@keyframes rwdcur223234 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHZklEQVRYhb2Wa2yW5R3Gf/fpeZ+3fdtSW1qhFaEgFBSVuiFBydxmNnBOYbCNxenmEpcs2Zbs8GVbsmQu7ovZEhOXxR2MW/TLHM7FhewUMjZxAw+AoMxDK8prKdCW9u17eA73YR9ahYGgKO768iTP8/z/15X/fV33fSumsQzoAEb5P0MB0Dfr56xfcicXtSylkh6hmg8DASCKonlKqdQ5Z98/AfNa5/CVgQ3cuOhKFndspmQ+SGrHmlNV1Vo/BnxOaXVEa/2qs86dfwGV1HLdvNv48ALN8q6IFd39LGzfJCbzTRycWKa1vlgptTGEsFwq+Yo2esRZF86HAAlAw+7n5eND1DIoGejvRK9d3FTELFZGy9zmWGtjpdSmKCr8WQhxTxRFvedDgJp5WjqKS7m6ZyWzm0EEzNZXKNz/HFetGKCzs5PRiXGcdQTvi0ablVLKL0ol27TWzzvrqu9VAEhRkMu7NxtAPzVG6e49FKuOiYHZVI9P4SZr6CgCKcizHAFFo801wMY8zyXN6nnykJ6rAAHQ0tKyyHv/Bfpnf9dUnZRjdZSWCKlo3LyIxsIminf+G12IkErinSNLM1yek6yaDWt64HANfrHvliiKHsmyLDmnCSil7lJKfdMdmRLzOi+kd/48KssuwB46jhyukWy+BPXCJOJIDe88UimM0UgtSdddhPjhtbCgFbaXN0QVd42UclgbXX4niVEAUkqntd7svJNtbW1EUczgx1tJP9KL2TuGGc2o3tGP2TOOnkwJzuG9R5uIRructvLDL8KfDoo4jhdorT/lg18ilXxJGz16tsQIgEJcKCmpnhRC9KMkcTEmrTWwX7uKpL8VJqowOIm6to/iz/ZRPDBBnqV4HxBa01Jqpp40cLklayQQQGtNCGE8t/n9IYR7sjQrn3ECzrpMaTVfK73aOYeODEIp9K7DJHMLsL4PXptCD02RrZ6D7Sggag4foNR3ISsXX06e53jvMCYiSMiznOB9UWu9Wghxm1SyNJOY2mkCAKSSNaX0rcF7JbVGa413jniwTtrbAhb41nJEIyWMZ+RXd2M/djHJklbYO0p1ZJQgAsYYTGQwt1+J72wiHxpDBJqMNmuEEDcKKepKqZedc9n/CNBGHxOwTinV40NAR3racJlDe4XraYJl3fgVc2FFF2bSEj14APnLPdRGxmgkjZkVDeQFzdHKMdIuRftnB3AHJ3H1TAgXZhttbhBCrHHOPR1COPqmAGedlUqWtNJrnbVoYxBCIJREHa6Tru5GJg6/tJMQG9ySWfiP9qLmthIOTiLHE5yzJI2EiU/3wgPrYHkn9Xt3csE3riNadgH5jjLOWgWM5nn+EDAhT/HEVqAOYK1FKkmeZbhGimguIHcMI9OZZAmJu7CVxlcvI3t4Lfn3VhGaImpXzIIvXYbQErGwHUqGeG47zev6aZnTQdzcNBxgI3AQ3jgLTmAot/kTSilsns/wSHzw+BaN/ush1OtTp+TIkC+aTePbV5Bs2wTLu+BX+wi5JQweh2pO/ZHniAsFojltlFpLdyWNxmtvLv3JvdIktVEUPYTieu8c3nniOKZ9bhcHnYJDFfTjh8n72t5I8AlIQ76kHX58Hdy3Gz7xKChJ879GSfZMcfTQJIVjtf1Gq9+8ZQpOMmNZSfVlIBZS0t3dzZK+RajdY1QOjUz7Ze18QnRa6bQorWFVD+rmSyhYhdx1tC4Tq8LgeMir9a8feX1k99kFaF0PIQxorS91zmG9ZWRFiXTnK6RJini9RrhxIa67afrO9PQw3PskjCUwpwWKGjJPODCG3f7qf+SLx29TmX/eez8uhfxRmiT+rAKcdUgprVLqM845YYxBl6dPW2sdInOEBbOwV3fBT3bBg/vgpvlQnoTb/wgbl8KzR+GnzzzBlhfWu5HK7rhY3CGk/ENlYuK0a50+9QWAkOIvIYRhKWRvlufErojSCmMMmXOoxwbhpovh13vhqVsQctrLoaMI398Ow9Xfsu3VO7C+AlA5PgHTW9lpeKuFxFmXK60Wa60/4HKLiQw6jsAH8ixDDFdJr2iHWopYf8mJwljBfXvhn+UBfKi/Ve9TcWoM34R3/mEgCyGQXT8P8YNrUR/qQ7Y1IRCwfxT+XiZMNE4U/f4lmEx/B2TvhBzOMAEAbfRhhNgghej2swpEn1xCy4Zl2OBwT5bRoznZXavh81vhWB0e2A/bDsGB8TVA40x9T+M504c0SZM4lluM0ZfbvSOEY1XSjmZEHBFKBdTgBPFgg2RlzxB373+UtLYd+BszO+l7ngCA0mpKKXWrT3LjKxazoofmS7tInh0hlCdh13DF7yxfFfJ0C/ACkJ8LOZzFAzPYb63do5TCHq0gZ0lCLIlX9oIEmbio1FpqPVfSk3HWCTjrnNKqSSt9gx2ZQj4zjhKa0KTId5atcGHIC3ZkSTr0bgWIt/uhEBfmRyba65xrNcWCb2ltGRZGbUuqjS1ZPXl8cmJi/N2Sw1lMeBLKuc3/oaRalSfZd2zRbo2kGDk2POLfvvQ8QUo5IJW87P3o/V/TY09War83RgAAAABJRU5ErkJggg==) 2 2, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHR0lEQVRYhb2WW4ydVRXHf3uvvb9zztw6nZ6hQKfDlA5tKVSgyCAgVkChNpQWaSJ9AFGikQeJITEBngwJBvDByyOJoolggooBTcOlQWooSCFIS6EFykynjHPrXM+cmTnn7JsPU2lth1AK+H/5kp219/p965YlzGk1sAgY4f8sAeDs5ofZvPI+ljaeS6k6RNn1Awkgy7J2EamGEPznB9DedAZ3rL2R6zsvZMWim2mwl1D1o/VVKRtj/gpsFSNDxpje4EP47AFKVc9X22/lqmWGNadlXLR4FcsXblGTbgsHJ1YbY84SkZtSSmu06B5jzWDwIX0WABqAWb+XA+PdTNegwcKqImb9iroCdoVYo513eO/zIrIly3LPKKV+mWVZ22cBIEe+nkWFc7l0SRet9aASdlsPud+8xcUXraVYLDIyMUbwgRRjwRrbpbW+TYteYIx5O/hQ/rQAoFVOr1l8swXMa6M0/OwNCuXAxNpWyuNThMlpTJaBVriaQ0HBGnsFcJNSyhtr3gk+VD8pgAJobGzsjDF+m1Wt99py0Hp0BjEapYXhzUvgjHp4YCcL6xaiRRNDoFatEZxDtDDt8XWSXgsxPJhierpWq1U+UQRE5H4RuSsMTan24um0dbRTWt1CuWcA9+YA7B6CSqTSAHoqYKzFWoMYQwge9+g12s3W2go9M1uAL2ut+401fSfTMRoghPAk4BOJGAKhFhhYAdPi4LmbUD3fg4O3Q2cz1BtizeFrDhFDoa6e+p/8C7b3EEIwInJ1Lpf7i1Lq11kuOz+Xz+mPjYCxZhDYorUulsplSlMlZt8dhLsvQX1j+Vyu8hauXIJ7ZDeNpkCMgeA9KEVRGrAY