7v7w4xrauMkBOtWiQOUqyFtGtpMo6thADdW0zGgBbgVn/xKmZn8MqFStGXS3D/QWVeh6HrMLBSxTUl7SxppCCoVH4C4sT2oBmABsYa0EIyfusgPdo/y1U9sIlosc25e8ZuXL7Nl8B7CKObCXJ6xrTYP9mS4fFVx/O9zjPZ2I8o1gKBxfUxpQAS4QvDtr3Wz6/FmhK3RRsC2DQmqn8vw5sECXujx3N4s9+3sB89nRwBjo0l+9tNJMqUKXq33U40CGFIYzEUxZ7Rm4B6JPrFEdGIBTQJ9psCmjGRuZZnB3uuMjMboyWuwWIbpEiPdMZs325TyRS4EMQGUGnbABPeN6/5C5+i9ncF0gtAJiTMVzNCAok9iWKK05kO5FOpkiL+0guzPgXcda9lnx1AT+3LdtMmQs6emlxt2oBgr710//P5ITzvjJ0vI/iTJ+5qwbIW1vZMl12Jq1uPUX0v4l6qYQYxZcZFV0F0JFv2QJhO62rPBpSB6oWEAgLRhvDR1dSW6GmT42yxUszYMZSmVTF7/3TzDG3cwEXQQ5JqwdqzDyGjkvQ4i18r5SY9Pbu/jyL+nD5cVxxsFuHH8OJKJb3zxI0OtzQ6Fikuux6C0YNCebaEplWB2sYSQRfZ8oZ/ebgNhpBh/4wIHjyguzhT4/aEzL/nwlTUDjDrWsYpjjT2/dye5zizw3hK5JQqlKgW3Sr66TEc6jWOmuTy3wl/2H+eCH/4wULzYKMANhR7LWHw2ZfLnty9SKvu3iQO0ZpOsz7XxUP96Brq6KVcCzl26xjMtyfrL5VoACkpf2Zmw6Mo4/OPUdO2Eu0OY0mBppczMfJGRSDFsSWLFybsCOO1F44txzIMTcwz3tXP09MwdK0Wx4u0zs3S2pflY4Tpn/UjZ0mh4AtYBSHj11yvePzeaBsvFCplUgnyh/IGVzk/lGduQozAxT0LALwuVX7ixunRXACuxig653vNHq2G0MJlnpK+d85drD5/V1/LZfImUY5GYyvNa0btwXenvrUV8ddsAtEnjx49l7O82P7qRwrlZOlI2dS8TDctJm7RtcvnklBp3g10hvLlWgNsOdwU/kog9uaMTQ+edBG097XWYUaSYGX+Xz2ZsTkT61bsRhw9wACBt8PHnWtMHrY6sseXpR7i27BLFipRjYUoD/1eHea1YnT/pxQ94SjW8//9PAICNjvnyU83JL/utGUbcKi1SMKXgWjIBBZefL7lPVxW/vRvx/wqQlkbL5oS5bzAh199aHms4Ugn+5Cr9naVV1/i1xH8AHcGx+eETItcAAAAASUVORK5CYII=) 19 4, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 19 4, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 19 4, auto;}
}
div.testarea{
animation:rwdcur126630 1.6s linear infinite forwards;
}
