@keyframes rwdcur194135 {
0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFx0lEQVRYhcWXS2wdVxnHf2fmzNy5L9vXdmwnaVO1daDkUbWQVpAId1FoBdugShFCQkKCVdmABGJBJVRZikTbRQsIVUJAF0iwCM3CBRMeDYkJxIlp3DShdihp4sTv551753k+FuP6YtmOTZrAJ43OzDnfN99//t/jzIH/syiAE8e2SxBZhBEEdUOUpCsKuz7i8+RnfHW3AGiAcnMeVY0BA1jYoU1qUgzmbvldDaC5yckebAs3EJYIILT5H/jPABTzBVIjuE5CPcPCoiiqixEDb1YA/64BUACToz0SJglBEFPzYxYWIianI96/ITSVYvJujMGQcw3PfHnqjuaDAvBvfF6iNCQOY6q1iKtXY0ZuvsvpPxoevFd4sFuRRIpkOSRdnQVcLXz28IcHYwE4xRZcr5lCucxCtcDb746xMJnjwIEytqvRGrQraAu01TB+s69DBn63TT4MAAUg6bPS+9zP0Jbh4UcPUcpXOXlqGID9exOiJPvQNIYkgY62ApZrkfcMOp+tKTcbH3t84r9iZY3ypcHPyT27fJaCJWrzEfXFOkEQUTeKOABJE5Q2aFtwHEHnFTqv17xYAptPHLq2KZh1FRbmD0q16hOFMXU/II2EYD4mCht16eYsrLxCeY2mpXUDiFaaoTMTfPGrt25ia6EDcZygTBZsx3NIowg3txz8SIErK87/0ylA/+szuK7w9W/XthSKdQEAiNX4WttVEGggwrEgBrRR2Ebxm9dnAPjmd2+vXW9oNDb6iEQqIvUVSZQQBzFGEiyl6eufBOBb36uuaz91XaR9526UGt0UlLXRQq3q4I8LwZIhDmIAEkswknCgR9Z1LiJyuk/keF8bAOdOnpfh4ZFblumGIZiarJMkCpFoBaeXdyBn1uyOIpI5qcLBR+Hi9QywqcLwSMxbg+9ISoLxDQeeeGSV7YYMHHzqbQWQJhAGQhgI/pLFfH1qlWMRkdG/w8WBbG5gCHa1LmL8lFNnE/Z1FvnbScPpU4b+3xpe/v7QKkY2ZADAtkNEFKBIEiFJhMWba/WKpew6fgziEA4f2UeypKiHmsGxgMDERAnkWtamxIYMABx6+orSWsh5gtaZ8Re+lNG/Qvuy+NVsbLkPKBp0OaXzfkAHtHRpcna2zSpH6D9+bsX2lgA+kGS5FQ+9NbFmbXoMtndDyzawKo3SNVhcHcnux/8hFFpSKm0WEisGzzSY2BSAX81yIIgMiVmr3r4zG0+eASe0qIeGZDwknI3p3gtOzqLrowonZ5HWFcWKRb7g0Pud8wKb5ADAU4evqL5fPSBxBDk3a7siImMXYL4KZ4fhiSfh5nsw/PsaXmWO3V0JCcKJ16Bzt6K+JPQ8brg4Anu6DXv3CU7Bgt4thiCXy8rqg243fRleO1Zh4GITMzfgh0fhkz2wpELGRkPm/AU6SosAvDcMizfg/AjMjyv+1K8Znz7MyL8+zS9++Y5sCYDjgVduxH9uDvY8MMf+XYtUmrO5o8+Osf+xCqqsmJko8efBJmbHLWoBRPVMZ+cuxcc+Lly99Gta289x5Jk96rb/aF7uFakG4AC1Glz46zVUaJG6ARYBR772ND/90Ruk0XIT8zxyUUqxS2juhKbWIs8dvVdtmgMbSd72UeUiE/+cYnE+4qGHIi5fCgiCbN1zY4JY4bmGnGVh+TGxdqn5JYIrBV54taxgizmwnihdJF26SbHoc0/37Mp8e5Ngu1k5OtIg2GiXfF4RRSGlcmll/rYBfOUbSmnPJ5Yq2nYBaG3NkrVjh6LSKhQ8sF0bg4cq2ojeRlNpB/NzjXZ+2yEAkFxIqQKuZdN2X53798PslKBzih+8cIJih6AtoV618DyHh/eWeP8a/OSNjhVq7sg//kvPD0trS8rsvE0SCsr5FF5byuW/nCVfVjh2K1q2U12CF3++OvHv6CHjpeeHpa2cMBP3MH7do6v9D0xMa6ykmd5Xdty1A+4a+fGLQ/LqKxe2dF74N5ifkrnZEHo6AAAAAElFTkSuQmCC) 