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Stage 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3ZnqskRHIEhC9CAhwxOuNEViAK/ZtpXrheEsb1yVDRqZT+osyXjZnshm+m88Ya9blQcqBOB6QI0YNYDAkMSiAL/vqS92+Fc3w2b9uwhhU41TBT4x5U8A+0qdRMx6bZJ12uXN+3iVJMjOAIpCtCAU8TPaugo8Osk7SzXN8OmvSKreeYtr3rga1w6pJP3r8PYHpu3GuaS76qn+i6tnZW8TvKJ069z6UfV2J4+l7E4F4EiCtCAizirC6gpCny5pN6X3H9P0qFhbL9ZwNAjf2kt8FNMOnbqA7Buqsb24KKi1Cq+1FwfbP9D7u5j0qVTqrEdX9S6qQuBuQjQgOeiNQLnRoG/QNKFPXeodiu/Rq63hk1eCTifpVAr++Gd30GTy+8KY9txPuNk/Zoo8GTrwBf15Hm9t7R/dcJ+kfX8yQ+BYQnQgIclnaM47f1XTR+UqdKzDVy3irVynR42rftqxRxVl16qKxf7s0olfaedgakVNmwsvWz6H7m+2J/ipjUyPXqz0V3/FTbZ/an/4oyYdwEacN5ncKD5e6kWaLWZDpZPPT7TcyTPbn5mPLbXDzSNggy+5hDf+Ya1un1TOdvrH8Kv21+KUF5U9pNlOk7SvabV8/eW69jlTftIEWqkBgT6LUAD7rdoQcerl/1En9rN55EzlOiS4rFFOmzpJZbcwMWxBYEo8I3TdvrZP4ztkrxjRYF/W1LvHd2/esgueuLLLrT1ea+P/BEYlAANeFCyBR23XvFXq6Vj3Np3ts60fq6StKIIjWUQUxgFnnwCbt+YZK6jx5vWe8PbIMIOZMxoiR+slj4uaZdpAVymc8OGTW29yIEAAlsUoAGzOOYlEC3xp2tS75XpOZJm2tnnxsmWPrhiwlbOK0BBL6oH/keXHp6U59LHqrG9OY+l1ip+Tsl1WPfd1p0abnbXa6pN+1oeayJnBIYtQAMetnjB4h1yiG/37LU6W9JBPdvJdSu9U65zw6YtK1jp8yonCvy/Jf1b5+Kvh7E9b14DpXTRyorvOub6lktP6EnhB2Fsz0gpLcIikEsBGnAupy2bSdcq/n5zHSrpYTNk2JLr67Zeh49/z67PZgWDzyoK/JuS9utE+u8wticNPmp/ItQWe9VMH5Bp+uNTGyR9KIztxP5EYRQERkeABjw6cz20SqOKHyFXKOlftxD05yXXccualrwlaaSOWtnPtqmb2ZIf0P9vPLZH5AGgHviXXXrhZrma/rCopf2Oatr/5qEGckQgawI04KzNSIHyifbxZ/uY3mdS8tXkohlK+6NJJ4/H9rEClb3VUmplP95M3eenbw9ju2+Wa2//1t9qv5il9x8KF4exJT87cCCAwDwFaMDzhOOy2Qus3tN3Wnc/nevSgSbdu/dKl24308fChiV7xBb6iMp+sEwXdYrcGMY2/bnZTNUeBZ68SjJ5deamF4a4dIdN3eV+VqaSJRkEcihAA87hpOU55Sjw5LGb/5C02bZ03YYk6Ust07LlDbsxz3VuKffavr67Terq7n8PY8vk38Eo8OT93703Vf0ijK335qsiThM1ITAUgUz+5R9K5QRJVSAqe2impS7NvCOQ64c2puPHL7VkA/dCHVHgre4z1JMtPXnFhF2RlQJXLvaXl0pKfhK4/7ScknzPCWM7PCt5kgcCRRCgARdhFnNcQ63iZWvp/TLtNf2rzm5JJl3r0geL9JVnFPhd3c0uStJrl8X2qSxM4aqKn9tyva4nl7+0TK9a3rBvZSFHckCgSAI04CLNZo5riQ7w+2qdkka0r7TZYy7dqm5xaXURtrKLAr9p09ujXO8Pm/aONKfuo4E/fIPa+/b+c08e3wljS160woEAAgMQoAEPAJUhFyZQD/yjnY3rp7/isD2oS+vNdGFJqi5r2NqFRUrn6ijwX0t6TKegz4VNe0U6mUi1ih9t3r4re/tpOaxLvnWoxvbutPIiLgKjIEADHoVZzmmN9bKvcGn8HtvbTf2A6i59W5M6MbzMprb4y8kRBf59SXt30v1eGNuz0kg9Cjx5ZeQBm8V2/XZjSUuObti1aeRETARGSYAGPEqzndNao4ovketDMj1JrtIMZfxvyfXhZU37RB5KrAe+pvMJP0n3mjC23YeZd2df4uTZ3odMj2vSF8djO3iYuRALgVEWoAGP8uznrPbT9/YHLtpBn5Fpcc9Xpt1K/mLSx8djOyHLpdUCP8Wmnq9NPsmvHY/tQcPKtx74KS4dLW32D5m/yrUizMk/YIZlRRwEBi1AAx60MOMPRCAKPNkG75Cex2W6sf4u6fOTLYUrJuzWgSSwgEFrZT/cTKs7Q6wLY9thAcPN+tKo7JfL9JSeC34exvbvsx6EExFAoG8CNOC+UTJQGgK1wI81qTrDqxKTj5ctdzUXSe9cGlvyu2smjs5XwN3frT2Mbaav1fuWa73sr3RrP9t7n2mDTrp0Vl63Q+wbDgMhkKIADThFfEL3T6BW8eea68MmPb5nj9pukCslnRHG9sn+RZ3fSGsO8Z1vWKvbu1ePtfTQpRN2w/xG2/pVUeCf6bx57O4TTX9y6VXVhjUHEZMxEUBgdgI04Nk5cVZOBKID/MFapwskJc+vzvSe5evNdM54w96ZZklR4Mk2fu0NKtx0QLVh3+hnPmcs9keNlXSppN16xm2EsS3pZyzGQgCB+QnQgOfnxlU5EKhV/Bzz9u/E07967Wb+NzNdtOsDtexlF9rfhl1OFPhfN+VlOjZs2Gn9yqFW8beY6309/wBJfhd/fxhb8uccCCCQAQEacAYmgRQGKxAF/lZJy3sfu+lETX4LjccW6cRll9iPBpvJ3aPXA/+jSw9v/4lrddi0I/sROwo8eaNV0DPW1WOLtGTpJXZdP2IwBgII9EeABtwfR0bJgUC0xA9US6dK+peZ0jXXFWY6fRjvZo4C/29J/9ZpwN8Im7b5CzHm6Flf4otbLV1o0qZHmpKXlbSkz1VjS3af4kAAgYwJ0IAzNiGkM3iBM57tDx1b1H6e+NkzbQAh6Q8unTvIVzFGgX9T0n6daq8MY3vifCuPAq9LWtrdYakzzi1yLQ+bdv58x+U6BBAYrAANeLC+jJ5xgSjwcyW9TNJOM6R6m0tf2OE2LTvip3ZnP0uplf1sM72hM+b1YWxTX0fP4XB5qR7o55s+Sd997Y/D2J42h6E4FQEEUhCgAaeATsjsCURlf7us/Tvxg2fIboNMsU3qhPEJ+0k/sq+V/Xiz9iYIyfG3MLaZbhTbYqhaxQ8110d6/uGwUdKqMLYV/ciRMRBAYLACNODB+jJ6zgRqZT/ITB+W9NgtpP5zc5063rTk+dp5H1HZD5bpos4Ak2Fs7UeSZnNEgSfX9b6z+Y9jLf3H0gn77mzG4BwEEEhfgAac/hyQQQYFztzP/3HjRn3apGSnopneVPV7c50z3rT3zif92r6+u03q6u61YWzb/Lt45v7+mMkN7X17/6kn5tfD2J43nzy4BgEE0hPY5l/69FIjMgLZEIgCP9+kQ1ya6Z3Nt7jrCw99kI562YW2fi4ZR0Fyk3KyH4M0Ke25Irafben6euDvcinZZGL6J+U7XHp3Nbbkzm4OBBDImQANOGcTRrrpCdTLfqJP/U78wBmyWCcpVknvCC+15MaobR5R4MnLMdpN3U2vqzbsvJkuigJPvlZ+Zs9/u2qspcqgXmG5zeQ5AQEEFixAA14wIQOMmkC0xA9WSx+S9JgZandJP3PTqdWGfXZrNlHgN0napd2ApQ9WYzt++vn1su/v1n6t5gM2/bmpZdKnxhv2ulFzp14EiiZAAy7ajFLP0ATqz/FHt8Z0vln70+k9/i659DtznRU2rXu382a5RYH/eloTXxPG9vLuCT2PKbX/2KWbvKVlyyfsc0MrkkAIIDAwARrwwGgZeJQEoop/WlPvnd5uhrpvNtPnlzX0ZpMlv/u2jyjwZIvEvTv/8wdhbM9Yc4hvd+PNusJde/SM870wtuSGMA4EECiIAA24IBNJGdkQqAX+bpPCzb42vju1u2RqtKS3L2/YlfXA17jaTTs5fiMp2ZDh9O7vwp0/X+/S6b1fT2ejWrJAAIGFCNCAF6LHtQhsQaAeeHLX9Adm2A4wuaIl18/MdL1LL+wMkWxP2Lt94u8kvTyM7cdAI4BA8QRowMWbUyrKkEDyvK8m9UmTnjGntFxfDpv2ojldw8kIIJArARpwrqaLZPMsUAv8ApNeMsMn3U1luXS7SW8PY1uV51rJHQEEti1AA962EWcg0FeBWuDvMynZo3im109OyvXVtU299CRZ8m5nDgQQKKgADbigE0tZ2RRYFfhrWqaV8hlf5tGb9E8XuY44qmk/zWY1ZIUAAgsRoAEvRI9rEZiDQOdRpVdOf2bYJPfuM8Qul93zeWKZriu19O5lTfvEHMJxKgIIZFyABpzxCSK9/AusDny3ddJXJf3LZtW4JmTtP3tI8ucufbbkupebnivp3r2VJ78Pl6TV47Edl38VKkAAARowawCBAQok+/6WTCe4tNO0MBvc9a5q0z4QBf4LSY/r/LdNuxpFgZ8h6T8k7TpDehtN+sp2t+nVR/zU7hxg+gyNAAIDFKABDxCXoUdbIAr8m5L2m67grt+1NuoZK75jf0r+PCr7t2Ra0v4E7Lqi2rQnTz8/Knso01GS/nkLmpeXFml82SX2o9HWpnoE8idAA87fnJFxxgVWlb3ipvNcenhPqpu977ndgCt+jlyvb59nui5sWO9ev+3/dGbFnzvp7e0In7aFu6f/0Nma8NyM85AeAgh0BGjALAUE+igQVbwmb39i3fSIkUt3lFyHjzftM72hVpb97SXTyVP9V7eNx3b/raVzVsV3/btrlUsH2Ay/E0v6q1yrw6a9pY9lMRQCCAxAgAY8AFSGHD2BZBOFP63Vd03aa3r15rpivOdr5en/vRb4i036QufPNoSxzbSZw4ygtcBPNym5q3rG34nlunjRBr3xqO/aLaM3I1SMQPYFaMDZnyMyzLhALfDDStJpPn3fXsnNFI03bPnW0o8C303SNd1zwtjm/HeyFvi4qf2pe/O7rO8O/GNN6tjwMvtOxilJD4GREpjzX/aR0qFYBLYhUA/8Apde0XPaXyZNB61o2A9mAxgFyaPAU4e7nlKd54s3ahUvq6X3mOnpW/id+Pcuva8a29mzyYtzEEBgsAI04MH6MnpBBeqL/V+8pC9LemxPiY0wtvZdzbM9osDXd98PXZJeuyy2T8322pnOW72n77TufkpuxnqepJ17z0l+a3bpY2Fsb1tIHK5FAIGFCdCAF+bH1SMoEAWe3I38js327TWtV0snhE07Za4k9cBvdel+neveF8Z24lzH2NL5UeCnSnpV92UfPecl75r+0o6mZW9q2I39isk4CCAwOwEa8OycOAuBtsD053a7JC5du8O99bQjvmI3zYcpCvz3ktqPH7n06Wpsr5nPOFu7Jqr4ESZV3bXHTOe59KMx1zuWNa3R79iMhwACMwvQgFkZCMxCoLbYn2slnSPpYT2nXxDGltyJPO8jCvwnkvZsD+CaCJtWnvdg27hw5T6+V2lMp0naewu/E/+uZTplecM+MqgcGBcBBKYEaMCsBAS2IVAr+yozvVlSadqpt7daetPyCfvcQgGjwC+W9ILOOFeFsXVfTbnQobd6fVT2z8p04Ey/E0u6TdLZYWzHDjQJBkdghAVowCM8+ZS+dYHOzUzf3vTp9O7TfxbGNvWJtQ9HFHhd0rLOUDeEsT20D8POeogo8A/K9VqZZoq7waQvlRbpmKWX2HWzHpQTEUBgmwI04G0SccIoCtQCf2NJOnXazVEJQ0umlWHDjumnST3wcZeizph3hLHd487lfsbb0lgrK/7qkut4Sf864zmuH46VdNLShn1jGPkQA4GiC9CAiz7D1DdngVrga0w6pOfCG1uTesHyy+zyOQ+4jQuSd0e3TJd2TpsMY9v0Gst+x5rNeJ1HrD4m6Rndx6M2u871W3fVqhNWm814nIMAAjML0IBZGQh0BGqL/fFW0hclPaYH5ZIwtv0HBbWy4ruWXDd0x7+zpPu/7VJLfoNn8waHAAARBUlEQVRN/agF/p829fv0fWZI5lYznbett32lXgQJIJBRARpwRieGtIYrUA/8XS3p7SZtehezSXfJ9fbxpiV78w70iAJvbbopckyLw2/ZZQMNOMfBo4q/U64jZrgLPBkp+Z34q6WW3rJ0wja9VnOOITgdgZEToAGP3JRTcK9AFHjy7GvQ8+fXrG1pr5Mm7NZhiEWB3yVp+yRWy7V0eTObjwHVF/uLvKT3mfSvPtNTFK4fbpQ+eHTTkreEcSCAwFYEaMAsj5EViJb4gWq1n+3dbDehQb0MY2vQUeDJSzx2aZ9jOr3fN3r1e5I/GvjDN7g+LdMzZ/qd2KRrW9JHq7Elb+LiQACBGQRowCyLkRSoB/5RV/sr1el/B25TSa8PL7Xu9oBDs4kC/3X3t2dzXTTetJcOLfgCA0UVP8ddh9gMvxObdEvLdUG1aUsXGIbLESicAA24cFNKQVv9pHmA31frNCHpyT3nXR7G9tS09KLAv9e56zhJ4QdhbMkdyLk6aoEfa9KKLf1OLOkb25nedmTDrspVYSSLwIAEaMADgmXY7AnUAz/SpWSzhOnP2W6U64ywaW9JM+Mo8OSNWi/r5PCbMLbeO7HTTG9OsVdWfN+S64wt/U7s0uVm+nDYsM/PaWBORqBgAjTggk0o5cwsEJX9IpkO7vmv10+2dOCKCbsibbda4B8wqbs94NowtgelndNC40fJtw136XMyVbb4PLF0VrVpH1hoLK5HII8CNOA8zho5z1rgzH