@keyframes rwdcur115841 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJElEQVRYhbWXXWwUVRTHf3d29oPuLiyFQls+ag2WLbYVMVA+balYFYxpSKMxQSGkGkIgROSBJ436YIwxPmhIiGIAYyAqSowGiBFN+LBGpAppF7BQSqtsP0DIsC3bnZnjw7Rbt11pS8s/mYd75tz7P/fMnXP+VzF8hMmnigK1im4KuCqZtKKTjUkuPQTUaS7IdzRxEDg3gnWHRBVLaOJ+hF3uOCf9QmNQiE4QOkLCPl3Yqlmc9DvvK1WMClUPVI2WuIAyVUeNZnDMLcxDuDxe6MxMfd7XhI90KznuCAm1fqFGM1jKWWDpnUhcaa25VDOHw7zmncYLAS9ZPrjYbeITyPOoFN9DXTZFHo0ZbmesFGTqUIaHrxJTCLEGF+cwaEhHpQ2ylLCRh9QedgczeMSvoXpdqt06nyYA2xmLDaYFbdhMHLwMH3TZPOay2R/0MFftoYSNd8qEg6lsAIS6wOBUdwaExQivagmqlUEuFg+QYD5CIRY79G5nXkj4wS2UI7T0frKm8cJKFSOX6jvRF1BKjDexeBwhEuwnjwSFzZrBPK6Ry7vAHEDvnacDc5jBVspUMzXEWIDwsz91A5GgUEoMKEhPX67qOOJ1DtM+JSxC+M0vHPVaLMAgm3VDpxDIYhvgzBuYxSNei3JVl27aal7SDDpC/c7fu4UshGJiwKxhkfdjFgtpSwmiPSB8jFCKwMDzUKHqqR2QsoagUEQ3sHCE5P1BLMCgwSfsV0IFFls0iwM+6a0TSYSpVLGU3XeGhE2aQTYv3iW5g6msZy7CemXxq99ZtyMkVKoYEAbQmMorFCsfURPEcia2mHBWrhNl76gCaOMTXNxgk18j3wtooDR4TteZ5lRKF/N5Ha/k8HWP8GFc0R432dcDEXkbgxOjCgBAJ0G+XcaDXj1p03ARMT1cZDc8qtpo7P3lmjKEL3QhB2GIEjoCFFGtjJTz1RgUlqk2J5arkkmgt5IFfVAeAIUN1I5RAOf4RTIQu98S0CAqmQA6rejo/ynvloAfGzDHKAATA42sG6nWsFPIdKZjYoqerGsuBTE0nAo3FkHoBLH5M9TfV0wLlt00ATRy1HVu9aYnbsHFBPyNxt3//wMRplR1JckBbtmQra470XnlCvu7JnPehjrRCGOyBI1mFtPK8VHTz6CSCpeeYmu3IaNPNeWwk+exOOoW2jOcU1oXEMpU86jJAYr5h9Oe1Cq7yx1nGtv7XO5dJZzCekBYgcUB3WnpAyqhg3S9IBIUSsaiFwQdibZGWazCYqc2qBcArKZmQDc8ExBAmD1G3bAjJPyUIYxL1w0hVQ+c9Dtt8xs1cj1A9jbF3BHrAehTRJ+5LRYiHPekfo7NmkEp18jmPaCIAYpIkbfVw4rmSWyJ6dp8R9SMSBEBZLOBUoRjA05t38F8GOFlUjUhCBRa09nbHeayFCNSSKvo4xcJ533O3EvD04QOStjIUyqWogk7M4X6gFCGRWeg/5tGJwhvTU7kcVCKkZTnPr619MplFhGfQ/4/qniwnj7DDv6QtawzujgVs5NN5PhtmxUAHmesNNBdkBfTErQMWibAk5r7x4kaVbd7+F3WcoYd6QJIfzExaOAvvqTFfpS6ngAzlYd34ortPkXAnep701R6/UxzfHRlcjNxztPGG7d67OgF69qlZzE4nJZnmKhiOU0sxkp7NzzhF8/ycquABpnJ53EfT8e8PDHsu6Ea2iWJMPk8w2y1im7CRCXEFTxMx2TSrJ5xtYWn4kQO2TSO+e34nuJfreOrkjQ7Q/gAAAAASUVORK5CYII=) