@keyframes rwdcur180610 {
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2%,2.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
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5%,6.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
7%,8.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
9%,10.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
11%,12.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
13%,14.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
15%,16.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
17%,18.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
19%,21.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHY0lEQVRogc2aXYgkVxXHf/UxPT1dPd3t7uyqk3nQ1QjGL1hWjHlYMIhGwqoJJIgaRFTwSZ8UP16CLwn64IMo+CAouFkm2QXZ2aD4oBDCosnLEGTEDySEEPzItl3Vde9UV1fV9eHc6qmebMh2VSV44XKrTt2P8z/3nHvPubccWk2mfHBv8rGQwml1xJZ6MyBMH89lKl6Z2xm6hV5MleEO4FdymbJKTjkCUTQfv1EyLhgfTBfMCMxp+MT9sLMHp/4Fp+ZS7uwJ3Zy29bq23c1U7Q1jnmXmb+zAmYtwysCOgTMG3mHLHSP0Mxel3hKIRlw0UCHjImrSk7zzA0g/CwNLWrOfM2AOaCACOo/Bi9+wBC0V6qtSzSlcGG1H8oPnj5gPIDgJw+2jHJwUOgOk3oPnj9riNpkF/7WrvGoqZ6ALz34B1oEeBCfA34LOwPKXSpUAUAaYAc8+BFy3HxvZQV0A5apjAahzsAmsgd8X5t03gbsOxUxwkGBVCJiek3boSl+11KiNGfCBkZhT+doR5p11y1p1dXUATlQIjWagjWXMBSaix7nNcyjmYGzJ3NIzpJ47aWnsVjopYLQv6pxCpiCNoYggm0iZxkJnLnUY7FNTZY6nJgAKFrvrvVfEODWoGJhAegPSsZRMLF0j9e69ctS2GZC6AEqfJgMS+OEz8JarImEFYQSMIRtLGUZCZw68+arUJ6kAeKP3gQUIARAQwx8fge1rIuEYwhiIbBkj9O1r8MwjUn8JQO1Ucyc2R87bkB4hfWBEwAC+fyfq9xcgugPyAXgRDA4IPrIH3/wDMEERMSQmRCNGkdVlZcVWS26zz5AOXtEFt0duBnhOH+gjvkRHgDqFZVIDMTkxHhGgyUkISwD13OwV9oEF87LQB3YTy90eHl26Tgd3aV0vmSlVRNoWdMD0SByhBbioBYgMzEogbhHAEvNdArqoC3fD334GQY8ggLwPBOBtgOcDHsKIEb7yHHINKMimoA4B/U+4+3MEP34ORWIHWwnELUI1Vcn3UJ+6B/7yUwi6BAPwB+D1wdsEd4OFj7bwEKwWFYeQx5BPIYtARYCewNkvMbz4tLWJhBWCnVUAdIAeXPgoHPwC+l2CEfgj8IawNgL6MgN0wK0scEUuAPIEiGEeQj6RjU5NgDiBOx6Cvd9Badi3BuA1l9GHf/nu0td1Re9vvAc2ugQ9xMXcFOZdC8Idgb8J3kCAeQPwh0Ivv68NpR0B0s9GF8bvs3blHhu3PoAl5sFF4TL80ZPgx9ABfwM6PXD7luFN8UZd+1xmd9OC2hRVc/vSzu8ibrgfM/zJHuqmBwINAHz+z6WKHU1ndlYTbF9b8jzpgNsFZwO8wILogxtI6feF7vQqNrKGGLoHwW3XyD6QVMYqKmPXB3ATEAW+U+B/zfoyBsmOdOX64kJ7XbsalXkdnA64nh3SqWQy/K8/gV9vV17FlcgIyPBI8e55EYKnZH+aIeXcjm8sG+XC5UJRlUHpkc4k+8FTeB97CY+UYOHgtQ5ApL9OSm53UP+Tu2SJrCxFIpFXMQdTCtKxAnbk3WTyvbD180PIZuDdt0tOQk7CevXMqFUAdkcdk9mtX+N9+QDcfXINxRRyBYUGM4Mik2zyyvPM7gMaithuas4+fPEA0ISkjEs1uvWdeBUVEu/zhAWQo+HcLpm2zMfIc8LCPysqh3H5oQQ1hZL6mQY+tCv9oG2/K9vBCgAWs5ASkgAa/3vXYf4CeQxFKDusUVatUqs2lnlzKN+LiZSkz+M/fB2RfsK4VJ/VnLlV4wHRz6GdhQwNZy6TRZBOBUQWC7MkojYkYBLxf4rQhpcRcPtlaY+2/dUKbFYEYJe9kIwM6xc8+iQcjskiOwNTMFbH80ObY6HnEWQhkIzxH/01EJOREJarz+oxQZ2ITGxBkaLQ+Ccj2L4KCvJQJJ1NRdeNNdiilHoZWt72KxhFKHTFla4VmdUAsPDxU4IyUPn2FZROyKbipOWRMDy3gPKJgJtNQR0m8J0r4GjbvpbuNwBACUBmIUTDB/8No9+itDA6n4CZgAmlnFvpKw0MfwNnXyZsLv2mAMpQUWYh+Mol0IWc/0xhFonRziKZkVkE6ILgq5dgEdTXNt6GABZqZI9V0PCZ52HtOkpZZkNRIaw6KQWsPw0PvFBhfuWNqyUAVAGkNhzU8OlLlIvTbFqR/NTye59IXx0HUD81ALA0C7IiBd/dB3Mguj6xK09o41/+RPCt517JfLNruqZno0cAIEGh4cO7oEBNQYU27lXAXbuoJd1vLH1o75ayC/Zwi/kWvPMJ8LclaJkD2Uvw9wdg7WVgwsKIm99StnQ6XZkF1jS897LovbL5/Y8LvV3pt5iMC6Znr1HfBX89D8NQbiZP/Rf+cV7o5rSt19r1apv3tJVZuH0MO5fhP8BbH4e3j1mW/v9jMr6V7haYt8HP7wI3hMfulHezZb83udZ6PZNxwXTADCyzO/Dx+6U0W5beaft2vsVfRwws/ydRHlJVbnLqu82vltr992X5x4/jh6Ovyw8e/wMeG6jBRAODggAAAABJRU5ErkJggg==) 23 44, auto;}
22%,24.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
25%,27.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
28%,30.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG8klEQVRogc2aXYgk1RXHf11dXdPTNdPTuzuzE9cJrqCyuyBEXUVEBpGAGxUE8QuN5CH4EELIo+Qt+rIEn/RFFBYU1MF1F8y6JiYPISTLIkJkSdQEBVnwg/ix7fRH1VRXV9X14Zyqrp6d1enqWvXC5Vade2/V/3/OveeeW7cqlJpMemFtUZlIUSn1jSU9zYCA3pzTlJyfy3l1CU8xecAOYOdymqJcDhmRSKZ//1TJWGBsMHUwLTC74Wd3w67XwP4MKkMpd70mcrNb29W131ZD7TsDzzj4cytwyYtSsaR5OXeNkfpzK5tIfG8ELDCOgtkDlyr4ZQN7DewzsF/LvSrHSDuzR/s501qhYOds0jqS71uFTx6EZcAFdoK7DO4lUrJT5ctIu/tWR32xprGC/e1NLpgs7V+Hf/4CloBZoAXuEszMK75Qmnggc3cJOPUwcForp7JAUQKp11EC7YOwIJfuvICv7gBmgIEUBOD5CJP2QWmMn3tWIY9UhgVsGLbktgJUEc3PgDWjsByVV7RbuHPUdzoLlOHGLHDWRwo0ZC4/ybt/ncMkwMx6Se8u5SEJ/OiMXG6A14dBH+LOKA/6IifQLstnKDhkNqdpCCRk6r3rOHwBbGjuwKADg7aUdHJ1XyDtM9NMRaQogTSmiYAAnnwL9p+QKh88D2gr8Lbe+9p1/wlpT8CIQGESZVggAPrwr8OwclK07CnonpZ9RL5yUtqRjqepLVAwmDP54K0BzAFNyYdvhL/cBd0DEDXB7kLzPbjtj/C7N4Gu5j5illCIFIMyYa+xsNkGHFxTh0odzBxUmkqogY1DhIVNQkSoYP0c+ACPYESgWJg9wTqQgRfgYOOi4KljVxyq2ZCMAEvvE6pEKreIccA0iCoSXXiyMJBNajMRiW22HAMvgDl0K7x7BJwGzILrjqpsm9HCpetClE6XQOdFAIT/h9sfgmf+nQrIrLE9aNslkNd8A24/BP95Bpw6zCt4F+wGVGeBGlvuZ2IfIg0n0klOuA43/RJePoUMsYAJNjuTEFDwh34Kbz8P83VogNsE5sFuQnUeqnVpauUcXBIDIcQBxH2IekAXvK5i7gVw7cPwxt/IJvb2CHyrG/39C/vTWFet8OU+mKmLltUB2QvgtKDWAmun3FdbEtBVW2CrvLYDnB1CFlf715DnnTtALjbKvbc4gU3gNT/9J3D64IA7A3YdnDmwmlBdgFpTgFspcCVSW5B6ax4cF+xZcDXow+nDsyfH37O99M0Efv7fdIjlzHm9D