@keyframes rwdcur831 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExklEQVRYha3XTWxUZRQG4KftMDR1bKA0SKBWUNPUSgj+A6KIEjUajQnCwrhXY1y5cCsbXbpQFy5N2Bg2KIkSjJEAIfiDNgYIKShQfqwFmqa5GfszdFycb5hxbDuTyElu7s3Mud/3nnPe93zntmjO2tGK4nwO5bh14kFcQncLxxot3NrE5vdiNfoTkEa+W/ExcmVy/xdALvk8jz50LPBOAUuS7wS6Wij9XwAlTCPD8gYAurEeK3EFQ402bwYAUc/zCcgAuuodyrFOAS/hGi7g7K0CMItfMIYVItJ66xLk6xLRf9Xk2k0DmEwAHhKELNT5FAT5SkIJ1zRR/2YBEPIbxk8iA92VdxPTO4VKitiF6ZYAPp/dVEftIo1sGKMi2vWqksxhu9hwSJUv9daafFfjbiFZuTIb0r0Lp/FHci7VRVFK/z+RnlcOBKh2rEuLfo7OOaLvSH4PqpbwANpzol4fC+1ewUVBotFyRFJJZwnj+EawvXNLLLxZ6D/DbzhRk5kcetPVlfzyKZPtaM2hBz/ihbTYKJ4Rdd2F8+V4PrGTbC/FGc5gWzcHp+hbHNEfuMjQu1UiLhGyXS7IezyV55TgShGTbe8Hu6/iCM7hLtyBNjyeFikjt4lsiplBlt5g5n7WbuaODmauc+IDTu1mzSx3YicWCQX9hpP4PWX8b8xAS7lap0JKUyHVaqtgtlTfDAevc+4Axc9Y8zS9b7Jpij+O8cXrDE/HGvfUbDaY7pk5LNdSfc6Qpa42kjLSiVfwQErps8sY3MyK1bTO0JOncIbcp6yZjmx2YY/gy0jKwLyS/I/8EuHGMJbkeVoi2xR9E6xazIYBCovidyV6t3JlgMtLOXSG8yfJTs0tx/r9GtsA+fsp9HPvXzy1io1PsunRIJgZitNkrewucLmNoVxksIjZhU7FRgBahVxWiBJsw8gWHvqQTfcxMEiW53wPeiPl68VBNIFfsTc9Zxir7xELdcCCiHCdaL334Pc82Vuc62HDJNlhjn7L8Nucu432ZQHi6fR+N54TZfweg+UAcpOUtQBa07UkbbxaEKoTq7BvEcU3uLaNvmWMXOXQZa4eZuQHsjf48T2Kq0I9a/GYGGTW42FBzC+FMsZxti1t3o7bsTRF3Cd6wJ+4jP0Y3s7Fj2hbyqvYnOfAcQ4fYu2NyPf4BS7siCyUKlGnta6mjDyDjaLPTLUIJvenTZcL2YwLJQynq4RSOdrow6LnD5f46DWO7ols7cA+0YonuDmo5NPVjZdFo1uZMvtOTpCiKIiWiXb5SwJSPwWvTVcnJnIcORk+46LxvCgmqKLqYTaZzpRJfCKaWn/iQVcu/VHC18LxUgL1L7amaCZSXYci44pJ61fSgnnRukfVSC8BqfSEIQyVowmWKiQ8Kwi50BSTF6nuE2D21oCcFv2+U6S6V4OhtNIbaieieTcvV/vBLsGZIUzUNJhZEfUoHkkAOhYCULFmR7KckOR4euc7iWg1lgnCHk++la+pWwJgVjB4RQJR0XG9jQoJLhEn6i0DcLeQz3IhtWyeoXNcDBwVvvTcKgD9ql88lfN9LqtIeky04rwGA2/DaTgdyWMirftFlHMOFzUAToteUpkl57WmjuM0OV8T7P5ZKGAh61D9oFnQ/gHRs37njl9TEgAAAABJRU5ErkJggg==) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFCUlEQVRYhaXXzW+cVxUG8J8n46k9cq2pMca4EOw0WNQKVYRKSCIUqIQo30IqLFix4T/ohgVSYcEGCUWs2bDpAuimoKoFhICoCk5BVdVIBhlD3CQdqpE1HVzXHY3dGRbnvHmdZjy24EpXM/O+957znHOe8zFjjrEGzGEWDbwyxu6I45Xc0+igP0p29RjKJ3AW30qB0wNeGBstcxG1/N5B738CMIiPCnaEB6aUnugMuVLBDD4hPPAytkfpqIx6mVbuprLf4xxOYWYwHHwFywm0h6YjQjASwIG1JSzZxIXi4eBeWXXh+j6u5J1D3X8sAOmFDl5KYXU8iYkhPFgRISrI1z1K/nE90Mv9G+HeNhYGd98vuPFJ3BTW7x8XQE2wvTbsUFrazr0jSFZPhQQfFvL3tVTePkzpwdAVOdtQum/KcIK1RRhu5+/zmH6qzPmGyICbgjNDFafy+iAMUM1Lc3hUuPmKiN8wK5qp4CI28OJaPC8M6Aq335WiqbSW54pQ1Qe8WhSKmVQ4hc/ms5t5eAudMfrr7HyU5xPsxT2efitcP48H8QeRKQ7wYyZ3Nb3WwGMpt1lNazcTwHIinRWV71oC2cfmMtvb7E+yVuVz23zhAV4QteHWOM09ttdD2ZQAdy4BfDFBnMJqGtk4kR56VxSc22hhPL/X88L7MDnO+B67FwLgibeZ61F5ju5J3v0Ot37HQx/gJL6Nr+DTgrSFjmcTwHVcG1bSC9fNKpm9gg/i9Y/Q/SbzT/LEO1SfZfNVtmb45/foTrNU4UwCX0t5f005P0mPtzOsQ9lelM5WHpzOMMzh9C0qbZZW8RlOP8rsEq3znJ0MYj6Slv4Kf0trdwWBuzB2oD4c1Q33n6KzRucterP0L3Fxh9lZ5k9Qf4R6n8abbAwwwTM1nq+yUyv7SGeM/sCdmnJn3QOgODQo60MD9XeY2uXzezy8y6mZsghZo/0SmxNcu8LVN2neT3MFPzjQjIbF+y4ARYfLGWBBkPA8Hp7k4iT1PV6psP9H1t/P3AozLVrXaf2Mdp/TAnwtrR9ZkguFlJWMaDZtwd4KPoaNPlff5sZlrrdY+jhzCyxeoL/KjQ9TeS0482W8Hs7RwRvK6nhXe65mSbwkWH9KtNt67h2Rjr/Ar/+DH9J+hnO3aP6UmUm6DfrfpTtg9TKVPT4kUvFMGjKfnlgTvOgXQKpi3HpcXDonGN/Dz/PyKt74BzvLGOf0XoRo509c/ToP3Mc37mPr+8z+KPrFVt4txrPH8RfloLKe7/eLUtwQQi8n0qL3Fx3QciCe2wtuPIjnWjQnozR/CWcm+eUNKkuRwlvK0W0jPbKYIV0Q49pGNQ8+rUyZrfzsvYe1lRRyEv9G6/4AMI2r+Bq+usjfB3G3KDhtwa2tlHFJ3KmhUR2jNeDFfLnL8HRJayrpqTV0VuJ5VxSc5QzjvHu7aDs9O4Hf5pkWOpVU2MXu2OHKCZIuprAOtjPHO4InfSWPZobc3xek3lJmR//OSDVCsRQ4jU8lgKYytzvCcy+LzJkVU/NhqycM7nG8mbCayk8KJm87MPFkrJsJclcwvuaQ8e696zgAJpRluXDfnZWWdvHjBFAVYWiM8MKxAdSE9ZfybE9ZSHBP6P4seDItQvF/A6gIxtYEgdYN+aeT7bWNf4ka8phy7hu5jmrHfVGKi/8F7WEAchU15LbwQD3BjVxHvaeM/7YDNXzYyr5ytgAzFrk+cv0XJvSXI87eHBMAAAAASUVORK5CYII=) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur831 1.3333333333333s linear infinite forwards;
}
