@keyframes rwdcur229489 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0UlEQVRYhb2XXUgjVxTHf1n6EqSs6UJBKwzUuvRhmoYkdFk1EMU38UFhwQcNhs0+FCrZFRWsbKsLrmCKNmgp7boNpG/98mHrUz8sRCvFJNpsHspqYAdchQ10lK0EyrK3D90ZJjUfM7Hs/2Xm3jtz/v9z7jl3zth4QWhpbhal5m0vSoAm4v2ROQDuf5rlXiHOubMadTnlkp6VQo89cGquJgFG0lAwUDQuJ2hEnhZvvSsD/3qv4aVaBISCAZZjcQHQ1u4jmUoDCG3tvRvjFcnvFeL6Wk0RSKbSxO7eIRQMELx6Da/HrQtra/dVJd/N5Wy7uZwNaozATibLxnpCJ0um0vzw0xpjN4Zpa/cxNNAvdjJZOp9doRS5Zmc3l7OZFuByyiIUDJBMpdnJZFmOxbXQ4/W42X+4B8DGeoKdTBaXU+Z1j53oZx/S+ezKKXINlsrQ5ZRF7O4dNtYTJFNpPfSaKE2g1+Omrd1H8Oq1iuQ1weWUhcspi6WFObG9tSmGBvr1q8spF92PyNOi3AF0JgHbW5sin8+LoYF+kc/nxdLCXNHVKKKaPUtJKEmS0DLf5ZSJLCyy/3CPZCptLEeSqTThcJiN9QSRjz8RiqL8fyeuJEliaKC/7BYYx5IkVY1ATeeA1+NmORYnGo3i9biJRqN65mvjcDhsylZNodE8c5x/GZdT1smNV/X4CWZCb1mAJEmiw3eZ3zO5is+97WxmLbFZVYQlAZrnr5x/lc8Xv0BqeU1fm5j4gAd7f/DXk2O2M1um7VrOganxef48fkw2+4DVlTWU3Ucou4+Ynb3F/O0Fq+bMR0CSJNHU0Mj+4QF1djsAFy40cfGNN9n87Ucc9Q72Dw8ATO29BksRCA2O0tTQyEmhwOVLXXz79Ve0v9PBSaGgr1mFKQEj8rQAWP7yI31udvYW/s5WZPkixrWmhkbM1L9pAcbvuXqkoh6pAPg7W3HUO4oSMTQ4inqkErs9YVpERQFGcoClm9c5KRTo8vcwNjyji+ny97B/eEBkcZKlm9dx+/xmuIEKSViqk/n76VMAtja38Xe2AuCodxAaHCWyOMlJoaC/bzYRS0agXBv13+fGhmcA6O7t0O8VRbFZqYJTX8Nq5HV2O7193fzy86/09nXr7xkT1ArOGRsGM5476h0ArK6soR6prHy3Sm9fN+qRSp3dbqkC4HkEWpqbRY89ULGBBH1fxdT4PJHFScaGZ/RqAIpywCxsxt+lSuRGlPNSOylrPgnNkBsxNT7PN/Hv9bFVcni+BcZfJTNQFMUmSZIwJl6tbZetXNdaLQrGbThLz/cP8l0stH0eg3IAAAAASUVORK5CYII=) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAErklEQVRYhcWXXWwUVRTHf4PEdIOFLkaxUjLG8lFlumy2q9K0DdQ0UQw10SJUKEsLbWhjyOoGmlg0dmNidCniBowSPorF8CAtRVskJk270pIi/YDC8kJZw+jSxqx0WyupMSTXF2eyn+1ueeC8zMy9d87vf88999wZeMgmPagDs0kRV695p/WzLDNTxGof9vmkObOFaveVFbawZ7NJEeVlpSK0bdjnkwDqHC7qHC6KDTbd16wEaNArfb2if2BQB5tNiqissDF0/QaRUQmFhtqsBOTlFwCQ8cxSrDkWXVTjsSMcO3GSsfG/wsY7FKfIrlEAuP6VN6xvbrJws0kRF3u6qaywsee9Xew7cJD+gUHy8gtwu90IIViYNh+QhaqqUiS8baopzF9CETCbFHHogEuUl5UKgKONTfQPDOqzt+ZYuNjTzdVrXswmhR3lWzEuSGXblk2ic87pMPiwzydpOQFJ7AKzSRGNx45wsadbb9NEaHlgzbGQl19AxY4qVmWvZOj6Dew7nWHwRHlxRZSXlYorfb1R19Ds166NX7YIh+IU8bbhrARc6esVgUBABAIBUV5WKgKBQJQgs0kR27ZsEmaTMiP8kUThsiyLXTVVtLae5fms5Zxv/563Nm5kftpCPnZ+hDXHQmvrWex2O088buTUd62sfsGC7/ZvTExMOB98+v+LKC8rFYcOuIQsy3oUIiMgy7I+RntPu4+0pOuAlnRZK0z4b9/Ctm4tbrcba44Ft9uN3W4HoK9/QBfd+Mn7DHX/RCwRSWelLMvCuCAVT3sz37b8QFnJ63rf2vUbCE5MYlyQSnBiElVVJVmWxTyDAYB7U1OoqhrGTCoCsiyLwoJcFqVIDHZ7wuCD3R4WpUgUFuQSnJiksCAXDW5MM2JMM8b0mVQlVFVV6gLR3NTOB3s2YzrXDsC1WyoAGc+tIf/FQt6p2ovXe5PL/VfjgjVLaglkWRYZ6U8D0HrmHNZcS9SYlqY2vN6bHD3ZoLcFx4Mxww+zOAsqt+7m6MkGrLkW3mz4EYAzu19jccYSMpcupcRWzJL0dB2qWSw4JBGB0Nn7R0d4o+E8v3yxk+rOIr5+uYOX3j0MwNCln/m1+dNpoaGWVBJWbt0NgCZEg1d3FkWNTQQOCUZAO1LrXQ4d/miejX8unaK6s4gPlzfqS3DB04WESFjAjBEIPc9LUrfjHx3BPzqCr/kzUlZv5kTdkwDc8f/OBU8Xztr9iXATExDvY2KewYCzdj9/nHPz7J83cNbup793kMcMKUnBpxUQC/7v/ftohaXnchcA1dt3Uu9yoA7f4ZvDp9l3cC/1tZ/HLLuxLOY6xYIP+3ySthOyVuTQ4Wlj1UqFu2Nj+EdHCN0hRWuL6fC0Jb4LQs/seHCtPzgejIKrqir5R0cAWLVSocPTlsjkgZBCtCwzUxQbbEwHDz1c7o6NERwPhjnTnjVxgJgpCrqAOodLb4z3DSfLsqh6ag9j9+7C39AydTwqzJqISHHxLCoJZ/qAfMW1huwahZbJcLiqqtK9qSlenfs268SWuLU/0vQIRP4wxLMNtvU6MFZ/do2CoixnsTedepdjxiWQYPqfx4RUhVjk9ku0Ij40+w+XxoYA4HTKdgAAAABJRU5ErkJggg==) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBUlEQVRYhb2XXUibVxjHf9lkLIhtXmXso7JT8GOZfU2zxDldlOkYlOEsaLdWmGZqI20vSphYL3YzZXdalNDKLtRl6NjFWLCbhd4IE6JIV7XOpjDUwDIyHRWNWylenl2M912iyfJGN/8Qkpw88P+d53nynPOaOCIVFRTIZOumowLQID7p7APgwechJnfHeOooAerN7n1rhgHsNjVpCo2qU+2VpVdU4O/dGwKIN/W0uRO+222qbG1ukkbA9ppP7o4xuTuWHkAzvX9vTs4vLOrGdpsqPW1ufnrwkKXl0L/2UTLz1XDYtBoOm9ICuKqqAcg/WUiZ06FD+UeHGf1ynO2dPzPeuWYMsBoOm1IC2G2qnJ0J4mlzc+3jq1xobsNuU3FVVePz+ZBSkms5hhAiaQnSmWtKALDbVHlzsE+2NjdJgBH/GPMLi/ruy5wOZmeCLC2HsNtULra2oBzP4aMPLyT0glFzSDIH7DZV+keHmZ0J6msahNYHZU4Hrqpq2i52cLr0VEIvZGKeUlqH3783t+89vvv3/gs61V7pHwpI/1BAdqq9MtX0i1fKHvB6veSfLKR/8AY+n4/+wRsaHF6vF7tNZWk5xOnSU9htqjzozp/euyCEkFevdDAxcYsSazF3bn/HB+fPc8ySy2e9n1LmdDAxcQuv18tzeQpffzNBxesO7qxNUuM6c/C074VobW6SNwf7pBBCbm5uJi2JEEKPySTt8UpZAq3prK/YiP6yhvvdGnw+H2VOBz6fD6/XC8C9+QXg4A2XMlgIIZXjOUzf/pavAt/TfO6s/lvNe+8T++MxL+cXUVxoBWBl7WeCs1MZpz0rlXltdSUbKw9ZDE4nmC8Gp3n+WRPO1+q53H4JUXSCyOpvhEIrADJTiLTBZ8pLpa1QALC8FgEg/9W39pnP/PjDgbJgKFgIIbPNZgDy8vIB9NRrOmgJ0t4HhBCyp3sAxaKgWBR+ja6ytRWlqryWubtTXG6/xNzdKba2opl6GwMAGBm/DkB0Y51ssxnFojAyfp3KN95BFJ1AsSg67P8C4GnpIrYT27deVV5Lzdtv4mnp0iH+U2mzXQihv0qsVumqqJT+oYB8tL4tXRWVssRqlY/WtxPijHqkzED8bD+X084zWVlEIhHTk91d4J+yeFq6AGhorNNje7oHDJcjKYCRg8XT0kVDYx11DbUoFoXoxjr5L75EbnYeqlpsxDs5gBHz2E5Mz0BDY52ehdhOjOHf+7WhZEimooICqRkYMU+X2kgkYtJiIpFI2rlg0k6verMbo+e5EEJ2vHCN7SdbBB5/YcgolbIAtMclo+Y93QOoajGh0AqBvmRRGQIYNdfU09epfz7M7nWA+EeldDqs4V6ZUt1gDnWlykB/AYChRiuD4p20AAAAAElFTkSuQmCC) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur229489 3.3333333333333s linear infinite forwards;
}
