@keyframes rwdcur86311 {
0%,24.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHBElEQVRYhbWXW2wU1xnH/3PmsrOzs7NXz66va4NDXXAgcYAmTkjKtRFVo1IaKZVaVZWookSNUETzwEMjRcpLFVV5QFFvAtJWVVsaBKIVTeMmBdflEgi3GssGe+2s7fXser077M7szm1n+tAKxMXYQPikkY4058z/p/N955v/ofBFxPEqg0pRRMWIwzR41O0yAsksXmp0FlrKPLD4UQ+RoTNNqVnrJSoQ3Nzs0lIhrw6cWuX/KYD8wwcgeziK27SylRZe/taziSUsgN8fcQvwBxf17QcD6NM5zCo93R77A6E73jJVpzE7VrTOB6rDYBqr9wdwOg/YFAETcvEkd/uKUQO4rPLwaDGaz3Y/VWHfCKYaNrAexfSfVzLWZElREk4fJE67d4A+jcQvDTaJMNsn+EQeH1ay4IJVbIB7fc75krg8Pf0CGwhv7OICq8VOeSU008lksieOR92fWZ0YhpSYwvrQggV4O4Cui+sCzgvfaOHfyJjV9KA+8fGRwshR61A0jWRcw1OUC+Ilv0wS31/V2LAhJ9OkVKhWCzPKX/vD3ntWY9On8IsWeil3Hr0FAEwtHBR861NerX2J6LatjbFPPqpTmw9OKn+4lKl+hJOOIg2PNYUTkc5N63zMvwYN93Q+f+JsnH8X0cQ5bPRZixW+M4DjRhv8aGcIAe2CRKyasC3CfrW3Ibz6WM7o/1169OdU1eRUxrB++Y+5fHnaKlLVyt8RDA5h072L3wZAEy+apBzJ5/NjRjdc1sc6ImG5Tp4V2zuFLSmx0nJwwvnwhKLusTVdqyTIlEmEIbSHF1VwdwpyffRvhhPr1jKJYqOCEEbaFtQ3c1L/J7lyWnfhylKI2f5IcuWuFdKOx5upx0sCKZoEChqaNLTEFp3zW4O+Pvr2bGTdpP2KHk+tHuPDVHmO92Z0nP7IYPaX5nJoDtLNHfGgrz0S9Mss6a7M8V+TFXODO5dny6qpYOe7Zex/y7tXgBsp0HXJENj2uuQnrYKNbFtI6Bzjn8/Vcpffp+U/Tw6q2GXWt0YaGvlT9QaOS0FOhMOye3GyjZ7KiRMctw8ZN4s2che5+QCOeoCaZhzQQoyY2MjO4j82B2tpTN42Ie8eLGmXKCou7acEUGUKNYaC5zqoqOPIn9sn5+aKO7FhOwFN/wJXpQIeKd/jMdxKAQczhq/oqHmTxQdqENfqNJ4JVZBLITzV2PAMRRHYLCFO3UZ1egLKyT5kjx2GcuZjtD73Yjzlxl6bUUramHX5AIZbsuhaXC+4kYKYrFpT44Ntutq7rFFkpseL+Oe5CipLE3DjNKEIBXiAWzMxfngvRg+8B1u7BhAGzZu2I7FmTVxKl3ehqLhjo3O/BVBcDMCNInwV9bK1Ivp6yl73zUeTgZBgG7tL9oByKTvKTKkS6/cJtMiD5jiEu3qAuovS8GcId/Vg2Xd/DCKKYP2+YLzMPaZqubL+8ptX8aN3ath7d4AbFbP2bacGqqDZ9SoAhEWBrPLVh68sb909LNTfujqSOceO5F267oKTIujYtgOprd+D1P4l0D4eFAW4fsCXFOVnzcRrqXxpC9SCtNAO3FSyNnxaqeYYAMCzNNPjhwwxms0mGk4tXxHN7OhhnfWh/80NNKWw9MVXAQ+A54GiAIoAlkQRrinc+YQWfh3FQi/61tzhlzoPAOBVZw3bcF0Xko8h3bJ/JQrZZ34St1955ysNzz+9ROJ6xTLCuQrwuQGBdLixzq1u/uJ5pzY96zLFCmCa0CKA1xLr2XItvBtT76/EQHle33Hri2quamqmacHv59EWFZs2SvoPv7MitlbmPL7/4mWjb6yQnpyWRy2DdkzKsyw5pU0YJUMeHhNjNNdk8ExnKxNJGkmJ50PhtU9Mz279LJi/AqC8MADNloumo1T0Kvx+HitiAX5nl9vb4ifCoZNny2+POvuGAh1/QnfzBHycA8AFgYM63DkPDKoVEXMzLWetQveSq9l1yzVBdoP2FIgw75G8GYCXNM3hrpRqlisDRPJxZHNrSDgzOFT91VX9wFioaw9akhk87ZvPbKg4Xs/C0S6kQ9qRdN3gAVJGR3xee3YzQCho6Bo/XqGIA4ADAPWaikPDMxeOCUv2YmljBqu5uzud52gXgPH/Z8G4uQhtxpqlfROqVS+6ngfP8/CXM4PKB5r4a8SSlxYUv4+4GcCEO0mLmXHVGDXrdSiFWfePk7WByUjLALqCi3K5DwbwdQolH188VbJGy7ruXMjOWZ+w8t8QDGXRQT0M/Vv7AACG1QYK9pnPi9eqU2qtAFYcQiC0qHx+MQAxwbpikqHLeVUpl4pZ+IUCgot3uQ8OsJZzwbLpkWyuv6Lr5yBIKh57ONsPzHc1k2P5kZGLvxEom0ObeMcO9nABlsaMw8rpT+FZBEnmvuz2YuO/XRYay20FwFUAAAAASUVORK5CYII=) 4 5, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
}
div.testarea{
animation:rwdcur86311 0.4s linear infinite forwards;
}