39SZOT7Wd7HzX9Ind9o9q0A2Y90IBPjMr+eln7hrDkuCuMbccBhxzq8J33aSe7PN13hsC3mOnCmxpaepIs2SKRA4GREKABj8Q0j2aR9Yq/x6derXj3m6VcfzfTW8djS96/nJkjWuJPV0s/aCdkaoUNG8tMcn1MZGXFjzJvP2/98BmGXW/SpV7SCeGl9vM+hmUoBDIpQAPO5LSQ1EIFosCTG6326RnnV9vfpj2P+KndudDx+319Z+OHO7rjblikfzqmwJsfnFHxvcdcZ5r0pBmfJ5Z+5q7Tqk37TL+tGQ+BrAjQgLMyE+TRF4Fa2Q+yqa9yp56pnTrcTOePN+x1fQkyoEGiwCc3bXlY0vPDS+2/BhQqU8NGZf+STM+b8Xdi6fcyfSJs2HsylTTJINAHARpwHxAZIhsCUeAfN+mN0z9RmbTWpcPC2L6SjSy3nEUUePIJeKf2vxik40btJRa1wE8pSW/q2YGqDdZ+nlj60g63aVkWv8HI+toiv2wK0ICzOS9kNQeBVRXfpeVK3p3cu5F9rp6nrQf+J5ceMvWZXavDph05B4bCnFqr+KHmOknSI3uLcin5nXiitEjvXHaJ/agwRVPISArQgEdy2otT9KqKL215+9ne6XcNb3DptGpsyQ1YuTmiwH/Z3YvXpa9VYzswN8kPINH27lSms2R6Ws8by5JPxO7SlW46o9qw8wYQniERGLgADXjgxAQYlEDnt8ODesb/g7d0YHXCfjGouIMat2dTiJ+Hsf37oGLlbdyo7J+V6cWatltVtwYzXeeu88LYTsxbXeQ72gI04NGe/1xWv3If36s0puR9zY+YXoBLX63Gluxdm8sjCvxcSd0bxf4QxnaPr2BzWVgfk44qfpJc45Ie0DusSbe5dPGi9aoe9V27pY9hGQqBgQjQgAfCyqCDEojKfrJMb5U0/TnZv7Vcb83qFn6ztaiX/UQ3de/2vS2M7f6zvXbUzosq/lK5kjdo3fOVnab1cn1Xk3p3eJl9Z9RsqDc/AjTg/MzVyGcaBf59SXv3QPzPQ3bRU152oa3PO9DKxf7yUkmf7dSxIYxtu7zXNOj8VwX+yEnpfJOevYXfiX/pUq0a29mDzoXxEZirAA14rmKcP3SBaIkf3Nm3d/onwpabPllt2BuGntCAArZvOirpf5Lhk5uMxmMrDShUIYdNvsI36RUu7TBDgdebdP54zm7MK+REUdQmARowiyHTAj2/i3Zz/bO7Dqs27WuZTn4eyUVBcnPv1LHe9Lhj2bpvzopR4MlPFMdIenDvxS7dLunsamxHz3lgLkCgzwI04D6DMlx/BM5c7A+ZLLWf7X3s9BFd+nY1tt5XTPYnaAZGiQLf0H13daulVyyfsGSbQo55CNQq/lxzndZ9tGuzIUxHhg1bPY9huQSBvgnQgPtGyUD9Eqgt9qqV9CFJ208bc52kU4r+qEkU+G3dHYNcenc1tuSFFBwLEDh9b3/g2I76rCXbIrqSr/XXtUyPXN6wGxcwLJcisGABGvCCCRmgnwJR2b8u03N7PvVeO2Y6YFnDru5nrCyOFVX8D3L9Yzs30/lhww7NYp55zSkKfLmk3+Th1aR5NSbv2QvQgGdvxZkDFEi247OWvrjpVYzdWK4vhE17yQBDZ2roKPCfSXpykpRLzWpsQaYSJBkEEOibAA24b5QMNF+BKPBTZVrR+Xqw8+Gv/VKF48LYzprvuHm8rh74V1x6fif3X4axPT