@keyframes rwdcur45369 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjUlEQVRYhe2VX0xTZxjGnxbS1tI/igXm4dgeqxGMLUVBq5ER5MLExOiFJIYlZFP0Qq78kyySJd4tizG7bJaMbGbzwqttF7vYFuw57TmbWKtbW6yJBRpt12Jp/YMVKDj67mKRrlZdS0GyZc/leb/vfX55z/d8H7DCkpWymBHFZm3t2o+zoOzUxKOP4u3tgbcGYPR6jmcfPhzIjIYBAOqGzYBO/37Ebv+6XIiiZL0/Qur9+wkAAaCqgwfJFgvTy+tY328fbp9LEzfsp22ZSTIGfJ+Ubc7wPOquXCFUVi4AQKkk5ttv8gCMft/FelGk1efOkaqtjfSnTxM7NERccPirsiEs90K0at++BQD1gQPU9PtYHkBjIk66EydykABpjhyhjeGRgkm9UNFnwOT19M1PJB2Z0TFAJoNq8ybI11b3Rnbs+hIAGJfLgLm5ZKKnB/OJRM5ArUa904ns8+e2sg8tI0mtjaE7g42h4E+MKG5/uc4N+0m1Z0/eBBRWKxl/logRBNU/G7jdm3ZHQrGWsSDZ7vi/Y3heXgqgJXY/yl6/ThUsSwCooraW6iWJrA+ik0U12B29O687eZIqzWaqGRgg6/Cvl0oBYARBY52IpZnBQVrv8xHD89Scis8wLpehmM2qdZ85cqOz2WjXeGHMigIRxWbW4znDSNLOkja2hAKkbGkhyOW05vx5ah0NehcDkAfjdptN4fBQ07Mns1uSD5Ks33/h7/W8FDR6rx3TGvRfJDw+sG07M/dGY+vjHR2pRZt7vR+o6mou/TGdwYzTiYqaGijtdmi0q6Yf+25XxTs7X7OR5xfrmeshCJqGR0mqu3yZoFDkfq3FQlw0StxIaLBskzeJvXHjzIZUimRabV4sAdCa/n7a+uwJAUBJMStJev2786kUKJ0uKM0GAkiHI1hegMlJqcJggEynKygpm5qgNRuXFyA7NfW5Qk6odTgAhWLhu8Jigb6vD1PjiavAK94CTnS1vlOt6Y8k00fje/c+LQfi9SlQTT/2BQtTYJZcHaZPL5Cmu5vsXmFRl1ABhNvNmcJjv/x1D4wX3AN5ah8JeKsOHSIAtO7sKWLcbm4pIIqWycVz265+T9reXuq8PTT7Vs1fiOF5vOqp/dep59oPfcWsW5YYMjxfOVOtdOwQfmSWvHnXLed41y0+tuSNi1GDJHQYuw/Txt73iBNdrSsC0XXTGe266YyuiPn/+k/qT8RAnN4kvLyYAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUElEQVRYhcVXbUxTZxg9VxgtUAFREAq0pdy4MRGZgh+AiBCK+zWjZsuQscy4LTNON+dHdLL4EfdvP/xjMs10cXHOzW3GZWSZCrSEj8roUBHKp0ChTvkQbAttLZz9cDgqRSrE7ST3x73v85xz3ud97pN7gf8ZwrMEy3W6pKAQWSHBUcuA7Yg5I+PG8zI2AYrK8s2ptLKAJhbQxFRaqagoz5sp7yyvDaxI/CoDJlgul8J6VYdVMEG1ctHZJ+Oi9VXb02jhYjoemazWfzZTk5AXFyONFu59WE+/pCRKUlK4b6SBabTQzWT1taMpHOKHbOGnrOcONnMFbVQZ/vhyMm6veyCdFqbDBONv1RB8fPBizlJUIAo6Iegxx1IOMxOd0J4pRZP+OiIXLsBrW3PxO2JRK0g9anl9BKaqG+/roEDw2jUIysmADjFor7rxzti6vLR0HgAII0D9uZ/x4PhxdHz7A+zDhAQjkOt0iZ54fb010LEy7cTDsjLD/ZDAQwBcg/fbD5kzMgxj6+bMzN4wOiDxcUG6ahXsVVUI0Ggw21+AA77AyEiTJ163ssi1WlFUzrsqVUYqem60fH+3z/qmOStr1FuTibcbW5WqUPXC0V7cbrwL1YL5aPIJRYfZ1muIUod5ynGrQEKy2LgwwDZrNsxoSYx63fVn1wMz8K63BnrbzYt9pRLTnQhVSGj8fNyGFOjrH/qruTN+ymR5SYl0Lfv4Sb+eL7+3iYWso8bVxykTPXHpdEnRev1OeVnZsqli3Y4gl/1MwR04hxywBgSjxjhYoY9fkjYdE4/NaLXqF+bNPRkWGZpqtwz1Dty7/3VXSkqhx+D4Cm1B7mgfNexn9r1Wy1hnT1u8sjI/gU7msp8FNPENmrmEdibeNQ3Ki4ufkvi0RW/FS0pkr9DOt9nJ/K4ahp8+zcQfz/Fjp5EraaPq5vVfZizyNETr9TuX08Yd9kYGb9tGCAIFmYzhp07xA7YyhUMEnmEQPTOk0qXBcKBW3wbL2bMACVqtcHV3IwCjeAAJJhiIczjyomtqGqKvXaOyuflXkfQ4vbyC3V4zCAmSlqsxe9MmQBAgyGTwjYrCEGYhCA73eIXRWB5TW0tZXh6l6ekM2b2bsT09VFutBdPRH98Db3XVMPzUKSb99J3nHlAPD2+Orqkh/PwI4PHll5DA2J4eiqR8WiYqK/MX0UnNVG+BvLy8L3DdOjfxsSv8zBmK5JbpGAAAuVarUt66eTm53zy8sKPFFF1dfWT8ui8A+M6dG/qwrc0jgautDaM229SjdBKYV69uB5DTMcn6oyYcHq6XJCd7DJAkJ2NWYGC1t4IiGaAwGo9GXrrUp7h16wuRDPImKVPV1UXfmBi38gdu3EhleztFUjZeQCQDJuHxiywqoiw/nz4REQzcsIHyK1fc8ieFqrd3f2xPD+cdO8aQXbsYceEClZ2dFMll/5AviCotZUxdHWPq6igvLqZIiuM54uz2tXP27XPbRNDWrVQPDnr38SqSL8U5nXtU3d3fiOSWsfKJZIjCaKR/ZuZjYv/sbCoaGji+xMq2tv2B69e7GfDPyqLCYJj0m9ArqAYG9sw5cGDCGxJ68CDVFstH4zaQMP/8eUIQHsUIAsNOnmSc05k6GbdXo9jV1PSqw2CY8NxhMMDV3Jwzdt8iCHWS+PjPI4uKELJ3LyIuXoRkyZITrX5+Fd5v1wNUAwN75hQWTqzA4cNU22zbn4wXyVCR1Ihk+IyExxEGKYxG+mdn/3u2Gs1YD0zd4U+B1/8FIikOFRc3+8rlgCDAZTY7A9asiW8RBM8T7HlBJKUiKf1PRZ8n/gaFCtDtYhQumAAAAABJRU5ErkJggg==) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFMElEQVRYhe2Xa2xTZRjHf6dr1/Z0FxgMsFy2kO6iG7t1tOI2OIGEywSNiIphwaBilMQvmkgiBo2XxBBj4gcTxRgvI4oKHxA1QkxsxmBsXFRuAzZAgW3I1m52a7uuO3384DY2uo1dEv3i/9s57/O+/995zvM+eV/4j6WMK1rT7PZweJ1AtMVs3oPHc+NfA7CVlroWdnbWbm5pAWCn3c7xxERn4NChk5OFGJOW5+WJ12gUPcsh0flp0moyyaoFCyQmcMkSbWl+vqS73bKkoEBYvLh88u6axrL8fBGQNSd+kPtr94uALM3PHwJgKyt7oMjplF8SEkQHOaOqsqiwUJJLSjZOmmF5Xp74jEbRc+4WPcshbUZjTAZyFi6U381m8T+xQb6t/VF8WzbLDZNJHC5XbKb6ZBj84BDJzpDoS7nSU+kQedohktQ/djgpqWRtTg7f3Gzj63Y/D+fmUpWc7B6UJRUgLRzmq1ef54RrDpXbnmVmJML0SAQ0bdZwAMYBeom8DL1vpfMXKhHaUCu8WD9yiLgbFaUuUF19xKNpcy9breujEL1usezG42keWMnjCQbcbiKKwn2eOnbOLufBQzVEgdb4eIC24QCUvi/XrER+XsFlbPQODF4liZPMJEB8YqOidI2Uxn5luVyVq73eih2XLmEABHg9LY29qakHTx8/vmLEDEwl9H4WviHmAPPwc4kpBIhfDey+E8AFVX3KHI3OKSwu1pydnZxKSAD49XRCwkMjzVEACqVbyrjGVMIxAadI5RzT372gxL14J4ABaZodyAYu4vFcHy3UCGBG93URnzIcQBfx6Bjqx2wO9NVGcx9Mik3Xt2QGg4/7TKbzf1gsn+DxfNcfqgBkif5kMuGPl3OFOG7tmA7M/EQ6YYyzGxWlmfFK04rvCoePlft8LG1vp81k4gO7naiiHLmgqiV4PLdii6S7plhCslGuyXNyWR6RFsmRiGSJPrEmomnxmS6XfDljhghI0/ZtEipfJSGDQUoKC8VWWvpCzJwMiVYslGC9WwJSIOHvHSJ5EzL/B2Cpu6hIBGRH0xl5Rq7IOmmRptdekeqkJClwOgUG9QGABsWwC9g1YdOhyswJBCA1lTr7NHLwMpMA+yvW8tibb3NRVYHbOiGAQ2SKQyTPIRI/SYCLZ202aG3F1eylBRv1TGNN5V7OqiqZwWCssUuCZ50SkiXil3wJS570bJ+w/TA10L1yZUwNDJwH3BK4lIZ/fjZeFCCCgWrm0Iq6qV4xfjpBiGJ7OHxspc/HsvZ2Wk0mPrxtF/S3YnsKoaaVXB5yQglgpIp51Cnq+E5OQyGmEI1uKQwENnhNpnNXLZbPYvqAQ+S+dDoOl9A0ZK4A+8jgN8U8cYA7qL8Iz3mxot92QvNhIYGeCS3sELGMGaBRUTqAz49ip6ePqQMzNczmJrZF4zHOEn3eCvHpGfhCK8QnuRK5Z7T4gT7QiXlTL4aGA8x/Q0fBSi9+zGUNiuHooK+ao9KzHpRoENPu4dqzna59BfxpsKATwYCOcuAMzB0JYMz/Nlt6751Gd00GPgRoIAUfFvd5xVg3OG65+GQRt7hqsHNQSRnRJ6YRjaTphGrKuEoaftLxs5hrzCBYe3ucH/M7V0gmClwnkQCmL0Zb1zjaYL8cIghdmIkOvDOjxxQtQBvq1h7i6ptJeK8Dy9YOLDtHW3vMv6BMOqWE65jRAegmjhpmU6UkTWqLjikDAK1Y3VXMrXXQDkAjU/FidU7GHMZ5N3SIzLISeRSIhjDtaVSUSd8N/9ffn9Mzj26fJKQAAAAASUVORK5CYII=) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE50lEQVRYhe2WW2xUVRSGv13nPtN2BDrQASzoScEUWnphqr3AoRgUBKNIRGNDiARNMGKCjz6YaDDoG1ERTBTURMFIjMCL9xO5RKDcLyJO5dZ2Km2npdOZdjqdLh+EsZexnbaoL/5v+6x/rf/POmuvbPiPoUbE1nWvNxpdIdAbsFo/xzAa/zUDzooK39xQ6PDaQACA97xeatLTi8P79x8fq4mUsCg/X1pMJhEQAWkym2Xx7NkyiDh/vl5VUCDTSktl/pw5wrx5S8aurussLCgQAbn3xTUy4/nVIiBVBQX9DDgrKx8pKi6WEy6XxEHOOhxyf2GhZJaXrxqzh0X5+RLs04Fmk2lQB/LmzpXLVqsISMv6dSIgjWazaD7f4E7dRFrfgyaCJpKriTygiXj6xg5mZJQvz8tjV1YWOz0eHp81ix8zM0sTBF13AOREo5zb8TabNq+nZvcHTIzFmBCLga5PSmbA1EdcG0fnrwI4idGCnULp2hPCutKvVFf4wIFDhq5P/c1uf7IXeutstp0YRkOikmFEwqWlxJRi+r5vqZx1NzP2fEMv0GSxADQnM6BuitvSiXbmc51ptAMQR3GYbJpwfnZSWVf+XQv7YobP9/HSlpbqN2trSQMEeDUnh91ZWV+fqal5cCgD1dNp+7iM+n7BHhRfkksXpky/Uu3DOtB1S35Hx1eAXhwKcdrlAjh5LD29HMOIJEsxAdiJzZ/A4LgJwU0XjbhmAkeGNWAY3adhAbruPe1yzQQuYhh1Q6WYADoxnQhhGRQU4Ob3y8OK9zfSAPw5H7o+zhmPr8uNRJ4Kms0Xrths2zGMfbeot37BJDuxwEKukEk0UecC47iEu+GIckwekYFb0PWS7Gj06JJgkKrWVprNZrZ6vfQqdegXh6Mcw/iLO0PiS/KlWxZLi6yQRpkn7eKTiGgiSa9PCuKWXJ9PPvV4ErtDQDrT0qS8sFCcFRUbBuVoIhM0kVUzJf6aJrJUE0lLUjpVA1WlRUUiIGe3vyPVUicvhWqld8oUOZCRIXOKiwX67AEAv1LNwEejFu2P3LxwGIAvli3gHtoIumwE1qwmb+MmLjocwIBNeJtx8ZzTCcBje3+gFjeWDkX2+zs453CQG0lyK2dJ9/JKaZe5EpEy6fhZE7lr1PIpzkDiPTBbup/IILqrjHrs9HAdB8eYRCv2bL9So3t46HqJNxo9+lAwyMLWVprMZrYNuAUJA+XSIRVcw0Y8ke/HzWk8L59RltfH0Ak3vb3rCsPhp1vM5vNXbbYPB+0BgBLplIep7ZfbjJ0TTDx+SLmKR21gGCSG0EGs5wbWfsEAToLY3v2nxPsZCOAqPshkrpLODaycZzzXcdLDHZ+MpKAmQpl0bFwmTfEKCW0e0S7RRLQi6dxWIaH6PIlt0EQcSTjeobZjkXQ9+oxckVfkrDwnl8QnkWeH0kz5VayJWKbQ/ruTmBsgjPl6HRlT/Up19+XpcmPvfTQstRKnB8VPeI98p+4sTV51BItoPJG3cgm6S2ikhEY0Wj3j6HxjIC+A64VTeGjBxik8NOJaO1TdlDuwUNqkjLqE4ziKQ0yOfK/czoFcTSTDTVd1G7adfqWCQ9VNuQMdmLcEcCXOAZx0YNmajOtXqr1G2bcMJw4jn4FrDmIeQRHB1FBPRo5fqZ5Ua9wWaCKegU/2/zEW/AGqEydkLOLdegAAAABJRU5ErkJggg==) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDUlEQVRYhe1WXUhTYRh+dtrZ3zkbB3OZP6VmOXW1lpts0zx+ZEEXhhIS3URQdBPedBlGEN14UxRFXUld2E1mUHbRlR3EWWFlaYFRglmopclm23A6eruoidNWC4+joOfufb73fM/zfYf34QP+419CaUXF5ss5OXQpN5cKPJ6NaTdwxGa7FgNoTqOhQyUlV5M2MiY53O4mMJahqoGSRTeQ7/X+/AZkueD4li30RBTpRFERWSsrHaqa+B0a7PbOaa2WCKAIx9HB0tLHv+rn1DYwZDK1KpIEAOi1WPDGaGz9Vf8atQ1MFRcPTeh0ukFBqOqwWi/6JakFIyOU8gZ5Xq+h3m7fpbaxlHElJ+fqqF5PstPpTIeedinx0GI590WrDXRL0kA6DKQPjG0CY+JSWpMG4fV1U1PjW8NhjOn1GDYa2/z9/YdWXTeOxrKy8Hu9ngggAqi5sJAgy5XxddVzYCk0gCkvGl2o905PwxkO16fNAAGRD3r9Qn0/IwPPBeFOvF42BWrj1rp1RbMcN26PRDCu02HYaGxDd3fvausuR5Ip+DtxPSurIV1aqueAUF3NPDMzDz7zPKRYDIOCsG/a77+njgHG8gDEZ7gHijKWsC7Lbk8o1Nfx8iVy5+bwiefRaLdjQBRrgz09XX96mARk+3xnN3i9dNRmo6M2G23weinb5zu1uKfK6fT3WCwLoUMADQgC7XY43q1IHLK83+Vy0ecfLx0CaJLnyelyEWpq6uJtexwOmuD5BANhjiNPeXnS90BKQcSCwY4Lb98iIxZb4DLn53F+eBgsEGiPc6MGw+W7mZkJ33auXYt5jeZ2sr1TCqI3JhO2hULLeEcohBGDwRCvX5tMzW1ZWU1TPI+dwSD6zGa0W614ZjYfW5GB4kgEA6KI6mAwgX8hisiPRmdH4oSizHQzZn4qige2h8OHXwnCjaBWexOKEkhFJzlkuWGHy0WTi/7vR54nh9tNqKnZu5KtUx7DbJ/v9BqiM7WBAAhAlyQhynEnJ3t7W9JiAADA2Hp8z4GvAB5BUSZWIv5X4Bt42gwdhETrwQAAAABJRU5ErkJggg==) 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,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) 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:rwdcur45369 5.3333333333333s linear infinite forwards;
}
