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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABEklEQVRYhe2VwY2CQBSGP4wFICcPWIaV7MEa9IInxQqQLQBbWBOtxDLcxL1I6OB52AVHE5lhB/AyXzIHCLz/g3l5A2/Gsy2QEYp6veDbumaj8KsfiaQXkfQiVz+SZ6HewjNCEZHGEoO6AJNCebIFYJ6e4PPHNFcvUBbVSQSbGIDdelrJtCbAaqyVUEO/ikNjgZdUeyxS7fGrZ9TVWhNmhFVn6yTU1Uq4KmAiYUN9D/wRbGLy0dKoJzoR6FLCWKArieF/XspHSwBm/gcUR7GZ/80EVmP26+PDLdvDx0igHDYBMXM5s/MmrZ16WoE82bIvfr96ltwl8CZWv15LOeXURlMnXy/Hbt3k6zzc4XA4HI6+uAGT1saIcPyLxAAAAABJRU5ErkJggg==) 6 4, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 6 4, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 6 4, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 6 4, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 6 4, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABGklEQVRYhe2VwQ2CMBSGf4wDVE4cZAwm0QRXwAueACdAFpAZPDiJY2jiCcIGzwMpFkRsLeilX9IU3qHvg/d4AH/G0j3giCWJ91vclM6c6yb32aodrM6kKvF18oKFVLCQKLu39u5bGWI2lEDmIHuf9O7aAgAQZJeXGnfJYw957DXXqgz3QOQgwAWIvbd1JRA2bF0L0xXlYqcs0QuvMRERZffecoh9wJdK/T8KNM31QUJcoyQXBWQkdBhsQo69T+raRo5UY44uMKWEtMBUEl+NYv6p+WylPXrVBCIHp/jcCunOfSmBMj0AAGwkCOiK3HK1E0sLlOkBp6p+aj99SsByp/3r8SknNpo4+caeB28l+mI/SW4wGAwGw694AANovU/mu0aaAAAAAElFTkSuQmCC) 6 4, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 6 4, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 6 4, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 6 4, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB90lEQVRYhe2UsU8TYRiHn69Fq5zUUlNlOHBhcCJlaSTGxFVJSAhDY6J/ABcNTIiJwRiH0n/gmFwkalCIdjBuGhOJRgfFxJhoB9GLjZFeoAWxtvI6KBGwteedZbpnfL/7vt9zX97vhf+AiZ5wu1d5DO4AMmEVi2tKyxalMLksdtDAuthwARP9cpCmCz2hI+jRA6wVKigU0ysZvlM5aGC9d3JOk1uBFrWvfKL5GPPlT2jGGST3jrXiEj03F3hUepgBup2cE6i1YKKLiS611veoltNzpSyvy2+4P3uFUMchvr2cQ2+OEVaxuNO+qCkAMJh+RjUJE/3wF1npjIc66e3qI9E9gADh/lPsOtmHprSsgfXUswAjbVUlDKwnS/L5hVVZYGc8Tuj4fq7fOIvarfH1zl2KUph0El5XwG4drikB9D8uzbI6/YDAjjzJ3jHmP77i1uo9lsUOOhWoiYkuks5JPjIkIiKSzv3REyb6pauqa+x24Ojba3sTYqI///U0vbMuUE9iw/euh1FdAacSbvh7E24gen60Xk80VqBREq4mod06DEAyMgCLM2JguR7p/yYw0sbUuZlNJS/hjgXs1DgAUUYZlA9MqHbPwY4F7NQ4U4s//zqZ+i2Bavd09XUx0SUfGdr05NZrW+sNlahW25ZwHx8fHx+f7eIHeCjwwt1PjPUAAAAASUVORK5CYII=) 6 4, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABHElEQVRYhe2VwQ2CQBBFP8YCVk4kahlWogm2gBc8IVSAW4BSAwcrsQxNOEHsYDzoIiJhFxf0sj8hYSdk/oOZfIA/y9JtcMSMqucNrp16jnXNXbZ8L95O1BXia/Oc+XTAlI6YEfGMcuZTznyqf5U2jdoMVBqt2aq8t6NQ1VcOAAAeP3/MuC47CuHxMwCgiPf9AiBw5BCBg2S3KGF6k5gxERHxrHEc5TM8K3egy/ylAKKpDKJ69WJeBVCB0FH7DjxlRyGKyVZtJ4YAGBJCGWAoiK+iuJhsAQAuW2pHbzeAwEG6O72VdHNfCUAknI0QHl2QWHNtY2WAIt4jvT3e2o1fELDmw/71RMpVF03Uek08GURT7SfmRkZGRkZGv9IdIai4JFTQPEgAAAAASUVORK5CYII=) 6 4, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 6 4, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 6 4, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 6 4, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 6 4, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABEUlEQVRYhe2VTQ6CMBCFX40HqKxMlFO54Ay6wRXCCcADqGdgwUk8hiauINxgXGhjwfLbopu+pClMmpkPZvIK/FlMN8EZa5Lfd7gPyjnXLe7xTTVYZjQUYnTxnPtERETHB+XcpxNWlHOf6n+lTbO2Al2JnCjEhbkAgLTMwEZ0tBEAALbH61ePVWfELp6NASBYtkIUcaLcjajeYxWEOCOvIf3vBBDD1QUhLyPFZYA+EDpqn4G3nChEsdh3zsRkAFNC9AaYCmKUFReLPQDA4xtt6x0GECyRHrJKSNf3ewEIg3EQYks3XJirXbg3QBEnSMvXV3vxBwLMnfbWEy4nD5rsfKb9oBFCFftJcSsrKysrq1/pCQJLvkdOf095AAAAAElFTkSuQmCC) 6 4, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 6 4, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 6 4, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 6 4, auto;}
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}
div.testarea{
animation:rwdcur227314 0.4s linear infinite forwards;
}