@keyframes rwdcur74019 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIZElEQVRoge2ZW2wT2RnHfx6PL7ETx7nYcS6EJITgrBJCohCWllBakCpxkRBUbVXRVlBVbV+qbZ9a7UO1qipVQjz0iSpVy+5DoVLVyy6IFS1bKK0EFCpoEaFASJNgEjskOLbjW+yZ6cN4Zn2L4xC6vOQvHSXn+Pg7//+cM9/3nc+wjnWsCca8/nlgCJCAaSD9iTNaI04BSqYFgd8BJ4Cm10lqNdjDxwKyWwq4BbwDDALCa+K3IszAc4qLyG4zwBngCOB8LUxL4BwrC8huceAj4C3A+xr4FuDLZBGsqqpSOjs7lbq6OqW1tVUZGBgoJUYCHgM/A/ah7ugnjnrUp6oAitPpVA4fPqyTdLvdSk9Pj7JlyxZl06ZNSk1NTSlBEeAPqI6gZYV1nYD4qkRc0Uh0dHQogiAUJehwOJSuri6lt7dX8Xq9itvtLiVGcwQ/Bt7MI+sG7gDvA9ZXIeD72sJer1cxmUw6kUrP7mQxgk6nU/F6vcq2bduU/v5+pb6+vhxH8B7wFeBfWeMfsoqjZ1hmvAt4CGCxWOjq6uLevXsAmA/+Z3HJIIsErsH4u2bmbhR1qb29vYiiiNlsxufz8ezZs3I5AfwK+EY5E/MjsYZ51CdTJ0kSzc3N+P1+ACR7p0ztdisNnxFp/2qKDUdSODrTxHwCyTn9gczOzuL3+5mZmaG9vR2Px4Msy8RisXJ49QP/Rd2ZlxIA0A7sBKipqWFubk4dFe0ylZsNgmgzKCaHkYpGkfpPiXR8PUXzwRQVTWnm/iGiqFmIoigEAgECgQCSJLFr1y4aGxt5/vw5kiSV4vZZ1FgTLTVpuSMEsBv4K0BHRweSJDE5OQkmJ7z5XgJTtdVT+waCYMRgEHBYLMQUM0ZBIJIIJZLzt0n6PhDkyXPmVHxON7p3716OHj1KKBTC7/cTCASw2+1UVlZy8eJFHj9+nM3h58B3SgkotQMzmS/bgsEg7e3t6jGSE1A7lMbaIC6mEkQW7hN5fou5+fuEgg+JhCaoTs2KgmDD495m8DQPhRPhcTEZ8wsARqORnTt3UlFRQW1tLS0tLbhcLqqqqnA6ndy+fTubwxvAu6juuChK+d0l4DJqYENRlI8/eXETavplTJUCxg6IjMmERwWWgqTjz3iWnIPYlDgrpyAv1Whvb8dkMiHLMppdrbW1tTE4OJgtwgZ8DfjpciRXSsre1/5JpVI0NzerHd8HVtKLSygKGO0QfpBg/Jfg+z3M34TFJ6CSz4HJZKK/vx9BEBAEAYPBoP81GAyIosjg4GD+175UiuBKAi4DCYDR0VGamjJZtRxXSSppMAgy0YkVg09tbS0nTpzA6/XqhIuJaGpqorW1NfurWymRzq8UuueAG6hpdq7XmL8Jrt2AkiY5J5B5GA0NDWzfvp1oNEokEsFoNOJyuRgeHsbj8ejHRSOc3ywWC93d3UxNTWkrCaiXrD++jABQb2l7QD2vTqeThYUFmDpnZdO3Eoh2kdiUbqevrw+Hw8GFCxdyjNy9e5dDhw7R09ODzWZbdjGDwYDL5cofXjbLLediojO5c+cOXm+WrchDkFNLLL3Qh6LRKGfPni0w4vP5OH36NCdPnuT69etEo8u7d6u14EQ2r0XAo0wD0L0HAPM3BNKRnF1MJBIljU1MTDAyMsKpU6e4desW6XThtdtkMuUPVS5nr9yrob4L6XSa6upqtTPzoShEJxazJ+YTMtlbfwRcBeTs8cnJSUZGRjh//rz+bmnvR85DyphdqwDdnU5PT9PV1aV2En5BGP9FztPRXW0GqejUp1HTgr3FhFy6dInR0dGceJBMJvPXX1irgBuoHklP6jSkA3/RU1+z2czQ0BAtLTl3l32oXuRqnhAdly9fJplMIssysiyzuJizqaAmdmsSsAT8Sev4fD4qKioKJu3fvx+Px8OBAwfy13g7q38VVchVbWBsbIxHjx7px8fn8+Wb/vdaBYDqTgGYmZnB7XazefNmjEYjnZ2dHDt2jD179qAoCl6vlw0bNuRoA7bl2XuHrON05coVkskk4XCY0dHR7HmLwN3lSK3mDqpFZStALBbj+PHjCIKAzWZDFEUEQUCSJCwWC/v27ePMmTPZ6/yQ3LTgKnCNTIwZHx9nbGyMWCxGOBwmb17BmdJQKhvNRwz1PLdpArq7u6mrq8NgKMzKq6uruX//fvZ57gZcqDe9YGZsEjVZMwAEg0Gmp6cJhULZpt4GcrbkZQUA1AGf1zotLS14PJ6CSYqiYDKZMJvN+lU0Q3IINUXfAjwBbqK+D20AoVAon/w48F3Uck1RrLZE+PfsjnbLkiSJdDqtN62/detWduzYkW/DDBwD/gmcNxqNH5VY7yeoDmRZlL0DNpvNnUqlfgs0aGM9PT00NTXp/hty83uDwYDX68XlchEIBPLvwwLQpSjK57QBh8ORHQNuoD59hRIoS4DVanXH4/FLQF/2+PDwMHa7XScvy3KOAC2iNjY2MjAwQGNjIy9evCASKbxg9fX1EY1GicfjAGHgIGqdtiTKEpBOpxuA7wH27HGbzYbT6cRkMhUQ18TIsowkSXqW2dfXx8aNGwkGg4TDYQRBoKamhlgsphUO0qhH7G/lcCv3CAVR3dkXAD2CPX36lCdPnmA0GqmoqEAUxQIh2YIkSSKRSLCwsEA4HGZ2dhZFUYjH41p2KgPfBn5dJq+SVYli2IqaF7Xlf+BwOPQAVllZicViQRRFZFkmlUoRi8Xw+/08ePCgIB3JYBH4JvCbVXJaNepRC7Yrlt6Xq6kWafcojNT/dxxBDUqr+S0hv80DP+A1leHJLPxF4M9A0aJvkSahlgzf4hX8urPad6AU3KjVvO2oxWE3al1nCTUVH0ctoV8Dxl7huutYxzrW8RrxP59bz6CK/egOAAAAAElFTkSuQmCC) 3 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIyklEQVRoge2ZbUxb1xnHf76+1xgDxgZsDIaEt1AngxIQQaUtGVErTWpT9VXbNGWblKjaqklTN+3DpH2aJm2Tqkjbp06purYf1k7a1q1NlCpdumyttpImLXRRSJu3QuKADQZjG79xfe/dh4tvLjYYCFnzJX/pCM65557z/59z7nOe5zHcxV1sCdaC+lFgAFCAKSD3pTPaIg4D2nKJAn8BDgKNd5LUZjDMTQHmIgNngJ8D/YBwh/itCxswy+oizGUaeAV4CnDdEaYl8AbrCzCXNPAe8DwQuAN8i/BNTASrqqq0jo4Orba2Vtu2bZvW19dXSowCXAJ+CzyMvqNfOurQV1UDNJfLpT3xxBMGSa/Xq3V1dWn33HOP1t7errnd7lKCEsBf0Q1B0zrzugDxdok4lSfR1tamCYKwKkGn06l1dnZq3d3dWiAQ0LxebykxeUPwC+C+ArJeYBR4C7DfDgE/zk8cCAQ0SZIMIpW+vdnVCLpcLi0QCGi7d+/Went7tbq6uo0YgteAbwGfmtrfYRNHz7JGeyfwOUBZWRmdnZ2cO3cOANv+zxaXLKpI+H24+qqNyMiqJrW7uxtRFLHZbASDQW7cuLFRTgC/Bw5tpGPhTZzHHPrK1CqKgt/vJxQKAaBUdKjU7LFT/1WR1m/LND8l4+zIkQoKZCPGgszMzBAKhZienqa1tRWfz4eqqqRSqY3w6gW+QN+ZWxIA0AoMArjdbiKRiN4qVqhU7rAIosOiSU4r5Q0idfeLtH1Xxr9fprwxR+QjEU33QjRNIxwOEw6HURSFBx98kIaGBmZnZ1EUpRS3feh3TbJUp7WOEMBe4F8AbW1tKIrC5OQkSC6477UMUrXdV7MLQbBisQg4y8pIaTasgkAiE8tk586SDb4tqJNv2OR0xBj0oYce4umnnyYWixEKhQiHw1RUVFBZWcnx48e5dOmSmcPvgOdKCSi1A9PLLzui0Sitra36MVIzUDOQw14vLsoZEgvnScyeITJ3nlj0cxKxCarlGVEQHPi8uy0+/0A8E78qZlMhAcBqtTI4OEh5eTk1NTU0NTXh8XioqqrC5XJx9uxZM4ddwKvo5nhVlLK7S8BJ9IsNTdNuPpk/De5eFalSwNoGicsq8XGBpSi59A1uZCOQuibOqDIUuBqtra1IkoSqquTHzZeWlhb6+/vNIhzAd4Bfr0VyPafsrfw/sizj9/v1SvBtO7nFJTQNrBUQv5Dh6ssQfBPmTsPiFdDJr4AkSfT29iIIAoIgYLFYjL8WiwVRFOnv7y987RulCK4n4CSQARgfH6excdmrVtM6SS0HFkElObHu5VNTU8PBgwcJBAIG4dVENDY2sm3bNvOr91LCnV/v6o4AI+hu9kqrMXcaPHsBLUc2IrC8GPX19ezZs4dkMkkikcBqteLxeBgaGsLn8xnHJU+4sJSVlbFz506uXbuWn0lAD7L+disCQI/ShkE/ry6Xi4WFBbj2hp3272UQK0RS14xxenp6cDqdHDt2bMUgY2NjPPbYY3R1deFwONaczGKx4PF4CpvX9HI3EpgYTEZHRwkETGMlPgdVXmJp3mhKJpO8/vrrRYMEg0FefPFFXnjhBT788EOSybXNu91edCL9WxFwcbkAGNYDgLkRgVxixS5mMpmSg01MTHDkyBEOHz7MmTNnyOWKw25JkgqbKtcab6OhobELuVyO6upqvTL9jigkJxbNHQsJOdoP/oa6B0YQbKq5fXJykiNHjnD06FHj28p/HysWaXnYrQowzOnU1BSdnZ16JRMShKsvrVgdw9QuI5X4op8H/vwDun/5LHVDHyGsdDRPnDjB+Pj4ivsgm80Wzr+wVQEj6BbJcOryyIX/YTCy2WwMDAzQ1GSKXebP3E/wzV20HBhj4OXnuPdXh/AOf2Qe4+TJk2SzWVRVRVVVFhdXbCrojt2WBCwB7+YrwWCQ8vLyok6PPPIIPp+PRx991KRwUWDq+CGWFkBygv/xMQZeeQ7vPkPE5cuXuXjxonF8gsFg4dD/3aoA0M0pANPT03i9Xnbs2IHVaqWjo4MDBw4wPDyMpmkEAgGam5tvvjn/8V4i/+5EjtFWtfz9+B9/CevNRTh16hTZbJZ4PM74+Lh53kVgbC1SpZy5QoSAH7J8d9hsNg4dOsS+ffsYHBykqakJQdDXQ5Ik7HY7Y2PL8yqLFqzlTrzD70VlWd+JipZpop/0kpzwA0SjUZqbm5mZmWF0dNQ877vokduWBaTQMw0tAKlUip07d1JbW4vFUuyVV1dXc/78+ZvnWY63kg66kJwTSK4EtmpQ5WlmP9iPJlvyIqampojFYuahfgaMF01wCwIAaoGv5StNTU34fL6iTpqmIUkSNpvNCEXJxS0sfNpF5D/PkPisBYTrND95nvnTfSS/8APEYrFC8lfRd33NyGezAhTg2XzF7XbT3t5ukM6XfN3j8ZBIJFbGw7mElfiFHcy+/yTzH3/F6tz1iTY3MrDGfD8Bzq7xbHMCHA6HV5blPwH1+bauri4aGxuLiJsdtkAggMfjIRwOr4yHlbTA4qXtZvJOp9N8B4ygr74pELlFAXa73ZtOp08APeb2oaEhKioqDPKqqq4QkL9RGxoa6Ovro6Ghgfn5eRKJ4gCrp6eHZDJJOp0GiAP70fO0JbEhAblcrh74EVBhbnc4HLhcLiRJKiKeF6OqKoqiGF5mT08P27dvJxqNEo/HEQQBt9tNKpXKJw5ywAHgg41w2+gRigL/BJ4BDON9/fp1rly5gtVqpby8HFEUi4SYBSmKQiaTYWFhgXg8zszMDJqmkU6n896pCnwf+MMGeZXMSqyGe9H9opbCB06n07jAKisrKSsrQxRFVFVFlmVSqRShUIgLFy4UuSPLWEQ3EH/cJKdNow49Ybtu6n2tnOoq5Ryw+/9NvBBPoacfN/NbQmGZA37KHUrDszzx14G/A6smfVcpCnrK8Hluw687m/0GSsGLns3bg54c9qLndZbQXfGr6Cn094HLt3Heu7iLu7iLO4j/AUE8/+QsTmtTAAAAAElFTkSuQmCC) 3 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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}
div.testarea{
animation:rwdcur74019 1s linear infinite forwards;
}
