Low-level JSON for 4c228af0-7081-4ef7-b1c5-09aab7ac4eac

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dCVRS31t1+4zfFtovh3QrHw4rBr6523mosv8Ae/5Zxn2A6+9csyAjpz3xXW6v4e8UarNqXiCW1geFGZ5plukKoOy9f0rllweV4BHpXoUMDGfu2PnqufuinUU/N+YyJTyCOB3zV/QtOl1a+FtHKIIlBee5YcQRj7z/AFx098VWjjeSVIoo2kkdgqooyXPYD3re1p10nTP+EctpVa5Y79UmToz9RCv+yvf1P0r7bB0XQoxgnsfi+f5hHMMdPERja7KXiHUY72WG3skMGl2ieTaReij+Nv8AaY5JPvjtWaoqaytbm8kENlbTXMnTbEhc/kOlWdU0rUNMlhjv7RoZJgHhXOSQTgcDvnjmu5OEep4c+aTvYpL1p2M10H/CF+JPsslz/Z8ZjhYBz9pQFWbGEI7NyODSDwhr/nCH7PatMX8sILpM7/7uByT7U1UgQ4zMDGKUDJrUvtA1mz1STSp7Im/ijaSSGJ1fy1UZLEj2HQ1W1HT7zTpVhvrd4JJI1nQN0MbD5W+hqlOL0W5m1JavYq4PbrUtlbS317b2dumZZmEUY/2iep9h1/CoyVGNxAHZvX6DvXTadZXnh/SLnXr60ktp51NtpyuMMzN958Hn5RkZ96U6iS03FGLb12M/xXcwyaimn2hzZWEf2W2x0bB+dz7ls/hisnb60/bgbckjuT3owaunHlRM6l2M20oXmnAGlCnNUiGxoWnbadtNGDSYcwgFKVpQKdigOYYq/MPrRTwp3DA70U0HMeTr0p6imL0qRetfLRPtJMeoqVaiWpVrSInsPWpFpiVMi1tEzY5RUiimr1qRRWqEOUVJimCpAM1rEybHDpjj8a7XTL3wvo3hEJ9outR1XUFBvooBsCJn5YGk7A4yQAc1xgGMHAPsaehIAxzjpnsfwquRy6iuup1ujaxYapdC08QammheHLdPMa0sY9v2jHSMY5Le5NP8R+Lorrz4NF037BBJF9nSSXlxEP8Alkg6ID3659a5FeCCuBg5xgdaeqjPAyPfkmj2V5EObBVC4XbtAHK56e1dF4Ki8MrcS6j4nvJVtrYAxWcUW5rp88Kf9kd6wFA3AnPHanAYO7v+mK3lC6sjNzOn8QeJX1T7Ra2totnFdMqTzSvuldAcqhI+5GOPlFat1rPhTRNLj0jw/FJrUr4a5uJRshuXHPTqyKeinGa4VR3AAPT8KkA4YfwsMHAxx+FQ6Kas2Zur1Ot8N33h+S5vfE3im7e6v1lzbWMMWd0n989gi9hVDxD4gbU1kt4rb7LbzTefKztvmuJAMAu3sOgxgVg4DYyDwMfh6U5RwRgDPcf/AF6aoQaaepMcRODvAeoyoHfH5V0Wi6ta+H9Dmm06QyeIb1TF5xXAsITwSP8Abb19K51dw4+U+vHWnY4x97ngN/X1rzJ5PGc79D6VcVVqdFRh8Xdkllb21xqES3spit3lXzpGJ4j6sfx/rXV6z4o0rVvFwv8AVdJkv9GtIhb2FkkxjEUajCk+vTdjvmuSwOCcntz2HtTgc5ySec89f/113Ucsw9JcsUeHjOIMbiqinVnqtFY6rVJ9N1wokfiWayRVzDZXVv5cKD0BUnP41y7DEjfOHC8ZHQ/SmjOCBxmlGd2evGOmK6KeDpU3dI46uaYirHllN2Op8If2Rp9hc6vf6ulpqBPlWMSxeayZ6ygdMgcDng03StS8H6bfI8nhq51yIElze3Rj3++0A+/euaAGMFeO4Bpy9SV2qTySe30rR4dO7b3OT6xLax6ZdeN9BvrYQ2kNroMBXAgaz3RKP94EMahnu7HRRY6/rz2epz+Q40iyswUjjUnPmy7uQM9K5/wX4dl1MzanLaPLp1mRhXOwTyddrE/dUdSfT61Jqmo6fb6jNfOV13VpGB80ri0gx0VF/i29PSub2UU7RNXN8t2WdPOpaxqFlqet3cOkaLDOsn7wMkZ5z8qdXbPc1c1RbOC+vW8Pato1o1w7ySXkk7tcyqxJwDjEY+nNcbqd7eanctcX9w88hwBuPyqPQD+H8KrhVwQOBu3DgcVqsPqc/wBYsd94R1bRPCRu1nu4tRu7izdp5o8sHf8AgjBPOO59cVk6bLZ+KrWO11/W7bS7qCbzI7u6Uspib7yYH93HA6c1zCqB04PcgdfanYyxY9T+vsar6u946MzeJT0aPRGttL0fMfg2TR7qfO3+1tRuNzk/9M0xhB+dcv401N9Qv4rZb176Kyi8kTlsmZ85eT6E/wAqwhDFyGjQg9flFO2k4yx6dhgD2HtVU6HK7y1ZE691ZB15oxT8fT8KMVuc1xgBpwzmnAUYxVCchOaXFOAp2KTGpDAtLingUYpDUhqjLD60VIi/MPrRQK54+oqRetMWnr1r5aJ9zJj1qVaiWpU61rElvQkQVOnSol6VMlaxMmx6g1MuKiWpF6VshORIBTwKYtSCtUiLjwKeopo6U9atIiQ5RT1FItOXrVxMZMeBSkcChafirirGMmIBxTgDSqKcFzx61RCkuogX26dfanLj8K7r4SeDNJ8Y3Wo2+pahNam2iUxpDyznOMmrXjP4WavojPJpl0ur2q5ZlVcSgepXuPpXJLHUIVfZt2Z0LB1ZU/aRWh58uCM8/jTscUjAhyGBBBwQRjH4dqevSu2L5ldHBKPK3zABxSgc4pGIUZqTGcEVcWr6bmcuZa9BqilxzSr1p2KsxchMClGM4PQ0oWlC0rEtl+41jUrnSLfSpbpzYW+fKtx8ijPXcB1PvVLHTGTzkZ4x9R0H4UAU9RSjFLYUqjasxMc0oAxS7aUDirW5k5CAUoxTgtGKoycgApQKcBxSqKCW7iAUYpwHNO20rE8wwCjFP20BeaYrjVFO4p22l2Ckx3GgU7FLtpwWkWhsY+YfWipI1+YfWigTPGwKeopQKkVfavmoo+8kxFFSKKVV9qeF9qpR1Ib0EUVOg4pqipFBrWKIFWpkqNVqVRWqJY9akFRjrUgrVGbHjkU9RTVqRetaJGUhyingUi05etWlYxkKODTx0pB1p2K0IbHDpT1+uPemgU9RQtHcxlqavhjXbrw7rMGp2pKuhw6j+NO+frXvOheILHXEE0EqyJcqHj2t86tkZA9CK+ctpIZT3qTQdfuvDl4FaST7GX3Mufun+8K+ZznBXl7aO59JlONtH2Mtj2fx54V03VHM7stnevuMF4E/dyEfwyAdPrXkerWFzpNy1vqETRTRDnHOc9CD3B9a9e07Xbe+037TJqCNaSw4eRjnbH/ECK5S4tY9btlkvobqOxyRpjN94qOjN6DFcmXZrVpe5M3zDLKVV88Dz+GNnk82QYb+FewHr9atKKn1Cxm0+c28oDLnKOP4h6//AFqhTpX2dFxcFODvc+Or80JOElawiinYpy9aXBrW5yykNC04CnKtKFNMhsaBzS4p2004LVRMmxu2lC8U4CnbaqxldjAKcBTgKXGBnFFiGNxSqKeFyM0qiixLdhAtGKkAp232pCuRqOtOA5pwWl2mgY0rQqVKFp2ykwIttKFyOlSBPanBOaRpEjjX5hx3oqdF+Ycd6KEXY8YAqRRTAKkUV8/FH3MhyipFFIop61aRL2FAp6iheakUVokZ6iqKeq0Linr0rRWM27ABTwKAKeBWiRm5AtSCkUVIBVIzkxVp6daYoqRetVcylccBTxTQMmn44q0Zu44CnqoxTQKevSqS0Mm2KOajuoEuYXjkXPy4U96lUU4kIjMTwozWVWMXB8xdCUlNWOa0zV5dFuRDeLNdaWJP9IgRsMnoR6j2r2bQ9QTWdFibS9VW4tH6KeTGf7p9K8F1aVs3M6jOeSD0NXNLTxDoAh1vw9NlJVDTWwztYehHeviq2GlOcnTPsaeIVOCVQ9j1S1eWNobsIc8Ar1U+ua5WaB4JTE3UHr2IqxoPjrTPEY+yXAOm6oB89tP8pY/7J7/Sruo20j2rkIQ8HIJ6mvRynFzoT9lPZ/gedm2EhXh7WG6/EyVHNOpq9aeK+tuj5GUGKCactIoxT+1VczcRRyKB1pV6U4CmmZNCAUtLilH3aaZFhoFPA9qUDNOA4p8xDiIF4pyqKUemKUAijmIcQC0oFPAzSheaLk2GgYpcZp+KcFouKw0LTgMinAU5RxTBIYBTlGacFpwXFQ2bQiIq/Mv1oqVFyy/Wis+Y25TxILUiqfSgDmpVFeNFH2DkIqn0p4U05RT8VqokuQ1QaeoPHHWgL3xnHNWbGxutQu47W0iee4kI2qBwPrTk4R1kxRTm7IhUH0NSICTgV6t4d+Gen28aSa5I11O658hX2qlbn/CBeFWPGm7eP4ZTXmyzehCXKdSwFSSujxFR096kUdzXsR+Hfhh3CiG4j+j5qB/hpoQDbLm9Tn2NXHOaHUzll1Y8oVeKco+leoP8MLBgPL1i5T/eQGqsvwzdJdq6sCOxaKuiObYZ9fwMZZdXPPFHNOA5run+GuoZ/d6laP8A7yGoZPh1rq52TWknsGxW0czwz+0crwOI/lOOxz/9elBBrqJPAfiOLn7JC/8AuyCq7eD/ABGoydLlb/cIatljcNLaaMXg6q3gYYHFOXpWlJ4f1yM4bSbvj/ZqvLpmox/6ywu0/wCAVqsRSe0kyJ4ecVtYgWqmsTCGxI6FzirxhljOHhmX5c/MprmNQnvbi8KJFO+CRGqxnAPqa4sbioU6dk9zswGEc53fQy9TBaymEYLErjA5rsPDoKaLZgjJSPBzxg1seFv7IiuNKvrrQrtb2EMl0I4t0c69iR61e16yU3809jDIbZvn2mMps/2cV5GWYqEajjPqepmlGU6alDoc9f6Xp96o+2WcU2DkEjkfRhzV7T3mstPawtru4W1b78TPuBHoCeRSKMLkd+1OUH0r6VYejzKfKfNfWKqi48wLTxSKKeBg1uc7FxTwKaOlPFO5m1ccBxTlxSL0p6impGbiAGaUClUU7HNNMyaEVafgDrSgYoxmqEAX0p6Ad6AKcooJuhQtOwemKFp4GRQRJCRqBnNLjmnBRRtoJ5QxSgU5RTttF7FRiNHSncZo20oHFZ3ubRVhyfeX60Usa/OPrRSNDxNamSokFTRj1OK8mJ9SSAc1IoJ6DmiCJ5GCoODzk9q6zwh4Su9bnDBTHbA/vJyMKfZfesa+Mp0o6vU2pYedV6mV4d8P6hrl2kFlCcH78jD5UHc17T4T8M6f4dstloPMnP8ArZz95j7e1aGh6bZaVYJZ2cQjRRycfMx/2qstJtJwua+ZxWYVKzPZw+GjTQTHChmoSRSOlQzux4IyOuKS3YkHOPauLQ6epMWxKhpzsd4I6ZqBmO5QetWtoxk9qAHcFeuKe6hlHz5qE8rkcU2R2jxjvQBMgBJBUVJHgcdAKzru+tbK2kvLu4jt4Yx88spwg/xrkT8WvAccphPiCFiDjcFOKauyXZHfPjJwe1LCcLnNcRH8T/Azj5PENtz3bIq/a+OfCE8f7vxNYEntvxijlZN4nUxOrAY4PrSBdmWlYMO3FYtn4n8OyMFi1zT2/wC2w5q8NX0qUfJqdk49p1qryDlgyxKsbPny1b6qKY8FsyndaW+f+uYzUS3du+SlzbyD/ZlU/wBadEVZ9wbPHQOMfzovIaUSOOytC+TaQj3xinz2tqFG2GI4/h6Zqtfaxpengm91CCEY5G8Ej8K568+IeiJMY7COa7KjJfGEHuSe1NRlunYq0PtK6NSbwpoTNuNmyFjuOx+9QHwVozgsonT/AIHXOD4p6WX2Zssk54l6e3SrcHxL0uQY8uBv92eupY3EwjaM2ccsHhpyu4I028C6UUGy7uU/KoJfAkCxvJFqLt5Y3AMvPSnxePNJZMeUx+jirCeNtGkiYMsyFkKDBHWuijmeJU0pT0MKuW4fkbjHU8/VcArnOCQTjFLtp25C7bWypYkfnTsADPH419bDG0XFNzX3nydTCVeZ8sHb0GgU9acqqRQAM8Z/KtPrdKW0kZ/Vqi3iwUU8cUgyOuB+NAPuuPXNWsRB7STM5YWXVNElO6imA+mDTwc9OtaKsvIxeGfmKBT1pBmnYHvVqafQxnRa6jl60vekA9CPypwHODVXXRmPI+qHCnL1pop4x6UNi5QHWn03inDFJyKjEMUoBpR1p4A9KycjaMRsa/OM+tFSoo3r9aKjmNOU8QA2sc8DtnvVmBVL/OCGH8Pt6n0qrZi5vZ/Js0KjODMRk59F9a9e8BeAIbJItR1iMNIxDJDJ3P8Aef1+lfMYzMVD3Ybn22Gwbn70tih4H8FyakiX2oK1vYDkRkYeb6e1epWsEVtAttFEsUSDCxp0H/16ezJ5Y+YlQMAYxj2HoKIpQcKBgdh6V8/VnKq7ydz1oRUVZEuUJAPGB19ah5OcjvinEF3wTjHNOXhCDjGai7KsQyj5y3fGMVXjwH21NMwD+uars2JehpIZYIyy4qxGTtOaphiGU9cVP5g24HJ9B6U2K5PGwPUZ56CqPiDVNN0bSLjU9WuVgtYAdxPVvZfUn0ql4j8Q6V4a0a41TVrlYYIlynOWkPYKO5r5c+Jnj7UfGepiS5drewi5tbRTwg/vN6sauEOYhzLPxT+IN/42vGihWe20mA4gtgcbh6t71wLRMnPlZz0Perdms9zciOBNzMMAseBU17HFEUihYvIn3yD8pPtXVGKSOdtsy2WRuCrDj0ppXC42/nWraIk2oQQyA7ZGxjNdpBp2lQSAxWKE46v81CVxnn1tZXlwCbW1uJFXqVU1v2nhHXW8lp5Vs4peVZ5ckD3ArrEubiJhBbMIYG/1ioMA+lU2eZra6MrEkNhD6U3ECG18ORW0mZdavLoDoYHKKa27SZ7MKtrNcL7tOzfzqhZs/wBmiDfe25OTU0ZIIJOaFFdR3LktzLLLudtzsepGazPGN9Jp/hkQRsftN/JsXBxhB1P51chUyyiFc7pGAX2NYPjOK81DxRsigb7LZIIYjxzjqfzot0E2c7bWTYdDK6qpAAB71XZbiOYrHPJjPrW08MkUeGQ8fnmqNvExuBvHQ803G2wrkWb+OXal1IPfNPjvNWTBW7kznJ5qa9yrKwHWoVmweSKUkmNaFqLVdbjUBLyT35xVmLxD4gQ8XbH/AIEazPtH0NBucdRQlHqBvR+LfEkY/wCPkkD1Ymr1v4w8RCPe0oz9K5VLkMdvGTxVq8nWGJFI5PvVWXQmx0i+PdeUgNCjE+wq4njnWBy9rE35VxljKbiR9gBCIHIxz1xVxmZZRGIZGJ7hOlUpWE6Z1qePr7+OwQ/7pqwvxBbbh9OP4E1yVrbz3UfmQQOyg4OBjH1qVLC8ZseQw+tXzS6Mn2Uex1yfEG3HLWMin2NSr8R9OCkyw3C/