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFHElEQVRYhbWXa2wUVRiGnzM7e6E7C8tGegW0BrYLtOWiUCiXQoONCjENqRgTNYYgIQRiRH4Q/WGiMcQQ9Y/RkIjhElOiEo2JUWJEEy5igG4iaRdqsRQQegMhy1J3OzOfP2bbsm3phZY3mT9nvnO+d75z5v3eoxg5IhRSTVitoYsw1yXEVXRyMd2JZSm9fXJdktgPNk3fAedHse6wqGYpzTyOsNed5KRfaAoIrZOEjqBQq0u28bYVpkGm81XSx9qEl6p6oHqsicNUqCgbtTjH3MIChEsThc5Q5vOxJtO0WqsEkZ4nzHkJsTWuseocsGyoJNqgo/nUUEaUtzyl7JpoMCsA5ZjU/WcPiG2eZbvtgox1vBSRz0eGveRSMXP5hXxqRk6glC3MVfvZF8jiCb+GSofUuHUOdgNpDmKDaeFpzLN1QgOWaZ/zvs3TnTaHAh7mqf2UsuW+ZehFDpsBIWoMLHWnIZQjvKl1U6Pi5GMxk26dJeKi2JrKga4Il6QEkZmcESp8wpX0ljVPFJ5ViaEqARCmjATvYvEUQizQlzwWELZpcRZwg3x2A7MBPT1PB2YrHt3uYXXLZLYleHKS8Ls/8wNiAaGMBBAePP1KFeWI16IzJNQqYQnCWb9w1GuxiDi5vDp8CQGydwDOvP5VPOK1WKmig81ax2tanI5gX/DPbmEKQgkJYMbIkvdiBotpyyDRbgifI5Qh0P88VKp6TvUrWUNAKKYLWDzK5H0kFhGnwSccUkIlFq9rFod9QqWqvzcwQpVKZHx9Z1DYqsXJ5ZUHTO4ghw3MQ9igLE77nXU7gkKVSgARAI0c3qBE+Wg1QSxn4hUTzslNWjkwJgJtfIGLW2z1axR6AQ2UBi/oOgWOUrpYyDt4JY9vU8InSUV70qQ2BTHZRZwTYyIAoNNNoV3BHK/eO6bhImZ6uMg+WKHaaEr/cs1Zwte6kIcwjISOAsXUqHjG+WoKCMtVm8PluoQw0moX8MFKAxQ2cGqcCJznD8lC7lFxQ4NWCQHoXEVHV30vLQE/NmCOEwGTOBpTbmWORhwh05mKiSl6r665FCTQcBRuPEjoBLD5K9jXV0wLlt82ATTy1E3upMuTtOBiN1xD48H///6IUKbu9iYHuGNDrrrpsPPKZQ7dfYQLNkRFI4LJUjRaKOcqx8ecfhpVVLr0jLF2G7J6XFMee3gRi6NuoT3LOaVRQ6hQLWNODlDCv9R5MlV2rztJATt7Qh6eEmazARBWY3FYd1p6PyV0MFgviAWE0vHoBQHhlF94SVmswWKPNqAXAKxjY79u+KchgFA0Tt2wIyj8liVMGKwbQqYfOOl32ub3avR+IJsdlIzeD0CPI/rSbbEY4bgnczu2aXHKuEEuHwLF9HNETGU7FaqFTVqC+TimZlSOCCCXzZQhHOt3ansO5nyETWR4QkAIY/Gp3uV4yaBwznAqeMHnzP17ZJ7QQSlbeEYlMjxhZ0ioN4QKLDqNvj1tnSS85+rmoGsg4Vq3xXosYj4n+X1csWvASBunuUsjv6bWUmS7yNMVSsGRhE2ODQsNp3EoBZoGHd1wzVQsmJC5zmO64quU4jMzxWVepon9IyMAEKeBf/iGK/YKoimD6crDB0nFTp/CcGfG3rYVdaZJxQRHa8WGiynYnbhDmzRylvXE+Wnosg+NalbRTDnWoHfDE37heSxO+h2Fq1KJ9H8+oruhGj6kFxEKeY4itYYuIrRKkMt4mIpJASm86gyN8iPNjPvt+KHif76oqoqH14EqAAAAAElFTkSuQmCC) 15 15, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLElEQVRYhbWXa2wUVRTHf3d29tHd2bI2FPoCqZayQFulCq0tUCTQRDHakIoxAaOkEkIkRuQDnzTRD8YQ9IvREIMBiakvojGRR4xowiM1CE0ktFBbKw+h2xYEl23T7cwcP8y2ZbeblrbwT+6HOXPv/Z8598w5/6u4e4QppI5itYZ+irkmWVxBJweTPOIY6gxt8iOdfA+cn8C+46KOajp5CGGPe4CTAaE9KHRNE3pCQqMubNMsTgac97Uqxkp1DqibKnExNaqZBi3KMbdQjvB3ptCblTw+1IRPdWv4uSckNAWEBi3KUs4CS8cicaW15lHPAg7zljefDYaXbB909Jv4BB70qKS5h/psSjwas9zOs1KQpUMNHveuyhnarez1gus8/NeSjkobZSljC4+ofewN+nksoKESU+rdOvsHAdt5FhtMCyLYPDB6G/VBkT29+zl7Lgc9Ph7f56J8y1iRcDCTzYDQbIwOda8hVCG8qQ1Sr6LkYTGXQRYjzMfiY73fWRcSfnaLx7NKFhKTUkQWclMyqIspCurHoi+mghjvYLEaoTU4Qt4aFLZqUcq5Th47gQWAnlinAwuYxTZq1EUaiOlGpRTTKqXI8JhPRNxUx4Di9PQrVDNHvE4yNSrhCYTTAeGo12IJUXJ4efwQAtlsB6SI09adDpQi8jBNlpfVzemWreVVLUpPaOSrf3IL2QilxICiuyIfQZGbZZFUJ2b7vxIqECAlH1aqczQFks+8JSiU0A9UTpD8Dieqo/PpkjkcFKrmWryeaXHAJ4k6MYwwtSqW9PW9IeE1LUoOL02SPIHcjTyK8EqmxamAs29PSKhVMSAMoDGTNyhVPrpMEMtZd9mEs3KDLj6fmgPXPsPFTbbaGoVeQAOlwQu6Tr5TKV0s5m28kst3ceGjAUX3gEljHFrlPaKcmJoDgM4ghXYNC736sE3DRavpoYO9sFxFaE/8cp1+4RtdyEUYp4ROACXUq2hSfrUHhWUq4vhyTbIwEpUs6IMVBihsoOkeOXCe38SP2CMWQ4MuyQLQuYKOfkd5twQC2IB5jxwwiaKRfTPZGnYKmU4BJqbow3XNpSCGhlPh7oUTOkFs/gyN9BXTgmW3TACNXHWD24nwDFjQMQhX0Zj8/5+KMBWqb5gc4LYNOeqG451XLvFl33Qu2NAsGmFMqtG4SBVXOD5l+lnUstKlJ9m6bfAPqaZcdvMiFkfdQrffydJmQ6hRF6dMDlDKv5zxJFfZPe4B8tkxNOX+VcIZbASEVVgc0J2WnlIJHaTrBa1BoWxqvYAlRGkJOhJtvbJYg8VubVQvAFhLQ0o3/MMQQJg3uW5IJRGOepO14q9+ISNdN4RkPXAy4LTNH9TE9cAMtlOKJJEPjSNeixUqrR6AIUX0hduiEuG4Z7QiquA6OewCSkhVRAUJRbRJi7EIR9SkHmkFYygigBw2U4FwLCVrhxJzEcImkjUhCMUpmvCs4UTwgs9Z+1em8LSKkceYmtBBGVt4SsWSNGFvlnDOEGqw6DVGzrRrmvCua5D9rtEON7ot1mHR6nPIy9Kde7p7QYRT9NHGL/FnmGe7yNUVSsGRmM1MGxYbTuNQCjQNegbhqqkoz0jeZ46u+Dqu+MSMc4kNtLPv7hwAiNLCP3zLZXs5zXGD2crD+wOKHT6F4U6ee8tWnDFNajKcWis2dMRhZ+w2EWnjNOuIcnjssI+NOp6kkyqstHfDEwHheSZ9N1TjTxlGmEKeZZ5aQz9huiTEJTwUYJJPHK/6nTY5dD9ux/cV/wMuFarTd7gU9QAAAABJRU5ErkJggg==) 15 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur115841 0.86666666666667s linear infinite forwards;
}
