@keyframes rwdcur163242 {
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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEE0lEQVRYheVXXWgcVRg9996Z2Q3Z2uxSNktBtDZpNQn6UoJGCkUhLam00mCIQfypphBjMDb1oVVCaY1QSEykJE1olUZLLVSS2NJSBKEgRqH1wepW48akopRQwraxdjM7c+deX3Yms5Nk3d3sW8/b933n+87h3rkzd4D7HSTXhqSZrKKU1hCQcgChVDouISeEEOM+1Xe94Aam49MPqEx9S6HK65TQRzJxhRSTpmUOccEH14XW/btiA1f+urJbZeoRQsiabMzakFLeMiyjo/rB6lN5GRiJjvh9zDfMKGvIRdgLS1ifJXmyeVfVLiNrAwPfD/j9qv8CJfQZT4krVBljlI0ywq4SQmYAQEq51pLWJi54vSWs5wAoaSakdUk39Z2tT7UuMqF4EwBwW789TJPp4oyycxrT3m5/uv3GEi3/APgNwKm+7/rKDMs4aglrm6u+TUgxBOA1b+OiFWj9qnW3QpVPXCmhMvXd7rruj5Yyuxw6LnYc4Bbvcue44C/27+w/s6yBHcM7Svyq/w8sHC8oVOk43Xg6J3EbTWea3ueCH7ZjCTmjm/r686+cTzjz3Q3x+fibVKeOOCX03OU9l/MSB4B4Iv7BPJ/fLKWsTaUiQoo9APpsTtoKlHWXTROQh1Mh1xStPNoevZGvAQCo7K181LCMKAAKABLy+uS+ycpFBoo7i6sYYT87BUK+nDs498JKxG2sPrj6gpSyzo654OsThxNTgGsL7pn3ajx9o4UQB4C55NwogDpXqgbAFJBalhQ2evquFsrAErMcLbeBkIc0U0ADNz3xwoNeQJG84DYw66mtLaCOd5aj5TYw4SFtKqCBak/saDmnIKAGxhllDoOA1N/BnYyf0mxR4iupl5BObFrmeAKJlI4L5d3lMQBlKQNcZepj0XeikysRr+itqDIt8ycsrPa12L7YE3Y97VUcDoSPU0KP2DVK6McAtucrvvXTrdC5flRI4Wy1kOJ4DDGHk3YKQkWhgdJA6a1IIIJIIIJwcbiu8YvGA/kaCBYFu8LF4S32vNJA6d/BouAJN2fR57hlrOUlhSqfu3MKU97r3d77YbbC+y/th871Li54mnkueP2x54+NZDQAAIe+OTTMKHvZnWOEfa0xrW3v5r2/ZxLv+banwrCMfiHFFnfeEtZg57OdLV7+kjeiYFGw2af4woww962mFsCvJ388eVGhyiglNO1KJqSwr2S18GytJa0xnettS2kteyk9e+2spinakEKVV5fjZAMu+GCSJ9saHm/gORmwMf7neJPGtB5CSCQXYSnlTcMy2moeqhnJxMvqxyQ2Gwswyt5QqdpMCa3IxBVS/GIKc4gLfmLDmg36/83O+dfsbvJuGSX0SUroRgISAgAJOSukmBBS/LDKt2oq15n3N/4DosN9GxS81fgAAAAASUVORK5CYII=) 15 15, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE3klEQVRYheWXT2gUVxzHvzNv9u3b2U1mnI1RcirUJqGFQkFq0btNhRrEg9JaLZRYe5AiIjWCp6rpxRYvRY30j6gg+Ke5pKIXT1qsILS2NbH0YCCHkH27s5udeTM7b14Pm93sJhs1f27+YJhhfm/e9zPzfu/3+w3wqpu21Ae2/rC1O2tmN3eYHT1ZM+s4pgMn5XAn5YxZzLq35bUt40uZz3iZQeQYydjM3r82vXagHJZ7kySJJEmCEgpKKJIkiaSRBEswPJp89MRi1nCaps+vy6ybWTnAIHZLJb8rh+X1lFAQnYBopHqedxi6AaKT3oSeOM0M9lUpKB1qS7ZdWR7AICiAcwA+BQAhBYqi2FK4DtV46KTT0I3LQRS8Twkd0DQtfHmAqvgIgL7G2+WoHBNBRimh15nBHqaM1GRAA4iK6PIM710a0h1EJ31EJ0YD3F4raXUqpfpbQbQOwkH8WHvzBrsN4CCG8Nwgu/D7he4MzZyxmd2XNbNwTAdZM4u2ZNtFopN9LwToPNH5UUmULvvSb7x9HAon8M3zpJvtxuMbx9qSbScbIcyE+THRSVNMNAFs+n5TxhXuU+7x9a7vIoiDqvgQTry89JyN/D0yB5Fy4JjOFCX09QRJ1HeH3viAxaz9FrPWW8xChmWQ0BO3oZYnDgD9b/afKgWlWwW/AFe4cIXbKSKxv3FMUxA6KWdAgwYZS0glYwV1kB/ny9UHAIhIfFkQhb9qgalr+ucAvq3561/gyK9Huu2U3WsxCzazsSa1ZpQf50vKaq1s19u7xktBabTgF1DwCyiKYvdEYaK35q9/AZvZm4lGqm8fS2iadnOl4jWbCWeuA9he25pRHG0G8GQ+QI+u6XUAopMHqwVQDIoPoziqJ61YxW/UfHMAKdvRtPr6I0ESk6sF4Ap3siIr9SyplOpYAGAxCxo0xHEMqSQooaulD+5xhDSs1xAFVffNASQtrkGDVLIG0AVgZVtg1vJ+vqtxCZRS0wsA2ln7mK7pVYBqDGwE8HiVADZKJetFSyo5tgAgQzP3Zp2QsQSAHQB+Wg0A7vGdsYrrMSCV/K3ma0rFzwrPxvJ+vpt7HNznkV/x39rzzp4V5YLs19kNNrP/yZpZY7Z7Gr+y+0pPzd+UCdM0fU4pdXp2JxgAzgD4YCUAJVE6o0Grl2cAw43+plrADHa+nbVP2SkbFrOQoZm+a39eO7Zs9UEcDeNwW0mU4PouCn5hyhXu2UUB0jQ9kzJSh2rp2GIWTGqevPrH1aVDDOIogCEACOIARVEE9/jh+1/cb+oTWzYkoiJ+LgbFvdzjyPk5cI/DFe6tmXDm4IFNB/59gfAGVJdu2zzPJQzhk/nDWwLIWNIgCkbcwO3jHkfOq0Jwn0cFURh1hXsz7+cfcI9PTpenMe1Nd+W83MZcObezGBa3YWGrdxvAhxjCgpasZU9IdBKGUdifTqSHJZN7a/VBKmnIWG4PZbjdr/hgBkOKppCO0giiAKEMEcURvMhrnO4igIFW4osCAAA1aAhgX66cu9PO2k9LJTtrOaJ+XuQ69mMIKaYAHMYQLi2m8VyAmmXT2UsT7sQvZsI8UElWBmQsu5tAFgKMV2RluCIqZ+Up+cIfkyX/mt39726vK9z38n6+J+/nO2bjYzrn5Z5yn9+789mdJ0ud89W2/wGxzWYJweUOTQAAAABJRU5ErkJggg==) 15 15, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEklEQVRYheWXX0gcVxTGv3vv7M76pypCRYJQSY2hVvqUlBBpaEubapEGCY0pJqFJsRVR1iB9sRFCUF+CNSakKGlp0iZtE0r9Q1Pa9EFIUfoglAZrYzDFQgitBo2yxtnx3nv6UHedGWezqPuWA/Nwznz3fL97Z/fOHeBJD7beARmtGaWLcnE3gG0AclfKswAmMgOZI5FTkfGUA1RerMyaXZptmI5Mvzcdmd66YC/46rLNbORl5k3mP5Xfm5uW2zNwZCCSrDdPJqjrrztmBsy7nPF2MGxNpmeMFXHGT4eM0N2GwYZDyfRGohtnR86G5pbmLs0szhxg639SAEOewY0vO4Y6Xs9Jy6mt31Vv+8l8V+DarWsh0zCvCyYOuHsyyRj7FkANgO0Asleu5wAcZmD9AKTLgPMjaUbaQN8ffUE/L98VMA3zkmDiVVcjxgcDIhCePzk/5TNkAcDth3h4ueBMQRFn/ByAcsfYctMwewEc9Q5cswLDfw8f88xcCy6ab35wc9/48XE/c1eMNY1NDtUOVRjM+MhZF0y8O3pv9OBjAe7M3MkJiuBpZy3AAx9efefqx8mMvXHl4JUOgxutrl4i0DU1N5WeEMAQRj0Di/23IbgY7KrsWrd5LEIi1CaYuBHLGVi+wY33EwNwo9aRyqAIhjdqDgBtb7QhKIJhMOhYLcADTo9VgAVroZQzXhjLBRf9zS81T20GAADCZeHbgokf44aMl0RlNL6fxAEEF7udAw1u9G3WPFEvznjcKw7AwLZ7RKOpAhBMuHoxturFHcVcj+ifVAEwxu67cscPPeG7gNEGtt8NRByAiB44b2joLakyISJXL8KqlxNgwgVAekeqABSpFz1AcS/uEI04RVLL/akC8PbSpONecYCsUNa4Jj0ZB9KqsvOXzqLNmncPd5cqUq85zG+Zhjm1BmCF9IIjNWxld2/G/MSNE7CVfQ606rOsl50eHgAlPyHQdCxXWr3Z9H1Ty0YBLGm1K1Ivx3IC3ZNKfpoQoPjp4oit7GYXlJbt1V9Xrwui4vMK1HxT0y61dI2zlR0uzC20EgIAQNkzZZclyS+cNaVV+57ePT+VdJUUJzMvPVNasiSXhiS5zaWWPTsLdn7n1fueiKIyWqtI5cFxqtGk99rK/jP7ZPYP89H5PgCjAGK75RYAO3LMnP22svcSkWtiilS/rexGPy/fnbD6hWrbWrb2KVIXvXoiqgTwGYDfAfy7cv0G4AKByr09tdY9lrTernq+SsInEp6Kw2VhG8DRur66n4moE0B+Iq1fENH9Zb3c2PJKy5pld80oWaOeqp6vLGlt06SPg5D0q4eIxjTpRktaz55/6/xjzYENfJqlt6YXPZKPduH/Y3nsrfYAwERGIOPXxVOLf62355Md/wHBRImXcM4YoQAAAABJRU5ErkJggg==) 15 15, auto;}
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77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEs0lEQVRYheVXTWhUVxT+MjN5c++bef9jCW660MZAkbaQ0qK4cqEIXRRdSKqtokntQroohaSQbto6KxfZ1R9aKrbFhUrAiigUoRKhdSWlamy6EbMIvvt+5r1377x5GbvIvHEmM0mMzs4Dl3e59875vnPuOeeeAV516VvvD27+d3PQE942hztbHO6YdmSDRYzZkf2AcTZz48iN2Z4TeOQ+Kka1aMwT3qjDnSHGGVjEYHMbLGrMIxuMM9iRfd8O7TOOcE7XT9SDtXRn1jrwJHwysvh08WFUi076VX/IEx484cEVLjzeMm+s+8IfCuPwZP1pfQ4TGHlhD8RJLIlEnPKr/qFWC1eynEUMjDM4kYMoiVpVnQMwijLi5/bAYn1RSurJ5TAODy2zMKnElStRHB0RidgqEmHxGrfCONwaxMHhiqhciZIoWabuYwDTmID03B4QNfHjcss94V0P4uD4sfeOrR5kExgEMAVg97Kdcyjjk+XHs13AR8Ja+I3LXTjcgctdhLVwMl6Mx46+e9ReFRwAbsHGLfyMHagB2Jku0xx9y9plzYW/h3dbj7d5IIzDYpzEDx3uDKT3XKlWJvdt3fftmsDdZAJfAfgun8lDpzpM2VzQqb7p9me3m9nRFgMiEWN+1R9I7zyIg+vxYvxi4ABQxgkpI11TiAKNatCp/ppGtLHWI20EwjgcTcFd4dZ5jR8feXvNTFpVFKIc14iW6ESHRjSY1Py0K4E5e27QF0t57goXQTW4euCdA+uqat3EnrT/Nal5VSMadKLDoMbg+LXxoQ4CQRxsa025IA4uvix4KqZsXtapjnQY1Hg/3culE1/4W/yq36xoYS280ysCBjX+VPIKdKJDJzpUom7pIOBVPdMXPlzuwhUueI3P94qAKZvzhf4C0jjQiV7qJNCwvOmBOOwVPgxqQO6XlzKhQaKDgMtdll6By10EcbARAOsFAY1oG+V+eekKqA41rz5J95pB6Ar3QWsQOtwZ7gU4AKh5dTi9/0YMPOxGYKb1WWWc7e0VAUVSPtTpMwKKpMyke22leP+v++8xzoYaT2vicvdN9jV7qVpw4e6FzSRH7lmylbNkCwY1ZgeUgWYWtFVCxtmZZiByL1epVqZeBhwASI5M6UTPpdYXpMKZ1v02Ap7wTnvCW/CEh6AaoFav7W48KC8k0/9Mjyt5ZU9agFSiLpAc+b71TNtz/Pi3x3FmR2a+Iip7RV2kyzuxAzXcwh/rAb/096XxolQsm9SEQQ0Y1ADtp8dy2Vxbgevekk3gJyx1Mq1yDcDnKGPVmDj719nNRak4pRN9jyVbMGUTlmxBySvnsplsR0OyEgEJwDQ6u5pEldSrpWLpYkku3SnJpfkNxQ0wqbnRoMawTvW9DeBcK7iW165nM9kP+vr6OvrCldvyJRKnABxKlwq5AgzZaCpOv81Bn82b4EQ7L2WlI93AgdXa8jJilHEYwEcAFkiWQCVqWsub37bRCDaNatCItkD76cF8Ln9wJfDVCTwj8kumL7OpIBW+0Ig2mwJ0gDdIqXl1ttBf+DKbyW5S8sr5tdSv+6/Zrh92DZmyua0kl96wZKtkyiZMajKTmg80qs1sf337/fXqfLXlf8SubzkqucrfAAAAAElFTkSuQmCC) 15 15, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur163242 0.3s linear infinite forwards;
}