hXJJol2/JCr9TUd1oLSbY5J+vHA5qlUqraTIdGm94o7aL4j6OQT5kqj3xVmP4h6GwBNyRnviuEvPC+m28KRMHZ+pz0qumjadGny2qHLYy1Wq+IjtNmUsJh5bwR6XD450eRtq3Su2PlAQ5JrUs9ft7p8Qq5HHVCMH3rk/hX4ftptVk1x7NPs9rmG3TbxI56k+uK9FkUXNwLeJUWGLmTagAduwz7VrRxuJlU5eZmVfLsLTpOTirsI8sB2OM09MmpfIO4H2xT1hYdcV9TCo3BX3PkpUEpOwxBUqpk05ExU6KPShsz5HEZHES649aKtwjDr9RRQguzI8GeFbTQoEmmijkvMYBAykPsB/WuwjmyOWBJ7k5xWU92jHKnjvUiToVXBr84bvufpiSWxpmfeSgwfTNEMnOSQMVk+eQd25iVPApE1GAT+QZojMRnyweaEgvbc3Q2Seeabk45rPjvV2qqkjPUGntcEikHMi2+3IPao5yp6Yqq1ychaie4yaNgbLyONuMc+tYPjDxNp/hvS5L2+cbh/q4g2Gkb0Ht71l+O/GuneEtMNxdOJLiRSIbdT88h/oPevmXxZr+p+JtVbUNTuTIx/1cYOEiHZVFawhczlI1PHeu+IvF+qtd6iyCNTiG3V/khHsPX3rmmsLqMfPtQHhmLZ4qMJ2aUsx64PFXIoZNg+UMPdq6FFGTJLO5RbZ7W0bYrf6yT+KT29hVS9JiQFGGenvVu3jUbt0a/hUVwP3Y2Rhhn8quySJI9CZjrNruzjzOp+legAnmuC0n/kM2vGP3nSu75ycUo6FIRy4nRVHyHrTdkjRTxtwGbK/lUpA+X1pXDbhVXuAyFSkMcZbLKmC3rUoPPpUb8GnIcnnsP8A9VD2AtC7Gl6de6pIcfZ02oD3kP3a4iwvLydWaaQkg4zu7969PstPtZNKjtr6CKYORJIsnQ+lb2kaBoMVrltIt92c4HTmt6WHlK0jNyaPFbx3FuFLMd3Wk0m0nmjMqRO654Newa7pOhPciP8AsmBQB03VUgl0jSoRDFbxADnanNOph3DUqF5nlerQXCIieU4P0rLEN03SM/lXe+IdTN7fyeXBHFCo4GOawVCjouKwcbmypvqY9vpl7M2FXB96uJ4dvGGWmRfxrRhlMThjxWgtypAPemqaIcWnoVtA8JLcXReWckKM5HrUmq6JYNekNukVBiui0e6itNOklbqw4rJEglmbPVzkVqoJImzuanw307S4p9WlljjBjChRIR0rH8S3TDxHcCJhbNFGDEE7ZHXFVvEEf2bWbeWAbEMQZtucPgjrV/x7pSalrdh9jHlSz2+5ivT5RnFYSjZl6tWN/R9NTTNI80u7S3ADyu3dsdqhWNmJJb8KdY6ys2gWcE+RMibJB7ig3VvydxPtW0dhcrFEeOufzosLYT3bTMPki5NNN3b4OBz2qS5uvs+ilQNrynk+1S7oag2ZmoSrcXMjAgqOARUFtY3GoX9rp1iu66uzsTvtX+JvwpscscRYNwMHe56cDNepfBjw68GnS+KbqELPeDZZxv8A8s4e7fj1qZytHXcn2fvX6GimnxaLpFvplom0RKIofVif4j75zWnYWYtbVYcZbq5/2u9TWcP2+/kvmG63iJigH99u7VfNsBkDP19TXt5XhbRU5HzObY7nlyReiKOxfSl2j0qy1saY0LjtXsaXPF9q3uQCNc0uwA8VLsYdqTD+lMlyuJF99fqKKcisXXPHNFSTcxFkJnlVSDgZO0c1j+JfGFnoYW2w91dMPliTnH+/6V5xrvjTVtaumisw2n2jcYRvnce57VW09okdnlMr3H945J/E96/PGrH6zhcK5O8jfvfEmtXg8+8vpLaJs4htzjb+NcxaatqH/CRfbLeSaMQggENlpCfWn6ncr5nkwL50f8akfd+lTaekOd6R/dGfp71m/dPVjh4TmnbRHT2/xIu9Jhtf7SgiuHdiCsZw31NaUXxPnnmATRQkPJyZOTXnBhS5vjfzfeGQsY7D1pLiSVIyYgxwdw9qpK2hhUw9NtyR7boHiez1mENbFlmUHzIz1UVleO/Htj4T07BK3GpSL+5gzyM929B7V47a67q1jdfa9PlEM4GN2P6VmXwku7qS81B3ubmY5d35rSMO55M6V5Oxma1q2o63qFxqOo3Ly3D/AJKPQegrN8yUEE5x7itiayhU7lZlz1XrUMkAfgKQB1z3ra9lYwdGVzOL47nJ9KeXd1+eR8dqvXUEAgCxjD1CLTbFudsGhTsKVFxV2LbYON0+BinRwwyziISHJ6ZPBqrFG0s+EGcVoQ2+xCduW6j2pqeoRoylsW/sf2TUtPfylQmTGAeD711wzjPHU1xsl2syRC5laGSFt0cgXP4VNLrjRj/XI5x2Bq7pmcouLszrMrnkj86R5Y1HUfnXDya5cEEhgD6YqvJq91IfvYpOVhHcyXMIP3ql0+7tpNQtoZJFUPIFYk9q84e+uW/5atUZnnYkmRs+uaTkB75LBcG4Lqsbpn5drjp271a+06gg2LayEAcYcY/nXz6b27zk3U5/7aGnDUL4dL25H/bVv8a0depypJjjZO57BfWfiS6uy4sZPLJ6+YDxT49F1MBibB9+PUf4147/AGnqWP8AkIXf/f5v8aUapqf/AEEbv/v83+NZyqTktWaqq47I9Mbwvrruz/2e3P8AtCoD4T8Q9Rpkh/4EK89/tjVgONTvP+/zf404a3rIHGqXgH/XZv8AGjmkDqNneN4V8Rjrpcp/EGkHhrxDnB0udfcCuLj1nXmzs1W+/wC/zUo1zxAP+YnfZ/67NSU2tQu1ozubnQ9fWAIum3R/Co7bQ9dWQFtNux/wGsDRZPGmrXaWlhfXskrkBf3p/U9q7W18AfFpyD9tMYIyN14K2gqtRXgrmdWrClrU0Ks2jatLIjvp9wNqFf8AV+4q8+nanJqthcmzucQ5H3fatG0+HPxTbHm+IIoue9xmte2+GXxBKjzfGVsnrhWY/nWscNXl9k5nmOGiruRw66dqaSzf6BcAGVm+5608WuoA82dwP+AV6JD8LvFjH9/46I/3YCa0bb4Ya0pBk8dX3vttx/hWn1St2JeaUHtI8wtLad5wjWs4UHk7DRrD3UtyES1uCiDA/dn/AAr2S2+GcgAM3i3WJscnaiKP5VowfD6wUfvNX1Sb6uo/pT+pVpEf2tRieKeBvDN14p8U2+lTRmGxQ+feyyfLiIfwjPdjx+Fe9a8UWC30fTmjEsgCbIcHyYRwQcflSW/gjSIjk/a5PXdIRn64rX07RbLT0ZbO3WLd945yT+Na0svm5JzZzV80g4uME9Sra2sdvAkESbI4xtVR/D7VKIgT0rQFufSl8j2r3ozUVaOx8u6bk7szzbg9qY9op7VqCH2p4hB/ho5x+zMRrLPY1GbEg/dNdGtuPal+zj2qHVsX7FHOJZEOvynrRXSx26+YvAPIoo9sxewPjmCDybbesKHd909TUti17DuXcpA6sRzSxiO3OwFmCtwc8g1YkbdCsUY/eSnnPb618DKVj9zoYeKjcq2qpPLLhPuHlzwCabdSyCGSFV2l+GYenpWvAiQ2Zgx+77nHU1l36Cdg5YBUHGOPzqIvmZWIpqEdDBiM1vId0jEjj6ipftbrGxb5V656/hVa8viJHDFducDiqduk15JksRGGrqSueBOpaXKiWQyOhlzgMeBiqrl0fLszitS6McagEqQo