@keyframes rwdcur105109 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADHUlEQVRYhe2WW0gUcRTGf64iu5uKrZcst5tpWequrqbuVmqWEd0vD1GQREWQRFRPPfgSQaJEPpQVRRFdfCmiKI3sYmVqiglGN/OSq1mmuYiGjrkxPViuq7PprltU9ME8/L9z5nzfzJnznz/8xXBDp1kFuI2liItDd+ljDKxZXkxYKDx/Bdfz51FaUeJIKZlDBgxxGSyIB5U3JOjBEJvhUB2HDZj7BKt1n7l7WI6/bxApSZmEhiz+WSlXmxH93FAWzk+l0ViF8KXPWrDvGXLFTsxmqHoBBYVr+fCxdSC+JCmNzRtus3HdPHTaVMYpV1D14vSoHm5A/Nwxkcd5IofS223m+aqCJfn0fSIltyxX7imRmTOSpVKlWxAStILg6SCTgb+vCpBL5n0y1UqwShQKayYwAKaoF43eQFHpcYqemHhZDdW15wFBMk8a3ZhMZkTRwpRVQsVTyRaMNIZyO8X7ETx9GquXVqNSudPTA2WVO7nz4KTddZwA6db9SbA9hs5EXPQOUhIvEh25D6VcTlNz8Y/QmPbxUSElKZv1K/egmdO/rjdmMt47jpsF62HwFKgnuXPkYB4Z6ZecKC8jYrZFHCBoKkSGrwO8rA0kGpYRq1tGTNQmFug1TpF3cQlGHTicD5kBgRMNMLgFD0vyidHmI3zpoKj0mVMMiGIt75qBaGu+pg6aP5TA4I+ws+srtwtzuffoqlPEv1vAw8MbH1U8E/z6mXoj3H14lTd1F8DR84C9iNVtZ/bMvbi5uvO65jTF5Vm/RRdQjpTwa95AVEQa2rAcPD1B6AVj030KCpcjsa07fx+IitjFhrVHSdBbuLb2ZJSKGq7lTx6a/vMTUXyMh90GtGHW4gB+PhCtVeMqGzbetg0cPrCV/bu77DShxNNTOjJnFmjDVw2lbbfgbeNNYBtPKj7bYaAboVc60vYJ3rdUjN5AzplW4Kwd4v0wNt2lrX0xfj4WThThUSm0tN4fmj62v+GJLDV5dzqtuLqGywjCFoReLxRyqG+AKzegvDIOU0fjmPSG4VR2uM2Yq0yDTpNOgP9SwN25wv/xL+Ebkm/k4jL6riMAAAAASUVORK5CYII=) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlElEQVRYhe2XbUxTZxTHf6WFaF9Gx5SMVVooUBAq4lgXLBaBgOg2Dcbp3LIly8z4tBmyJWYJn8i+zGUhfnDBJUtmsjCMIctk2bphHQYr0TADcRPpi7iVvoisqLOFrlW7DwxJoRUuIMmy/T/dc8//nPN/nnOfc++F/zrEi47cUVPI3l2HUMg9OIfHllHTAnGsZZRec5TPWnxLSZO06MhIOAxAOHxvKQIW34KbY22M33LzXddBfKPBOf6t5Ub27z5CRnoag/afhRdoajTS+skXVJueEBwrl0n59HCUXnOU0x1R9uxsSERN3AK15gBFBW+iy3lesAD9+gq0WVPXMhloNXWJqIlbMDFxFu+Nnzh23CJYgNvrJFvTyNqnVnHFBl3db/G72y04z5Kx2bANpVy68oX/hwAsfg4IwUt1Dezf3UWVqZknlfcZclhXTkD6GiVvvGKlsnw1OVkSUhU12K+14x/3w+w58PmRRlo/3resAjYUNrBpw4xdVADFRe9Pm6JlLRYP6WuUfNB4i7LSKfvXq9DSms+Qww4r0YLgRIjkZB+BYDnXXSLOXWjCerHzsdddKB61A2pEoo3AHSD0uATMfQbSlDqqTDbytJC+FuxOcAz3cKanFggLyJ1CtroSl3uA+w9uJiJJZtmrqK6wcfBtkPzjKisFj68CEaex9GxdUOktZa9hNLRRoocRL1wasHDyVG08auwxLNE3sWfnTPFpqDIgV1sBLOTbIAWjoY36FyBLDaYy2Fdfw2bDO/MLUGXUo1bFT6vLBZGo+KEtFuso3XgIsVgXw8tWV1Kij4195mnIz90bL23sUu/cHSQQ1KOQz2WOjUE06gIkvLzrOoZN6yjIhSHnYfr6XXR05gD3cLkHGPFOrX4akQiMjg3GExB7CgKBy6SkvEtxYSwrEoHvz8BV+3u8WHuKA68/x/o8kElBsw7yclL58+6zOIbbiUaDpCm3oMnUopBPxXZ8C2ZLHZOhyUcLmAz5SUr6iz/8NWRrICUZXB44fgK6z+UzGfKzreqrh1NtGtLVMOLR0dffDMAV25d4PH5+G5HzY7cZs6WO8dvj8XZg9imAi5c+wnHtay4PNpOq0OO90Un/Lx8idBac7zvK+b6j89HmCgAYv23HeuHVuD6Pr5dA0IhcNnMvEASPzxqXPw+EvwuGHCeAJmRSUKaCzQmdPzzg5DcFwJJ+UoRAQqZqO9WmdjJV20m0k/8G/