@keyframes rwdcur211709 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBElEQVRYhe3XT4hVdRTA8c/vOdgwjTKJTTVa/qmkhrAySzOfuchK6Q+FtIgiiqhoU7RrIdGiVdkmlIha1KJFxUDuKmjRnVRcSAmaM9pYijXGjE2TTuP45p0Wv/tqDIJ5E7rqwONezn2/c77n3+93L01IEdFaRDxaRLy+M+JsRMQfEVFEvFhEVJqx1ZCWJpxXML/CHbN4flWpb0WiPWjDqWYBmqGei846+y+dovw5X3bLAE3LtADK6Cs4lRg5wZswjJPn/m/2eQGoplTHOIaCH4IHoI/BEd4OBlCbrr2mAUqIMYwl7lnNNXAJl1c4lBgqAcfPG0AR0Y7lifUVOdwrMMmGYLya0lg1pWb9//sUFBHkxmopf61QZ9+PrFuEDiRG16Y00bTnfwMoItrQlRiPnKEOzE6MYkzpvCGJWhHxCD6vpjRSrp+NkakZKSJaZHsTU/XnAJTdvgbLcCWOoJY4HLQm5l/M8qlrypIMRQbZm+iKXKGjGCwi5mIt5icGcbiIGGhAtJSOW3Fboi14PHFXor/CkUl+KTNyOW79Z66voOsnnk55KpcFFzfAi4hTeA5PzKH7NNvxXuRyjk/NwOYKT9apzeHuDhynMskSucNP4tkKK2uM1pjbWDiKNtrO8uoE7yaOBHdWWBV5Z1y+hO4u/MrzB7JuuDfinbUpjbQUEZXEljUsO44RTCBoL0shssP1q0unuzk5j3nLsBjHsAjDPD2MbpxBP/sSo2fKdR358kDKgQ/gk0riqcWlowVy8YZwdU7TNYm+xIqpW1wn84bpJXfV75iDEwxdW95HflbDDz+zYz925cbeFuyJxvpg6684XUZ+FpP0HOYwXgm+DPb9wUB/CXAGdQZ38sa3PDtJf1mS+X3YycFD9KxmxQIeQ/8In2D7Wt5KLK2mNNjogY0jdH7D+8EevIAD+BbtFR6t5/1gyxAHhnntdjbV2LwnwxV4sJetiaJOD7qDlq85GnRW2BVsDRbipZTtg1SO3jp0VlP6qPGgiLgPe9GRuDdyBC2Jey9l27U50j3Bp3gDK9BVTalnSrUUEUurKQ0UEQuxUo7+zb8ATEPKU64dKxMvdLHpjFzg3/gquL+a0uh0bP1TpnsaTshze3I2m5bIp9ENiNwrTb+INAVQQozhwAQfHJWb5/v86Ltm7MwYoCHBZ8f55oS8CSU2VFOqXSiAGm6+hZsuw40Z4LqZOm8aoJrSRIVD++Xdby8u4qrefOCcfwCos3uMnmPsmIVbEDxzwQCwFEN1arP+1m28kABt5TfAw6c52Jd1r80UYNofJg1J9Aa/JFYsonsI1ZS+nCnATMbwJ+wNXh7gw1Gun6nzGQGUMz+Kh/BxNaWDFxSglBZ8Ib/3/S//Sf4EiJOABQMxxl0AAAAASUVORK5CYII=) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD30lEQVRYhc3WS2hdVRTG8d++XtI0jbGNIaYPYxRbqkasQUSRW0EciKJ04EAHRUFBSqG2ouIDdargyAfoQBxYRzooHdQHCOKNoWDoIEStVGutoaSX2N62aRrb9C4HZ8c+UMpNTfGb7HMW+6z132vvs9ZOmlA1oq3Eul4+XoE9qPF08DUmKikdaMYflJoIDi3BxHEcwSkENyduxHSzwZsCyCoHLX+w8UcOdCJRxlglpUPzClBJaXb+0WDp1SzrQSePBz/MJXhTAFnTOIpT+9i6F4f5fK6rnwvAJLrxWmJtvXBw32BE/yUBqKTUwH5sT9RbcZp60HnRANUI1YiWfNr/VYn7grEGpRsRRVaG5gpQrkaUsRjdJWoNZlDPdpWUZmYB0Rl8id5E1yj9JT7N3zhrXjtOOmNvoJQzeC4AOhL9wUAU6R3KwRsZcDF60Ip6KsbODh45wrbgC7RhKvvsRgdacCj7WYxGNaJeSWnifIByFAGW49rED1E468TtuBWHcrHZF6xKDPRjjHX7GMXOswBaFHP6g52JmWBFYnfQUY2YwdHZbJRRLrEq2NxOaZKpxNvBY21smmYEP2NyAZtO5fzCCvxGW1CqRnQkOoKexN2JXxPXBStL3L+INcd5ucF7OZtTUE581MM97VhYOHz+CJ/1sGk5drE6eBcjf9Ldyr1/ZoA8rkj0BR8kRoLbg3FU0XU5L3VhGYZ4UFFHdskHNw1GfNfHbSeyw6ni5OwfoPf74n0EXybWDHDvcXRlL2X8hOtwBX7BOI2g1kLPTVh03qE7hF9xgvWVlLaWL+O2RYrmUmcHerF/mLHgQwxj2VU8uxCns6OOPN6AY4oSOU4teDuxZAHPLMoBO/PCTuH3Yu5k3kHl0+xD3xFEsdddeAPrE3uDveg6yF0HeSWxejl915y7oifyt72JyeD6Y2z5lqe6Wb2btxp8gglswFfYTvEH3DLKqrwvXfkU13AgiucW9OSG82jioTE2HOOOfiwoOKYrKX1TjVgTxb9fq6Q0VI145yB92Dt76qsRnynuDuakwYgnx+OMZiJiMOLhuXlrvhnNlt6/tZM3I6fzkgAkhvfw+m5FBcL7lZROXhKAakRr4CpeWI2jjEbx18xZzdwJy1iLjSuz7Ur6MXChDvqfACiqZnkJm2cNgcRGRbOZX4BKStPB8GEGZ7vO0mLYoeh08wuQIWp4YERRiq8ozBOKqtwy7wBZU63+LkBKvJofZ/5l/n8O0D5JrXaurf5Pt535AijhuYRB9p9my1yDU+xds6pjchKJF8+vjM2q6Qzk1W6b4M4ormJtFwNwUapGtF941v9cfwExx30wWMcBmwAAAABJRU5ErkJggg==) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECElEQVRYhe3X3YvUZRQH8M8zTaG5Lrpt06IhppZbmaxmJdmEQTdBiHVh2VXQhUVXXUQXQdBFEFQUVPQHCIFXSS9EehP9rMwk0F60sM1eMPNl22zaBhnndPE8xhZFO0N51YFhfvPw/M73+5zzPec5k/RgVcQQhjA6wGuX4jhO0sSeZkqne/EHtR73T6GbODTF08P4kXEcwoVVRK/4vRFoptSuUTuPm2vcv5vXgwdw9uS9Hqh32xVx94cRMRURv0REKyKqiDuriAv68dcz48R1SzEb+5iYk9du6yf/PROoIi4MDswvv69k6Ggm8Hw/4D0TwHBi8Ci+wk84iS739UugPtONVcQgFgd3zMFIWf8Zk7zxN+/UcQE66DRT6v55z4wiUAR2ExahPbes/4qPeTXYW8D+bA2swWosqiLmVRF/wKwXgBrGytr+ZkqdaeADmIdBXJ0YeY/W5QzMy1uuKltnVRFtOTiLMJHYgFU4gm2YFXRx6vcI7Iq4szBslM9wAW4UYnW5zg8lTgZ7sP0EzmTvy3CP7HgBNiS24IkaD2NtLafuCrmLNqY3rHqwLnEsaCfawYkqYmVifWTgw5jAYGJH5K53x3x8U9KQOBGZeCNxHVbWaARDiaMYqrEgeBAH8VAVcaqZUreGjcFiTAWdxBWJycj62LKQN5fxwXJ2lq7XCVaOyEcqergSt2J0OffeyFhwAqfrrAi+w7rFrL2Jewf4EVuriA31BksSW39gf2E