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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 1 14, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 1 14, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 14, auto;}
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20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 1 14, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 1 14, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 14, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 1 14, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEp0lEQVRoge2YXWgcVRTHf2ez+WomoaJQ+4GChBiSIiEtJbRCpVTiQw1BfCgUEcXiyzSg1FpBkDaQKtVAyVSlVCw1KagvGgW1CRS1aKmlLCUPQfwIGrNJaJuv2Tam6R4fdjfdZGY/7m5IIuQPl2XOzD33/7szc+/ZERZRLk4dsE/RrUAdUAHMAgPAFUEuAOcs7FuLNaYsRhIXp0HR94DtWVw+Lsj7QKuFPZ3v2HkBuDgB4JiiB4GAYfd+QfZZ2Ffz8ZAzQNx8l6J78xh/UpBGC/tSrglMZy1ZH6QxPwNcBb4AzgPDKa6rUPQ7F6cqVxM53YEIJ/co+hWAosmnJgVpBU5b2OPJJ1yc7cARRXf7pLwkyA4LO2rqxRggwskHokR/J7bCJCWSfqDRwv4rXX8X56Cix71G5GUL+5SpH/NHqLpkL17zw8DOTOYBLOx3BTm6MK7oAWMv5AAg2++zPDHkhIU9apCmFehbENvs4mwz9WMMUPTGjotSXzY0F6gqHaSq+EOTHBb2rCAnfE5ls4/MU9DkYlUtAm6Vfr5n38zZUCNA8OlHuwq3PjyeoaufvvXkR7eYJjF6iVV1DVC9IDwoIiaPz5ym6IgAa5JC58s50GiSI599YEUoABwBxoCPsrh+1idWksvALs4m5s8+gPGdDACHgLXAi8CPgGeVSUhEZvBCVPhdm4We8uRHfjFNEgBKysvLaW5uBngc+IY0EMDCUrhIVdeaDOriBBV9xeeUcU0UAKitraWzs5OWlhbIDHHdJ/aQqpqsaG8BNQti1yzsywY5gKSXuKysjLa2towQIjJOrFhLVhCoii+zKeXiMEXHYUXf9OT13xcyat4qlC0E4FcylAA1qvqgqnpWN3fbx03ABYFjPuZ/As6Y2/dZRrOBEJFJ/FeMALABqFPVGlV9RFUrI699/Y5edr9U9An19hkHns+lEvUFMIAYBG6myV1CbHWr0O7hl+b1vbd/jgvypIX9Wy7mwQ/g+zEga4gBUv9ZyaQ+QXZa2Fdy7A/4AfwzDb03gKwhhoB+wE01iDy78UzysaKnBdliYV/Lx/xcvoaGBp1T15Dq8QHVnutzIdd1taWlRQElzWanqiWqukFVK1X1MVWti7ea20fPP+NuPHXIpWPXYphOD7D+55whlkNeAH7430CkrkbDd6A9DCHX6J1YaqUvp+MQGrpBtPdPYOVBpARQZphllOlwH/+2X+RuKEy09w9gZUF4AKJMMU0/t+njDiNAFAkL2j6IhsbQ3r+BlQPhAbjLTZTbCMUIRfHf4jjEEBqahN4wsDIgfB6hgrjxwvhvUgsHoH0EQhHojVXVPhCfLCWAp4YXgvFZLwQK4yDBpFYY6xa49z0gEokwMDCQOPx1KYwnlAIgcQdi5mMgBcj6UuTVTVBXDrvuB2B0dJT9+/fT3d0NcBZ4fVkBoICCw5XEHqWCOEAQoQDWFcNmC3b7mj8HvLB01mPyAATq10H9+njJu7AB1bF31Mf8c0BONX2+ml9KZKGRkRFtampKlBRdLOP3pSDAxMQEPT09WXdyHGdFzHxCmmNb1plPKAh8hvd7ZyZ9CrzNMs/8qla1qlWtalX/AX5WU1kWAvfBAAAAAElFTkSuQmCC) 1 14, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 1 14, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 1 14, auto;}
