@keyframes rwdcur56751 {
0%,4.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACrElEQVRYhe2WUUgTcRzHv//dbbrb5mzdNptKQRJprwkRFhRUIGEdkSAlRBRBr/XqQz0EQRH00HNPYVJdYhZhkEoq1kPEaCRJijrNNNvmdt5u3v16UGTqNp2b9bIv/F7u+///vp//7+D+BxT0n8U2u1CHXDdjdTZN8yVVZtKV3drsQLGmPeYg/Vr2SwyONU4X7aglMJNHC33hF/VWDtJsToQ65OJxoefpA9ckud0qmZfrlBil185vYZXvaNT49oZ3zsDvJjGy4jeI8/SqdGhesXRezglgTOiVz4rzK43X1kNXUH/kmkik8++7pkg1d1xM1z/jK9Ah199xHe68zTlzOsQb7cfcsfBQJQdJWeuZMm0ctXmacw0HgJf8LheA+lReRoBpzl6TczqANpMVixy3P2sAE2gxHwAVMMCRsW78GwJ49GggHwAnDAXMoJS9MgLsjs28vZYaPCvV6XMqgP6sAQA8a0pMTGRawNhSpdMBGDioBVs5SJGsAThIam1s5EaLkXIvBAtQ6mCwmBkYAFMKkJbEpOpRQrfSZWw0AVj0M21XFgJP6imx3itisBQBPLc0hTIPQ7mXwbuTwcSA64aCkwvfWzhIo1sGAACv8ufqXfXrx1oYq57HFAJnAngeYIxB0wAwIBQinDYSuLngfyHE1XubydhQOmSX3/HJf8itrPrUVlTHqWxfnGy+ODl8Kglelc6LERqxfejSIRfnJTwJQgzYBz8fF2MrAJ69cSqvjpPdFyezW6ULYoTGhN52HbIlr+FJEKXDtv4+afmCsvtUEvcswTSLYRoXemQdMr8t4ckQQaG771zSLXlJDFNQ6H6+7eFJEPZhW//AUXeMGsUITVnfd21l7Jv+I0oDIfodlYNWSkSqoj+PcJCiufTbKkSNDtn3z4MLKqiggvKlv7PAQQti8WbzAAAAAElFTkSuQmCC) 16 10, auto;}
5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACxklEQVRYhe2Wb0gTYRzHv8/uNrfbdLZum03FIIk06FVShAVFf0DCOiJBSogogt7WW1/UiyAogl70uldhUl1iFmGQSirmi5DRSJIMdZp/Mje38+62u6cXLZm6ndPNerMvPG/u+7vf93O/4+55gLz+s0imhRrE2lmbs3GaLao0U02qUOf6rar6mIEwk/CLdIY0TBdsq6EgJo+6MMTGtRYGwlxWhBpE6zjX/fSBa5K63TI1J9YpPkJfO7+EZLa9QWXb6t85Az8b+fCyX88v0lfFw4uSpeNyVgBjXI94ll9cbrx6PXQFtUeuiVg6/75risrm9ovp+hu+Ag1i3R3XoY7bjDOrh3ijfps/GhouZyBIqz2T0Y3f7Z6mbMMB4CW7wwWgLpVnCDDNOKqzTgfQarIhzjB7NgxgAo3nAqAMOhiqrxn/ugAeLRLIoP8MANmo4IQugeg0ZS9DgIro7NtrqcH/qg9AKYADRkW12rycqN0YAIBnjbGJCQNfis1a4wDC6Qr2Qsd+NdjCQEhZYwjAQJBroqM3mvXU/TkLjnsrlaECMxkkAEwpPurm2KTskRZupctYbwKwaGdarywFntTR2FqvgMBswT6WBU8IUOIhKPUSeLcTmAhwXZdwculrMwPh+6YBAMAr/bp6V/78sQb6iutRiYIxASwLEEKgqgAIsLBAcVqP4eaS/wWnyPcyyVhXGkSXv3DQf9AtrfjVllUptGS3Qu0+hRb6ZMp5ZXqeD9NR+4dODaI1J+FJEHzAMfDpGB9dBvDsUmhplUIdPoWa3TK9wIfpGNfTpkG05DQ8CaJ4xN7XKyQ2KIdPpvzOPzBNfIiOc92iBpHdkvBkiCDX1XsuaZe8xIdokOt6vuXhSRCOEXtf/xF3lDbwYTple9+5mbFnfCJKA8H7C8sHbDQWroz8OMxAiGTTb7MQ1RpE3z8PziuvvPLKlX4DXwZMC4ddnZEAAAAASUVORK5CYII=) 16 10, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 10, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 10, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 10, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 10, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 10, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 10, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 10, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 16 10, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 10, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 10, auto;}
