@keyframes rwdcur90729 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/UlEQVRYhe2Wv2sTYRjHv0+uuV7ojyQl5MShGXLNEsjSE4IOlRvELbuLi0LAxaWDIjh0Eoe6GWj/CadaS7MpHZIKoghtFFro0FK42lwx9yP3ONiUCvZy96oU4T7r+/A8H557730eICYm5n+DmQ3TsldNy2bX89n1fDYtm03LXmVmI2o+ilBY2zd7n5IjCXlj6xCtnWN0jhwAgJaRoRcmUS3l4Hq+o2aVMhF1/prAMj9auuMs3Gt+2EejdYA+82/jJCLU9TyMioqULN0gond/LPCC7y/uYelhce0LXnW+hfFFTUvj7lwBiizNDOtEoMA84wmABQD4+HIzVPEBD66p0ItTzpWp1GhQXCLosIynRQD43HgfqTgANFoHSI4k5GEXM1CgdvL46s323oXfPIg+Mza2DnF04swLCwC41do5jlx8QHu3CzBuCwuMK8mzX02EbdPGeCoZGDOsA/+cQAGr50LLyMLJZ7KjsL674gIA3uiFSWGB2ekJgPBaWCAzJj+rlnKQKPSLfYZEhGoph8yY/FxYgIiaruc7dT0fWaCu5+F6vkNETWEBAFCzStmoqKhp6dDFa1oaRkWFmlXKw2JD9ZaZr/ec/tv1yxhG5yR+Gcft3S62TRvAz9s+Oz0xGMe903H8NWzuSJwuJCtm99xC0rXZtOwVkYUkJibm0vkBp0fTvPncadUAAAAASUVORK5CYII=) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+0lEQVRYhe2Wv2sTYRjHv28u9zalvxIpzVBpBq8FKRQkNxQ7CDeIW/+ELi3kHxAnB0EUcXHM4OTgnqmtYLFDS4brUsiSpEI6mRB80+ZK7kcuj4NNcdD78aqIcJ/1Hp7nw3vv3fcBEhIS/jeIyBCWsy8sh7zhiLzhiITlkLCcfSIy4vZjMQZrbWHX1HSKV+tdmK1LNHsuAEDLcuiFWayvzMMbjtx8LrPKGGv+MQEiuj9w/aOD0zbKZgc+0U/rFMZQ0hdgrOUxyZUNxtjxbwsQkTZw/ca7wxYqzYsovtjU5rD1oIAMV5bDTiId1qwt7Jp59jXycACoNC9wO9eGfudWDcBEUG0q6CERGWo6xctmJ/LwMWWzAzWd4mEXM1Cgd+U+qda7v3znQfhEqNa76F25j6UFADw0W5exh485Oe8DhEfSAtMZ9eZTk6EhHExPqoE1YSfw1wkUsGwPWpZLN1/OTcAaePICAD7ohVlpgeLSDMCwJy2QneKv1lfmobDIf+wbFMbwqbiIytSLL9ICjLEDbzhyS/pCbIG7pXsAgBqenUkLAEA+l1k11vLY1OYiDx/XLmLnzWuG50G1kcPIdv2jjzHC6D1/+nabvdwJ6y0dxyfnfTSEA+D7bS8uzYzj2L6O489Re8fieiHZFf0fFpK+Q8JydmUWkoSEhH/ONwtZ5upJVWUxAAAAAElFTkSuQmCC) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9UlEQVRYhe2Wv2sTcRjGnzeXXK7UNDkJuUWawUuWQJbeEHQQbnDNn6Bj/gFxEUQQQcQ9m+I/IJ1qBQMOlQ7nIgSkjULcEorXNifJ/XxdmlDB3q8KRbjP+n3ufR6+P+59gYyMjP8NZtZNy941LZtdL2DXC9i0bDYte5eZ9aT1KIGxOjEXw0I+J+4fHMEYn2J07AAA1IoIrb6BTrMK1wscRZZaRDT6ZwGY+dbc8fcGXyboG1P4zH/VCUToaTXobQVronCbiD5dOgAzq3PHP3zzcYzt0UmcvOiqZdy7U4ckCo2onchHFZuYi6Hx7WdscwDYHp3ghjyBdvP6EEAxTJsLW2RmvZDPiX1jGtt8Sd+Y4qW8Jr7mx69SBzj+5TzcPzi68MzDWH4zxJP7DxiPUgUAcNcYnyY2X1J6+zVSExrgmlRYPbU0HJp2pCbyEl6WZ36AQj739KL10B2wFi7UipjavCEXYc3dUE3UHXiv1TdSB9jaLAGEd6kDVNbF551mFQLF/mOvEIjQaVZRWRdfpA5ARAPXC5yeVkscoKfV4HqBQ0SD1AEAQJGllt5W0FXLsc27ahl6W4EiS60obexmtHD8vQ9X0YzOhfijHX/+MVu984ZcxNZmadmOF2ft+Hvc2ok4G0h2zNm5gWRms2nZO2kGkoyMjCvnN/De4oBoHEpYAAAAAElFTkSuQmCC) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur90729 2.6666666666667s linear infinite forwards;
}
