@keyframes rwdcur173970 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 14 21, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 14 21, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECUlEQVRogdWaz2tdRRTHP4bweAQJMYqUUkpKSitqtUrdZCPSteDGLiriwm2Fbr79B1zZ8yeIS/8GcaHWTWlVqlhbKjQa2hpLKTGG8mIfIbiYucnNfTNz73t3bqxfGC7vzXkz59zz+yTwP8dTDemmgGn/3Aa2/DNE1/MLYOhXiDYLphrSzEp6DBwE5thlsIqepE1JfwPHgMPAbMN7JkLdwQXzf/nPL+CEmInQzhUfJH0PvAI8T1zg1piu2e+VmAd43f9m3a/tCu2fld+/ATwCNoAHdGBKKQ3seaMXTywh6WN2tVA1jZkyLYCkC8BR4Dk60kJKgJ03WjDkmfrEM1U1jV6V1uM4sIB7Gdl9IXVgyM4LvAa8jBPkkF+HywQlLZzDCdCJFlI+MPJGL55Y4sL1y0g6D5wf457jwArwkMy+kMoDhyTdzXWRmX0EXAJuA//kOrez+BxAJ74QO6jIqNngfSF7couZUF/SJsDy8nKQYHFxceS7JrRm9gFwBbhDBlMKOfGe+B9itIzCsZvQepQdurUAITWGMmoUBfNj4CAwTyYTDQmQiv85MOfXTOT+sRDUQNtDU5D0Dk4Dsznu2s8wWsYzwNN0JMDQzN5se3AMZvY18BjXFLVGSIABcN/M3qtuxMJkUzoz+wmXiX8D1nDdWisENYCrV26a2YdNmavb98xfA64CN/0drQWIJbIpnJMtAKckfZpiLoRK8roF/AB8658ruCandVEXq0a3/QV3SCS1skA1SWwNx/Rtf2YW5iEdhbaBoaRv2l4iaQnYxPlX1ilFXRjNmROeJVPoLGM/BTiAa0OzjlnqmvpsZYWks7gW9CiupJ4H+jU81CLVke2U1DGM4cQjMLO3gFVcOJ3YqSdt6lvDB4fWg6/apr5jtB58pTRQN7VrjRyDrxiT2XviBIoOrRhXFtPtaVzBNySRP2p74hTaOHEZfuTynaSrgb2ks8dMqOuurIojuLprBN7ZT/n9kRwSE2C/zKfAPKWaqwpJn+Mm4wtUhIgJ0LkDV9AHps3s/RiBpM+AF6mE3f1mNIUBsGpm7wKvAscknanQvATcozSSeZIEKBqpgsHfgaoAIyOZJ0mALVxSu48TYCNA02c3xAJxAbI03BNgC2caQ1xOqEXMiYdmdjoXVxOgJ6lR/xoTYICzx/8Ce2azFRTa2SoThzAEHprZ23l5a4TgbNbMruF66w1K04xUU7+Oiwg7SE0lqntjlhZ9XLtZzExDWAP+8M9B8WWqGm3sSG3h56VHJF2X9GuE7AGuJlqnpIG6/5WYB05K+gomnwu1hZldxv197UvgF5wWgPo8sMeZczLVFGZ2BfgZuIHLEYPyfp0GpnC1x0lJX3TCYQTeaVeBW8CPuHHkCpWS+l+0YEJv2U3ULwAAAABJRU5ErkJggg==) 14 21, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 14 21, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 14 21, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 14 21, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 14 21, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 14 21, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 14 21, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 14 21, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEH0lEQVRogdWaz2tcVRTHP4YwDEFKjCKllJKS0ohabaVushFxLbjRheLKbYVuvtm4FBfm4F8gQjf+Aa7EhVU3pVWpYrVUaGzwRwylxBhkkg4huDj3JS8v7773Mu++WL9weTNzz9x7zj33/JyB/zkeakg3BoyH5zawFZ5ldL0wAIZhlNEmwVhDmiOS7gPHgEl2GSyiJ2lD0t/AaeAEcKThPiOhbuGM+b/C+ydwISYitJPZG0nfAM8AjxMXuDXGa+Z7OeYBngvfWQtju0D7Z+H7zwP/AOvAXTq4SlUa2HOiC2fmkPQuu1ooXo2JPC2ApHngFPAYHWmhSoCdE80YCky9H5gqXo1ekTZgFpjGDyO5LVQtWHbPM5wDnsYFOR7GiTxBTgsXcAE60UKVDew70YUzc8zfuIKki8DFA+wzCywB90hsC1Vx4Lik31JtZGZvA18Ct4HNVOt25p9L0IktxK5QFlF3sPCO7byef0/RBWN0ki6Y2R38Cm3irrX