@keyframes rwdcur140362 {
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5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAM3ElEQVRogcWa2W9d13XG1x7OcOeBl9TlIFKiJXGQKMtio8jWYMWxm9Q1LLRukjYIWrR9CJC+Fe1/0Me+FCj6UCToQxvATVAgQZR4iIcolVUrGi1LsgaKEinykry883DO2dPafZDjKLVskWwkfc/77vP9zvnW2ufsfQHWId+Pr2f4IxFZyyDOHdrTu2kACIkbY+YrK6XoYRtbq9haBnHuJPqHRr4VT6X+zvV8RoEsWoBAK2kftsEHaU0A1lpd3Dyyvad/8BvJTOawUSpNAJa549ajMDAP2+Tnaa0ANh5LjKRzuSPpfG6r4zi7dSRGKGVl1/XLUgqJiA/b6321JgAAgEQyM0jRHs5u6huIpzMuaDNuDU4SQgR33LK1tqMeQ6TWDBCPJ3o9zzvgJuKjmf4icMcBDKMBSugeymiKcV5mzKlF0aON1JoBPM/PpFLpAzqIJmK9veBlsmCEAGJ0hnO+i1K2mTFWZYyvKiXFo4rUmgEc142lM7n9jLEnAYBktowC4Q6IRgMYIZ7jOBOU0jHGmCKErhJCmkrJh2j9rtYMwBh3srn8NKVsWnba3C8UwO8tggxD0K0mMErBcdxBSumU47gZa22ZMacsRPhQ62LNAAAAuXzvJGP0GUKIr4MAMjsmgLoxENUKoIiAUQqc8yznfMp1vS0Ath6GQQnRqIfkfz0A1mRzPds55wcZZWkVdIFlspDYsh1kJCBYWQJEA5RSYJy5nDtjnDvjnu9rpdSKUrL1WAGstTabzY86jnOIMVYAayGq1yC1YwJYKgfd1WUIqmU0xnQJ5eAPbmW57dsG8mPjO13X71Ht1koYBsuPDQAAIJVOD/p+7DBjbMBaCzIIABiD1OQ0SKGhOX/Ltpu1O4hwg4/tJ/0vfjO548gX8vHi4LiRsIW06s0oCpYR8XdW3esCiMXjhUQyeYgxvhUIAa01diurJDE6Bk6+H4LVZRKVS6VOu/kvtn/8ktO3echJb8p12yTeqXVGeWd1LOa4zGhdllI0HjmA5/mZdDp7kDE2bq0FIaJQBB1rpGDWEhCl26DbTdcYfaxx+eRSvRJeqDex252bHcqknWTftqFi39TUZCLbs9U0GqGSctUYLR4ZgOO4sWwu/zSldDcwTiIpF8Nud041aglVWfJsuwZaSR8RAyHCgly8clnMnF4hYFLJnc+4/c8fzed2PZnjwzu3QWLTTj9s5q2KKmEYVAFgQ+12XQCEUpbLF6YZ50/Fdh9wSM/gmUZp8bsguwZFOMIIeBYRrAWutHoNjbmqZUSiSI2w3pH/FhIm2pUg0ZgvudHCXNFpl3fFPWfCj8WNVnJFKRU8VAAgYPL5nslN03v3F//wW3Gb3bS8eG3udV2ZbTLGB4GQAmecG6MTMorOGKNPWERqw+b1zsrKh/W5OS+8PcM82dw0MDbINh8+kBz5yldG+qb2PMXAGTCNWjWKorK1a38PWRcAIppcvjA2+fLRg/HxfZlaPVxduXr9VHT77BAQMksI6WXMKYATE5HSNaPkRbD4DQA4hZ0KMeWbtxhjx/nwzkRy7/MjiV37HZV7gsvME3nMbJ5g4Ox2o7oHxpSEiNpr8cTXAwAAoJRsSUs7wWIdGvMryLur0lp7MgqDstE6sF7qb1wvMcR7Mr7SN7kN60vW2jQAjBuj++oLMyfE2XevaOYHK1euvwRGZ6G9SnF1Pgula8+k