@keyframes rwdcur207712 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrklEQVRYhe2WX2jbVRTHP/eXNEnbWLLQ/m5sRy1xjNEnKTKkYBn4wzdxz4IoCPogWET2JFLmg+CDiMh0ThFEGPZF8EEU9xu6UjrZSkUYUwaOprZNf8mvWZwla2byOz78biX9kzbpKgjuvN17zz3ne84953su3Jf/u6h/w6h2JQOcAt4Deokw4j3on+ZY38BWXeuAHI5qV8Y21p6jVoCaqvGxKN7xbf/d+Lo1rV2x9w1Au3K4yf4jwHNAumEvA/xiBcyXHyifSJS7v0v56YtA79b70RadDwG2dqUfuAu8DFz1HHUOeAz4BpgDsF0ZBUZQPLSS9U9KwJuHllNngJ+BJ7babikDnqPmgQQQA44Do8Dj5nhaYNZz1AKAgmPAeKWj+kqy2POFDPdNAIPADLC+LwAGxBRwE1gGvgXeNm86pOClDT1RdFk1BuNBZKazGrto7s4CFzxH3dw3AGNoGVgDvgJKEkb0mgp4VLvyPMBqqvRGpbs6bdWiC2yOeFa78ox2ZXhPANqVbcXSAOIHz1FTBkwCmFcBY1aN8fjl23/EAmsusR6/oOo8CTxl6gdgkbB+So32tvGAqeAYEHiOWmyej3/0R4H3VZ2Reqw+bdUjU0AKYQzFIjDuOepGs/vbMmB6GFrsEIkGy2uJypBE+NGqR64DLwI9KK4AnwGp3e63zYTalX7PUcvaFVssyRSG8193LHWeT986NAm8CgwLzKiwRiwVBvKn56i37hmA4YEoEMXiaKnz9ucxiV5JVrqeBWrAUeAE8KXRywJngKc9R107CAA2kJBokCjq1Utdpe7Z5J2u74EKcA0oAGXPUQWj3+s5yt/NZruzwAoiQayQ9S8Rl0+Td7peMM5LQAbo33AOsJfzXQFsHRzaFVsiDK+mypepqnOS1a8Tst6vwA3CDDSt9rYAmFZM2q4c2djzHFXwe0qTkb+s8zrX96HZXiMkG58w/THtSrYdAM1aLQakFaS1K3bQUZsvZktXg2r9g7759EcNrboC9AAjBkASKBNS9v4BeI5aMGwYiCUJ3771E0rOckRPeJtVe4GThB3gE86JSqvOYZca8Bw1J5asF+3SJHXrLIczEzuoJQkpdkDCGpjzHHV9q5J2ZdC0cJuSX1rit+LpnY60K7btSka7ctysm84PA2Bwp7PmdJvP/Q61T3h4YFPkG1wABIVwVqzAni3X1rOEzvO5HSM3IIaaRXTvks/ldnPeirTz3gf+LW/IzN2Gdm0qB/It30lacX5f/hPyN7Q6eY/URC7OAAAAAElFTkSuQmCC) 15 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur207712 1.6s linear infinite forwards;
}