1VYqdRE/SYtvFi5D0Ae6GkwW3MgH2+P86lLjNOswCR6n2co1RZsR9SRspFi+DmV0CPgGuAitt1yvTQJKTqcBkGBOR/Q+EsgU6S7wAJL0CTOGpSOu9DtON5vEI8DAdCTA0sxfaLhyDmV0G7uNFUWuUCTAAVszsjeLE4mIzzxqjM7Pv8Uj8C7CKV2utUKoBPNjcNLO3mjJXNx+Yvw5cA26GPVoLEMuFxnAjmwbOS/qwirkyzMzM7Lw2s1vAt8BX4blEokgcSyW2wwa/kgtqeaZgr0DFuQJWcaZvhzWTMA/VXmgbGEr6ou0mkuaADdy+knYp6txoypjwKIlcZx6HKcBRPIlL2mapK+qTpRWSXsdL0FN4+TkF9Gt4qEVVRVab1B3AiPfBzF4ElnF3OrJRj1rUt0ZwDq0bX7VFfcdo3fiq0kBd1641UjS+GtfEHSJruWTtyqy7PY4nfEMq4kfMiBtVZW2MOI/Qcvla0rWSuUpjj12hrquyIk7iedc+BGM/H+b3xZBoVyIdb40wRUUjQdLHeGd8moIQMQE6N+AC+sC4mb0ZI5D0EfAkBbd72IxWYQAsm9mrwLPAaUmvFWieAn7He6yb8GAJkBVSGYN3gKIAx/Dr9kBqYAsPaiu4AOslNH12XSwQFyBJwT0CtvCrMcRjQi1iRjw0s5dScTUCGvdmYwIM8Pv4X6CqN5tpZytPXIYhcM/MXk7LWyOU/dqJmV3Ha+t1ct2MqqJ+DfcIO6jqShTnDpha9PFyM+uZlmEV+CM8B9mHVdloY0Nqi9AvPSnphqSfI2R38ZxojZwG6v4rMQWclfQ5jN4Xagszu4L/vvYZ8COuBaA+Duwx5pRMNYWZXQV+AH7CY8QgP1+ngTE89zgr6dNOOIwgGO0ycAv4Dm9HLlFIqf8FKGJCz4rTsLYAAAAASUVORK5CYII=) 14 21, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEH0lEQVRogdWaz2tcVRTHP4YwDEFKjCKllJKS0ohabaVushFxLbjRheLKbYVuvtm4FBfm4F8gQjf+Aa7EhVU3pVWpYrVUaGzwRwylxBhkkg4huDj3JS8v7773Mu++WL9weTNzz9x7zj33/JyB/zkeakg3BoyH5zawFZ5ldL0wAIZhlNEmwVhDmiOS7gPHgEl2GSyiJ2lD0t/AaeAEcKThPiOhbuGM+b/C+ydwISYitJPZG0nfAM8AjxMXuDXGa+Z7OeYBngvfWQtju0D7Z+H7zwP/AOvAXTq4SlUa2HOiC2fmkPQuu1ooXo2JPC2ApHngFPAYHWmhSoCdE80YCky9H5gqXo1ekTZgFpjGDyO5LVQtWHbPM5wDnsYFOR7GiTxBTgsXcAE60UKVDew70YUzc8zfuIKki8DFA+wzCywB90hsC1Vx4Lik31JtZGZvA18Ct4HNVOt25p9L0IktxK5QFlF3sPCO7byef0/RBWN0ki6Y2R38Cm3irrX1VYqdRE/SYtvFi5D0Ae6GkwW3MgH2+P86lLjNOswCR6n2co1RZsR9SRspFi+DmV0CPgGuAitt1yvTQJKTqcBkGBOR/Q+EsgU6S7wAJL0CTOGpSOu9DtON5vEI8DAdCTA0sxfaLhyDmV0G7uNFUWuUCTAAVszsjeLE4mIzzxqjM7Pv8Uj8C7CKV2utUKoBPNjcNLO3mjJXNx+Yvw5cA26GPVoLEMuFxnAjmwbOS/qwirkyzMzM7Lw2s1vAt8BX4blEokgcSyW2wwa/kgtqeaZgr0DFuQJWcaZvhzWTMA/VXmgbGEr6ou0mkuaADdy+knYp6txoypjwKIlcZx6HKcBRPIlL2mapK+qTpRWSXsdL0FN4+TkF9Gt4qEVVRVab1B3AiPfBzF4ElnF3OrJRj1rUt0ZwDq0bX7VFfcdo3fiq0kBd1641UjS+GtfEHSJruWTtyqy7PY4nfEMq4kfMiBtVZW2MOI/Qcvla0rWSuUpjj12hrquyIk7iedc+BGM/H+b3xZBoVyIdb40wRUUjQdLHeGd8moIQMQE6N+AC+sC4mb0ZI5D0EfAkBbd72IxWYQAsm9mrwLPAaUmvFWieAn7He6yb8GAJkBVSGYN3gKIAx/Dr9kBqYAsPaiu4AOslNH12XSwQFyBJwT0CtvCrMcRjQi1iRjw0s5dScTUCGvdmYwIM8Pv4X6CqN5tpZytPXIYhcM/MXk7LWyOU/dqJmV3Ha+t1ct2MqqJ+DfcIO6jqShTnDpha9PFyM+uZlmEV+CM8B9mHVdloY0Nqi9AvPSnphqSfI2R38ZxojZwG6v4rMQWclfQ5jN4Xagszu4L/vvYZ8COuBaA+Duwx5pRMNYWZXQV+AH7CY8QgP1+ngTE89zgr6dNOOIwgGO0ycAv4Dm9HLlFIqf8FKGJCz4rTsLYAAAAASUVORK5CYII=) 14 21, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 14 21, auto;}
}
div.testarea{
animation:rwdcur173970 2.1666666666667s linear infinite forwards;
}
