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Stage scaledata:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAHSBJREFUeF7t3XuQZFddB/Bzeja7ISyPhCS7menbu0hAlIcUIKIIhYKohYjPohSFApUUKI88SUiAJETyICGE8BTlIRTlEykKVIgigiKCAoIgQoDd7p7Z3SQkYJaQ2Wz3sS72YKdJyO5mZs89cz/zF1U7c8/vfH738M1verpvDL4IECBAgACBwy4QD/uKFiRAgAABAgSCAHYTECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPECBAgACBDAICOAO6JQkQIECAgAB2DxAgQIAAgQwCAjgDuiUJECBAgIAAdg8QIECAAIEMAgI4A7olCRAgQICAAHYPrKlAVVWPTin9RKfTeUe/3//Kmi7m4gQIEChIQAAX1KySSj3++OO3bNq06aUxxpNCCJ2U0rdijOeOx+Mrh8Pht0rai1oJECCwFgICeC1UW3zN7du3HzkajX4vhHBmjPFesxQppS92Op1Tdu7c+b4WM9k6AQIEggB2E6yaQLfb/ZlOp3N5COH+KxdNKY1ijFeHEL5/ZqGrQggn9/v9z61aAS5EgACBggQEcEHNamqpJ5xwwg9s2LDh8hjjT0/XmFL6SIyxDtl/7/V6vxJCuCSEcO+p71lOKb12NBpduLS0dF1T96cuAgQIrIWAAF4L1ZZcc2Fh4V6dTqf+VXP9K+cjp7a9M6X0wsFg8KfTFMcdd9zmI4888gUxxtNCCPeY+rdrxuPxBcPh8A0hhFtawmebBAi0XEAAt/wGOMTtb6iq6lkxxpeEELZMXeN/QgiX3XTTTZdfd911N97etbvd7kKn07kwhPCbMxPzZ8bj8cmLi4sfPMS6/BgBAgSKERDAxbSqGYV2u93HTl7nfchMeL5zNBqdubS0NDjQShcWFn60vlaM8UdmrvXuEMJpg8Hgywd6Ld9HgACB0gQEcGkdy1Tvtm3b7p1SekUI4ZdnwvITk9d5//kQS4tVVT09xnhBCGFh5RoppW+GEK6Ym5t7xY4dO75+iNf2YwQIEGisgABubGuaUdjRRx99j82bN9ev2dav3W6eqmppPB6/ZDgcviWEML6z1W7fvv2eo9FoZZ27Tq+TUjpnMBi8NYSQ7uw6fp4AAQJNERDATelEA+vo9XpPSym9PMY4PZneFGO8IoTwin6/f8Nql11V1X3qa8cYf3Fm0v74aDQ6eWlp6aOrvabrESBAIIeAAM6h3vA1FxYWHjl5bfaRM6W+ZzwenzYcDr+01ltYWFioP76yfn34h2bWesdoNDprcXFxuNY1uD4BAgTWUkAAr6VuYdeu/zo5xvj7McanhfD/H9KSUvrs5HXevz/MWzqi2+2e1Ol0zpn5a+tvpJQuu/nmmy+/9tpr9x7mmixHgACBVREQwKvCWPZFtmzZcteNGzeuvD/3nlO7uSaE8PJ+v//6EMK+XLucn58/dm5ubuX9xpum6tgRQjij3+//ea7arEuAAIFDFRDAhyq3Tn6u2+3+UqfTqf+6+fumtlSH7ev27dv38t27d1/blK32er0HpJReGWN8wnRNKaUP79+//+Rdu3Z9sim1qoMAAQJ3JCCA