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0%,92.923255813953%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqElEQVRYhe2Wu0oDURCGvxULiyAxKl4ghMQLCAtqsNQgQSxsAj6Bz+CD+BB2doKNIApiJYI3FoIkakTwghCCWNjIsdhM2F2zN9wQifnLPcP5Z74zMyz8d2lRXnakaWpKKc+YkqaRV6rhG1kCj+DtbNE5UKh7h05gIp6wGd3Wqpq1cmeFbklKEj1hE2imMOYlzX7c63f5xkJWAZyUKwDoum4PMAxFrQoQyDyvlGYlEQkBLznNnec/CKzNLNve+CuTBEDvi5kXvr0CkBwe+bU5tJBAEHOwEJDKF9dXATg93gfg/ekBgP7xFADJerxhGIA5BThGMKg5tIBAGHMIMAUiJ4mlzw/zoExjCoKYOxdWJASssx3GHJpsQrdeEMnbxwbiAKxMpgHIHRySDZiwdRUHfgI/bcYTbNWfwk8FS+GuTSIkpnNztu97O9tAo/uZTWcUwPygSUQ2ppz7qeWb0E++WQqJm+drwL0yITGUMnuicnnhGS/6+wTCSkjERscAeCkWAXcSnUdAFLQnOpeASEjIxtw9s5NoO4HIVrGbru7vhHLT3/a2E+iqq2/rWbhxP3ufPQAAAABJRU5ErkJggg==) 5 16, auto;}
93.023255813953%,93.388372093023% {cursor:url(data:image/png;base64,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) 5 16, auto;}
93.488372093023%,93.853488372093% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvklEQVRYhe2WuUoDURSGvxELiyBxwwVCiBsIA2qw1ChBLGwiPoHPYBewFNL5EHZ2go0gCmIlghsDIokaEVwQgoiFjVyLyQ13xllxJKL5y5wz9z/nu+ceAv9dWpSH7WmaGBLCM6eoaWSFqPlGVsAdeDsrOgZyVe/QBQzE2y1GVy8VTe3c3qFbkbKIprAFOCmMeVGzhpv9Dl+aSAuAg1IZAF3XrQmGIXipAAQyzwqhqSQiIeAlu7k9/oXA/MiM5Y4/+hMA6C0x88DnJwASXd3fNocfJBDEHBQCsvPJxTnyq3kWpqYBeL2/BaC1LwlAoppvGAZgvgJsTzCoOTgQyK/mKawUvL7xVBhzcJgBN3M7ian3NzNQovYKgpjbF1YkM6C+7TDm4LAJ1VkAONzftsTl3cfa4gDMDqYAyOzskg5YsLqKfRdRUC3H21mrXoWfckrjrkMiSQxnxiy/b22sA7XpZzTVLwDGO0wicmPKuJ9+fBP6ybdKSeLy4Rxw70yS6EyaM1E+PfHMl/r9BMJKkoj19ALweHEBuJP4ewSkgs7E3yUgJUnIjbl5ZCVRdwKRrWI3nd1cS8qOf9vrTqChhj4B3d68+4/j2I4AAAAASUVORK5CYII=) 5 16, auto;}
93.953488372093%,94.318604651163% {cursor:url(data:image/png;base64,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) 5 16, auto;}
94.418604651163%,94.783720930233% {cursor:url(data:image/png;base64,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) 5 16, auto;}
94.883720930233%,95.248837209302% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwElEQVRYhe2WO0vDYBSGn4hjkVoVL1CK9QJOXnC0rYg4uCj+An+DW3dnf0S3bgUXQRTEScQrgSJWrRS8INYiDi7yObQnJrFpEhpR1HfMd8h7zvOdcxL469KCfNm2pqkhpRrGnGsaM0oZvoElUILGziYdAgs1b98JDIQjFqOLSlkzV26v0ClJSaLFbwL15Mf8XLMet7q9fHlyQgHsFooAFJ4eWUykPgJ0XVEpA3gyn1FKM5PwTcBi7kF2c/v5JwLzI9OWO36LRwEo7B+wmEhRergHINrV3bQ5eCSQyWYCr1xkEJDKp5bmANjb2bCYt/XFAIjW4nVdB6pTgG0EvZqDC4Hc7s6XVS5ynAK7+fPNNYBBIvH6Uj0oYEyBF3P7wqpLIL2a9lW5ebb9mEOdTejUCyK5+1B7GIDZwX4AkptbTHhM2LyKXReRV62EI6zVrsJNC6bCHZtESAwnxyzP17MZwOh+RvvjCmC8o0pENqacuymQb0Ezcs1SSJzdngLOlQmJzli1J4rHRw3jRT+fgF8JiVBPLwB3+TzgTOL3ERB57YnfS0AkJGRj5vatJL6dQGCr2EknV5dCue5v+7cT+Ne/3gEq3Mo4OR1eywAAAABJRU5ErkJggg==) 5 16, auto;}
95.348837209302%,95.713953488372% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABw0lEQVRYhe2WO0vDYBSGn4iDQ5F6wwuU4pUKBbU62ioiDi4VF7fib/CH+CPc3AougiiUTiJ4IyDirUVQp1KKg4t8DukJSWyahEYU9R3zHfKe83znnAT+urQwX3akaWpcqaYxN5rGklKmb2gJPEJzZ4tOgWzdO3ACo9Fum9FdtaJZK3dW6JakJNEWNIFGCmJ+o9mP271evjmXUgDF2xIAyWSSfLHAWnrBCNB1RbUC4Mt8SSnNSiIwAZu5DznNneefCKxOLtru+H0kBkCyI0K+WGA2kQAg1tffsjkEIBB25SKTgFQ+v74CwHFhH4DaU5l8sUBuI0fnUJxYPV7XdcCYAhwj6NccfBD4qspFTafAal57KgPQORQHIP32agTdYk6BH3PnwnIlEKRy62wHMYcGm9CtF0Ry95GuKADLY8MAZA4OSflK176KPReRX21Fu9muX4WXspbCXZtESExkpm3P93Z3ALP7mRoeUQAzPQYR2Zhy7qVQvgWtyDNLIXH9fAm4VyYkeuNGT5TOz5rGi34+gaASEpGBQQBerq4AdxK/j4DIb0/8XgIiISEbM39iJ/HtBEJbxW66eLgXyg1/27+dwL/+9QGP9M244KMhvwAAAABJRU5ErkJggg==) 5 16, auto;}
95.813953488372%,96.179069767442% {cursor:url(data:image/png;base64,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) 5 16, auto;}
96.279069767442%,96.644186046512% {cursor:url(data:image/png;base64,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) 5 16, auto;}
96.744186046512%,97.109302325581% {cursor:url(data:image/png;base64,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) 5 16, auto;}
97.209302325581%,97.574418604651% {cursor:url(data:image/png;base64,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) 5 16, auto;}
97.674418604651%,98.039534883721% {cursor:url(data:image/png;base64,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) 5 16, auto;}
98.139534883721%,98.504651162791% {cursor:url(data:image/png;base64,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) 5 16, auto;}
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div.testarea{
animation:rwdcur228513 3.5833333333333s linear infinite forwards;
}
