@keyframes rwdcur115852 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7klEQVRYhc2XXUgUURTH/ztuy7YOa+4sGfmJm4SmsVlmiNkGCQr5mA8RwlIPESGu0fO+1ZNIj0GwxObL0IMQ0gfBFllvxgqSJuJXKmqOX7suI+3M9DDe68euszvVDB24cDjzn3N+3Llz7z2AXuvFMQBQRCh7BxQAfeozPWbRXdzNrmlqNuIc7mM93SOO4yAIgrw3xmiksu4bj+CCm12DLMupUosMWGQkFSCPFdAHJwD54BAEQfZ6vdZsAZJ09IJFMSuobzBMwNNZ36Q0NBOhj2lo7Sq5Wwcro0LIGWYpSwDVbsCGwO6UBjyd9bedN7+Nro8lSGwiNik+PNU11l1+7zyFAAAetr8GCFYFqYYUr66ujvumfNMk7ovVzxYWFiYelHWOqxAWGQB60JOSPxqNJjPVTDGe5+3dkaB7ZGSEJbGKx2fOIswqCLNKzZPaWhKfn593BL4EXbqL6DV3b1ETASh46vH9aZ7Ma+AQ42L5q8QvEPPT/naGAhTPlW4Sv3Lbs6mlNQRguGq4hPifc4eKTAewSAxdzbY9vmkAzV8bp4l/XWiZMx3g07mhk8R/fezDCdMBEvY43RM27VsO0wE8q+ULUA8ZVMRLl00HsEi7JzljZdKckAYDTHCT9Lt/d0yZvwaOJh0i8Z2/chNaWkMAWseu0F+vbe3agukAA5URuhO+dA2UaGkNAdjOEellQ2KSGS8e/xzg4kzNLPHrYhdmtbSGAEy6lp3Enzryw6mlNQRgJW+R3noWbUv7+wFFP4AmCM/zdoRZafDnIN1+8xNOegc4nsyjfmQpwuIFK2ULkXEGQqGQvb29XQSAxjctMQJxeeYS3X7rlr0rpPjVd20bJG8oFLJnBcBx3KEC/7RfPet3+hEC8er0+zKieVv0sbx/tH+3+E7z4vf7xdSM+41u6Ac7lnQWDYxvg2EyzZqMW/GcbJs+fb0hADx3SIdAyJBloCORdXH9AM/A4g7iAIAwKwFgoCjqt+nYytGV63+x3zc6B2rmWLKnAAAAAElFTkSuQmCC) 14 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 14 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 14 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 14 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 14 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 14 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 14 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 14 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/UlEQVRYhc2XXUhTYRjH/+e4xlqnqTsrIz9xSlgayzIrzBYkGeRlXkQIoy4iQpzR9e7qSqyLLoJghHpz7EII6YNgRdJdsQtJE9FpKmoevzbHkbZzujh7j063sx3rHPrDyx7ePe/z/HjP+/UAWtWNPABA70EpqUkA+hL/aRClObmDWZFH7hgqSfLvWoTFfaymGs6yLHieF7f30SrpTEntEexwMCsQRTG1OyUiJgG5DI8+2ACIOxvP86LL5TJlCxBTWjcYFDO8PIKmvc72+kbxfBNxdFMXrnaU3K2DiZYhxMQsZSE1AFk3YIZ3a0q9zvb627ab30dWR6Okbzw8ITys6BjtLL93WoEAAA7mvwbwHfcpPiR5dXV1xD3pDpF+d7h+urCwMPqgrH1MhqBEAOhC1674wWAwlinnLnEcZ+kM+BzDw8MM6at8fOIk2QE1T2trSf/s7KzV+8Vn15xEqxzdRY0EoOC5073XOJnXQBqx4fxlYhcI+Sm3na4AxTOl68Su2nSuq/nqokNPihskAZIkQCp6VtG41zh7ngEqTiur2bzNNgyg6VtDiOpnQPUzuM43zxgO8PnU16PEfpP38YjhAFFLRDkT1i0bVsMBnMvlc5AvGVRGShcNB6DiW9cxbaLT3JA6AoyzE8p3/2GdNH4N7I9ZBWLbfh+IqvnqAnBt9JKy9VpWrswZDjBYFSgh9iv7YImary4AmzmC8tiI07GMD49/DnB2qmaa2HXhM9NqvroATNgXbcSe3PfTpuarC8BS7rzy6pk3LyTXA5J2AFUQjuMs6GHiQ7+GlOM3P2pT3gCHY7mKHVgIMOhl4tlCZJwBv99vaW1tFQCg4W1zmEBcnDqnHL91i64lkvzy+5Y1Etfv91uyAmBZNq2DJ+SR7/pEPUIgXh/7UEZ83hV9Kh8YGdhKnihePB6PsDtispQDfWfFkkpB79gmaDrTrIm4FcnJtujTVhsCwEtrPA2ECFEE2qJZJ9cO8AIM7iACAOhh4gBoSJL8bdo2cjTF+l/0B4JVCR7vYF71AAAAAElFTkSuQmCC) 