@keyframes rwdcur153359 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 11 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 11 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEc0lEQVRYhdXW24vVVRQH8M/vzJkLMzZemCYrGcdLiVAiFEE+RFhRlgVZL0aEb+ZD9RDhS0hQaNFDdIHoDwjpJUKQCiEJoihCrFBENM0kb4M2XvLMzJnZPax9LtqZ4+hbCzb79/vt9VuX77rtwjSUKGGB2GdhMZbib4zjPPaign6U89nZIs5nROU2Zz1ZOVSzAbPzM8zDIcxp4puHcuJk0eBrS6U2Z3UBE/iM93axJRs9B10CoWYnegVagzNRDkW7wxSCel/hyPvDmGL7MdazEUcFSrWQ9OR9PBt3sGDkWga0C4GC04lZp6ADJX7BevYIbwk0euPUlDD6IuakMOLQDRuQ4rw0mq2pZSb+Ed4N5tUrkLgH8wUKJzCcqBQcv24DUmw1z4JKnIqnvwTMp/P5SmzCvZlzBL9jOwYTI0VUy3+oXRJ25fPSBtmnaj1pys9xajNHsAZvNimHAdyHO0RYutroaU2JrhRxfGAfKd0ipYXSOtJaUloqpWHpR9I4o4nUYl1IbEhtHJ1JGU79UeMsR3btJaDo4AIO0m92ME9cKeMilheBwvUZkH+qYP9u6IuPI5oyqmAHviNa1DA/XClmPs5M72N7BOTEOT9M4JGiGp+n7tNBfEuuF34m+qF6Iu9pp6NtGWaaWtRkwLb8qIoOhuTGPxlrNXRjNl+O8jgXE6XpwlBusrTWXnuzzIqo964PsKY7GO/KDCqhaJGsdDy4VxIdoI+bQ+5q/OoaZTiYDRjCsBg8c/I+v7fJysM4R2RbNaSeqEnryGx96OfW+PpIK8V1BFLD69rYrSEzgCdwbjX1Trhqocaw7eSNxbiEMZylmC2mQhc/YQGfaBPqchMKZXiH3cTgfyag++q2GgKTmbNLvQxN5r1Wf6PqbWeksbWEv6a0IhJk/FN2bx4Kk946yuesKFhxTI1DXEO6cVOWMNZC6nhI7ou3ighny8lYyq31JKoX6l95fQnrlvCbnPVT+aH7KgmdIgnOCo25IengWMOAwTRNGMqQr1DHV+PFksZgnWTLwhCmqiFiXIQkZb4+kQe98Y/u+CfHtjYLekRnvBKB5pdvUBzNgnPd1wN0WcDfmcVVw/JaizZPFG3N2EnubIiu4dcagSYqkD48zEub8pfeLHxPNmCFmPz92dMxEYK5OCAG9CWsZeSjuvKRmRoAxThpx8c89bIArizKQkbkdEbnrBi4Q9nQLpFNc2ONxh/HMDXdJbXlLHiV5UeIhDqQlZbzGhPTaBRf4HtxTysLzO/G7YHOvhBX1SL2dW9bfUx4mrQcW18TIUhZzNarmB/NCheK1lXOvAWDGzlzjYtvSwSKcK7Yho3viprvFwl4NX0totytMXizyrZzeKb0MOkx0kRFqh6W0rKmG8+q2Cd3StVT0sSUNJFiaRRqW2p7H4BdufU82YN+0gvxPb1Nuh/PYoDUR3EYk3Q2QG8L/4wYiOv5Q0yUsfMyxRmMUvyJi6QHSQMh7XqUz5jpSluClomEr2C/uIPfiNzrNaCZevKifh35H9K/Ftdq9HAR0jwAAAAASUVORK5CYII=) 11 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 11 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
}
div.testarea{
animation:rwdcur153359 1.3333333333333s linear infinite forwards;
}