3jFeweSFjl8mehvE5a2Zz/9XTRHQJZvHYYSaC7XV8gWDreTx1hoORc77irEpHsTfrZLB2nLuO05mTw/ZusGA+z1/L9d/TahfwU7iYNRfha7SKs0mM88LsnN9Nn9Ke4IYaX3SxIuO18PaXnN6Hj9iT8iFfTkVwK/BM4tHI389GVveTiQ/XsfoIvmK3HLGGLMZ2l514DpsS1wTrmymtqiI2JVqRA7K+iHkpvsUn2N1MaeosgSU5khrYnHi8iGq8rI+VdvsAHgneTbRrzD3DW82U3qsiVuMzDDZTOjYtS6qIgWZKrfJcm96QkhlaKcmNssrr+CGxJWij2Uxpcqa+pluvd0E95UpZMJenLmZZLTeoZf2A90SghG1XcCBRb9EpR94hV89/S6DYERwOrp9DvcP2yBoZ+acX/zXbFXH7eGSbjIh9eSLa2K+/fiai4YvK8yRavIrT52QkqyIWdemcHYMHcX6+8Y7Kd/5/R6DcYI3Eqil2H+O7kGsSh/9q2PhXCTRTgqFgJDjV5aVv8D4HmylN9APeE4FirRrbghdxX7lcRquI0XNFYH83t+tbxlgyhTO5E473S2DGQyk0U2pVEeMY3scniXdQ7/c/Qc8Eir2N/ZGnoyXY2y/4/wa/AeRzk2Rf57xqAAAAAElFTkSuQmCC) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/0lEQVRYhc3WXYhVVRQH8N++3aZRJ7XrOJhMNg8SQ5RpL0l4e/BB+qJP6qGol7CoiHqrHsQn6SEi6M0+IeibviiIQI08VysriQpTqUktUadxmqZJbBzu6mGfoVsQem8xtOBw9lln7fX/77XX2mvTgWyLuH00Ir6PiEbEo0VEdyd+2pYiolpEDDYiPopSxjKJjUVEVyc+K23aL8KqxPJpxTzM4k7MCIEm6tGiOIpj3FdPaWImCIxlPAemFQuyk9pMbUFvYhu2bGfTpziEJneho0Sstml/fuI2rBnAWUj5eWNVSuMdEShL6Hg9pVOxn0CzD4Ff8B3PB+s6ASdHYHY5Pk4uNfSVuuF6SlMt9h8H647QP8AFizDEGtyAZ8v5lXpKzb8DFREV1MrP0WmbKmqpBC9lfkmqD9c1In4MdiQmgmPB3sRLTTaMILE78hxFRF+iv4hQT2lnEUHOjYqcPwPB3MR4EbEPY1VciqEi4jN0JSaDngoDTa7AAN4N3sTXKZNeuxj7M+Glwa4iYjF6g8fR1Yi4IxhBd6IZ2c/6xLLEy8E7OFxN3B00ElcFV2IvLm9SPYPuBTjEt8HSxHhibYWBnzErP/0T3Jv4JLG9wmVT7IocwSVy5IYrrK2xehYOshKvQGpEHMHhXpYtxpktCTGC/vI9p1xxT/ndhfOxA+eU+/ZN3hK/8XSFkbN56Ch+58YeXj9PzuLvMMW9eLWCtzD+W+l4O8NHSqP+kkxvudrBUndmCT6GEwwPsbcL52JhJvGhvEoX5e8N1dLH/D/91uopjVQSs+ex6gSOZLC+HrnEDvqrfFm+D5fgZfnsw8b92MPofnYGW5s8d5AnP8cKBn/NC7WD4QPsq7Abqk3eG8vRG8WFc7hnDoInvmfzPm6tcvMl+JXJr+gKXhzllhOZwNZg8hC78FTkHBotuQ43ufYr3p7ieIOv8ViwsySepaz96XGtiLiuiHiliFjTon+gETG3EXFLI+KFbRHv/xARRcQjRcTSImKgxfbi1sgVEbOLiKvL8WARsXL63ykdfy2OenCNXBHrB6kcxU+sCHbVU5psxx/tN6NuuRtej4f3sPcnDgfjnYDTfjNahPXLWD7F8gOYyHvei6FOCLQbgfmJibn+PK/xTD2lHZ2At00g5ewe2s4Xn2MuTuOmTsHbJhCMBx80ee0CDKOZ+0jtZHP/EwKYSnyRGNnJuvJuOCWfSzNCYCRyFczH/SWBKpbOFIFujCYeHKR3YVbcPCMEytOyK1GbR+10OQxL8u/POiXQzjkwJV8sqr+w5QSrJ3JD2VRPabhTAqccgfLSOo6h4K7JPLma2NwpOG32glYp+8JKNOopHT+Z/T9Ju0nYKscw8m/A/xfyB0HLpt9kEbAkAAAAAElFTkSuQmCC) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDUlEQVRYhc3WTYiVZRQH8N9zvU02jDLaNJma2WQqQtKHQRFXokW5sHDhIlpIXxQRLfpYGRG1aNOqRVGrVn1sIigRV0G+KtkixGQKU7FxNJNxnKZxHK56T4vnGbQJrHvT6A+X973P+55z/s95zjn/lzZRRXTvjPi8FRGHI+KbiC+riAeqiHq7vtpGFdFbRdw5FBcwFRFVxG9VxNxOfNbaCF5DT2J186L18/lyHFNXlEAjpRaaeOgE+6fXr85O3sW5K0qgYDzYje3TC7MKPyy9ogTKEaxOjJ7nyE62/ICjaLERk50QaKdy61iO29C/jPWzLkR9Tq6DtvGXDFQRtSpidhXRdfF6I6UmBhO1W9lUQx+O8B52NFL622BVRH1mu9arCDOMu9GFntJaxxspjRQS3+2IcICpOWyuX3h/TRUxWOy60Gyk9KeuqCJmowfdVcQExtGqYVUV0VdFzMzK6sR6PF5FDEw/Dw4Ha5eh0O6v5RbsTvTiabxURcyfkYB6YmnKfgfQj7l13I/9ibEqoqdGvcVD6I+c5W4Mycd9PGXDNWM4lkl0t/KzgbLDuxKjwcoqYtd0dkvQdzCR+Cyyea2O+xI34+n59PZjFBM4i+vwK0PnWbAjYhGeTEz+wuxbMcjyxCdyfRzGxmBrjWUt3qgiPsO2xIeJBRgL7pBbeTJVEZ8kmovYNFcu9Tlye/WWLU0jcEou92sLwWH2LOb2eRgrv1O5MBf2sqGOkzzbxwcrcAbfZ9s3gzdqiQfx2DFGfsZP+L1k4OLgJY3m4yZcj8U4z9RhhptyIZQxfTCV/zegiw/Gi4+rii3ONFJq1RIW5nOff4bRuzC3MD2Y2VMKYLTcHynXM7iGexKDkY/qwGner7E9GGyybwx35x2Pwm7eGubj4lKqIjYkmpE3bQVfz8GevLuXg+sSK+9gwyDm4QTb5rHuFnzLq9gVWQ8+wqHE8WBVykHH8XZkIRN8h9cx2Ejp3J8GQBXRI7fTErwYvNZI6VB5dg9+xKN4OLF2gJ5DbMETwWQjpcny7iP4Aj2NlCaqiD6sbqT0VfEz2Uhp7/Sx/mPsyAQfTNwbPHoji0/idBajXUUx20JbahjUgvvwWI2twxyoI7G0k+C0J0YSSxLrV7DwWp7Zg9/4FN92Epz2M1APtpwsEW/LpCYaKe3/G9PLQwBTwe4RXlgpt6ksLl2XtLocBIoYjWGwxeQ4RtgWVJ0Gb4tAEZXJhMTwEG/dyDp52LWbyfYJFBLjkaftU31sPpvJdGPNf0KgoBsPLJen4gJe8VfZuKIEFnbRd1qesafz2vZLGVxuAnubpRWPcm48j+uOvog7ItBIaTh4foh9GHZBJDtCW1pwMaqIAdyOrTM/QNtBx+2DERz7N8H/F/gD38ucqo2Kn58AAAAASUVORK5CYII=) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur211709 6.6666666666667s linear infinite forwards;
}
