@keyframes rwdcur149984 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 4 4, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqUlEQVRYhe3ST0gjZxjH8Z8xRGLUUliKTKstu0PESFqtaJUWx7XUPycR2kuPuVhZoQQ86CGIFxERPXoLguAhggoiiKBxXMFWaV23TQolXSxlh0ElJpn8mXnnfeftZZXFZnddmwoFv8eBeZ8Pz/sCd911JX72Ld/e3ua3Na/o6oeFhQUuCAJUVYWu62eMsX1CyKOBgYHjWwEAwNzcHGeMgRACQgg45wqlVBoaGooVGmDL95EQcpbL5fDdN48RDAZxcnIiMMbk8fFx8VYAlNJ9wzDwSceveLJZh8XFRcTjcYFzLo+NjRUUkRdgGMYjSqnS3d0Nd+sBft9rwtLS0iUiEAgUDJEX4Pf7jwkhUllZmdLb23uJWFlZwfn5ucA5l0dGRgqCyPsILwoEAmJRUZGcSqWE1dVVxH78DA+af0BPTw9cLpdiWZY0NTX1rx7mawEAMDw8LNpsNlnTNGFtbQ1/7LfgftMeOjs74XK5FM65NDMzEwOAUCh0jzE2m8vlBnw+39l1AHmv4OUmJiZihBDJ6XQqXV1duN+0h2cHrVhfX0cikRAsy5L9fr8IAIyxWcbY15RSeXp6+t51AG/cwEUvhsjpdFrY2NjA8U+f48NPd9He3o6KigrFZrNJ9fX1KUJIOJfLeXRdjxJCpNHR0ddu4toAABgcHLxEbG1t4c+fv0BV/Q7a2tpQWlqqUEolj8eTIoSEKaUeSmmUECJNTk6+EvFWAADo7+8XAciapgk7Ozv460kb3v94Gy0tLXA6nQqlVHK73SlKaZgx5jFNM6rrujQ7O5sX8dYAAPD5fJeb2N3dxfOn7RC8YTQ2NqKkpERhjEmiKKYopWFCiCebzUaz2awUCoX+gXjjI8xXMBiMmaYpORwOpbm5GYI3DOWXhzg4OICmaYJpmnIkEqkwTfOhruuxdDrtSSQS3+c760YAAJifn48RQiSHw6E0NDSgsm4TauRLHB4eIp1OC5RSORKJVGQymXgymUQymXyc75wbXcHL9fX1iZZlyZlMRjg6OsLJb1+hsm4TbrcbnHO1vLz8vXg8Dk3T3olGo+mr/994AxctLy/HTNOUiouLldra2stNmKYJznmlpmm2TCbzNN9woAAbuKijo0O0LEs2TVOglIJSCrvdDsMwoKrqM1VVH/ynAABobW0VKaUypVQghMAwDCSTSZyeniYAvFvIWa/M6/WKNTU1z6urq7nT6eQAOIC1Wxl+UVVV1Ud2u30NwOmL4R/cKuCuu/5X/Q3ZP/0/8tXRfQAAAABJRU5ErkJggg==) 4 4, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 4 4, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADq0lEQVRYhe3ST0gjZxzG8ScxRGLUUljKMq227g4RIrZa0Sotjmup/y4itJcec7GyQgl40EMQLyIievQWBMFDBBFEEEHjuIKt0qqtSbGky5ayQ1CJSSbJzLzzvvP2ssqyze6621Qo+D2+8L6/D+/7Arfd9kL8/Fu+tbXFb2qe7cWFhYUFLggC4vE4dF0/Z4ztEUIeDgwMPLkRAADMzc1xxhgIISCEgHOuUEqloaGhWKEB9nyLhJBzTdPw3TePEAwGcXp6KjDG5PHxcfFGAJTSPcMw8En7MQ43arC4uIhEIiFwzuWxsbGCIvICDMN4SClVurq64GnZx++7jVhaWrpCBAKBgiHyAvx+/xNCiFRaWqr09vZeIZaXl3FxcSFwzuWRkZGCIPJ+wssCgYBos9nkdDotrKysIPbjZ7jf9AO6u7vhdrsVy7Kkqampf/UxXwkAgOHhYdFut8uqqgqrq6v4Y68Z9xp30dHRAbfbrXDOpZmZmRgAhEKhO4yxWU3TBnw+3/l1AHmf4PkmJiZihBDJ5XIpnZ2duNe4i8f7LVhbW0MymRQsy5L9fr8IAIyxWcbY15RSeXp6+s51AK+9gcueDZEzmYywvr6OJz99jg8/3UFbWxvKy8sVu90u1dXVpQkhYU3TvLquRwkh0ujo6Ctv4toAABgcHLxCbG5u4s+fv0BF3TZaW1tRUlKiUEolr9ebJoSEKaVeSmmUECJNTk6+FPFGAADo7+8XAciqqgrb29v467AV73+8hebmZrhcLoVSKnk8njSlNMwY85qmGdV1XZqdnc2LeGMAAPh8vqub2NnZwdNf2iDUhtHQ0IDi4mKFMSaJopimlIYJId5cLhfN5XJSKBT6B+K1nzBfwWAwZpqm5HQ6laamJgi1YSi/PsD+/j5UVRVM05QjkUi5aZoPdF2PZTIZbzKZ/D7fWW8FAID5+fkYIURyOp1KfX097tZsIB75EgcHB8hkMgKlVI5EIuXZbDaRSqWQSqUe5TvnrZ7g+fr6+kTLsuRsNiscHR3h9LevcLdmAx6PB5zzeFlZ2XuJRAKqqr4TjUYzBQcAQE9Pj8gYkzVNE05OTgAAVVVVKCoqgs1mQzKZPDw+Pq7Pt7cgAABob28XLcuSTdMUKKWglMLhcMAwDMTj8cfxePz+fwoAgJaWFpFSKlNKBUIIDMNAKpXC2dlZEsC7hZz10mpra8Xq6uqnlZWV3OVycQAcwOqNDL+soqLiI4fDsQrg7NnwD24UcNtt/6v+Blfw87OsAtQmAAAAAElFTkSuQmCC) 4 4, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 4 4, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADs0lEQVRYhe3TT0gjZxjH8Z9JUGLUEFixDhoam0ZMlSpS0IsjHvxzkoLtocdcrKyXgAc9BPEiIqJHoQcRBAsRVFYEEaqOKxS2h5TS5FCMrmLHmEjMZJLMzDvv5O1llWLjrmutUPB7HJj3+fDMO8Bzz92KXX7H9vb22FPNK7r9YHl5mXEch1gsBlVVLw3DeEMIeTk0NPT2SQAAsLi4yAzDACEEhBAwxkRKKT8yMnL42ABToYeEkEtFUfD9N6+xsLCAeDzOGYYhTE5Oup8EQCl9o2kavuz6Hb/+9AVWVlaQTCY5xpgwMTHxqIiCAE3TXlJKxd7eXnjaf8EfP3+F1dXVG0QgEHg0REGA3+9/Swjhy8rKxP7+/hvE+vo6rq6uOMaYMDY29iiIgpfwukAg4C4qKhLS6TS3sbGBaDSKuro69PX1wWazifl8np+ZmflXF/O9AAAYHR11m0wmQZZlbnNzE0dHR3C5XOju7obNZhMZY/zc3NwhAASDwReGYcwrijLk8/ku7wMo+An+3tTU1CEhhLdarWJPTw9cLheOj4+xtbWFVCrF5fN5we/3uwHAMIx5wzAGKKXC7Ozsi/sAPriB694NETKZDLe9vY2TkxM4nU50dnaioqJCNJlMfHNzc5oQsqsoildV1QghhB8fH3/vJu4NAIDh4eEbxM7ODk5PT1FTU4OOjg6UlpaKlFLe6/WmCSG7lFIvpTRCCOGnp6fvRHwUAAAGBwfdAARZlrn9/X2cnZ2B4zi0tbXBarWKlFLe4/GkKaW7hmF4dV2PqKrKz8/PF0R8NAAAfD7fzSYODg4giiKqq6vR2tqKkpIS0TAM3u12pymlu4QQby6Xi+RyOT4YDP4DYX4IIBQKJRsbG1+ZzeaBysrKckmScH5+DkmS4HA4ygEMxOPxH+12+w+qqn4ty3K9JEkkGo3u3j7rg3/BXS0tLR0SQvji4mKxpaUFVVVVuLi4QCgUQiaT4SilQjgcrshms0lJkiBJ0utC5zxoA9eFw+Gkx+N5ZTKZBhwOR7ksy1AUBel0Gna7vTyfz38L4PNUKsVkWX6ZSCTI7TMevIHr1tbWDnVd581ms9jQ0ACbzQYA0HUdjLFPZFk2ZbPZ3yKRSKbQ+w+6hIXq6upy5/N5Qdd1jlIKSiksFgs0TUMsFjuKxWKf/acAAGhvb3dTSgVKKUcIgaZpkCQJiUQiBcDxmLPurKmpyV1fX/+n0+lkVquVAWAANp9k+HW1tbWfWiyWTQCJd8NrnhTw3HP/q/4CTQz4AoUuBakAAAAASUVORK5CYII=) 4 4, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur149984 1.0666666666667s linear infinite forwards;
}
