@keyframes rwdcur72923 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 3 4, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
15%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUklEQVRYhe2XX0xbVRzHv/e2vVx6Gf3DP0sHUihkFLoMhhvjjyiJifLggyPqJDoXmkbNHnxRn9QnE31adFuWNATUiBhThMDTlmzT5bai4Cb/C5Ssq/3Hn7ZAe1tob3t9kJmJ4FAoMdHP0z3n5nzPJ+d37sk9BB7gO/c6AGgB+JrUdBgHgHhLmwTgaFLT/EFM/u/CYmVhsbLVBz0vef9hdmbujfx8da/Fyn5ksbKHD1wAwK2AP1Ck0+nflsnkfRYrK7VY2a17JHUC8XjcNjo6OjRvn4NGU1Ijkym4NIq+YrGymakUIB5smEymQoqSdFVW6psr9UexuLAE34L7i3g8dr2+ruHTlAtsSrxXWa5795BcJtZqy+D3BxAOh1ZW14IOQDh78kTtWEoFAKCzq/OHquqqExKRBMUlWoRWw6ClNPz+pRWv190O4HZ9XYNjPwTI7ToFQfh4ZW0F6/w65uyzkCkyQVES5Oer5UpFTq80PaPLYmWzUyaQ4BNfuhyu19dDUYRDa5iZsYEgCBAEgQwmEwp59hNSKfP98MjwBYuVpfddwGg0IhqN/ri4vGSLRqLwuF2YmpwAz/92QotEIpSXV2g1mpI309LoCxYrK91XgU2J28tLy+fcbo8rHA5jft4Om20aUiYdAJBMChCRYjBMxmsAlPsusCkxJCSTU2VFj6K8VAuKIOByOZFGUwithiBl0pGlzIFYLOlOiQAAxOLxF+56vRCkFEAksBGNwOtzgxSRSPAJ0DQNRppxxGJla1MiACDCrUcvBRb9CEU3EE/yCAb8cLudAIB0KY3MTHkugPZ/IrDtObAVk8lEUxT1Qb5adT60FqIIgoAgCCguLkFhYREi3DpC4dVwcGW5rb6uYaCjlcnM0gmXhTAOB5zEaYOZC+yULdqNwODgIN/f33+tsfFxCc/zCUFIagiCQDAYAEmSUCqzwPMJiud57pnjmuHcLM8np84stOUxR4vso0tpA1Pxqztl76YEv2M0Gt+Px+PnOC5yJhKJ+EAQCAT98Hh+gUKhgFgkNki4oe7qp7mXRL46TA2JnQA++6vMXZVgO0wmU7ZEImkBgXdUKlVZlkwmTninUZrTCZGyACOfO1zue/caz/Z4HCkR+IPM5YsX5Qvj5/VKP1RNLeAIDjNfmU83f3jrm4eN/Vsl2AnZT5fkjx2/i4JTLohV07Dd7MPigu+tjlYm42Fj97QCHa2MPLdKuHKsuPH5rOo75NhIyLl4pzBSUfHIkUM1ryDAsiOW61/f/zwnDGYuuTVjr79cz5bqdS8yTBhTk6GJyT7yZcDl+dbh6lH9HG3O0ytqCp80jjpvmgCAARDZb4Ebs9eSN+bJmM7nIdsMZm4MADpamfZEItG9FuDq8o4RKFC0IObaAMwDfwrY8ybsaGUoAGKDmYts6e89WfvUc8qCKCZt4/DYBObVHu++rwAMZi4GILbNq76ZWbtdzanhHF8FgP/gbet/dsOvyJfIgwXG7/YAAAAASUVORK5CYII=) 3 4, auto;}
20%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUklEQVRYhe2XX0xbVRzHv/e2vVx6Gf3DP0sHUihkFLoMhhvjjyiJifLggyPqJDoXmkbNHnxRn9QnE31adFuWNATUiBhThMDTlmzT5bai4Cb/C5Ssq/3Hn7ZAe1tob3t9kJmJ4FAoMdHP0z3n5nzPJ+d37sk9BB7gO/c6AGgB+JrUdBgHgHhLmwTgaFLT/EFM/u/CYmVhsbLVBz0vef9hdmbujfx8da/Fyn5ksbKHD1wAwK2AP1Ck0+nflsnkfRYrK7VY2a17JHUC8XjcNjo6OjRvn4NGU1Ijkym4NIq+YrGymakUIB5smEymQoqSdFVW6psr9UexuLAE34L7i3g8dr2+ruHTlAtsSrxXWa5795BcJtZqy+D3BxAOh1ZW14IOQDh78kTtWEoFAKCzq/OHquqqExKRBMUlWoRWw6ClNPz+pRWv190O4HZ9XYNjPwTI7ToFQfh4ZW0F6/w65uyzkCkyQVES5Oer5UpFTq80PaPLYmWzUyaQ4BNfuhyu19dDUYRDa5iZsYEgCBAEgQwmEwp59hNSKfP98MjwBYuVpfddwGg0IhqN/ri4vGSLRqLwuF2YmpwAz/92QotEIpSXV2g1mpI309LoCxYrK91XgU2J28tLy+fcbo8rHA5jft4Om20aUiYdAJBMChCRYjBMxmsAlPsusCkxJCSTU2VFj6K8VAuKIOByOZFGUwithiBl0pGlzIFYLOlOiQAAxOLxF+56vRCkFEAksBGNwOtzgxSRSPAJ0DQNRppxxGJla1MiACDCrUcvBRb9CEU3EE/yCAb8cLudAIB0KY3MTHkugPZ/IrDtObAVk8lEUxT1Qb5adT60FqIIgoAgCCguLkFhYREi3DpC4dVwcGW5rb6uYaCjlcnM0gmXhTAOB5zEaYOZC+yULdqNwODgIN/f33+tsfFxCc/zCUFIagiCQDAYAEmSUCqzwPMJiud57pnjmuHcLM8np84stOUxR4vso0tpA1Pxqztl76YEv2M0Gt+Px+PnOC5yJhKJ+EAQCAT98Hh+gUKhgFgkNki4oe7qp7mXRL46TA2JnQA++6vMXZVgO0wmU7ZEImkBgXdUKlVZlkwmTninUZrTCZGyACOfO1zue/caz/Z4HCkR+IPM5YsX5Qvj5/VKP1RNLeAIDjNfmU83f3jrm4eN/Vsl2AnZT5fkjx2/i4JTLohV07Dd7MPigu+tjlYm42Fj97QCHa2MPLdKuHKsuPH5rOo75NhIyLl4pzBSUfHIkUM1ryDAsiOW61/f/zwnDGYuuTVjr79cz5bqdS8yTBhTk6GJyT7yZcDl+dbh6lH9HG3O0ytqCp80jjpvmgCAARDZb4Ebs9eSN+bJmM7nIdsMZm4MADpamfZEItG9FuDq8o4RKFC0IObaAMwDfwrY8ybsaGUoAGKDmYts6e89WfvUc8qCKCZt4/DYBObVHu++rwAMZi4GILbNq76ZWbtdzanhHF8FgP/gbet/dsOvyJfIgwXG7/YAAAAASUVORK5CYII=) 3 4, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUklEQVRYhe2XX0xbVRzHv/e2vVx6Gf3DP0sHUihkFLoMhhvjjyiJifLggyPqJDoXmkbNHnxRn9QnE31adFuWNATUiBhThMDTlmzT5bai4Cb/C5Ssq/3Hn7ZAe1tob3t9kJmJ4FAoMdHP0z3n5nzPJ+d37sk9BB7gO/c6AGgB+JrUdBgHgHhLmwTgaFLT/EFM/u/CYmVhsbLVBz0vef9hdmbujfx8da/Fyn5ksbKHD1wAwK2AP1Ck0+nflsnkfRYrK7VY2a17JHUC8XjcNjo6OjRvn4NGU1Ijkym4NIq+YrGymakUIB5smEymQoqSdFVW6psr9UexuLAE34L7i3g8dr2+ruHTlAtsSrxXWa5795BcJtZqy+D3BxAOh1ZW14IOQDh78kTtWEoFAKCzq/OHquqqExKRBMUlWoRWw6ClNPz+pRWv190O4HZ9XYNjPwTI7ToFQfh4ZW0F6/w65uyzkCkyQVES5Oer5UpFTq80PaPLYmWzUyaQ4BNfuhyu19dDUYRDa5iZsYEgCBAEgQwmEwp59hNSKfP98MjwBYuVpfddwGg0IhqN/ri4vGSLRqLwuF2YmpwAz/92QotEIpSXV2g1mpI309LoCxYrK91XgU2J28tLy+fcbo8rHA5jft4Om20aUiYdAJBMChCRYjBMxmsAlPsusCkxJCSTU2VFj6K8VAuKIOByOZFGUwithiBl0pGlzIFYLOlOiQAAxOLxF+56vRCkFEAksBGNwOtzgxSRSPAJ0DQNRppxxGJla1MiACDCrUcvBRb9CEU3EE/yCAb8cLudAIB0KY3MTHkugPZ/IrDtObAVk8lEUxT1Qb5adT60FqIIgoAgCCguLkFhYREi3DpC4dVwcGW5rb6uYaCjlcnM0gmXhTAOB5zEaYOZC+yULdqNwODgIN/f33+tsfFxCc/zCUFIagiCQDAYAEmSUCqzwPMJiud57pnjmuHcLM8np84stOUxR4vso0tpA1Pxqztl76YEv2M0Gt+Px+PnOC5yJhKJ+EAQCAT98Hh+gUKhgFgkNki4oe7qp7mXRL46TA2JnQA++6vMXZVgO0wmU7ZEImkBgXdUKlVZlkwmTninUZrTCZGyACOfO1zue/caz/Z4HCkR+IPM5YsX5Qvj5/VKP1RNLeAIDjNfmU83f3jrm4eN/Vsl2AnZT5fkjx2/i4JTLohV07Dd7MPigu+tjlYm42Fj97QCHa2MPLdKuHKsuPH5rOo75NhIyLl4pzBSUfHIkUM1ryDAsiOW61/f/zwnDGYuuTVjr79cz5bqdS8yTBhTk6GJyT7yZcDl+dbh6lH9HG3O0ytqCp80jjpvmgCAARDZb4Ebs9eSN+bJmM7nIdsMZm4MADpamfZEItG9FuDq8o4RKFC0IObaAMwDfwrY8ybsaGUoAGKDmYts6e89WfvUc8qCKCZt4/DYBObVHu++rwAMZi4GILbNq76ZWbtdzanhHF8FgP/gbet/dsOvyJfIgwXG7/YAAAAASUVORK5CYII=) 3 4, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
}
div.testarea{
animation:rwdcur72923 2s linear infinite forwards;
}
