@keyframes rwdcur220320 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhUlEQVRYhe1Wz2vbZhh+9Fk2ilIpdhyaaRjPmDAah0DBh41C27DzGGygssIY7DAou2yUnHLyqb2N0T+ghYxBDiPsMAhpD4G0ybJ1hxAc0ssGgRBwHC1WHWWy5bzvDlZqYjmJbNNDWR/4MJKs732e53t/CHiLt3jDIQqFgji5YGYwc1cbSN1G3NvbyyYSiU+EEDcBDAP4x/O8p4qiPPD/QsxMkhRu67AERKVSSeu6/kiSpBtrLyC2thkvjwBdBcbfk/DhFRAR/V2pVL5OJpPPAJC/+oNpmsJ13c+Z2Xu4SHz1DnH2y+B6/CcxMzMReZZlfQEgZpqmuGh/+byHhUJBzMzM3Pq3Hv3pq+9Z/P7i9PPUCLCz71/4lkuSJCcSiR9LpZIYHR2dA9BAL04wM2zbvsHM3u17LaW37xGvbfEp2A4HQETewsJCDoAC4EInOkEQ0V8/L7eC/zAfDHQearXaCoBL8J3uVCEdmfmlJQPIPvileS+XBr79tDsF0Wj02tzcXNbfS4StDAAQjuNMr23xK/XttofF7u7ujO9CrJPgs85GRKPR6+NpYDwNfHCluXqBruvX0Ur2UMkoAMQ8z3vam+bTcBznNzQbltKpLAM3CoVCkypRpTfNp9FoNF5qmiZSqRTK5bJoT8RAH9jc3AQAHB4ergwPD3/cL4FSqfRHtVpFtVrFzs5O4AgCDkxMTAAAVldXf+1UNt2AmTE5OflI0zQAgGma4V7M5/MygEuu6670c/6u624DSAOIj42NdayCjqwByIZhqLOzs1eJyOslOBF58/Pzt1RVfQetMgwNkclklHg8Hi8Wi3eIqNvgvLy8/B2ADIARACoumDsBF6ampmT/xZH19fVvwjpBRN7S0tJdAGO+eh0hJ2PABTRt0wFcXlxc/KxWq22f5QYRsW3bz6enpz8CkAXw7tDQUBzNYRRefTsJP3l0AJcHBgZSALLFYvG+ZVlPbNt+vr+//2RjY+O+H/h9RVEyvvI4ANV38kz1YabDyWCKAYgNDg7GHMeRFUWRXdcVAKAoCrmuS6qqNiKRSF2W5frBwUEdrW+BM1twJAQBBsD5fP44EokcW5bVAFBvNBoegLqmabWjo6M6gJrneW4ymayVy+U6gGOfQH/NpA0il8vF0HRDBaAYhqEahqGiedYx+KOX+2xi55LwvxeEaZrCz+5Xv68tajtOFL5Opf8P/AfQ1y077P7IQgAAAABJRU5ErkJggg==) 15 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcklEQVRYhe2WT0gjVxzHv/MYksmQGYOMulmGbZChbEs95dAiGw97LZSyMKW9tPRQWFpaROKth/HQ9rrdS2/dwl4WkfWy6EIOUqliWQQR/yxUCtKCYAw6GmXiZH6/HjKz1U1iYuIeSvcLD+bPm/f9vN+83+894LVe6z8s4TiOACCia2Z+tY6O44iDg4OM7/ujQRBMB0HwaxAE057njQGQAcghFNqFkdrpxMxwXTej6/oDSZJGlp5DbG4zDk8AXQXeekPCezdBRPRnqVT6or+//zcAFLbOAZgZkiSJ09PTj2RZfvhLAfL9aeDwpL6vaQDffAjcuYXq/v7+57lcbnJjY6PaCqIpADNjYmJCjI+Pf1xl9eHd+yx+f15v+vfe+Wfv3gR++hqonBQ/GxgYeASgJUQziXK5PEJE/r3HxIOf1ton3xMvbfI5LW0yv//tv31+fkpMRP7s7OzbABTbti+/QG3bFkT0BzPz+nbN4N5jvlA/TjOPjBH/VazdVyqVBQBJhIuzLYiwkwAgE9HFji1ERDw1NfUOAAW1LKkP88sPJKm2LI6Pj0ej604lSRKGh4c/aGbeEAAAstmsiMViua7cQ+m6ngsBoqLVEkAsLy8LAL1XASCESAEQpmk2LFDnAM6+JKKDqwDwff9Q0zQEQSBs264HbPSRZVkol8sLVwGwu7u7dHR0JHZ2dlAsFsXL6+ocQPRya2sLi4uLT7rdXJgZQ0NDDwCQaZrU19fXuiCFpjKApOd5C92koed52wBu9PT0pFBLxbpa0DANbdsmADQ5OfkVM1c7nH11ZmZmHMCp67rRxkRtpbbjOMKyrFgqlUqtra3dvWxBIiKen58fBZABYABQcUEtaESP8ANV0zRjZWXlSyLy2zT35+bmxuLxuAXgGgDdsqwYGoS/lQSAGAA9mUz2FwqFO5VKZbtZNIiIXdd9ls/nbwMYTCQS1wG8+PeXco5k2/ZZCAOACcBaX1//rlQqFVzXfba3t1dYXV39IZ/P347H428qipIJZ54yTbPpHtBJJJK6rvcCuJZIJEzU/u9gPB4fBJBRFOWGqqrXNU0zAOgIN6DoiNaVHMcR2WxWDgdNohba3tDMQK1spwzDSIZ9YmH0ujc/IxEOGoEo6XRaTafTamQaNrmjA0i7iga2bfvFsfzMbK90xi0hXtks/1f6BxIylSKOSfOJAAAAAElFTkSuQmCC) 15 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgklEQVRYhe2WT2gjZRjGf/mShul00z/pshgtEkpRSVsRAnraWDyrB2Gkq7JnQTyIPYiwEFjYXtWD3lYoLPSwVA8LpfQgsm1dXUWJrRXEw0optOnYZNOUyWTyvR4y2W2bpp2k7kHcB4YwQ773ed7/HzzGY/zHobLZrGq8iAgi0paBULuM29vbwwMDA68rpV4G4sDf1Wr1tmEYn/l/0SKiQ6G2TZ8IVSgUklrrb0SkJsejVqvV/rBtewKIAOoUm8FgWZZyHGdSRKotiA9Ba121bfsdIGpZ1tlEZLNZ5bru5AletxIhW1tbl4EonUZCRCgWi5mgnh8Xifn5+RRgdCpCaa3/7IS8gUqlsgyco14TwTvEb62o1vos/KK1ltnZ2ec7iYIql8tTZ2L3sbm5+bEfhWProZUq1dXVdbEdxa3Q29t7ET8FgA4iQAEqFArF/w0BoVCov2HzuLZs+pDNZgHQWhc6JX1rWnjtilDaB8/z7sdiMTU0NEQ+n1dHCzFy9PDa2hoAe3t7y/F4/NV2yb//vf4A/PYXxMNbP5RKJUqlEhsbG6enYHR0FICVlZVbgdvmAK7eqJ956jy8+KwwPj7+ZSwWA8CyrGBG0ul0BDjnOM5yOxX/6Vdahi/Xn5u3RRzHuQc8DfSPjIwEm4q+15FEImHOzMy8oLVumoT3y4ffv1sXuXTtIfmla1q01tW5ubk3TdN8godt2IRWO1Mlk8looVAwlpaWJlOp1BeN9br4k/Cuv3iHzsPGzuGDLz0Hn78Pv/689EEmk/ka2AP2ARfwmohaREEnk0mvUCi4Y2NjN3O53HsiUj98YM8fJI+ZcOXtEDc+