60%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACyklEQVRYhe2WT0hUURTGv5l3n868UcfGdycKRQiDsF3kRkxoEYWQNQiSlRBtWrRoUVsXtWgXQYvWLSoskpeYSRillpq1EBNMwVLS0WxMnL9cZua+22Z0nuPMa3Sm2swHd3POuef73XMvjwcU9J9lybaQQ2vw2Z1tK6SsRhY8Uh1dHbVFow8keH4m8mW6ZGldKd5TJ2CxuqPrEyTOOyV4VnMi5NBsC8rgk7uuJUEpE3JinVRD4qVz2s9IT2uUdDe/dk79alMDm/lmNShelM8EI0W9l3MC+K4MaWfV4Gbj1HXP5eX3XYuxTPk7rmXB5J6LmfqbXgGH1nTbVd97S3JmBSsyNOyLfls77p+pkuCJpOasZg3nHe52M3ORhTkAPCf7XACa0uVMAVakklozY6OhxRAXW8vx1GpHXJIO7RjAChFPF08YBwBcFcBeAVQAuGABljYmYYSohA5J6NvGDwDEDMDNQ1MAjqRJ6QI4HffZhgyxx4SyjxZgAoBinM4JPQKLLqbSeZhOoDrse3UlPfibFHMAQNxnmwXwMPUKGvgaAzCyYwAAz9pii4tp4tMme74YT38YOo5GvZ0SPIEdA0jwsLrw3PUOPbk3cboDJtsOimQdOmJLzB1Zv2nm80ctKQOPzmz9GMUIZdveBqGsUqbMTxJ11yrWRLC470ZO5gDAoSnTJR/G6mlEyJSJhIFPpuwcocxGKCMyZadkyr5umLeoQbGgDHZxaDn7b0C4PpWOT1YlAEhyGlymLGYAEy1qUMw53vdzaLb8uCch1OGyz+ONNGwE2FyEMnFeDYh5x7tuDq0or+YGiPJZx8iwRw1ugSCUiXbVLxaUQY1DM/2+5AXCqwwMtxge5iXVL7zKQNdfNzdAlMw6RkYbaVi0qgGxbH/bv5uxZ/1HlAFCnSytGrOLWKAm9OOYBE8ol367hajl0Pb/c+OCCiqooHzpNzgpc4gfKdW6AAAAAElFTkSuQmCC) 16 10, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 16 10, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 16 10, auto;}
75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACq0lEQVRYhe2WT0gUURzHv7Mz6u6sujbNbBSJHTyEXRMhTOgQgQdrEASjhQiiY4e8eqhDEBiBh85dAotqks0kDNJKJTtISZIgKelqtmbu36YZZ16Xme2tOzvu+qcu+4XHML/fm9/3837v8RigpP8sptCJBpTmqC/QucJV15cRI12nrY57Ne0eC/m7la82WaZjpWJfIwHjCWrrH7gNo4+FvLojQgOKd4EfeXBHWCKSpJIya5wRk+R54HNM5cIdGtff9jIw/aNTjGfybWKCPKuZSaTLBy7tCOAr/1o5JyYyhTePXiFi3BUW9Xz528IyUcvCF/LVd90CA0rrTeHEwA02UBAsyVNwUPuydio2U8tCTm/OedwKzvuDITdzUoA5ADzlDgoAWp1yrgArbGWDmzFtyFBxkj0dDz0+bLDs0aIBPCAbTnHbzKkD9NPWYZhgiZnT/i0BgkZy2ilum1gdmAAwQZsD2d05babBmMSxlitAXSr64ooDOLXCHj3qbdKj3iYAvbbp5i1oNtZUAGNFAwB41KkvLjolLIgwFQrTOVvHYOK4FuljIceLBmAhq42puWvd5t9v6YPGACFWUsFKKgCE6Dn2vG59SQ2m16+7+WypJX74/lnqMuKyL5s5a+Tkr+5fI4mKwS632lttAQDgQPrn5Vvqp4lGmJkYtc9HrJGJMwDaiI6uX1NP+N9qTzGLzSsDivC+anKq1lohl9uJzHu7mCBz/rdDBhTvrphTEOJo9cfJFimVY24DnBfjZN7/pt+AUr6r5hREzax/bFQWE1kQnKSSkBgjC/yIYkDh9sSchojww6Pt1MG8KMZIhB9+vOfmFETlrH9svEVKkQ4xTpZ9r4a20/aC/4jyQIhTVbXvfESP1ye/nWQhJ3dSb7sQDQaUQ//cuKSSSippt/QHO91tKwNRtfwAAAAASUVORK5CYII=) 16 10, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 10, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 16 10, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 16 10, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 16 10, auto;}
}
div.testarea{
animation:rwdcur56751 2s linear infinite forwards;
}