3tOnB95NsByodoUC9gtsLS0F0RuzUk76ojmq/rMS0/ANUHuXUnu3cUJbEFCsvuoxjJphImAsWriVasNza6Ws1CZASv1TmMpwn30FQquypOEEuJKXEK482No/kO8Xur9hvp+JVSpQsWWkrwOhsAgl5t/hzs+ledmAV7pBFLtp4gD3AfW8AYQqXdJAkhCMKkiK4q7IvcmkvokgHgAUQBeBO6Dazkt5L4ZlUqgkpKI8Ajx8OHX74FzBjbENSZ9SHwwA4gjAWwUeDwUeeJLuziN5ey34Vf/w8PHm3wRm4AAIwIQ4hIAPty8hqeLU9iXhSrxkaExBDOUklDksQ+hB9GG7o9XXwZ8fV4+JroYBDIrhBqE+bhPnIbkrGzUezDsQuJBsgFxKATiUO4TT+qzWC4+i/uH04CfC+omDuYm3Q+MzwUPHw4cw/Mg6kPc0+Gku68k0HIDhlofpWHE1Uelfx78xfVCqHbEU6RW4KnXIWzLnrcHSZp91bwvwEnDhx4wbMNTf2akffU+k+8JiuzIRnMBfNjVhctehQ2IumqFnlgk8UZl3JN6NoC9r8KONBAqNPanIJCbC9mEfuw4+AGefo0YKpGsXBe57I0DePw4bga+0NifggApAbGChw83fA6LfwVfIs24A8n6KMdd1b4PLL0B132+xW7sOycwsgIE8Js1CBM8HSrhOsTrUkYdHfthAr9dg+kn75QEcgsb6WR+6EOYPQ0DjfM7QiCL+wOgcQoeOEvB3VeJBMgTGIUX3LMmi5gPna4Mp046dIbA/Zu1/319VklTtlObA1rAIlxxBDggn9pritEHKu/AB48AXwLryGq27Z3XhdK030a3sMItaoU+sup6yP2tEjaUqH0o75SyTmaF4SL8+BVI9mTnA1ifwkf3Qi2v/aCMU8qSvk7nrVDz4SfH5CPuQMXXHhV5udovMRkLTEOPUa+C91eh1gEMOF/Bh6siN7u1XWnHq2We0+ascGUbrjom4n1H4fI249r/ISZjq3YXweyF524CqwMv3Sj3ZlHrpznWupgpOzduKtgVuO1uKc2iyqc+F96cSvx1xMD4fxLpR6rcSU7xsPlCqdx/X8Z//Mgfn+b/UinV+3wN5ndh1sHxZZ0AAAAASUVORK5CYII=) 23 44, auto;}
31%,33.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
34%,36.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
37%,39.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
40%,42.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
43%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGrklEQVRogc2aX4hc1R3HP+feO7Oz6+6SzU6iMT7UEqPRvlSsBC2hSKW2iCl5KGgNPvhQ+lQoiC8+pFCQ9k3oi6W1FUwX00baGEWElkBDKAVFWmpLHyQPxraim/0zO3t3Zu75+fD73XvPnWzjzsyN5geHM3P+3PP7nt/fc8911EqS/4i26fRauVpXrOlpAsr0cMnJX1nqWbqGp0jIcBNIgpLTICg9ShB+8vUnIolAEpAWyC6QvfDNY7D4KiT/A9fXevFVbZe9Nq5l87ZTtc+MearMf3wL7DupHbHgpgQ3rTWxaPu+kzquAuJzAxCBNI2Zm2G/Mu9aQrwgNPYJjf1axwvaDqLj5Gab15xUCmNOLoy2qeU7R+DSY7gWxPOQLEKyFxo3aZ0sartrAZce0/H5XKJJpJB8+pD/S5HNb8Gfn4AYoukSQDwHrgnSg6xluPuQ9YHzx4ELqEFPJIFxAeRexwAs34NLIGpBdIMyHy9ANAV+S2f4FKIN8F2Q5Xt0Ht3gWWN5pEnQ5wAS6O8q+HCJ7nw0BW7K6qa2F7z2dpdzJ5NAHW4sguaKbqAAHmRwZanEsamVmtau5SEebnoHyVRdsk1Vk2wdsjWtfdfaeyAZcOM7jKkywzQJAE8RXY+ehoEarGxC1jHm89LRdunZlKOny7mTARkXQK4LAyCF5/4Kh84gfTVWvwF+Hfya1RvaLn3g0BkdTxoAGBtEHRJIgQ689Sxy+1lkC/wmZBumRrnn2QK5/Sy89ayOrwAYm8ZM5iRM3maAWWAemMf9+DDR60dxH92J688jjTWk/S7+W39AnvkLsGalg7pR06vxWBlxViVtTgxAy8qslRkrFmXxxmTXSodSAmkJYLw0e4RAVjCfM25BrACRPytn2AcAQlXJ5+UUBSAGICOB2CGACvO24w88AOd+CTKjAWu6LK4RBK48LvTMwLtqI9IDkv/C8e/CC39DpcGoIHYIVcKdn4EHH4I/Pg+0NIG7AaJZiGcNQBOIwTkQUZ5835jfAN9R45YUiFbgkSfhlfOoiqWMcNgZBYAx/9DX4c0XQVpF9hnPQ7xLc6BCAnEwPTMJdC1GrFpZz0Gk8OBxeONPFIa9MwCf6kZPvHQoz3VNCh/coYeRWJO3eBaSBUh2Q9KGZE9ZN/ZW/+epdbJg0poCYsC34D93EuRGwbpXpavawBDzVn7xOtz/FM7NatI2ozuf7IZkl2ajbkqHFirkNQ74DW1joNJwHXARiOvAr85W19kZXXXgicf/matYIM57u3DXGUAXdwmlHcyX0mi0dbcbbQO3oP3xnI53DZ0PwJfOwN1psJYP1h4fwDYgrJz4LcJAdVtQU0pUJYrzwJzZxlxp3NGUjsMkIx6EAfzoZcaMyqOkEsFrkW+/D7eeQ/qWImyZWwwAuaTqTsVZfy+Y0we+eA4e+YBKLKgfQL77PYoI+r0lvOU9flO9ie8ZU95AOK3x2u575Xi/qXGB75+kjMjBO6NaAbgcRP5iKoUfvossvl3m/uvq3yU1n99X9+mNcUm133fKM4K034Yf/IsrUoqdR+JRVGgIAF04ulT69jDzTAFjnH7pgYoMtaPjOLZEGbzCnOhaACikEKjRzy7gpy8qc8HhxXf1dCZ9rX3XmLcxfgP89EV47gLVpG7kZG7U88CwLXThyKmqFNbNJjardd5X7P7XTlHd/bEONiMCcFB6Ctu551/Ds6xSWC91PFenLGxfMztwy/Dz18pn5M8c/UwwzokstIUutDvw5d+rWuQqkksiZ369bPdd4O5XYGHoQPOZvReq2IKp0k9Ok/XT4jA/WLV6pfo/60DWT+GnpwPmx9L9CQCQAwikcPhDOPBmacyrkF2GbMXq1dJ4ue0N+MpHTOB56gIwJIWnlshSr/q/qrs/uGxSsNQ5Sz08Pew6P4+3EpXAZt7o8fdg3wWVgklg8HEpAd8B9p+HRy8yQeCqCQAhgCAuHF9Sl5nr/0ppBz4Fnpg4cNVMEtlNSxvkAMhh2PMP3LQQ7xaSPVq7aYEb/679csDGt+q4Ypr0AdtI4eGlInXwHa1lC3j4Za6v3c9JIpAZu8A7CL37YPYSIODsWmnukrbLQRs3U9cFX01vp0MpNLpw/++0Kz+RfvWUtl93u5/TsBT+fQQaq4BA8zK8d+Ra7D7UdMlgFEjhtmU4aFK44xTcukx1969HksR2tw3yBfj1fRCtwm8O639pW/8kF4vXkop743lj9hb4xjGtpW3tE98LD1ONn44IVL+TCF6OVr6VGPtV+nZU77cv1Q8/wuvT8CuVWr3PJz4601uZMn+pAAAAAElFTkSuQmCC) 23 44, auto;}
50%,56.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
57%,59.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
60%,62.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
63%,65.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
66%,68.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
69%,71.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
72%,74.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
75%,77.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
78%,80.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
81%,82.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
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91%,92.9% {cursor:url(data:image/png;base64,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) 23 44, auto;}
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}
div.testarea{
animation:rwdcur180610 1.6666666666667s linear infinite forwards;
}