4/64X+w/FIvFv1evV98XIvrcWK0vQgCQSKQGaXHiUP1OaTC8fYWaxm0vWF1oWcTrRqsSiWWXSKLnSdWpStWuXgLUqwBwmRCChBDhMdrvdGuv2MUbPWbuchFuX3Dt/EWwq7cAwhYDi0nK+Hbf87/o+7E0ZWw+DIPPbLnrBoj5sbyr5KEY644mp5/VkB84Xz1/IrBGEQB4WcvohFGiw3TwVfTSxgSNYc4d5ccSf5Xv6T2Yzea/HovHx1wGA0wHPtUBECPBogawFiwAWIscCBQ8z3va8/wp1/Xa1tpFpeSnFsB1AziOm+4t9h7Z8Sd/POaPH+L1lrpSvXDyRxA1lwAgBqhXtAh20Z6tOxxGi47rfpBOJqYSieRThNAeYwwgokA0Bi1aay2x1lKwABYsgLWA1gKiJYjoUEpHfd8/4rhuL+d8VkrZsBY/abnrrgFEjAqTu6Ls2FOwEri8fnP2IKfkbWGtCwDzADDDCfwnVV2fmejPLcrnysuVv0CDfw8EXEIoB7CcAIkTQtKU0izjvOg4zijn7pjneZOO42zjnCcJoRQAKAAMxHPFv40/8/XnMpR830Sdf537r39ubRDAaKGsnLkR6er8+xyvvFfxmS5LQoYBYI/jeoV4PPE1otsLnU7nZ/FE4mXO3b2R6s4AQABwny/Oe9Zixniecb7L8/z9fiz2rO/5ezh3sqZddT00e4Zf+c6uyqk3goHn//S7pbdelRuJUDwzPPlcd7W2m9dvUicZWza5ze8Ety7eSqbSnVQ6+0exeGKXiMJ/aLeav+TcmQZKXa3lG9baB6621mJojJ6TInovCoNjYRi8q5Sat4hUV0s+H55yeK5YNFL+on7+neq6ATjnftb3jji69uTwC19idPNet7babJpbZ19Ip7Pf9FzvQNDt/ocx5gfdTmvBAiw7jnvUaH0ajVldz7WstcIYsyBEdCKMwtdk0L4gOtFq7vCfjbevnw15InN2IzWgKTHRyJe/jPkvfAkaN9pJQDaUzeZ3ua47GQl5RWv1w1arIQEAKGVvKil2U+48T7W+yhinlBIqRPRJR+GOywkhoKTQn3ldYypRGByL3vvBsXat+u9eT/8WUZpz1w1gLer44HCUmz6oWyIF5avnfffOxZeo68URjZYy+pE2+roUEQIAhN22dv3Yq9zxvp0q9O1jlMY77VZDiOgcAADjnCaTqW0ApKhcb0aKqKaU/NzFK/ro7YsRwEWAjXUh1ITJpZUIG7ULIE/9DJzatTSCBankJWPMj9ut5icGksl0PpZI5hl3B5xk9p8QkZNu+98A4NzHQ3zG+GHwEt8m3LvERPA2b1XPGa0XtFYtRPO570UbeAJWR50oLJ2+oNXyPJA7pwFQg7VWaqlel1LOWkSazfUUk6nUEOfu75PC8CG3f8c+2juS7dy8UFZ3btwzHyAicrc4ts0Z2b3XIHxVLn50Ri1de1c3lk5qrWaNUhVj9H3jtREAlNWy1qeOIYRNABWAtRaUUgto8eeddhN7N/U/F0+l/4D1PfGMOzixh/ZvdyGeAvRTiKXZDljo3DsnWtuBRK7BB8aTTizTx3u3vqi3TB+US9cvqcXLJ1Rl/qdaBL9SMvrUtv66uxAhBHLJ+O+RqHUQVJSwd28hRCJ6QwjxahSGXjJX+MfUvle+5o4f3AyFzQyTPRguz1U7Z396uvPBW6/pqPuWMWbl4/mQUqpNa0WZRhkQbZLlhnyW7vNZfngzTW2aRmtjujJ3Co1u/l8/G6oBRJSUUm0tgLUI2ujIGHOq2+20AKCggQ7AjgMUCsMQnPkJRB+8Cap0tSKl/LlR8pgx+spv5jNo0czYsPUTnDvrivlzQ7JnNO+MHwFvz1GARK8v60sFAOLez8+6AT6GkIioAQCstSCVKhljziklOxZsXIbB9c7ijQE3CtMkOwSxQ39J+dyFAX7n4lGzfL0fAL7X7XYuAAAwznk8kdhL3cRf054t++nA1AApjlPw4qCrd0DVS8umU52xFu/bmdYdIQCATCa7m1D2LABkERGEEP8jhPhhGHSq1loJaBbl4rWqEaEiyZ4UxLNxmi56fPSLgxiFw2Lp2jWl5N02Sqnr+7EX2PC+7/CpF0do/4SD1JEmbM1Fs6eOR5ff/L64+f6P0ah5a/FThbyhJ2AQJQerrSVgEAERZ4SIfl2YUoTdX4ilm5dkZX5b8OE7+73R6UPulr27eXZwVBNKjTH3xIEAInJj0QXRDaxanFHz586IufPH5crMOYs4a4z+zHVhQwAWUVtrNRAANCgB4IbW8rc6C6CpSGEqurZ4SbXKb/KZ05MsN/CC1WLI4G/icLeD6ZYpffQ+1O5cMkHzuKqXLmmtFtCYB26AbbAGjLbWIlgAY3TFoLlttL7vySUa05HGXNFq6TpprvyKUlq0iLVPAMBKrdVJW1ucNVrdRjTlX9fXWrSxCFFHWsIlAIJBXDZaLz/ooohGA5p5c/ebgd4DiFEYzALAbQBY96kIffCQT4tt36f5xEEkhRFAxJLWuvPgX/2W7md0Q0c6GwJw+0d5Yv9L1Bl7GsBLl5RS6wX4nWlDAN3S3ALkti6zoSnt7ny2bMz98/8otKF1wMYKNSdf9HnftgnWM/zL+gfHz2DY+H9t0m5UGwLQldsGCK/a7BObRLt9vnPh9Y+saD2WE/sNAQAAaCFaKKOF6M7lm3LhwyYY8dj/N7FuuVv2PW4L8L9GNE5pTyq/5QAAAABJRU5ErkJggg==) 11 2, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAMbklEQVRogcWa2XNb133Hf2e5Cy5ArFxBiqQoiotEMbIk27I2q47rpI2tzDRNnU48nabTp/atbab/QGf6D7R96LhvSSdJm2USxZXa2GkU2bFkWaYWSxbFSiLFFQABELi4y9l+fZCc1mMtJG1J3xfgzpzB/X7O+Z4dABuQ4yY2UvyxiKynEOOcFjq6ioRQT2s9V1lZjB61sfWKracQ51ay2Nf/mpdq+xs7kWAU6AICBEoKfNQGH6Z1AQCi6u4b2F4oFl9NZTJHtJBpArDMLbsWRYF+xB4fqHUBICJ6idRAOpc7ms7ltlqWNanieIAyVrJtpyRkLIwxj9rrPbW+FgCAZCrdSw0eyXR3Fb102galxlCbHYSQmHOrhAC+fAKRWjeA56U6HMc96HjeUKa7B5htgwmjIqV0kjKWYpyXGePVKAofa6TWDeA4bibVlj6owmg82dkBTjoDOo6BKJVljO/ijG1hjK8yxstSivhxRWrdAJZtJzLZ3AFG2SQhQLIDWwEsC+J6HTglDufWOKVklDImKaVlQsmaFOJRegeADQBQxqxcrrCHMvZ03Gwyp6MT3I5uEGEAqrEGnDPg3OpljO6yLTuDBkuMW6U4Ch9pv1g3ACEUcrnCDkbpc4QQVwU+ZEZ3AHUSEK1WwMQRUEbBsqws53yXZTuDxuBqFAZLxmj5xAEAUWdz7ds554cYY2nRCoClc5AcGAYZxRCsLAIaDZQQ4JzbnPNRblnjbiKhpBArUorGEwVARMxkc0OWZR9mjLUjIkS1KrRtHwfWloNWeQVaqyWjlGpRSsHtG2L54eFiYXRsp205Bek3V8IwWH5iAAAAbW2Z3oSbOMIYKwIiiCAAZAzaduwFEUtozN1Ev165bRCuW6P7Sc9XvpnafnRf3uvpG9MSBkmj1oyicMkY/bn17g0BeJ7XnkylDjPGtiIAKK0hqJQhNTQKPN8DYXmZhOXFRb/Z+CfsGb9sdW3ps9JduVaTeK1qa8jyyyMu50xrXRIirj92ANtxM5l09hBlbAwRIY4jPw58MCJmgBSipVug/LqtlTpe+/CdpWolmKqtmVYwe6MvneGpjuG+7o7JiR2pbGGrrtdDEcdlrXX82AC4ZSVyucJzjNFJoJxEQswHLf+WrNdSsrLsYKMKWsSuNiYQcdQuFq58GM+8t0LBtLXtfM7uefGr+fzE7hzvnxiGZOcuN2zkUEaVMAzKjwWAUcby+fa9lPGnEpMHLVLofa+2sPA6EYFBEW6lBGw0BhCRKyX+w2j9kRIxCSMxQDsGfh0LGG9UguTa7IIdzc928cbKRMrh427CM1KJFSll8EgBCCE6l2+f6Nyz59nul1/zMNu9sjA9d1JV/meNMV6khLQzxrhWKhnH0Tmt9WlAQzFcm/ZXli/VZuec4NYMc+RaV89IL9vy/MHUwJe+NNC+6wtPMbCKul5djaKwhIjrXodsCMAYrXP5wsj4sWOHkuPPZKrVsLx89dqZaPZ8HxByAwjtYIy3o5WIY6mrWsQXAc2riHjG+BWiKzducsZ+xft3JlN7XhxITuy3ZG4bj9Pb8iazZZyDNelEaw5ouRjHUXM9nvhGAAAApJQNicwP52tQn1sxdrCqQsR3ojAoaaUCdFJ/adleH2/PulLNcAxrSwCQBoAxrVRnbX7mdHzul1cUc4OVq9Mvg1JZaJapKc9mYfHagbTnjjndxcOJRPJfarXVd+M4emCsNtQCAADJZKqXdo8frt1e7g1vXaG6ftMOygsNNGZaKblIEtklmix8QfmrQjQrl8GoMgB8CACGEBq7nPTwoPo1WJwp6Nkr3eTmlI1zlwDLNwGiJkM0KUrZdsdxn3ZdN8MomwvDqA5w7yXVhgESCS9vy/hwgrWG2vY9r6DQ+0Hl/KkAjCaAeEyJ6LSWwmey9WXjpLUJ1/oZ5zLhpf6sUOg4lMnm/yjpJUctikWmWi5RAYAWAEYDogFABIOGEwIdtpN4znGcXbZlN40xC1LKT02AGwawbDvd0dVxdOQPvzbqjBzitTVxZXXqnZ+YoLYEAAkwakWJcILkB0csRru5ZV9IJ5O7ksm2pwilBa01aKNjY4xGBEREYhAp3HkARARz55OgMRaldMhx3aO2bXdwzm9IKerGmN82x4b7gDEmah+fiLIju2E5tHn9xo1DnJI3DSE2Is4h4gwH/D4XLZeZ6E/AxC+UVla/ZYz+9p33EZsQ4IRQjxCSpoRkKefdFreGLMsadRx3h2VZw5zzFCGEAhAKAEUv1/1X3sFXX8hQ+K6O/H+e/fd/aGwOQGsVaxTXZyJVnXuX6ytvV1ymSgKgjxCy23bcdi+Z+jrRzXnf999IeMljlmXtDgMxfd8fjQHCu18pY3nOrQnbcfcnEonnHcfdzTnP6saqbSu1u//Vv5gov3sy6HnxG68v/eJ7YuMRsmwvO7DzhVZldZJXZ6iV8pZNrv+t4ObFW6m2dCOdzv5BwktORFH0d81G/ZRlWXuBUFcpeQLRPHRzg4ih1mpWxNHbURgcj8Lgl1LKOURDdW3R5Vt2WTzX1W2keqt2/q3qhgE4527WdY7Ysrp7y0svMLplj10tr63pG+//bjqd/aZtOwdbLf87WqsftPzGPAKULMt5RWv1ntFqQ0sGRIy11vNxHJ2OovBk3Gp+EPtROXvkj0ca196PuZd5fzN9QFGiRf8Xv2jy+34H6tebKTSsL5