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cG2ZtV8CTsAy0ISAAlbATQTZEAScgGWgNgEFrIBry6z9EnACloEmBBSwAm4iyIYg4AQsA7UJKGAFXFtm7ZeAE7AMNCGggBVwE0E2BAEnYBmoTUABK+DaMmu/BJyAZaAJAQWsgJsIsiEIOAHLQG0CClgB15ZZ+yXgBCwDTQgoYAXcRJANQcAJWAZqE1DACri2zNovASdgGWhCQAEr4CaCbAgCTsAyUJuAAlbAtWXWfgnc4wl4GG6K4/UTCBGoQmCabo/YPDxW61uq2O8Vb3K44uu7PAECVyUwTd8Zm5MnxjC8IYb1URzHn1zVUq5L4DoFPijG8SCGeGIM8eo4Xt96nddr4uUKuInbaIiuBabF7RHDQcTwI7FaHUXEf3TtYfh5CUyLby75fFHJ5zvmtcG83SjgPHsrE7hMgQ8uJ4zHx7A5iuOTH7zMi7sWgXMLjOMXxbDZ/ofhW2JYHMXx8RvOfY3GX6CAG7/BxutMYLl8aGxODiLiPhHDUaxWr+xMwLjZAtfiwXEyHkRsbozNcBjr9cuytzTX9RXwXO+MfRG4HoFx3H42fBDD5g9jsT6Ku+KvrudyXkvgDALvF9O0Ld6nRmwOY3XyPWd4Tdc/ooC7vv2Gb15gWjwzYjiM2DwnVieHEbFufmYD7l9guXhqbIaD2MTLYr3e/h7Cv+5/E/WtqIDru2d2TOC8Ah+2+3w44hERcRTr9Y+f9wJ+nsDdCkzT50dsP+fd/uLfcBir1WtJnV1AAZ/dyk8SqFtgmj67/MvypHw+fEfdA9l9msANcePuc96T+JSI2H7O+9Npe6l4YQVc8c2zdQIXEliOXxGbOIxNvKq8XfgPF7qOF/UoMMbuCWzDM8rnvN/RI8JlzayAL0vSdQjUJXCt/MLM0yM2R7E6eXZd27fbvQuM41MiYvt28x2xXm9/n+Ate99DYwsq4MZuqHEInEvgWnxMbMaD2GweEpth+/nwz57r9X64fYFp+szy0cWyfM77W+0PvZ8JFfB+nK1CYN4C4/ioGGJ7qnlbDIvDOD5+3bw3bHd7EHhAebjLI3fZOF6/aA9rdrWEAu7qdhuWwP8jsFx8w+7hCZt4aXmb8e3MOhSYFt9WHh/5vFittv9hdleHClc+sgK+cmILEKhO4N4xTdu/Hf6y8ljL51U3gQ1fTGAcb909PnIY/iyG9WG8O/7iYhfyqrMIKOCzKPkZAj0KLJcfF5vtwzs2DyyfD/9qjwxdzLxcflJ5hOn9dr8hv16/oou5k4dUwMk3wPIEZi8wjo+LYXMYMbwpFrtT0Rtnv2cbPKvAfWMcD2OIJ5V3O77vrC/0c9cvoICv39AVCPQhMC2+pXwu+ILyueB/9jF4o1MuF9+4e3xkDD9Z7ue/NzrpbMdSwLO9NTZGYJYC9y8npseWE9MLZ7lLm7pngXG8pbyj8U/lN97/GFeOgALOcbcqgboFpunTdk9CirhX+dvQV9c9UAe7vxY3x8m4/Uz/pvI1gb/YwdSzHlEBz/r22ByBmQuM45PL05FeW/5s6c0z33GP23uf8lvtt5Wnnn13jwhznFkBz/Gu2BOB2gROnw+8/S7YZ8XqZPt1dJvaRmhyv8vFV5e/6/718h9I/9zknJUOpYArvXG2TWCGAg/afT4c8bDyDTkvmeEe+9jSNH1O+YjgXeUjgtf0MXhdUyrguu6X3RKYv8Dpv/y3D+2/q/zL/3fnv+lmdvgR5bufP6N897P/CJrxrVXAM745tkagaoHTtz8PYhMvL197+Naq55n75k8/Btj+ktX2262270T4Z+YCCnjmN8j2CFQusP0FoO1nw08r3x/rF4Au+4ae/iLctnBfUz7n/ZvLXsL1rkZAAV+Nq6sSIPCeAts/gTn92sOby5/A/AKg6xSYpk8vb/W/b8RwFKuVPwW7TtJ9v1wB71vcegR6Fjh9CMT2rdK3xrA4iuPjP+qZ44Kzf0j5msAvLA9D+eELXsfLkgUUcPINsDyBLgWWi6eVxyC+JFar7Z8t3dmlw3mHPn0c6Pa53N9fHh/5rvNews/PR0ABz+de2AmB3gTuWz4ffvLu0YjHJ74I4J4SMI6PL+8c/GUs1ke+EKON/6so4DbuoykI1CuwXH5i+Sq8+8cmjmK9fnm9w1zyzpfLjz+12TygfCXkr13yCi6XKKCAE/EtTYDAewiM45eUL4N/Ywy7U96fd+xzn/LuwFPK57zP79ii2dEVcLO31mAEKhWYFt9avvbw+eXz4f+qdJKLbXu5uK38/fTPlL+ffvvFLuRVcxdQwHO/Q/ZHoE+BDy2/6fuoGOIojtc/2jzDOD46htg+Qezfym+Iv675mTsfUAF3HgDjE5i1wDQ9rPyt67Xyt66/Oev9XmRz1+Km8jfSDy6f8/7cRS7jNfUJKOD67pkdE+hPYBy/tDzt6Y7ytuzfNoBwQ/mc9/bylLDnNDCTEc4hoIDPgeVHCRBIFVjE6fOOn1med/ys1N1cz+LL8StjE9vnZL+y/AfFP17P5by2TgEFXOd9s2sC/QrcEB8VJ+NBnMRDyzf+/FQ1GNP0iPKW+qq8pf471ezdRi9dQAFfOqkLEiCwF4Fp+rxSZu8sZfZ7e1n3Yot8ePmawIeX/2j4iYtdxqtaElDALd1NsxDoUWC5+NrdFzxs4pfL27n/MiuGafHtp39WtXl2rE62j91cz2p/NpMmoIDT6C1MgMAlCtyr/ELT15XPh597ide+2KXG8UkxDAcxbP5g9/jIu+KvL3Yhr2pVQAG3emfNRaBHgWvxsXEybr+U/sbyJz2/tHeGafrU8tb4vXdfnLBavWrve7BgFQIKuIrbZJMECJxLYBwfu/uChxj+rjzU4vXnev3Ffvh+5eEhjytfLvFDF7uMV/UioIB7udPmJNCjwHLxTbvPh2P4sfL1fe+4EoZp8fTy+MwXlsdnvvNK1nHRpgQUcFO30zAECNyNwAfGOB7GELeWLzb4gUtTGscvLl8T+OZYrA/j3fGnl3ZtF2peQAE3f4sNSIDATmC5/OTYnBxGxAeUrz38jQvLLJcPKV8T+KDdCXu9/pULX8sLuxVQwN3eeoMT6FRgHJ+w+4x2GF6/O7XeFW86h8T7l9+2/qry+MjvPcdr/SiB9xJQwAJBgECfAtPiGeVz2+eWz4eP/0+I5eLry9cE/nz5e+O39Qln6ssSUMCXJek6BAjUKPDA3efDEZ+7+7KH9frF/2uIcXxk+ZrAO2NYHMbx8e/XOKg9z09AAc/vntgRAQL7Fpimz9q9pRwxlL/d/e24IT5698zpzeYTyue8L933tqzXtoACbvv+mo4AgfMIjOOXR8T26VV3Rgw3l895v+s8l/CzBM4qoIDPKuXnCBDoRWCK5eK2OD7ZPkXr73sZ2pz7F1DA+ze3IgECBAgQ2H7e4R8CBAgQIEBg3wIKeN/i1iNAgAABAqe/8ecfAgQIECBAYN8CCnjf4tYjQIAAAQJOwDJAgAABAgRyBJyAc9ytSoAAAQKdCyjgzgNgfAIECBDIEVDAOe5WJUCAAIHOBRRw5wEwPgECBAjkCCjgHHerEiBAgEDnAgq48wAYnwABAgRyBBRwjrtVCRAgQKBzAQXceQCMT4AAAQI5Ago4x92qBAgQINC5gALuPADGJ0CAAIEcAQWc425VAgQIEOhcQAF3HgDjEyBAgECOgALOcbcqAQIECHQuoIA7D4DxCRAgQCBHQAHnuFuVAAECBDoXUMCdB8D4BAgQIJAjoIBz3K1KgAABAp0LKODOA2B8AgQIEMgRUMA57lYlQIAAgc4FFHDnATA+AQIECOQIKOAcd6sSIECAQOcCCrjzABifAAECBHIEFHCOu1UJECBAoHMBBdx5AIxPgAABAjkCCjjH3aoECBAg0LmAAu48AMYnQIAAgRwBBZzjblUCBAgQ6FxAAXceAOMTIECAQI6AAs5xtyoBAgQIdC6ggDsPgPEJECBAIEdAAee4W5UAAQIEOhdQwJ0HwPgECBAgkCOggHPcrUqAAAECnQso4M4DYHwCBAgQyBFQwDnuViVAgACBzgUUcOcBMD4BAgQI5Ago4Bx3qxIgQIBA5wIKuPMAGJ8AAQIEcgQUcI67VQkQIECgcwEF3HkAjE+AAAECOQIKOMfdqgQIECDQuYAC7jwAxidAgACBHAEFnONuVQIECBDoXEABdx4A4xMgQIBAjoACznG3KgECBAh0LqCAOw+A8QkQIEAgR0AB57hblQABAgQ6F1DAnQfA+AQIECCQI6CAc9ytSoAAAQKdCyjgzgNgfAIECBDIEVDAOe5WJUCAAIHOBRRw5wEwPgECBAjkCCjgHHerEiBAgEDnAgq48wAYnwABAgRyBBRwjrtVCRAgQKBzAQXceQCMT4AAAQI5Ago4x92qBAgQINC5gALuPADGJ0CAAIEcAQWc425VAgQIEOhcQAF3HgDjEyBAgECOgALOcbcqAQIECHQuoIA7D4DxCRAgQCBHQAHnuFuVAAECBDoXUMCdB8D4BAgQIJAjoIBz3K1KgAABAp0LKODOA2B8AgQIEMgRUMA57lYlQIAAgc4FFHDnATA+AQIECOQIKOAcd6sSIECAQOcCCrjzABifAAECBHIEFHCOu1UJECBAoHMBBdx5AIxPgAABAjkCCjjH3aoECBAg0LmAAu48AMYnQIAAgRwBBZzjblUCBAgQ6FxAAXceAOMTIECAQI6AAs5xtyoBAgQIdC6ggDsPgPEJECBAIEdAAee4W5UAAQIEOhdQwJ0HwPgECBAgkCOggHPcrUqAAAECnQso4M4DYHwCBAgQyBFQwDnuViVAgACBzgUUcOcBMD4BAgQI5Ago4Bx3qxIgQIBA5wIKuPMAGJ8AAQIEcgQUcI67VQkQIECgcwEF3HkAjE+AAAECOQIKOMfdqgQIECDQuYAC7jwAxidAgACBHAEFnONuVQIECBDoXEABdx4A4xMgQIBAjoACznG3KgECBAh0LqCAOw+A8QkQIEAgR0AB57hblQABAgQ6F1DAnQfA+AQIECCQI6CAc9ytSoAAAQKd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The second hand on a clock must make 60 small turns to make a full rotation.Project notes
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Retina display support
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Input sliders
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Table lines
Visible stepping
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Prefer smooth animations
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Codification support
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