@keyframes rwdcur104547 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 30 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 30 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 30 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 30 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 30 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 30 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGb0lEQVRYhb1WbWxbVxl+zr33XNvX9vVXHDtp7CxLlEbN7DZp0yajzWjXZd06utGmqFSs1RAFAUNjUH5UGtUEDIYQGxNogh8gPkQ7KGwVoxKUUdYQLc3aNVkXpWmapMFN7DQfTuKvxNf3nsOPEakNieMFlffXved93ud9zntenfOK+D9bb2/Phg2hTcfqQ5t/eL793KvSakhKJJMQ07OsUPzNyE3n+fNtrVM3cl/44/GeeiVRIQQ/SU8DAPmIieUneWv4Kobm3zQ6evJhk4mE8P6VKy1dHVcPz0dse1mfW1ZlDwAg7rquP3EsVFdbe1+PWGjyL4t7nXUI/aSYu46qsPpqpPLBy6x/YjEuEonUBAPBz7ef7f5t14nJL91j3ngfGfKINqcdYEBO12DfPv6HRx5reRUACj6CYRItVonyQpwHtCIkU2B8ZincxYvvfrzzL9decGbL4bapINERVCgyYvDBAJAs/hdrfbjp+wt4Ydkd00Nlt/+f0S/0n8ydG3AK/uZhwTVxhvxtfKm4fftaf7rncPNL0xhBkU9DtTCOekSg6hNgsg5fo3G6unrt5RUFfJoc+NSz0ufu8DdZtlc5wGsUmJ9yofyOJjxFf7Hzx/J3DwBA6/5932h5cuOJzoEP8EHAjF8zAYOYw7SnT69vXHfs9rhlj2Cr9uhLi9d8rHLXBLHCgYrqeoTu70V/+4Jvf+6zby18y7KJZdLpI4nZpLvtXPcuManCKmSwfqfzz3V19f23cy5bgaXMwhyPCyyFUk5BEHgqH1axWjOfOXRw/9omX/e0FsO8b0Tf8rGNxxbjCm7Ch+W9MgXdqoFAp5shZCN7w9K6Z67ovanlYrxeb2pwcOChXO619z1FrvZQKNy3GFNwBTSuby1hstlOFFiIB2aiOkNC456V4iorqyZ3PNjcsHv3I99cyl9wBdy87IEUKNawHETBDIegwMJsXwRwYqXYbc3N0eV8BVfAQyw7HRAR40loPAXVSCEF5/1N0vZ7C+VYtYD18nrFxuR6illM27LoK3oNV4MjSNOMEODhZ/4XASu+BSWSSdq2o/blR6vlp91BH5TSSuQYoDptuDEwisxcbv7GzfHoaDT+9jttfadEUWi/NjWzbGN+ZAHPH6j4Vcuu7YfMsgg1O4IIW4NcfBi6zqH4qyHYHEglMgA4pqZTmJhKsWRqrncynjz3xqkLZ0a17NlVC9ix1t549Alvh89thlzWgCQtgjbWAxgZZNRtYLkkDBgAISjy2MEYB8BhGByUikjMG/jZz//69dP/uPJfl9qC5e2BB8KOx8tDTaBlm8GJCE5E5HQRTrcCe+YSMmN9UBQTFEX+kEwgEAQBlIrQcjqm47PY0ljzYL4ceQWUe+mG6dFhCPoc0tQNEAFWfxVuJZxIcSdK19Z+KMBiAgDo84DeFQDnHDKV4C9SEbs51Z8vR14BXFKCbpcVjFrB/wPlsgJbSQXU0ntBqPnOAJFBC0RBCEEuZ2Bw+NZ46++eDb9N//T0qgT0Tqs9um0NqJEGZfMAAMaWnsQYYxibnMF7Q1cjJ9/o+OXXnvvNV44f/33DEX7kIQFC5ZvyiecWsNfl99a9TL9zEFihCT/R4D/61RbbD9Q166B7q8GIhNFoHLrB4HbZwMExMZVEZHRq4FL30Oudbf0nY3q2e8nN0At/dxGn/zoGeyzE1LfH2P3tmJ7V845kqYmc+eCe2sOsJAwRDIyI4JyjYlMQVDWhvePazPe+9fr6i50Dz18ajL6VYsbYclx2yXo2KAY0E6OOCUwRG7GRd4zL1/O+BZzj3eGMQ6u91SWLIkfC24DUnAZJFGH32hCqq7QBGI/p2Xw0AIAXtVfGXsQrP1q8nrcHYno2NdLb1Ru9lUDGVgkAkKkI2SJDkkUUe1WJADUrZs9jK74Fw0nr5ZKaEJjZAYBDtZoxM5OGaJLgKy/CYwe2hO+qgLbuyY7x8VlYo/+ERU9AliXMJecAzkFNEsJ199TeVQHxWKI7PtCJNFdhEBmEEHCDQRAFgDF43PZNd1UAgGG3vwRCaS000QIASEQTSCfmAEJQXOaputsCJiOaf8aSm4FFnwUBg91qRno2DSNrgGuGs0QymVemWdpWHMliehaJoUuIaTICpU5Q7wboYjHm0xoM1YDFIssAggDy3vnLWUETUTKjQzZRxGkVErIfoihANwxQhcLusgJA6WqSA8C/AdpqeizLz/j4AAAAAElFTkSuQmCC) 30 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 30 0, auto;}
}
div.testarea{
animation:rwdcur104547 0.8s linear infinite forwards;
}
