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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEoUlEQVRYhe2X22+TZRzHP2/b9UBZ23Wl2zomDDCI7AAiCoPIOEhAHSSQaIwX3hA1IV5ojGj8A7wwARMSQzTxcGOCicEj3hCJMtQ5cQxWWAej69bDtq5d167r6W0fL9yQnlmRxAu/yXP1vL/v7/P8nvf9vc8D/+s/KjE/7rsUxSZ27di6AJIlAaLY+NcAtmxYx+oGA/s7N+UlLmVWCUhBgFgiQb9jhCe2tEMFposBKQigVqRJJWUGbvj57MPjSDnzEki5oxhIRQC9dpc0G55FlrRE4/mJC8UUmysHUZL8oTWrEOkUa1fb+PZcT9m4UgmLgatK0alIIysybHt8E4bqGs5d6KFKqcQ9MVUoiVTJl5AHcKdJlVJGliVcE4JDh15gIphi1ONiX+tGOjp2cKH7PKFAkM6d+3jv/Xezkks5QAJEoSqU3DMJpMZ6szj07FH2dLQTCke45hjk90uXic6GaLQtZ9zjJhQOkUwkGR51Isgud65fbr6sl7BQCXUKcDjsfHe+B2OtAUO1jgOHX6R18y5cY14CoQhGTQN6jbVoklL+WQ+3tbWIVCrJ9etDuXPi5PETjLmGePnoa3T3uIjEwjiGhnGOjOId6CMjy1y+2ZPnWa4KWRWo1iiIzc3x6Scfzcf9o6lghFdefR0lMjWGKiQJ9DotOrWCWCrB5Mx4sYWXVBZAd+8VzDVG3jp2jFMn3s6CsF/p4+cfuxkfc7HCkKZlmaDrwG5Wr3sEg6Uea00jbWsfzQNfFACAJKeQRIZTH5/m+YPbAURbSyvDzhFcnkm8/jC2lcvZ3Lkdh/0WVSrQG2tIZTKVFCAf4I+BIcgIfN4pfjh/hbq6esZ9k7h9HiIzYSKxDO4xJ2p1kq7OB2lfWYvBbEW1RI8/6Lt3gL8lAxKSgL1P7gRJormpmV8uXqT3t0ukZEEqo8FSZ0InpcmkEjStXMOOrbvznMo1pyyAhTfUG4hiWqJAUsJyWxON1ib8/gATfi99vb0MDzrx3BgBbR1PPbefjY9twWSxcdU+VHK1ZfvAnRocm8bWYEPKyGi0GgzVZiLRWXxTXqKzKWSUpNMCgYpqkwmrrQH1UuOiVj8Pla+FwPUP1BLPKHnnzTeYGJ/m67M/EYsl0Wo11Jqq+eLM5+gMNbgnQnx59lfOff8NP3x16rZvuS5YsgIA9tEAwXCcEx+cZCbsYU/nZiwWI2k5yXQ4ymD/ZRDQaDWSnAkQmbxKV9czsIgDyV23zRUNJhrqG1EqBZ3bO+kfcDHicZJIxDhy5CXUWg3uMQ/jPh+Djhv82dd726BUey76O879m7l8IWxpiWXLzJw+cwad1oBaq2HPrqfZtq2DgH+SyFyceCKOECLLp1QFSm5BbrB3cpp++zCgxB8MoNPpiSZS6PVLaW1tR7dEj9liITMPUC55WYAFk1yjmy43GZEhOjdHaGaGeGwOhboKkRYIoUChUNHevgkqPRPeDYgSiehslFvDThwD1whOBdm4qhmVSkWd1YxKcXt3S0KUPJIVAwForhICkSadlpkKBJgOBth7+GCBx++jNrS1ipaH1y9c4yq6GS26AncqNB1CkhRwDyv9C23TA8MKh0wnAAAAAElFTkSuQmCC) 3 2, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 2, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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}
div.testarea{
animation:rwdcur231126 0.8s linear infinite forwards;
}