14 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 14 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 14 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 14 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 14 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 14 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/klEQVRYhc2XXUhTYRjH/+e4xpqnqTsjI3WKS0LTWJZZYbYgqSDvzIsIYdRFRIgzut5dXYl0GQQj1Jt1I4T0QbAi686YIGkifqWi5vHrzDFpe08XZ+/xaztnx9zoDy97ePc87/PjPe/XA+hVJ3IBAN1HpB1NAtAT/0+HGN3JbdyKHLkrVJLk37UQj0dYTRTO8zwEQSDb+1iVdIYd7SmssHErIIQkdmcIohKQwwnogQUA2d0EQSBOp9OQKkBUaZ3gUMQJcgTLehyttfXkYgN1dDGXrrfZH9TAwMoQJD5LKUgNQNZtGOHZmlKPo7X2nuXOj+HVkTDtGxPHI09OtI20lz48q0AAgB/GfwbwVngVH5q8srIy5JpwTdJ+l1g7XVBQEH5c0joqQzAEADrQsWf8YDAY1cq5R36/39Qe8NqGhoY42lf27NRpugOqnldX0/7Z2Vmz55vXqjuJXtk6C+spQP4Lh2u/42ivgSTixbxlaudH8hJuu7QCFM0Ur1O7fNOxruabFoDBikE7tb9mDxRmHICJscpqNm6zMwbQ8L1uktq3hBszGQf4cmbgOLXf5n46lnGAsCmknAnrpg1zxgEcy6Vz1C4LFS9mHICJbV3HrIFNckOmEWCMH1e++0/zRObXwOGoOSI1iZCaRFj+ZIe1Iw4Y4ObIFWXrNa5cm1PzVZNB2yWx+soDduY1RwCwdmufHcC+zoJ9z8BmVkR5bMTYqObD48ABzk9VTVO7Rjw3reabFoBx66KF2hOHflnUfNMCsJQzr7x65o0LO+sBST+AKojf7zehi4v1/+5Xjt+8sEV5AxyN5ih2YCHAoZuLpQqhOQM+n8/U3NwcAYC6dzdECnF56oJy/NYsOpdo8qsfGtfouD6fz5QSAM/zSR3ck275ro/XIxTizcmPJdTnfeHn0t7h3q3k8eLF7XZHtACUA313xZJIQc/oJlhWa9YI7oayUi369NWGAPDKHEsCQUAI0BJOObl+gJfgcB8hAEAXFwPAQpLkb9OykaVrrP9FfwHyRQj0VnedYgAAAABJRU5ErkJggg==) 14 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 14 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 14 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/UlEQVRYhc2XXUhTYRjH/+e4xpqnqTsjIz9xSWga68OsMFuQZJB35kWEMOoiIsQZXe+urkS6DIIR6s3qQgjpg2BF1p0xQdJE/EolzePXmWPS9p4uzt6jm9vZTrVDf3g5D8953vf58X6/gFb1IB8A0HdAiisSgP7YPw1iNCe3cWtyzYSqkiR/N4I87mE9WXWe5yEIAtntY1XSGeLKQ1hh49ZACEkezhBEJCCPE9APCwCSWARBIA6Hw5ApQEQpPeBQwglyDZZ12zvqG8m5JhroZM5f6Sy9UwcDK0OQWC9lIDUAWddhhHunS932jvpblhtfx9bHQ9Q3KU6FHxzpHO+quHtKgQAAH4x/DeCp9igxNHlNTU3QOe2coX6nWD9XVFQUul/eMSFDMAQAutG9p/1AIBBJl3OPfD6fqcvvsY2OjnLUV/no2HG6AmofnzxJ/QsLC2b3Z49VcxKtsvUUN1KAwid255+2k34OpBAvFqxSuzBckHTZZRWgZL5sk9pV2/ZNtdisAIxUj5RS+1PucLHuAEyUVWazcZetG0DTl4YZal8Tmud1B/h4YvgwtV/lvz+kO0DIFFT2hE3Tlll3APtqxSK1K4Nly7oDMNGd45g1sClOyCwCTPJTyrh/M0/rPwf2R8xhalt+5YbUYrMCcHX8orL0WtYuL6rFZgVgsMqv7IQvrIOlarFZAdjOCSuXjSgbSXvx+OcAZ2Zr56RWEVKriDrx9JzuAFPWZQu1p/d9t6jFqsmQPiS5VvJ+WJnnHAHAFhqX4t8DEjK+8LMJ36Ty+Xwm9HLRoZ9DyvZbELIod4CDkTzF9i/5OfRxUUjaAFLK6/Wa2trawgDQ8LpZpBAXZs8q22/dsmOFJr/0tmWDtuv1ek0ZAfA8nzLANeOSz/rYe4RCvDz6rpzGvCn+UDEwNrCTPPZ4cblc4b0txksZqcQXSzIF3BPbYNl0vUZwM5iT6RzQ9jYEgGfmaAoIAkKA9lDGybUDPAWH2wgCAHq5KAAWkiSPTftWjqa2/hf9BlMLB85PnSrLAAAAAElFTkSuQmCC) 14 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 14 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 14 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 14 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+ElEQVRYhc2XTUwTQRTH/11qU8tSoAtiLBbTygEEU1FECWJNJGIiRzgYw0UPxoihGM+96YkQvRgTk4YULtUDF6LxUhOrN0xJiCAhgAiEr+WrpSmx3fGwzEChbLvqNr5k0v/OvLz36+zM7DxArfWgAADQl0eSGgHQvzOmwnSqkxfnraUcI0T+3YgIeIj1VC6CIEAURWlvH6eQTp/UnsJyaHIAgE5CnAD5vIh+mAFI+5soipLT6dRnChBnrQc8bHkiHXDbO+oapctN9Nmlq7/RabtfCz0nQ0i8AmiyKQHI1goD3LtT6rZ31N013/42uj4WpX0T4cnYk9OdY132B+cZBAD4YfhrAE+lh/nQ5FVVVRHXlGua9rvCdTNWqzX6+NSjcRlCJwFAN7oPxA+FQvF0OQ+Y3+83dgU8RSMjIzztK3925izdAdXPa2po/9zcnMn9xWNRnUStFfWUNlKAklcO15/GSb8GDjEhXLhKdUmsMOW20xTg5GzZJtUV245NJV9NAIYrh21Uf84dKs06gC7BsdVs2KOzBtD0tWGa6lti82zWAT6dGzpB9buCj8ezDhA1RtiZsGncMmUdwLFqn6e6PFK2lHUAXWL3S87pOUnBVRuACWGSvffvpqnsr4GjcVOMavOv3KiSryYAN8eusq3XsnZ9XslXE4DBigA7Cd9aBm1KvpoAbOfE2GUjwcXTXjz+OcDFH9UzVNeGL8wo+WoCMGlZMlM9deSnWclXE4CV/AV261kwLCbXA0Q9gCKI3+83wscngstBdvwWRs3sDnAsns90YDHAo49PZAqRdga8Xq+xra0tBgAN75vDFOLKj0vs+K1dcq7Q5Nc+tGzQuF6v15gRhSAIh4N4IBcSvaYEfDyBjyfB5SBf/MJWT2IgJAZifelwDYwO8PDxsk+vKeMZYAf6/oollYXc49vgOA4ASGskOdAb9nYk3InkZFr0qasNAXkmdiD2mQRJAtqjGSdXD/AaPO5B/us+PgGAAyHyl7B9K0dVrP/FfgMPyQRXvsTP2wAAAABJRU5ErkJggg==) 14 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 14 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC70lEQVRYhb2XX0hTURzHv7uuseZt6u7IyL+4JDSNZZkVZguSDPJRHyKC0UtEiDN63ls9ifQYBCPSl1sPQkh/CFZkvRkTJE1Ep6moef23Na603dvD3Tk63e52q3u/cNiPs985vw/nnvM75wdoVR8KAQD9h+SUJgMYSP6nQSbNwZ3sujJyz1BZVn43oxzuYSPdcI7jIAiCtLuPUQlnTmkP4YCTXYckSendTRLiMlDAChiAHYC0twmCILndbnOuAHHa+sCijBWUEQzjc3U1tUjnW4mjx3Thanf5nUaYGQVCSq5SDlIDUNQBC3w7S+pzdTXdtt/4Nr4xESN9U5Fp8cGx7omeqrunKQQA8LD8M4C/1k99SPC6urqoZ8YTJv2eSNNcSUlJ7H5l16QCYZIAoBe9++YPhULxbDH3ied5a0/Q7xwbG2NJX/WjEyfJCah/3NBA+hcWFmy+L36H5iBa5ewrbSEAxU9cnr+dJ/seyCAuUrRG7GKxKO2x0xWgbL5ii9g1264tNV9dAEZrR8uJ/Tl/pNRwAFOCobvZsss2DKD1a3OY2NeFtnnDAT6dGjlK7NeFH44YDhCzRmlO2LL+shkO4FqrWiR2dbRixXAAU2LnOmbMTIYbUkeAKW6afvfvthnj98DBuE0ktv13fkzNVxeAaxOX6NFrX7+yqOarC8BQTZBmwpeOoXI1X10AtvNE+thIMPGsD4//DnB2tn6O2I2RM3NqvroATDtW7MSeOfDDruarC8BqwRJ99SxZllPrAVk7gCoIz/NWPGcTwz+HafotitnpG+BwvIDaweUgi342kStE1hUIBALWzs5OEQCa37RFCMTF2XM0/TauuFdJ8Mvv2jfJvIFAwJoTAMdxGR28Ya9y1yfrEQLx6vj7SuLztvRj1eD44E7wZPHi9XrF/TOmiib0vRVLOoV8k9tgGGXVMpVmgISb0bxciz5ttSEAPLMlwDCM3BFNnegFK0GSgFuxnINr11PQTSiLkHc3vULqrj+19AvXAbSjdQAAAABJRU5ErkJggg==) 14 15, auto;}
}
div.testarea{
animation:rwdcur115852 1.6s linear infinite forwards;
}