wvvlx28/zGQyt0zTdBrElmU1FeBpUNTD1gtcWFhYeKNSqdzTWsuddZHrCyKfzGm5viByZ70+dovF4t2pqalXgGHgyb6+vn7qY7ip2wKL8IunF7jQ3d09BAyvrq5O27a9WCwW7+7s7Czmcrlpn/gZwzCSft77AXNiYuLEy0mQe5PyPYgC0Z6enmi5XI4YhhFxHEcBGIahHcfRpml64XDYjUQi7u7ubiPnmmNGcAPhAAIEkHQ6XQuHwzXbtj3A9TyvCrixWKyyv7/vApVqteoMDg5W8vm8C9R8Ae0PkxOgUqlUlHo0TMBIJBJmIpEwqec6in8f7GSIBRbh3xeUZVmNBfPg95GxHkXDw0fp6f8D/wDkSDf3TXuofwAAAABJRU5ErkJggg==) 15 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXklEQVRYhe2Wz0scZxjHv/PuuIxjZl2jhE5ZwrJICyuGwEJuJtJrSg+FKSkUz6WnEjyVHObUXNv8AS148hDsJSCbHBSDNs0PEFlrofSQIsK6TnXUkfm1z9PDzLqNrjozJYfSfC/DvMy8z+f7vO/zvC/wTu/0H5cwTVN0XpgZzJxqAiltxO3t7crQ0NAnQohbAC4D+CsIgqeKojyIPyFmJklKPfW5Ent7e2UiWmDmNvdWu91u/25Z1iQAGYC4YM5kMgxDuK57h5mDMwK/ISIKLMv6AkDeMIx/B2GapvB9/845rs+C4GazOQUgj6yZYGbYtn0zqfNemZifn68CULJCCCL6I0vwjjzPWwZwCdGeSF4hcWnliYjrr5gfv8wGQEQ8Ozt7LUsWhOM40882mCtTxJUp4n0nG8TW1tY3cRZ67oezqERfX9/Er392U6apafi7KhQKE4iXAAAlARAAhCRJl/edaKA0ki04AEiSVOzM2assTw2YphmhEu0VBqKxzZ3sAGEY7muaJkqlElqtlji5EU8BrK+vAwAODw+Xq1e77fSX37IBNJvN5wcHB9jc3MTi4uLFSzA2NgYAWFlZeXTjQz5e++9/SnfIAFHZjY+P/6hpGgDAMIxkP9ZqNRnAJdd1l3+odyvhuzlKVQGu674GcBVAcXR0NFlXjNdI1nVdnZmZuU5Eweff0jHEx/eIf964ODgRBXNzc5+pqvoeumWYWKJcLivFYrHYaDS+3D0g/idEZSp6Pyc4Ly0tfQ2gDGAEgIpuKV4sZsbk5KQc/ziyurr6FREFD58yT9yNAG7f6w1ARMHCwsJdAKOx+wIynowCUdoKAK7U6/VPPc97TUT8bIPZdk67tm37xfT09EcAKgDeHxwcLCJqw8ndn4SIN08BwJX+/v4SgEqj0bhvWdYT27Zf7OzsPFlbW7sfB/5AUZRy7LwIQI0zeab7JPcmETvIA8gPDAzkHceRFUWRXdcVAKAoCrmuS6qqhrlczpdl2d/d3fUBhIja76n67yiXAIABcK1Wa+dyubZlWSEAPwzDAICvaZp3dHTkA/CCIHCHh4e9VqvlA2jHAOkbyDkS1Wo1jygbKgBF13VV13UV0VrnEd8HOeXtOBVEfF8QhmF0Dpjj51uLelIdh2/T6f9DfwPupGTHfZ7cBgAAAABJRU5ErkJggg==) 15 15, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur220320 0.8s linear infinite forwards;
}