1 1, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD20lEQVRYhcWXTWxUVRTHf/d9zHtlZvpBBWzRQBFEI8bEljaRxZBWSWwsCxoXGiWoIZgYNTF26dLEhZooGwxqGhYmktREWjGS9GOaoAULxo+QGoIKC9IJtdJ5M9N5896842Kk0MwwndKhns1L7jv3f/7n495zLvzPogBGhsPiz8vCYvPaDnY8MapWg4AG0NmVVs6sjusqtjTHcD1tNWzfJACAB22P7iGTFZyMz3dfdUiZfVWTRWEe+Cwqm7e2M5t08fQfAOjuzt/VVCyOtVn4ZP3vsS0b27IZGQ7LyHBYDu6P3JWIFHk3cCwqoXBAuL5YubMrXfVoFFWbacDEaZNbT8UNGRkOy6mhNVWNRBGBvc87aj7jcfZHo+QGXxT9h6uXjiICQ8d3Sctmm4sXBd8ziwk4GoEEHP2wVr44unIiRQQSqQtkPdjxcIjkXArd0NBELxifFzwfNKVhmgHRtcLJwfCKSJQtqsGBsOg1WWzLRtND5FIuTkJnLp2nrl6nYWNA+jqIq+H50LvfWXaRLrkhHo8ueChioJTPpZ/z3NuiMJTgumqBAMB0Is9rfZmKiVSkGI9HJRBQGAT5HNkM5HNg15hIkAPAdQtQPb1p9cn75wTg0NutS+JXdOnHYo7SboHK58BxFMmZPL4UfliW0NObVn0HJuTXM3lad8M7fXVL1kfFXScWc5RSPqmEiZ8JoXkGymIhDXueyai97eflj0shrlwuHOHt2zctibvsohkdi4pzFVJpIZeFA6+nFED/B1PiXDf5O2niZLI8d8gBoK2tfBqW3XclH1BbE2BZBdzD7zUKwPrGCIYZxjAjC8YrkWUT6OxKq4wBkYhOtE5hhzwAlKonkA3oesMi/cnJQkH+dlovWQ93NHl096SVVRuw78VXOfhWUgEYWhjDALP48iR+0pBHHrNLYt3x6LP7yaQaHz+CSK2I1MpcEhrrYV20WDfICipSupOuaPYqnIykGh8XrBDU1UJz82KdB5s6UKq09ysmcENOfa1z30bYthXW3wPfHN8JwP2NuzgxALGnYOpM6TuhatPniYGf2LQNWraAbjYxPPg0167+V6CRtHqoY65kCqo24Rz7fFIiDRqWHbBhXQHWdtv5fWoNva/cvklVLQLNTRp6CjLTNyFtU2Pfy+V9rN4D4Br4/8DQt/6i5bHRsdUh8OcViE8E5FM6klG4s4oHdtYwc7n8vqoRuHDeJ51SWAbksjCTgE/fHePZlx6vbi+4nczndFwfXB++7A+YTgi//NXBxx+ZZVty1QgcGWpVM8mCrcALSM3BphabN970VuWRWyQvdJ+raFj9F7OZcPmlYDqMAAAAAElFTkSuQmCC) 1 1, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEaUlEQVRYhcWWX4hUVRzHP+f+Oefemd3ZmdUtNDM1VIpVbFUoi6RAxcCXRDAwItDowafoHwkGGz2IGlE9mFoPIiFGPRSSqGAiPlS7bi8RW/ZgrrjrhjM7Ozsz9+/p4a67q8uM+2eyHxy499xzf7/P73t+53cv/M8mAPbtzeli2QfAFCELly5h52u/i/sBYNy+eCAnWThfsnLFMtImHD38mL5vAO905kUYj0/atkVaB/cj/rgC1ujVSLEPZQdIGXPssKW//cb6T5W4Y58PH8xox40plmKkaTHnwRi3OcJ2BRCxYaPX8LowJt4IZWDakpUrFKlMgFTGaHAAk7NnVMPVmJTRiS9zet4iEB54pjc6GxFUDP78DYZLBn4Q0rm/MWoYd09cueLT2xPx1UkfqRRCKAauGlz+yeBWURPEIZG22L+3SX93zJm1IpMA5i2W9F7NMmfufEqFEn5VIB3F4sUK0NiGRWvWYNUTmsCwOH7E1cePuDMGmSTj54fS2ghtDCXIuSMI2yXwBUHVwHZiblzzeHyNYOR6TCkUFPKCTJNBS1NAaNhs3VGa1tbUXfz91xmdz5dJpxwsR2IrCDy42R/hKp9CXlAoCJQleHSZj9Ns8s9AQLEg2f12eUogVr2HvheTTjlIZeBkqgihkA64eZ+BfidZE5TxA7BiA8u0KJdiPN+csgKTamCibd1RElIZqNEttmUymnMujkrWtGRSRDrJI4xCXn/DE+ufvMChA91Tqou6AABbthUFgFRqbM5WIFMaRAgipLVFMlBUNNmXuHS2Ww8PaYZvwcEPcveEmHLBXLiQOOvtihiuaGJf81bneMHtf69bu0pT8QRBFdwczH1kM3Z0mu2vdtSMc08FxlFjEDHL1wocaeGFmj1vpjXA7he6dEe7yboNNq7SLFqqaV8FS+b9wMML6oswZYD1zw4lWYQG4V0fyvnLba4NCq5fNUnloG2BwFSgshqVbRDAbYjqaHdW1riqKiWoVC0GBm2AJPgE0bt+6apJMS0AgE2b88K0EwppJgFtx0QLC6IU5TxEHkSBQHvJqGfTBgBQKRtDCt7fVxAAlrIwkAihqHiCwb4k4UpR4Ffq+6rbiGrZrt1DY2kd/aRXjwxJTDPNX9f+TgBLIG5qtr/SATrDS9tqU8xIgYmmZBJcOi1EVUFL83q8vCCKBBdPpQE4/plb8/0ZKTDRLp7OM1zN0+z00dQGez7cCXRw8lgP61YnLfnXvvPo+DkNIIzhO4pi1gBtbTG63yAjNQ8thE8PvExraw/Pr1uL2Zzi3KkfyeYmB541wBdHcnrTUwLYyMedZwFoXwWmEkg3IptJQ0qTcqhbiDOugWc6NLYJC9pviWwbKEdz5oQmk9M4jiCMDLq7zwPw9IbVNc/ijBVYvrow5tRQ4CLwBgGSI/jHwDmAxnbC2k4SFjWDX8SGALz7UYeIKhppQXnQGOt+PT+/yJq1a+q2wlmfgttW8iBKCYZuAAjcDPRfH2mU++nbri2Xp7Qf/wJqqII3L8yxywAAAABJRU5ErkJggg==) 1 1, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFqElEQVRYhcWXXWwcVxXHf3dmv9deO3bWSSznyzG0clqloSWiooYmDXEbEyFBQKi0QqiR+lCpoJIICRGQUIUQCARIqKCSB8pXIWpF6UvTRAgVUsAkKUqbkBKnIWm72XW93l3Hnq87dw4Ps7HjJnaM04jzMnvPnnv+f/3PmXPvwP/ZFICYxwSlp51myiGKAgCefPL3PLL7orpRBBIAWB3NpQeAnUtiA888/VPa2m8U9OUEWAG4TZcP1hLApb1NoVsSN5RAXAJ5TuBSCXxiJVyM45HI775h8l9GYFggBJymewqYBGpAGagAdZTa/56TaRIYkXjpAB57d9/DqRGHYmeGoSFh6JOfA+ogLp43heN4dC7963tCpklgUi7JHpdgHY/v7aBUChgaEjxPkckIWwfvRgeaIJrEc308N8B3oX/Da4smY8WPPJDhV/tuBuAH3+8kl1H09aap1xSeC/Waoj4u1MdDxi8oahWbxliSqQnh8MH18ucDN8miFbjcRI4LnOU737qf9TcLOlSYEDwXtmz5CJ7n4fs+xmiCIMSY4F37Q5RK8MGBEwtS5apBIvsEzoI0QDVLI3Um6z6uo9E6QIchQeBM77GT8dM0X6bAV5x6ZYSdD7nzEpnjJb8wGxwfgFRWENtgayEZRdhenNsYg9EWqYzi5PE3GNw5teCeuDoBqcwGFxcdekRiYsBIo/1oOnzN2pOLbsI5N4o8IJfAAXToxZ3vx+uuriPzgj44eER+ceCOaxKbZ85eCa51CMArL/3rqju+9sAxqTVgIoi47Z4twBG57cMWX/76B+YkMicBpfarINgqJjRoHaJ1iIk0x4dPYWdm5/vx40eFccXr55qOpDA+miO3TNGWFfbuOSqru2DXntuvIDKvRBONAdE6RPshJjJEojlz6j/cvS0+nr/3zWNSPWORSAoXR2HMN7iRRTZtcH2bzR8V0mnIZWOY3vWQbBVuv2OGyLxH3fioj++FmObdIJEAScw03477BvF9eOqHL9LaBZELn991L7/+5YuoyNCSt/Ac6FgREUWC7ymSrbMxrPkIrHnfsCq/5VEbFaplzXjFn/7v298YloMHXiCdhi/s2QrAw18cpKVF+NJjH2Nlrw3Gxk5FOK6iVFHoUHH4ObNwAgCeo6mNejiTES6laX9QTVMtJ/jtzw/wzFMH2fWVbTzxkxfo6lYUlyvaCwm0sUiqJNWKTelcgtIbKey0zW/2/WN6bF+TwOCnTis7ZfA9H+MoNm9pDplm8ZYvtwF4+dk/8qN9n6CtW5HqSPDgo9toLcShHd0Zulfa1MccquUEpdOp6fwLuu6IRITaUG/ExA89f0zMOxpSCfJ9Nj3nbMhYHDvxJ/zzG7jzviUA9N/VjkUSS9u8fGiMO7cuozoaYELD/p+9Jp/edYu6pgIA2z9zXiWSNpULcXhpwuZNbycj5QHsfJpRnaat2yIleVpXjnBwf3wg9Hb0kUoXOX3CY2DHMtLpJWRzObZ/No+dsBeuAECozfTt+N+vhvT1P8vqjVnMRcO6XpgMUnQW8jTKWbK5UaCfXHcLfdxEKvU6iRAmfAeRJH87BMtWxGoueobv3XNU+jYUqJxNUXs7i98osm4NbNwMJgBvAvo3QaYAHcVNlM4M43swVYd6HQY+rhQsoAnnstN/T3H4d3nO/7MTr5GnfxPkc3DyLzB2dgb8/HHAHaa7dwctzd5vyczkua573UPbJ6SrRygUI/KtBTb2WdSqsHY9FNpgsgxdq0F8KPaArkLdha5b1cIm4bWs0GZTedOl8U47hYJFQUNPD9TLkIug9/2QKQLZOD7ZDsV35Vh0CQAuvF1DSSdibCwLQg2FVkgDq9dCZtUM+Fx2XQSefqlHpZozxZmCpUvj3/k2+Op3W6+IV0273Hfd311P/GEm4V0fEgFYtQp6VqZnAV8vzv9k0rSFxP4XAbKASHaBtL8AAAAASUVORK5CYII=) 1 1, auto;}
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97.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur194135 2s linear infinite forwards;
}