70honf77wsLCQyavsT52Zot/Nx6PTxkOh59t6ta3bdv2xPpX0NOfL51S2h9C+MObb775vGuvvXZ3U2tXFwECBFYEBHDL7oXJYwJfHGN8VgjhiJXtp5TqP6yqP/ziPSWQdLvdu3Q6neemlM6YfupSSulrnU7n4hjjlTt27Li5hL2okQCBdgoI4Jb0/cQTT9y0vLy88pjAY6e2fX39tp/9+/e/emlp6abSOLZv3751PB6fm1L67Rjj3FT9X5hM8n9T2p7US4BAOwQEcAv6XFXVE2KM9WMCf3Bq4h3HGN9cf57zzp07d5XO0Ov1HjZ5ffgx03tJKX1g8hfcny99j+onQGB9CQjg9dXPW+1mfn7+/nNzc/UfLf3szDb/KaV0ymAw+MR6235VVU+JMV4cQtg2tbebJ489vMhjD9dbx+2HQLkCArjc3t1u5fVjAufm5l4YQqh/5XyXqal3kFI6czgcvnMdbvs7Wzr22GPvdtRRR50cQjhl5rGHe1JKLxsMBm8MIdR/tOWLAAEC2QQEcDb6NVl4rqqq34kxvjSEsHVqhfoxgZfv3bv3lddff339v1vxtbCw0J2bm7sohPDUmQ1/un7s4XA4/FArIGySAIFGCgjgRrbl4Iuqquoxk9d5Hzr90ymlPxmNRi9cWlrqH/xV18dP9Hq9R01eH37EjM27Yoyn9/v9r6yPndoFAQIlCQjgkrp1G7Vu3bp1+8aNGy8JIfzqzD//2+R13o8UvsXVKr/T7Xaf0el0zg8hzK9cNKVUf5Rl/djDSz32cLWoXYcAgQMREMAHotTA75k8JvDUGOMLQgh3myqx/ovmc/v9/h+FEEYNLD1rSb1e7+gQwukppefFGL/z2MOU0mKM8ex+v/+2rAVanACB1ggI4AJb3e12fyPGeGGMsTtVfv0e3ivH4/Elw+Gwfm+vr+8h0O12T4wxXhpjfPL0t6WUPla/Pry4uPgxgAQIEFhLAQG8lrqrfO1ut/uI+uMjQwg/NnPp945Go1MXFxe/uMpLrvvLLSwsPK7T6dRv1Xrw1GZTSuntKaUXDYfDxXWPYIMECGQREMBZ2A9u0aqq6tcsLwghPD3G2Jn66f+s32rT7/evOrgr+u4ZgY29Xu/ZIYQXhRCOn/q3r08ee/gqjz10zxAgsNoCAni1RVfxepPHBD4/xnhaCKF+7fLbXyml+glFFw4Gg9eFEJZXcclWX2rr1q3HHXHEEWfFGJ8TQph+7OFXx+Px6cPh8C9bDWTzBAisqoAAXlXO1btYVVW/EEKoX6O8z9RV68cEvmF5efn39+zZUz+r19caCFRV9cDJW7oeP335lNKHJq8Pf3oNlnVJAgRaJiCAG9bwbrf74MnrvD85U9oHJx8e8ZmGlbxuy+n1ek9KKdX/EXS/qU3eklJ60/Ly8vnXXHPNnnW7eRsjQGDNBQTwmhMf2AJbtmw5ftOmTeeEEE4KIWxc+amU0tX122YGg8G7D+xKvms1Bebn54/asGHDc0MIZ4QQjpnqy3UhhIvn5uZe47GHqynuWgTaIyCA8/d6U1VVvxtCODPGeNxUOTfUjwlcXl5+9Z49e76Zv8x2V7Bt27YTUkrnpZSeOfPYw/9KKZ08GAze324huydA4GAFBPDBiq3i9/d6vZ+qP6M5hPCAqclqHEJ4awjhxYPBYGkVl3OpVRCoqurhk9eHf3z6cimlvx2NRicvLS19YRWWcQkCBFogIIAzNHlhYeF+9WMCQwhPnFn+o5PXeT+eoSxLHoRAVVW/FkK4KMbYm/qxb4UQXjMajS5eXFz82kFczrcSINBCAQF8GJve7XaP6XQ69WuJ9WuKR01NvcOU0lnD4fAdh7EcS91JgWOOOebumzdvXnns4d2nLrc7pXT+YDB4k8ce3klkP05gHQsI4MPT3Ller/db9Wc0hxBOmFryxvpX0DfeeOMrb7jhhm8cnlKsstoC8/Pz1dzc3MUxxnoqnv761OQ3Gv+42mu6HgEC5QsI4DXuYVVVj568ZviwmaX+7JZbbjlj165dO9e4BJc/TAK9Xq9+Xbh+Tf/hM0v+xb59+07fvXv3jsNUimUIEChAQACvUZPm5+d7c3Nzl8QYnzKzxCcnfzX74TVa2mXzCnQmv+04b/a3HSmlV+3du/cyv+3I2yCrE2iKgABe5U5MXhc8JYRQvzY4+7rgeZPXBT0mcJXdm3a5yev9K489vNXr/THGF/X7/bc3rWb1ECBweAUE8Cp6d7vdX48x1n8ZW01dtv7L2CtHo9El/jJ2FbELuVS3271vp9O5LITwpJmS/2Xy+vC/FrIVZRIgsMoCAngVQKuq+uHJ67yPmrncX+/fv/+UpaWl/16FZVyiYIFer/f4lNLlMcYHTm2jfuzh20IIZ3vPd8HNVTqBQxQQwIcIV/9Y/elI4/H4ZSGEZ8w8JvDzk9d5P3AnLu9H15/AxsmnntVPXLrVp57Vnzm9b9++K3zq2fpruh0RuD0BAXwI98bk84GfV39G8218PvBFmzZtes3VV1/tMYGHYNuGH5l87nf97OH6GcTf+dzvEMKXJ489/Ks2ONgjgbYLCOCDvAOqqvr5yWMC7zv1o/UTct64vLx8gSfkHCRoi7+92+0+aPLkq8fNMPxD/bGWi4uL/9FiHlsnsO4FBPABttj/WR4glG87aIGqqp48+Y+6E2f/o27fvn0v8+zngyb1AwSKEBDAd9CmrVu3Hrdx48azb+PXhV+Z/LrwXUV0WpGNFpi8rPH8ycsaR68Um1K6tv7M6cFg8NoQgpc1Gt1FxRE4OAEBfPteG3u93nNCCGeFEI6f+ravT/5g5lX+YObgbjbffccCVVXNhxDOv40/7Ptc/d7yfr9/1R1fxXcQIFCCgAC+jS71er3HTd4y8qCpf/72W0ZSSucMh8PFEpqrxnIFvsdb2963f//+U721rdzeqpzAioAAnroXJh+acGkIof5Dq+kvH5rgzGQR6Ha7T40xXnhbH+4yHo8vHg6H12cpzKIECNxpAQEcQpifnz92bm6uflJR/X7e2Y8NPLvf7//xnZZ2AQKHKDD5eNNTJx9verepy+xKKb1+MBjU70X3RYBAYQICOITQ6/XqTyN62krvUkp7Qwj1B+df6oPzC7uj13G5J5xwwrYNGzbUjz2cfcDHC/r9/hXreOu2RmBdCgjgEEJVVe+PMT5h0uGrYown7dy586vrsuM2VbzA5BGXfxBCuP9kM+f2+/366Uu+CBAoSEAA/98E/N4QwhNTSqHT6fzczp0731dQD5XaQoFer/fSEEL9skn9JYBbeA/YcvkCAngqgOt2xhgFcPn39brfgQBe9y22wRYICGAB3ILbfP1tUQCvv57aUfsEBLAAbt9dvw52LIDXQRNtofUCAlgAt/4QlAgggEvsmpoJ3FpAAAtgZ6JAAQFcYNOUTGBGQAALYIeiQAEBXGDTlExAAH/3PbDyNqT6X/wVtDNSgoAALqFLaiTwvQVMwCZgZ6RAAQFcYNOUTMAEbAJ2CsoXEMDl99AOCJiATcBOQYECArjApimZgAnYBOwUlC8ggMvvoR0QMAGbgJ2CAgUEcIFNUzIBE7AJ2CkoX0AAl99DOyBgAjYBOwUFCgjgApumZAImYBOwU1C+gAAuv4d2QMAEbAJ2CgoUEMAFNk3JBEzAJmCnoHwBAVx+D+2AgAnYBOwUFCgggAtsmpIJmIBNwE5B+QICuPwe2gEBE7AJ2CkoUEAAF9g0JRMwAZuAnYLyBQRw+T20AwImYBOwU1CggAAusGlKJmACNgE7BeULCODye2gHBEzAJmCnoEABAVxg05RMwARsAnYKyhcQwOX30A4ImIBNwE5BgQICuMCmKZmACdgE7BSULyCAy++hHRAwAZuAnYICBQRwgU1TMgETsAnYKShfQACX30M7IGACNgE7BQUKCOACm6ZkAiZgE7BTUL6AAC6/h3ZAwARsAnYKChQQwAU2TckETMAmYKegfAEBXH4P7YCACdgE7BQUKCCAC2yakgmYgE3ATkH5AgK4/B7aAQETsAnYKShQQAAX2DQlEzABm4CdgvIFBHD5PbQDAiZgE7BTUKCAAC6waUomYAI2ATsF5QsI4PJ7aAcETMAmYKegQAEBXGDTlEzABGwCdgrKFxDA5ffQDgiYgE3ATkGBAgK4wKYpmYAJ2ATsFJQvIIDL76EdEDABm4CdggIFBHCBTVMyAROwCdgpKF9AAJffQzsgYAI2ATsFBQoI4AKbpmQCJmATsFNQvoAALr+HdkDABGwCdgoKFBDABTZNyQRMwCZgp6B8AQFcfg/tgIAJ2ATsFBQoIIALbJqSCZiATcBOQfkCArj8HtoBAROwCdgpKFBAABfYNCUTMAGbgJ2C8gUEcPk9tAMCJmATsFNQoIAALrBpSiZgAjYBOwXlCwjg8ntoBwRMwCZgp6BAAQFcYNOUTMAEbAJ2CsoXEMDl99AOCJiATcBOQYECArjApimZgAnYBOwUlC8ggMvvoR0QMAGbgJ2CAgUEcIFNUzIBE7AJ2CkoX0AAl99DOyBgAjYBOwUFCgjgApumZAImYBOwU1C+gAAuv4d2QMAEbAJ2CgoUEMAFNk3JBEzAJmCnoHwBAVx+D+2AgAnYBOwUFCgggAtsmpIJmIBNwE5B+QICuPwe2gEBE7AJ2CkoUEAAF9g0JRMwAZuAnYLyBQRw+T20AwImYBOwU1CggAAusGlKJmACNgE7BeULCODye2gHBEzAJmCnoEABAVxg05RMwARsAnYKyhcQwOX30A4ImIBNwE5BgQICuMCmKZmACdgE7BSULyCAy++hHRAwAZuAnYICBQRwgU1TMgETsAnYKShfQACX30M7IGACNgE7BQUKCOACm6ZkAiZgE7BTUL6AAC6/h3ZAwARsAnYKChQQwAU2TckETMAmYKegfAEBXH4P7YCACdgE7BQUKCCAC2yakgmYgE3ATkH5AgK4/B7aAQETsAnYKShQQAAX2DQlEzABm4CdgvIFBHD5PbQDAiZgE7BTUKCAAC6waUomYAI2ATsF5QsI4PJ7aAcETMAmYKegQAEBXGDTlEzABGwCdgrKFxDA5ffQDgiYgE3ATkGBAgK4wKYpmYAJ2ATsFJQvIIDL76EdEDABm4CdggIFBHCBTVMyAROwCdgpKF9AAJffQzsgYAI2ATsFBQoI4AKbpmQCJmATsFNQvoAALr+HdkDABGwCdgoKFBDABTZNyQRMwCZgp6B8AQFcfg/tgIAJ2ATsFBQoIIALbJqSCZiAv/seqKrqdTHGZ9f/sn///ocuLS19yp1CoMkCVVU9I8b45rrGlNIzB4PBW5pcr9oIEPhuARNwCOHoo4++x+bNm58ZY/xSv99/rxuFQAkCdQjXdQrfErqlRgIC2D1AgAABAgQaIWACbkQbFEGAAAECbRMQwG3ruP0SIECAQCMEBHAj2qAIAgQIEGibgABuW8ftlwABAgQaISCAG9EGRRAgQIBA2wQEcNs6br8ECBAg0AgBAdyINiiCAAECBNomIIDb1nH7JUCAAIFGCAjgRrRBEQQIECDQNgEB3LaO2y8BAgQINEJAADeiDYogQIAAgbYJCOC2ddx+CRAgQKARAgK4EW1QBAECBAi0TUAAt63j9kuAAAECjRAQwI1ogyIIECBAoG0CArhtHbdfAgQIEGiEgABuRBsUQYAAAQJtExDAbeu4/RIgQIBAIwQEcCPaoAgCBAgQaJuAAG5bx+2XAAECBBohIIAb0QZFECBAgEDbBARw2zpuvwQIECDQCAEB3Ig2KIIAAQIE2iYggNvWcfslQIAAgUYICOBGtEERBAgQINA2AQHcto7bLwECBAg0QkAAN6INiiBAgACBtgkI4LZ13H4JECBAoBECArgRbVAEAQIECLRNQAC3reP2S4AAAQKNEBDAjWiDIggQIECgbQICuG0dt18CBAgQaISAAG5EGxRBgAABAm0TEMBt67j9EiBAgEAjBARwI9qgCAIECBBom4AAblvH7ZcAAQIEGiEggBvRBkUQIECAQNsEBHDbOm6/BAgQINAIAQHciDYoggABAgTaJiCA29Zx+yVAgACBRggI4Ea0QREECBAg0DYBAdy2jtsvAQIECDRCQAA3og2KIECAAIG2CQjgtnXcfgkQIECgEQICuBFtUAQBAgQItE1AALet4/ZLgAABAo0QEMCNaIMiCBAgQKBtAgK4bR23XwIECBBohIAAbkQbFEGAAAECbRMQwG3ruP0SIECAQCMEBHAj2qAIAgQIEGibgABuW8ftlwABAgQaISCAG9EGRRAgQIBA2wQEcNs6br8ECBAg0AgBAdyINiiCAAECBNomIIDb1nH7JUCAAIFGCAjgRrRBEQQIECDQNgEB3LaO2y8BAgQINEJAADeiDYogQIAAgbYJCOC2ddx+CRAgQKARAgK4EW1QBAECBAi0TUAAt63j9kuAAAECjRAQwI1ogyIIECBAoG0CArhtHbdfAgQIEGiEgABuRBsUQYAAAQJtExDAbeu4/RIgQIBAIwQEcCPaoAgCBAgQaJuAAG5bx+2XAAECBBohIIAb0QZFECBAgEDbBARw2zpuvwQIECDQCAEB3Ig2KIIAAQIE2iYggNvWcfslQIAAgUYICOBGtEERBAgQINA2AQHcto7bLwECBAg0QkAAN6INiiBAgACBtgkI4LZ13H4JECBAoBECArgRbVAEAQIECLRN4H8B5fUs4YNGKfwAAAAASUVORK5CYII=Script B.
The second hand on a clock must make 60 small turns to make a full rotation.