A1TkRj6EDA0uwAAAABJRU5ErkJggg==) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC9UlEQVRYhe2WSUjUURzHP/9xgczMTMelTJnUGR3RNE3JrVwwMzTEolCpQyV4kMBjCpGQ0CHoUGFhHYpuIR1ckBwklzLUSFxxSU1NRiULzd3pMAed+c+oo5NF+L293/u+9/u8x+8tsKt/VoKgwNU5BZAa9RTfd9xuGktRxEV6hLjoQfwVIHWCjm5o76qiUpUo8i4u/tougIUokpo0RfYVkHmC00Hwk4P74aOoxx0YGqnU8Za/XdwugESnJQgKlAqw1NsYmQcoFbkmz15UEE9Guu3mAVydFTg7GXYKgsn58XR/ja88fD2L7lJHxxro6AZfH12XRgMLW9jtyzf2b2SR6LXVtHVV8WVQN3lpGdS+jzOdYGMZ3tfIsAcoFbkIAswvQN2HOHr6VX8C4K9r9RgGKlM4HfkEX58M4CvjkwM7BxAfU0hG+mPOn/UgPESGw4GrzM9/Y2i4+U8DSAAJx/zzCQ7QRgQBosIhNKjYrJnu3iqkqOChGEAQvHA/JB6w1wZg3Utk0/KW2eErz+dEcA6xUQFruyzRaHoZHoXQIN1BM7MA02YB6On/SUf3HSQSR1S1rWu7LAANNnsssbeLxtVZe+7rG0FVl23WGlDV1lD9rlw/vHoPBCpT8JPnsbQ8R3tXER3dNWZLvqt1ZPgqjgg7w6nIN1hZWKOe6OX5qyBm58xTkHoS/4jAlvjoChJjta2lZS+gmUfP5CbNnJeTj7eskDF1E7fvhRqz6b+GcDwwhdDgNYgWIHX0Efk2kreskAAlxESEkJyQtnmAvr4GBod0Y4vLC0bG2xgFGFM3Mb8AbZ3Q2WP0JTVcAxdTXxB9MhNPd/jYAtW1SdQ3rv4HZR5SMi98wsnRjfGJUUpeBjIyNiGaJzkhjc4eFf0DU0ZBjcre1pPggEsYWuX1rBLqyzU0VGioL9dwLeup6Qm0MlSEWk1ND9DSOmCwz8pKF8raastvhvhbvhnNzDRjt+8mKyvwuX2F0rJzTH7/sVWIrcvNxWvnk/5v+g0AnNSWYW3XlwAAAABJRU5ErkJggg==) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWklEQVRYhe2Xb2hTVxjGfze3Ri02xu4m1phGu9pIa2wXtNE2DqvD/9Q6qasT1Ipa5/ww2EAUv1X2R/APQ/wwCoN9GIKgYytFG3TVoikiDobOmKy1l9imUROr1VQptncfMtumSSs31Qri8+VennPf533Oec97OQeShShaKbTvQxStSWsAQhIxGspLPTjmWcnNAc+/cPX6bU7XzgH61IqJqtMvL/mZHZs/IdcKqRPBYoacLIlwZyZ35D/UymlUG8jJ3oRBiuUMElizN8Xozsj8jMXO38nP24sopg8nlzIMr8Xp+IJpU4v4x1uDx/dn/0hf33NAGxfR29sDgChKrF/zgJJFkGeFB+G1nD1/iL9uVPD3zVNDwxKVQMuuyjA7N5dRssjGrKytCIIeb3M9ALo0A9lZReh1AxHyXXA1nED2uyhb1cLubZOwmCElBXRpMK8AAh0buOE5jqI8G9mA07GHqi1l6CeDIIBRgkj3Qi65vwX6aPW76Okp5tHjbACarsGFxnO4GrYAqSz9+HvmfxQ/LaMBPL4Q90PuwXR8CaZNLUKXFssZJBAEM4oiA1Bbv4Laeh2mjGICQTfQ9f+XGXwwTLmNEqSnO4HDg+n4TXjzdg0eXyx3R6Y/+QC6CATPDUoOIONvS2zglhda5V+H0vElCD1sBdKJdC+g6wlcuQoXrzjpuHc3sXIMFFInZpBpmh/TKZEInKkD97WKoQEj/Yi0CIIpwcxfDafjBLM+/BLLdAh3QiDYRm29nd7ekGqtUWImMGGsk6rCwB5YsWQjGz/9jWJHFdpxrcj+5rEwEG1Do6Rn9bKTFNqj7BT9WRoujwNevGkD0TYssFVRMGeAzZsN+XkrX2um4z84+OnY6qF0tAuMkp4DX3f2r0BjE+yrHpMViO6BSPdzUDw8jdjx+NpodFci+32viH2Pdx8aLNNnvp3UtlwLR6oVTtYo7P+qKWmd8lIr9rkjHvsSDy4u/oaiQphhhnzbwqRWorzUyq5KL5WfH1RvwNdSR/B+9D3QAf52WbWBFrmZW97vaO/4RXUsAMtKlrNn+4/Yci0Jx80mLRXr1mM2xR9QxwRHq5u4XKdwtDr5PUIy94KX0I6fgEYTfY4C6m9GLxEKn+ZRVzt1rr20B7tHY+I93ir+A6jh+CRn5URlAAAAAElFTkSuQmCC) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur105109 2s linear infinite forwards;
}