6PdZAzAghsW4AGvG0jzhigQBT4TyTtOT2EST8bj22zPxtgCpkaOgr8I5Le3E7K9aewaQ/LVIIkgwACfROgAfeNkoHmItB56UTycoSdp1036abV1YYtnctYRTo3qvgxcp061X91RzW26T5FKpVaEBh5ARrwyC+B4QPUAr8geWHCZpFdf2qVdOjyhn1r+BllJ+Kqij+/5eruXTwZxrYoO9mRCQII9FOABtxPTcbaqkC02B9hJV3m0v/rab6Xhk3bFz4pebViS/pd12Lts3Wvk06yjdgggEDxBGjAxZvTTFbUeTvReyXda1qCfzfp5PHYTs5k0iklFQXemvZe46eFsf04pVQIiwACAxSgAQ8Ql6GnBKLAY0nlHo//tUU6YPwS+y1OmwtEgd+16SUkrjeETfsERgggUDwBGnDx5jQzFa0M/Dkl6SJJD5qWVPKu48+Gsb0yM4lmLJEo8LWSHthJ60NhbG/LWIqkgwACfRCgAfcBkSHuKRCVfZWZjvL2xj6dw3SzS0dXG3YeZlsWiAK/RtJunTPWhLG9HC8EECieAA24eHOaekVR4FdKesL0RFz6UTW2p6eeXA4S6Nn3+PthbM/MQdqkiAACcxSgAc8RjNO3LFAL/DCTVknaadpZG1xaxfZvs1859bJ/3k3d129eE8a2++yv5kwEEMiLAA04LzOV8TyjwL8o6UWbpWm6ruR69bLYvp3x9DOVXq3ip5mru1/tTWFs99jXNlMJkwwCCMxLgAY8LzYu6gpEge8mU3PTDj6d/+DS16qxHYjU3AVWlv2okunMzpV3hbHtOPdRuAIBBLIuQAPO+gxlOL/aEn+3tXSCpLFumsnrE830rrBhyUboHPMQqFW8bK7k0a3kFrZW2LBNvvMYjksQQCCjAjTgjE5MHtLa7HnVqYR/qZaeG07YH/OQf1ZzXFXxXVqum7r5bfy7djn6B3ZzVvMlLwQQmJ8ADXh+blw19YKNOyXtmHxKk+v8MLbDgOmPQBT4pKRSMpq7llSb1ujPyIyCAAJZEaABZ2UmcpjHysX+rJJpmZkuGo/twhyWkNmUo8Dv6N5N7lJYja2e2WRJDAEE5iVAA54XGxchMFiBKPAbJO3a/gQs1auxhYONyOgIIDBsARrwsMWJh8AsBGqBX2XSHp1TLw5jO2gWl3EKAgjkSIAGnKPJItXREYgCn5C0T7ti00/Chu01OtVTKQKjIUADHo15psqcCUQV/7Rcr+qk/fswtkflrATSRQCBbQjQgFkiCGRQoB74+1x6Rye1W8PYHpDBNEkJAQQWIEADXgAelyIwKIFaxQ811yc7468PY9t+ULEYFwEE0hGgAafjTlQEtiqwch/fqzSmHycnmeTjsbWfCeZAAIHiCNCAizOXVFIggTWH+HY3rNW6bkkl6VHLYvt9gUqkFARGXoAGPPJLAICsCkSBb5C0KMmv5TpoedMuzmqu5IUAAnMXoAHP3YwrEBiKQC3wv5p0n06wt4WxfWgogQmCAAJDEaABD4WZIAjMXSAK/DpJj0iudOnsamxvmvsoXIEAAlkVoAFndWbIa+QFosCvkPTEDsQlYWz7jzwKAAgUSIAGXKDJpJRiCUSBf1PSfp2qrgxj6zbjYhVKNQiMqAANeEQnnrKzL1Ar+9lmekMn0+vD2B6e/azJEAEEZitAA56tFOchMGSBqOxvl+nkTti/hbF1b8gaciaEQwCBQQjQgAehypgI9EEgqvhL5erus7wxjO1efRiWIRBAICMCNOCMTARpINArcMYS32Ospau6fx7Gxt9XlgkCBRLgL3SBJpNSiidQD7zl7bdRSr5IT6heYr8oXpVUhMBoCtCAR3PeqTonArXA15m0XbsBu15VbdpncpI6aSKAwDYEaMAsEQQyLBAFfrOkqa0ITe8JG/auDKdLagggMAcBGvAcsDgVgWEL1Mr+WzM9qv0JWPp0NbbXDDsH4iGAwGAEaMCDcWVUBPoiEAWebEm4V2ewy8LYFvdlYAZBAIHUBWjAqU8BCSCwZYEo8C9LemHnjF+Fse2BFwIIFEOABlyMeaSKggpEgdclLeuU9+cwtl0LWiplITByAjTgkZtyCs6TwKrAl7ekMzo5/z2Mbac85U+uCCCwZQEaMKsDgQwL1AM/wKWvdVJshbGNZThdUkMAgTkI0IDngMWpCAxb4LT9/B/vtVF/6MZd29KOJ03YXcPOg3gIINB/ARpw/00ZEYG+CkSBT0oqJYNukJ55TGzf72sABkMAgVQEaMCpsBMUgdkLRIHfKWnH5IqWdPjy2M6a/dWciQACWRWgAWd1ZsgLgY5AFPifJT04+Z8unVqN7ThwEEAg/wI04PzPIRUUXCAK/GpJu3fK/HwY2yEFL5nyEBgJARrwSEwzReZZIAr8u5Ke2a7B9cOwaXvnuR5yRwCBKQEaMCsBgYwL1AJfY1L7U69L11Zj2y3jKZMeAgjMQoAGPAskTkEgTYFa4KeYdGznn8w3hw3bJc18iI0AAv0RoAH3x5FREBiYQFTxI+T6WCfAujC2HQYWjIERQGBoAjTgoVETCIH5Cax8jj+ntEiXda72MLb2M8EcCCCQbwEacL7nj+xHQOCMxX7/sZJu6Za6bpF2Pe4SSx5N4kAAgRwL0IBzPHmkPjoCUeAbJbXfA71R2v/o2C4ZneqpFIFiCtCAizmvVFUwgSjw2yXt3ClrRRjbyoKVSDkIjJwADXjkppyC8yhQD3yNdx5F2mD652MalrycgwMBBHIsQAPO8eSR+mgJ1Mu+/3jTvjlaVVMtAsUVoAEXd26pDAEEEEAgwwI04AxPDqkhgAACCBRXgAZc3LmlMgQQQACBDAvQgDM8OaSGAAIIIFBcARpwceeWyhBAAAEEMixAA87w5JAaAggggEBxBWjAxZ1bKkMAAQQQyLAADTjDk0NqCCCAAALFFaABF3duqQwBBBBAIMMCNOAMTw6pIYAAAggUV4AGXNy5pTIEEEAAgQwL0IAzPDmkhgACCCBQXAEacHHnlsoQQAABBDIsQAPO8OSQGgIIIIBAcQVowMWdWypDAAEEEMiwAA04w5NDaggggAACxRWgARd3bqkMAQQQQCDDAjTgDE8OqSGAAAIIFFeABlzcuaUyBBBAAIEMC9CAMzw5pIYAAgggUFwBGnBx55bKEEAAAQQyLEADzvDkkBoCCCCAQHEFaMDFnVsqQwABBBDIsAANOMOTQ2oIIIAAAsUVoAEXd26pDAEEEEAgwwI04AxPDqkhgAACCBRXgAZc3LmlMgQQQACBDAvQgDM8OaSGAAIIIFBcARpwceeWyhBAAAEEMixAA87w5JAaAggggEBxBWjAxZ1bKkMAAQQQyLDA/wc89VL/eRMtOAAAAABJRU5ErkJggg==Script B.
The second hand on a clock must make 60 small turns to make a full rotation.