PNT9i2vSMW8RWl1L81GmsCAIBSdkKKaAdj/EUJ9CPHtQ0g2kprpZUy3LIoIlJtjIIHHARorUs6DI5Hb//geLO6OunkewbjpVl7wwCIRnm9/VF2zyG1FrdB6aMPXOv2xZeZ43jGaBXH0U+kktMijgwAQNhqKstJfI9z60/dVHrEcx1FCemr11YvA0DF4naaMjpMCPVFHM0JET90PRRdffNiBHARYHOjkFGEieVybNZWp0CceQPs6rW0IQBCysvGmJ/5zcYnTDBulxjny14q/deWl0xppdqhtvptAKgQSju52/Yt6iSLjJAfsuriaSniRaU+PebfS5toAVSRH4VLZ6dUvDwH5PZ7AEYBGiOUECekEDNKit9mIZ3JtrdlcmM8mX2W9+74Bu8c8pqzly7j3MydCkEEni/mnW1PH4NEZg+7NfULNnfpx9KvnpdClIzR6nMF0BpNvFpS6uxxA8EagAwAEUFKOW+M+S/fb/gfl014qWI23/nn1padrziDu/eQ7m3UcFeZ0u0GIaA+rhCwPZ93DQveMdjPMj2v8e6xZ+Kb596gC1e/L1prF7VW94XYMAClYEyjLEirasgdA2DQgJDirJBiWgrxfy9DOGD1T/6tu/dlDx0PYiH84MKJ8/7UyR8jwjIAABpdiW5fPomUd7qjhw7w7tF2N9UxQdz0IHiFmpj6+S0AqH5uAOaOBCFEESCAgKCUjrTWZ1ot/xNHJwiY1Z3DHgzuhdap70D4/k+DuLZ82gj5htaqAgBgtPaJUWdx/uJQtDI9xgafaXcPvAa8d2eKB2sZBKAP8rNhgLsQghCqCMG78RGLRpvzUgr//5dDNJWoVlqmC9e7WXEnJJxsms385iV9+4LSWv1jHEclN5HIO27i962O4a/Trc8WSdcImDgCWZ1fVI3yAgB8vn3gDoBWjDGDCGCMASnVdCzEolbqEwO5Uupc4+Kbf68MfjUxcmAPK/Rn7Uxxn7A8bio/+iEAlAAgS3IDh9n4S/tocQxUHNbl8vWL0fXTP4tm3vlPg8a/t4vPAKC1FoyhIoSAMQYQzbQQ0adepJWcjyrzr+szPzor5i7/njN66CVeGJxUiNwYQwEAEJFqRKriVgCr89PRjbMnomu/PikbpSmj1UOPXjYbIYWI6mMYRLwupbxnTRmjAxn67+rZCzOyuvArlsx9BY0ufrzv1VorWV24pad++q9I2M+jlZmzUshleNC0/FkB0KCCuyszrXVVG3NLK3Xfm0tjNBijK6q+/N+sUZ4mlHYCwjwAgFK6opvV72JjNTBGzRu9sVO7zUWIWgIZF4AatNGLWuvlh004d0mMNmYe4I55AAAl4wYAXN6MD4BNArCRZxRLthldmgPjX15U94nP49ADx9j7yereylP7X+H22H5AJ714v/w/Dm0KoLU4O0/yg4tsy6RyJo6WtJZP7OZ+wxsaAABIdFR5tsvlncPjrLDlVO3CqXMmrH+mQ9rNalMAsnJTI/AaZre1x01/yr9w4ipGjSdyY7+5FgAAHYs1HYe34/kPZ8TCpQao+In/b2LDsgaeftIW4H8BbFMVXNV/RNgAAAAASUVORK5CYII=) 11 2, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
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95%,99.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
}
div.testarea{
animation:rwdcur140362 2s linear infinite forwards;
}
