@keyframes rwdcur193158 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGIklEQVRYhb2WXYwbVxmGnzOetcc/8Xptx97Jenezu+2SVm3SHygkoqSFNlFbGlWNQGqTtAGpZUCCQgQ3vUEQuGhFAIlSDAEuGooItElIoGpV0UBoCqEBRZSidrO1uq6z3h+v17Edr3/Gc7jw8WKlEOStwnszc2bOeb93vnnPdz5BF5CWqQEhQPsPrysima10w8d/IboUfJ1r7jk6O9/xzug2+EoELM9/5Pfz89dGdXY9P9cWoakMXVYBDsBXTuTmH72p7zMbTYPvbI488rmX5ucBRySzTrcCuoK0TP1uU5Op+yL3Hr591Xxud0zKz5pyYXfsy3uv98iVcIouBbiB8SNvlY/fuGFLNNEXopY9w/NvTOTuucK/HcRfRDJb7YZT70ouDAHB1R96MNp//Y3UA704vQ/gPXY4Su4g3QaHLjwgLdMAgoBe0AxKYZP64BWcFzoLuhdgQlrmpdbr0jLdFxv1XRlQE4JqWAfqIpm1aRkwAITnXnoynxm7MjwSDJFKpTj048dm7v943FZ8dgdPgNbWDaj1ZcCRllkVyWz5XQKkZQaAq5WAIUX2hrTMDJBTJInxvh63dNqGF4QNLaMGTkfwqOIPAG517wOZA2FIy3REMlvRO4JrwLianFALdGCtusZAToO4yd+jaU3NRdPrJ3ghzyfHfWG19rS0zPaaGMg6iLD6kLoaG0AG8EnLrOjK2deooONASoloI6EyUgQxDfKVZ89eqGzx+H2u/BzxmQmiEU8Y5DUgqioLdwIDIBIgJ0HMKvFVlckgUAB0DdgErFMpHzuVrTzLv8uqDvTSMqvdEiaCtiMRjoO0G+h2FV1DA+EG+oH3A2Mg17S4xcPAV1+dqR6gdY4kFL8bsNvpcgPuP2Qq1kbTOHRyeulrbNgZcjVtcqefLnpcIldrSsfXo2lV23HChsunNW2avlXkw8Ok/lw1LjT4fLnh2ImA7jP9mi/m08PhmEfHBiR8oN9TPZoq7982Gtil/JETySx6O92HJ0v7bh/yP35qpvow1z0YumGXRblUIjY4EjQqi8GG7sHRekA2GdMNQuuv4/iej/DRL/2E+l2Pums9xri7VgEk7loZPT8J9T/RrnWOxP2xQd939792/sBD1/be0fqlIKRl7vzVROkAgMcl0DXB5idO4bg9UF1Cm5/GlcuCEEhANpuIRo0nv/UFPjzgpd+nE791D/VogqX4MK5KCa1cQC8toi2VCJz5HiA5u1Dnd+8sUW5Iztcc9m6KeEQyW9eAlz8xvmp7w5FsGwvcd3q2Ov2LgweRjkOpUuHNt1JMzcySybxDOpPh7MJ50rlFPv3NX3LDaoPE6GaMv36f3OQ/+cebE0yenSA9NUXu3BRlI8jCLd/gpOc2/jhdzW0d9m2v2pK9myLDylPotIrDifvXBQfuPTZ7btdV/g0//+HXj9UlQ/5mnexv9uXWRz2F9pZYrDbtqNc1qm/5orvPPwwLr4AuEH/7Uf746+WMVxda1KvpUtIf3rQ7JIFzJ5+Zu2ut71M/+Hvxt4/fHBkG8u2TU0jLDHNRk3FkWzyi/lHbsaPK4SNAeLZi77Sv2hEMDY4xN53BeO2nBdOv7wOe6dg9eaCithwPvDA39dTWWByoAkWRzC5PLNKqVjrAkW3xPqAskllbWma6VVCYAObUvebWhOYvvI0zejW9pWmkS+hAGphRPMvtmbTMAuB+amvMC9iqrC9DVw8K7UOis6lQ9zOKaA2tIuJNlxrFxHAo4LHrSCBfbVYihus5kcwWuAjqS+sXP29D65j4vzoah1YJnZ2tNKspcz2V/hHODG/ksVcLb18qyKXQTUtWoGXYYq9bi8UWM9BsUtINCjU51CVX9wJUs1EGruwbuTUQiA+gVUq8b3CAD+7Y0486CS+bAIU6cK7g8kNoNUgHf48OUkLL3ZddQDFdahTzrx/NT7z8InV/iBNHD/Hr/d9Oi2S2fyUCum1KA6heYe+p/Au1plwzWWgWDqabG2htw8uPm8NCSstMSMsc2hoXna34itryFWHEg5SWuXZ9YDno/y84tIrSz27xyyc2euVq13sLvqK9C8zsWBe8298jmHvIjLwXASuG6vFX5PxO/AtT832w0cGg4AAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur193158 1.3333333333333s linear infinite forwards;
}