0ArvHDHGzBr7BdFyc4yxKCL7QgiljwQIPtTESIcRc3kIAZNZZs/Kw4YO1DktR63zAve9zMzWczDTEBM0nH06F3eeR83ViDFgbUbS4GqOFGPBGHO5UupWLbrhSMdMnwAAoEVPi5hbUoyijcEMV3GzFfjmOai5WoXH9sHwLGbNGbhLF+OvPYvKyibYPUJ5cISkEtZabGax37mQWKzDdY+iEnXW2CuVUtcrrWZE5EAIoQb892XI5XN50bJDa92VtMbkLZNtAmc2wIYO2DsKf3oP9tyOzhnsjn7Mw3tIL/RirSUpyBXyZLkMySz6gXW4RovvHmH6V7sIAyV0NaC1roUQXqpUKj+MMe79MALBB69FNxgx64P3ZFlGNlbDHCzjdg9ARwt8/wK4rJ2Ut4SVzcRr2pAzm0gHJ9FjFULw+JrD5YWB5YrGaU3dhk7U8iLZ6hbczj6C9wKMOOceBSaODiLAGDMmIrfHGK3SGptlxBApzGrC1tWYfeOkdUtJRoNSpIYcvqsIX2uD1kb068OoamDiulbU/VcytecDFukm7OJm7MoW9NOHUD71O+eu9d73/k8NHAGYjCmuM2LODjFgM0uMiRA9bvNyst+/Q9rQQVyYP3pJCbGlHn9ZK2ljJ+Qz3Lb94AK8PED6ez++v0TTpUuJO/rIKvHuscMj208owiNpiFprEZHNIQS0UpTWNOIkkt4cwh0YJXfe6fgLiseWz1GQYh53eStZ11Jy2/rIP/NvODiBf3uISvcEundqr0HdOTk6Xvvw2vF9mcvnitbY92KMzTOXLYIfXYxav4x0aBI2PQmrWtCPbCI2ZMdfPUYRmZjFPvYecv+uGZlxeZUAzdbJ8cnHj7Wcb0qN+OCfnVFVmPGo9cvmSNsXwKZO2NGP6Z53phxVLREOTFI5MLLfWzYlxT0hxcdJ6onjTU8AqFaqxBD/wHSIlGokd8wm9v449TMgL/QBce5sqAw/fRF29EJIMOvgpT74+asv8bs3r6v2jmxXqIe0yC2TExMnrHVy/AGAseZQPpe/zXnfxPbeuUQ9vBv2jZONOfS0J2zsnOuG7z4F93bB28PwxmE4VIr8Ytcf+duBbzHthud+qkK1Uonz+ZoXIPjgxMiKQjBfrL1zmAW7SrT0OOpLkegCqr9M+noHQSXwNdRXlsKqhfDQP+G53gd5vvdOYpqZ7+2TAgDQWs8aY7aKiNiNK6m74xKU0/ihKah6UrGAu6ED7tsJTRZ++xbsGn6CVwZ+AJz0Bv2RAMaaAZS6USu1ODbnyDaupPHG1fgUCK/2kYZniRuXE69og0feKrGt5y72j/2YI+v8pwYIPngRc5oxclUYnSZ/9TJYkCO8P4HbM4geKJMWFvDPvr+fbd038EHpqU/i+GMBAMTIlIjcEivOxpLHXrSE+vNOo7JnkNQ3Cbv6S/HFQ12pVHn3VJzD/HPgWO313r8hIvjhErpZk/KafFcbaNCVkDU0NTSdqnP4mAgEH4IYqTNiNvjBKfTrY4gypDrBvdLnVUjdUbGzVql2nyrACaP4eOXyuY7MZrtDCE22kIuNTY39ysrzlfLsn2szlRcnJybGTtU5gDkJmz7n3T9Ey5dcpXaPL/htmVaDh/sH5x0sn4u01mu16PM/j7f/A7qGScCL3QOkAAAAAElFTkSuQmCC) 2 2, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur223234 1.3333333333333s linear infinite forwards;
}
