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6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIjElEQVRYhdWWaWxc1RXHf/e+N/vi8RLbZMNJEzcQCJAmiH4odAPSIkGFVBW1UqnaqohKJFL7oYqKigSVoEV8aKRugKhIyabQ9kPVtE5JGsKS4pgQEu8mcbzMeMZjz/pm3jJv6YeJp3acRLQfKvVKV0/33fPe/3//55x7jtizZ48Xj8epVCrk83lyudyLJ06c2HXmzBmD/8GQ4XCYRx/Yxnfuu4M71zVTqVS+l0gk1v83Pzt79mzw49p6nlcnoGka5bkc05k5Dh0/w6FDh546fvz44L79B7cNDY0+858Q8Dzv5o9rK4SoP5988klve1cLB4+d5sCBA439xcaTk5OdruvucBznGcdx2h3Hka7r4nme63le1XXdlBDiJdu2j69vzk2qVuhZVZVr0yX7WdP2Hg+p3obCbOrsR5X8rocf/v4S16qpVOqrv+vvP3zq1KmvAYc2b9784sDAAACpVKrN87x9nut91hOeKqWUrusipVwso19KGZdSvtAaDmoKSjrSvaXbrJl4Hw3taOpsk/FEK7J9/s7oyb+uB+5dosTixc6du+7es+cXJwFmZmZ2GIZxQNf1BEAgEEBKieM4XD594ymE4AYvS9NNn1kis2EZBP31sEinU3xw4i9UbSilJnd/+0c/fW4ZgYWRTqe/lcvlXkqn02qxWERKSVNTE21tbQSDwWUkFEVh06ZN1/S34zhMTFxieHiYkdFRLowO27pp3/bKK68MqlcaJ5PJzopW+WUmk1FnZ2cbIOVyGc/zWLVqVUN+13UbZKqXThPu2t74j+u6FItFSqUS09PTDA8P09PzNw4ffh2gCmx67ie7B5cpkEwmR3K5XPfY2BiWZS0Bi8VidHV1NVRwHIdqtUo2m6VUKrFtXYJ127/IyPAQo6MXyGazTExM8Nbbb3PyzTcXw9wKDALuEgWmpqbu9lxvg+d5LMxGugiBlBJFURqkPM8jn88zNTWFZVkM2BpJ4yRnz55j+MPTjKfm6Ok5euUZS0D/wmIJAcdxnhVCyGAwSDQaJZvNNkBDoRArV64kHo9jmiYAtm1TLpcxDINyucxbly5ivfUuU6k0mm7S39/AmaUe/fblk3N1AjX7ZqTA5/PR3t4OQKVSwe/3s3HjRrq7uzEMg0wmg67r2LaNaZpomkapVGJuPk8mk8EwDKLRKGvW3kg6M5sCVl0pw1UJuI4TBYkQgng8TiAQwDRNpJREIpHFSlGr1bAsq5Gauq43YiYej9Pc3LzgrvC1wJcREEJI93LACSHw+/34fD6kAGHpGJlJaq6HUSljWRamaRIMBuloa8PvmgSsAs2BBL5wM6FYnEgkwiOPPKIePHjw4xFQFQVH/DvgABTXJFFNEW2KQ6yNYClPc+UClt2E5goCrs4nwjrmxjWU13VR1crUtHlM0yIeu4GO9jZ5PQUEwPj4uOpThBSuqFieqzYiXkAiN0R4y31LPkpOjWOkh8mMfIAvsYboulupmC56tYpVMxEIzHya6bEBZKzTWH3Dyieq+VFu3nzX0U13fX5yCYGxsbGwEGJbZ0i9u2K7z7iKn4ACTq2GzyzR1LUK1NYlBDxA13KMvXGItjs+R00JUjNq1Gp1t9i1GlXTojI9RE3TaV21kkAogpGbchOB6G7/mtveyBRyDxWLxb+rhmGEhRDStsqPJ1pa99vFzNfDfhdck8LMJGzYsky2aqWMbQvWfvoh3EAAv+1hqxY1y48QEt2tgecRaV1NtXB+VA0knk+O97FqzS1Ht9z74OSRI0daTNP8x9zcnCp6e3sB1m7wFd5XA/622E33XM9luF6NilbFsCwUIQiE/Dg1D9O2sQwDvaqj61Vs2wWzTGnsn3R88g4coZK+OOBamrVbJNYf/PCj4S5N02TjKp459ada5133qxC6LgEAw6jiOB6WZRIOh3AcD9MysUwLy7JwnBqFgkYsohKPNeEPBSiWqkxcusDAu28wPVvYNZ4u/KalpUU2skDTCpZpOWrAf21g27aRUuLzBZDSQVXVyz2BhxSynrKKguf6qFQN/MEw0aYElmUwPTXNufMD9PaPs/e1A+sACxaloWE6hVw2G7YpEg76CIbCBAIBVMVX93u1gm07ACiKsqROLO4LVEVBqCqdHR24rst8bp6ZmRl6eno4duwY77zzDsCDwA9ZXIxMU/ReGDjzFcufIBZvoqO1mXhTM9FoFFX147pu46ZbuKikrN+aC2V5odFcsC0UCszMzHDu/DmefvrpxWK+CrhLFJCRFU9NjJy/3fMH17av7pKxsJ+W1hVItV79gsEg5bJGPp9HCEEoFEJVVYQQ2LaNZVkNgrZto+s6mUyGkZFhXj/8h8XgfwR+vrBoENi648Fzr7782weEo3+D1MhOy1eNBjd0I1FwXZtisUg6naZYLCIEJBLNBAIBFEWhUqmQyaTrBIRAColerZJMpbg4Pk5f3+kFmNeAxwFjGQGAR7/72OBg7/EfFyZHVnfctOWbUqoYRpVcbp75+XlmZ9Pk80UikTBSKgSDQRRFIZudZXo6iaZpIAQ+n4Jp6CSTMwwPDS2GOAxoi18sa8kSidWUpyZW+oWfsm4wn8mQTKaYmJggl8tRsyyi0SiWVSMej6MoCnNz82TnsszOzlLRKpiGgWXXGBsdo6+v70qIJeOqTWn/kf0/cKOxF2i9kcnxS/T3DzIw0M/kxAS4DmtuXMvWT22jvb0D23ZIJpOMjAyzd+/vr4d1CdhMvR+8tgIA/njH0XP9p2er8mJ7/4Uk+17bRzKZbOxvmkkRjcTIFQrk5uZ5r7eX9/vevxZwiXrgPX8l+HXH4Zd/vXP3E4+Nb7/9lgr1+uMBA8B7wAs7vnCP+eUv3e8t2luYp4Cti2b39XCuqgCAF1mxxxdd8atYLLaV+q01SD13XcBta479+eJE8glgoVrZwM+AvZdt/j/GvwAMLJ+Q0Uk16gAAAABJRU5ErkJggg==) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur168623 2.6666666666667s linear infinite forwards;
}