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58.333333333333%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEpElEQVRoge2YXWgcVRTHf2d3k6zdSSkqtqkhiIqUpg+lFQkqKKKgLyFvPkgpinmRdcEKWqEQKhg/CRj3NVBtK+hjXzRk/S5GreBSQ6m12FBj1ixp+pHZZt1u9vgws3GzM7vZOynJCvkvwzB39p7z/98558yZK9xEqGoUuBWwgCgQAUpAAbgO2MCciJRulk+5GUZUdRPQiUN8JRSBWWBaZPXuV21BVbcD20zmFI6eun/xZOYe/fXKaGx8/5er8b8qAap6F07INIyFQ6PPLL7x+4ElArHwy1buhaGgHAILUNUu4PYat0tAHif2Q8AmnHwgt2NkTH9bWBItSBHotoifC8IjEmSSqm7Gn3wJmAZmqxPVzZPtfhwU/dAm+ZBF3Di5Q6YTXHT5jOWBCRHJ+lUZEbkuIuels+3tynF1Tj3A80GIGAtQ1S1Aa9VwETgnIsWV5se+2PdOCHlPcH5lCYq+aMoFgj0Bv9C52Aj5MhReU3RCy+vvYJdN8gFTMkEEbKq6LojIFRMDFvGiIO/73HrQlIyRAFVtxZv410yduvjcYx/da2rE9An4Va28qVMAi/gUTntRiTtM7QStQk2DEHAYuAyMNPB/v0SNBnFsk+zEm09ZUzsh4BVgC/Ac8B11GjIRKeAVsdnUqYsnPfaRU6ZGQkC0vb2dvr4+gIeBz6jfVVbHbav7bmgYNsmIoi/53PrBxA64OdDd3c2xY8dIJBKwsohZn7EuVTVpSwaAnVVjpy3iPxnYACqSOBaLMTg4uKIIt+YXqoYjwH1uma0JmyTzfHBQ0UMeu/7vhRWxrAo1KgK46DMWBXaq6jZV9VQ3m+Sjin4FvOlD/nvgiDl9n7peFgEwPDxcFvEUzueg41DkmqpmqarbxR8vdBYGxkf0l/mdNsk5IK1oFNitaK3vhivA/iCdqK8AAxFTbtwvESsMjB8ujc7tcS+3C+LXPi8jL8gTFvHzQciD34vsm8vLRNQLJxGZBP4uX2t6vjox62FCkEcs4j8bs66AV8BfeUhdAhoWMQ2cBWzZ3X6mAZ9zgrwuyF6L+OnVkIdarUTaNhVxXUTOyd3W02KFvyYaKgiSx+mTbOAMcESQ/YLcaREfsIhXV7LA0J6eHl3C8WnVjnHVdydVx2aXhm3b1kQioThfIHXf2GsNrwC+/d+IqN2NZm7AUMY4nNYa9dtpV4SmL1FKXQCaT0RNAUqBIlnymQn+GTrJYjpDKfUH0FwiPAJKzJPnLAtMcIMZoIRkBB2aQtOX0dSfQPOI8AhYZA5lAaENodU9t7kiptH0NUhlgOYQ4RNCYZd4i3uuODIhGJqBdA5STlftI+LoWgrw9EJCxF31FqDFFRKpOFqcaaH/tlVzuRyTk5Ply0B7nEFRQ0D5CTjkHSFhpOMW5EAn7G6Hx24DIJvN0t/fz4kTJwA+Al5dVwEQJnzwXpxQCrsCIghh2NoGuyx43Jf8x8Cza0fdgUdAaM9W2NPh7ltWH8AOJ0d9yO/D2Z1ecyxvJRrAzMyM9vb2lluK46zj/lIE4OrVq4yNjTU8KZlMNsXKl6EBj3Vd+TIiwKfADsN5nwBvsc4rv4ENbGADG9jAv/1fL2JYjjQ8AAAAAElFTkSuQmCC) 1 14, auto;}
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}
div.testarea{
animation:rwdcur242831 1.2s linear infinite forwards;
}
