@keyframes rwdcur30214 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEx0lEQVRYhbWXT2wUVRzHP29mdtnutmXZlt1SWhbq2j8IxRBEgg3URDmY6E3Eg4nhZFSUcCByQwiBqPzTg8bECyZ68EJMNCaiQWxqSAg0BULVCu22rLtLWbaz25np7O57HrBJBQoLU3/JL5nJ+/355JvfvHlPcIcdSh1tWlhTd7whFFlfoweadE0PVGTFsStOeqJw85w5XdjxXvOu9J15j2ra7JfD2U+OJmIrrq1YEO+JmdGJ6PVo3zQu0dTivlhhcW5FTXxjItZ27aP0x8fnC0DMPHyQPfbT8kXLNixKhwe0ilZWujJERZSz8RubGscb+qUh/VpJc9HQbkXz3SP5sf7d0Xef9wqgAexNHzwcC0c32NgURDFgikIg75usN0UhYOMwqZu1t/z5iGmYtaYoBCxha7Fw48a92YMHPQO8cW1XNNIYftP3l29AH9OH0ksy3abPrLenbWm5FjYOdsnGKTnlSV+hNtOUXeVLGpd8w/7BRZHwzrev7270BBAKBI+rAnnbtMv2pOOKUTF0I3ozUZRThjM5fRshN21NlW1yi24tk2k1MuVY2KbtYmIGDL+neTD0Wn2jO1aamKyYAanJgMiLsnLUHzcev5kI5YKXLCw0JfzFJqttQcaXKoiiXwuKiGEbmkzJCS2ubfIE4AbcpqmxqTQCTVaUFAop0qIoJ+VQel22W6EorJ7qDlzxX3V1V5N1MiDKQjNc3dBuaUW3o5TwBFA0LL+1xV4/V8Dn4hivjmw36lbVt/9n4d+2EuWlP8aPpQFHnVD9TAspQhiqDBQpy4Sq1beItYD/63dOEtv22PCCZTVFWU8QF1cOq7xvSnN5jY1eADRsUrSLgPDjEMQliMuTKqhvEWs5RT/NcPX4OYpXs4mycJr0xSKoRQj4GgSqkyA2KW8ABU6JDppVSZnKxmQ5fvGMWKfO8LMaUEnCsKR1Cd9tP4GTLja5GTsIuErDEQmaVYFTngBKldIeIkRpw88K/OIpNtDHD+KiSgofFqEQQgqWLY7z6aZ9lLN2pDxqGwQpE6Fx+k/ngCeAVLw/p9Jqv+gVz4mn6aWPk1xgGENY6MKaCVxIHasXruKzNftwxgvt5YjTo/7mQObZs0kvAAZAsvXMoXhmcxdhXlIlTEoUkUAFKIOSihAhYkJQF67l201f0LPrRYPfK+e8NIdZPyOAeGbzThrYj8kwVznPFUZH9/3yvj1o35WYTCbp6OiYAF4GTs8LAEBLsiesh/Q91LAFP22jxi/1lmXdK5dkMklnZ6cniLsA7mGqWCzOuZhMJlm5cuUjQ2gPDgGl1Jze2trK5cuXG4FvgN7/BUBKeV9vaWnh4sWLjwThWYHZSgwODj40RFUzkMvlqq3H2NgYa9asqXom5k2BGW9paWFgYKBqJeZlBu70pUuXcv78+RmIbZ4BHkaB2UqcPn26EfgS2DlXbaNaBR7WMpkMvb29KeBD4NhccfOugJSSCxcuzAziW/drDvOsgGmadHV1fQ+0AK8AQw/KqQpAqfuf+yzLor29/QjwOvArcARwq6n9yApIKRkfH6enp+cr4AXADzwBPNTFtSoAx3GwbZt8Pk8mk2Hr1q0nuf2NDwNngR1A9bvVLKtqJwSKQBYYAS4BvwFnwNuBFOAfo77r6G2VfgQAAAAASUVORK5CYII=) 8 8, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExUlEQVRYhbWXXWwUVRTHf/fu7HZ3W0q7bLdQtpTPtnwTQtDUKsuDjTE++CLog4kxPiloYwzomwQJRIRQ9UVeNDHqg4khMSEmEFM+UkNSS1NAG2mx3ZZ1d1va7ex2ZjrdnesDaVKBwrZTT3IyM7nn45d/zty5I3jATqbaImW+si+WlVbuDnj8yz3S4y84BcssWMnR7L1OfSp78MOa95MP5i3U5OyHUyNfnloTrhtcU7KquVqPjEbuRq5OYRNJVF2t1qvG1gTqmtZXr/37s+TnbYsFIGZuPh1pu7C6orYplKzslnlpOx5HkwWZT61Ox6qGwh2O5mgyL/NKKsYjmR0DmaGOQ5H3nncLIAGOJE+crF5a1WRiopP16SLrn9D0cl1k/SYWEx49OO7NhCakHtTJBg1hyuqKcNPH6ePHXQO8PfRBuDK89IC339utxbU/kjWpHRNevdy0TcewDUwsTNvEtK287suWpVakt3jj2k3vbV9PZaii9cDdQ2FXAAHN36ayZKyMmTczli0GZO9I9Wh91pnUzIyVNzCxxqeMSceQ90Jjq9U/amDSNLB000ZH92s+V/Ogeco8zXZ8enSikPU50vEzjq2m6B3ZMFpfOh68aWAgEf7cCmNtSdKbyJLTREBWeE1NFhKFUVknn3MFYPvt5ZPDk0kUUuWVgwKRkjlnotCb3JXeplBkt05u8/9Z0jctbVkoc4KiIBzN1qTMiJzdML3eFUBOM3xGi7l7roCz4gyvDbypLdlS3vifhQ33Lw7KTX+0C9PdlvpGXcUSjgigqQJgkHfqVbmnRewEfD+8e47q/ev+KqkNGE45fmzyzh2V8U5Km9dpcgMgMUnQIILCi0UAmwAWO1TQ0yJ2cpEOQnCnrZNcf6o+L62Ip0oEZQifNyRQjQQxSbgDyHJRNFKjCiqnLDKswy+eFbtUO7+q39UAfqipreH8W99hJbI1dtoMIrCVxBDrqSHLRVcA04XpjwgRYR0aGwiKp2jiMr+ITnVHSAyWgHAEq6pW8VXsGPmkGc4PmhpBHEKErdvWMVcAibqOMZXiqNgrWsTTxLjCT1yjD48wEMKYCSxXS9hasZmzOz/BGtIb88usZpXkaGrvtbgbAA0gHr10oi69p4GlvKymyVEgiwMoYAqUoygliBBVlFWU8nPsa55pfUmjt9DppjnM+hgB1KX3tBLiKDp99NNFL4ODhy8dMfvNhxLj8TgNDQ2jwCtA+6IAAETjzRWeUs9hAryAj7WD2qVywzAelUs8HqexsdEVxEMAjzCVy+XmXIzH42zatGnBEPLJIaCUmtNra2u5detWGPgRiP0vAI7jPNaj0Sg3btxYEIRrBWYr0dPTM2+IomZgbGys2HoMDQ2xffv2omdi0RSY8Wg0Snd3d9FKLMoMPOgrV66kq6trBuJV1wDzUWC2Eu3t7WHgW6B1rtpasQrM11KpFLFYLAGcBM7MFbfoCjiOw/Xr12cG8Z3HNYdFVkDXdTZu3HgeiAL7gd4n5RQFoNTjz32GYVBfX38aeAO4ApwG7GJqL1gBx3EYHh6mubn5e+BFwAdsBub141oUgGVZmKZJJpMhlUqxb9++c9x/x/uAa8BBoPjdapYVtRMCOSANDAA3gd+Ay+DuQArwLyen67i1mZmFAAAAAElFTkSuQmCC) 8 8, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 8 8, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 8 8, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 8 8, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 8 8, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 8 8, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 8 8, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 8 8, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 8 8, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 8 8, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 8 8, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 8 8, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEz0lEQVRYha2WXWgUVxTHf3dmspndfBrXGM2uq4ZGTSXmIZQiKU0tvgh9Kk3bt2JBkNYSKOiTldIPobapPhShD6VQaAt98Umk1RK1tVaqCYmK2liTNW6ySVjXdXZmdmb23j6IIhJ1zeTAeZh7zz3nx3/OvRzBI/b5za9aGqJ1h5fVx7uiutmia7pZlmXXKbvT2fzsSN65s3Nvanfm0XMLNfHwxxdTh75Z25zaXlOqyUUdc8Z0qnNTrdktLZnlg27UbXKjbnMxYjdenx7/fk9r/85FBdifGfizbdnqrsaZhosIKFeVTc3XvNyK292N2YbhckSauqe7ell4+ebCxhu59Lk9y/tfCQugA3w0+dmh1LLktkD4KEcVnCo3VjTtpb7ypR1z4jKQrhUtxgPl4+ELO+o01Zk1K7t2vVA3eOD4iTAA2o6x/uZ4S9MOY9y4qGW0sZnm2Q5LK5qu73qO7+DgYgeOdH03sLRiZDY+1141XjUS+TcyvKSpof/9W7vjoQBqzZrDyqJQLBU1q1w0ZFalcw23E67jeqWcZ9k4+HN+vuR4Vr72TrNIi2tOwQncnOtSIB81qr8OA2AYDUa3l/HmPOGbQXVQKzwRaBNifC51e3XtTGzExkZzBdZSOxGdqP7PKtlSGNTq6FqQKc+JlOgNBeCZXos1aY/IGmlKIT0hkdpt3WZGXZ7unulUKO5uLHZGR6uv3S0FUsWUIXwR6CXN4Ba2t85vDwVgGXbE3uJ0Py7gW3GQt8e3G3Vd9R3z7UtUmPoYv/nDrvpZnaVGGGIJMRUgmcWWjcrUt4ouIPLTB0dY/lrb5epidFKaGPhIaRFULREG2+kJA6DhkOE5ERMxAhrRaADWqVp9q+jihDrLyw3cOHSe7NHrHX6d06IXRUFzKVRJLLUOE4dQr6JGnlOijWZVUgV1lzlqFKJLbFRD6qzKMl2zxmTFqhWMDZxj6vh4pxe3EwhsBZbYwEqKHAsF4Af+hyyhmXokMaRYLzq5yBlRFHkRBxqr8KRHMpHk6qd/MPXreLffZK+mixhLafFL3t5QAJm2Mzk1qb4Um0Wv6ORFznOULJOYBFQJDx2kkqAglUxx5ePTTB2b2By0uduYZV9mzV+5UAAA6TWn9jHL74BUDjlVIKdyTKsCOYplhNRQUoGEVCLFlU9Oa5l3rxoTK0/+E6b4AwCAieTJ15llv+ihT7xKr0hSLwRWMRtgKB2lFEqpe0qsSnH1u3Mm8AvQGwZAPLqQuPFSkx7T9lJHLxHWTqw6WW+P2fMeTqfTrF+/fg54AxhcFIB5TFmW9djNdDpNR0fHgiG0p4fwQP75PJlMcunSpTgL/B0VAUgpn+iJRILR0dEFQYRW4GElRkZGnhmioh7I5Sq/6jdv3mTTpk0V98SiKXDfE4kEw8PDFSuxKD3wqLe2tnLhwoX7EG+FBngWBR5WYnBwMA78APQ/LrdRqQLPatlslt7e3gxwADj4uLhFV0BKydDQ0P1GfO9JxWGRFSgUCmzYsOEokADeBK487UxFAEo9ee6zbZv29vYB4B3gNDAAeJXkXrACUkomJyfp6en5EdgGRIDngelKcj4TgOu6OI5DPp8nm83S19d3hHt3fAz4G9gFLGgwqeglBCxgBhgHLgJ/Aacg3EAK8D/jiw6ZCU24vAAAAABJRU5ErkJggg==) 8 8, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 8 8, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 8 8, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyUlEQVRYhbWXTWwUZRjHf+/M7HZ32679YtvCdkGQArVSQ0hjsGA19YB3UQ8mxoPBIEiIYKKJHyGKRENBbsabogcuHAyJQbFiAoKkNAUSMLUty7LttmW7O7udmf16Xw9IApXitlOf5DlM3ufjl3+eeeYdwSz7LN7bFKyoOtpQXb/Rr/uadE33lWTJsUvO+KQ51Z+2zR3vtbwzPjtvoSbuffgi8eWRFQ2RN6pylUm/5Rv32b5kPDze03yr8bTjz9XZfrtppsKqGZm48fXe5rd3LirAwcThXx6ti3TWJmoGhBRIQxpaUStOtkxtqo/XXSgZJa9e1PMoZCqUXj86Hb2wr3H3s24BNIAPxw70NtWGOm1sTJEJpHUzMF2RqkvrZsDGIe0xq6Z9qYa0YVaZWiZgCVtrrF3S+dHEgYOuAbaP7AnVL6nZ7hkxBvWYfi3RNNGeMTJVTs4p2gUbGwerYOPknaJpZKomGifbPFHjimfIO1hbV7PrrVv7GlwBVFb4j6oMKStrS8uyJTGGpuqTK2YKNk4yZ1nY5G7nslbBkdOPpJbKCRnNFGYMO2sXMTF9uveIGwBDrzaeyscKU0Vl+kqGDIisKKq/1NDUqtsrK28HLAsLrSS82ZAV8U4ZE3mjENCqhOFxPMgxOaVFtC2uAPK+fNNMbGZceZQhlSoiQTe1rEzKa+MbJ9YrFJn2mXbfde9wzpvzyqAMiJLQjLxh6JNaNt9aeMwVQNawvFaP3TlXwFfiMK+Mvm5UtwVb7zuIEAaQKDf9MU4VBhz1rToLQhNBDFUE0uRlWAX058UGwPv9rhM0blv1Z0Wz35RBAuTJyxFMT04UeZVNbgA0bOK0ioDw41CNpJoi7f80/5mzPFHJ8JGLZK+NtRaFE9JrhKEF0TxBpFpDAJu4O4A0p8VqmlReZdUMKRqVITrFBnWOM+q6itFs0NzSzKk3jzNzIx3JJ+0gkFc6lljNUjL85AqgoArvUkeIZjQaMUSH2MgfnBYxFRfVFKnyIqUiEopwbGsvuWi2qRC3fQSR1NHgjDj7XQHEl59NqjH1idginhMb6eJ3fmCIYSpEHo+w7uxKRaUK0Fa3jmNP92INT7cXQ063Gmd/YvP5mCsAgGjkzKckOQlIlSOlLExlklQWJk4JJcEv/dTKWp6s7+DHrceI7x0yoj0DF900h1lfw+Vjz+xhCR9jMsQoA1wneuPoxQ+snycR94cSjUZZs2bNFPAi0LcoAADhm5trdJ/2PpX04GXljdCvQStmPTA5Go2ydu1aVxD/AniAqWw2O+dhNBqlra1twRBaOUFKqTm9paWFq1evNgDHge7/BUBK+VAPh8Ncvnx5QRCuFbhXicHBwXlDlDUDyWSy3HrcvHmTjo6Osmdi0RS46+FwmIGBgbKVWJQZmO3Lli2jv7//LsTLrgHmo8C9SvT19TUA3wC756ptlKvAfC2RSNDd3R0HPgcOzxW36ApIKbl06dLdQdzxsOawyAqYpsm6detOAmHgJeDaf+WUBaDUw+99lmXR2tp6CHgN+A04BOTLqb1gBaSUxGIxurq6vgNeALzA48C8flzLAnAcB9u2SaVSJBIJtm3bdoI77/gQcB7YCZS/re6xsjYhkAUmgFHgCnAOOAPuLqQAfwMwHwC+foJNtgAAAABJRU5ErkJggg==) 8 8, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur30214 1.0666666666667s linear infinite forwards;
}