6VmFmuJsKBjvVnPNa6CxoJXDAnH1qaRdoyVyBUqRhOEHFNmKEHceV6jNJXNLJLUrIN24svA6CqN6zyTCFQcnoBVozAO0nTsvPWpLODyi0r4aVuuOgpnPKPOyS2tlt4RnG7HJpYmOSSKF3Eksc5PFSFkAwKi7OmCSRWmQSKTt5Y4qq9vGXEQjw2OuavF9jHoQaqXVwsTCJDmRjyfSmrmNXle5HDaqXwVyR19qddW6rII9gXjOa0Yo1WMP6jms+eYyTyt3AwKLsh04xRTljAONvNMZQkZJ6mrL5ZC3cVHfRuIUbHGOfrTTMJx0uUlG4nAq1LEsdqrMMMelNsImeTGOpxVnXcCaOIfwqKslQ/d8zK1lCJMk0l3CEZQvU1o2MBWIcds0kkPmX6KBwASc0XH7JtFCO3HdST6VraZo/wBsmSJFPq5PRRV3TtNe9nWC3X5jyx9BXcaPp1jplg88qs6OArt61y1sQorQ9fAZa60tjEn0a30+xLyQhXHyJj+P3qx4a8HX2tyqlrGQxkCk7MgA967jRPCNx4lvbZJlZNJtyGkbPLDsor16wtLaxtktrGCO3gVcIqrzj3NehluX1MTHnqaJnm5zm2HwMnRpxUpr7l6mF4F8GaZ4StClqvn3UgxNcOOc+g9K6hI/mLZOT70sacDAwP7vv61PHGT0FfVU6caEFGGh+f4jEVcTUc6krtjY4hjBH5cVYSIH1qRIj6VYji6cUSqX3YQglsiJIh2LD8anWLjjj3qaOP1FTogxWEqqvo2dEYJorJCOwqQRD0q0sVSCMVm6kn1NFSiuhT8oemaPK9BV3y/agR0lUYnTRRMdAj5q8YxSbB6Gr9ozP2ZT8v2p3l4q55fGdpxjI96Qxkg7VJI6il7UFSvsVNuO2aMjuMe5rB1zxz4N0a7ktNS8R2ENwnWJX3N9OKzB8VPh8LeSX/hJYAUBJRlIdvYCpeIguppHC1WrqLsdpGcSLxnkdBRXjdl+0F4bl1tYDo98mnh8fa8/N9dvpRUfWqX8xp/Z9eWvIzxWOMQn7RNMMOCxz2703SnmuHkv5mCiXiMDoKfd232mRbX58Snc+B932qwkcMYESlljj4AxXx71P2JQkp832f1I5pZiCzSDaOgHSs++klltTGuFLnjHpWj9mYIAudznIz6VVmhRN7jO0Dk+lXTsmYYuE+U5T7OxumRiGAPNXdywQ7FOCT2okKbmmK4BP51HIy+X5hGfSuo+eS5XqRSMWQngj3psTLEm7jJpQjOMkYHXFJGmDuIOfQ0CSfNcnic7Qc/MegrMuGKzvIW5HDe9aIKx72YBjjjnpWG8M0hYbc85zmhEYiT2RNC2+4VOGCn861gF2lOQfasqCAW+1nbDEZxVy1kdjnqD3pSJoSs9S2w+Xjt1qJyeSAMetKz4BZuFH61TluWMu1RwRSOidRInT52ySPYU2WLdcArEM4qNXwFcqTj7oHY1NG7ySGSX72O3SqMrqWpPKJBEvaqckaJI24HnvU7NuhxuIOeDR5RKcnJ7UmW1zaFdogzhR0HP1qrfTs0QhEZU55zWoAVVWZctjkDtWXcjzpiF67sChGFZWXL3L+gQosbTOuFX17mq8ifa9Q808IDVi6zb2McCHBY80/ToMAuw3AdaG7FQjdKDLaRDACjk8H2FMt4RJdSyrzvIVMegqSZXdBCrCMn7zA8gVq6Vp7XNzFBHESzfIO2Pes5T5NT0aGF9rNRR1XgbRYzpc92bqO1eSRYi8q5AHr+Br0Dwt4TtLy0WW/IntVYqioMLOM/f9ua4/R4Dqs1voNoHWMTBcoM8D7zGva4IPKRIY1AjRQqgDHA4rrynL44iq61Xbojj4mzWWX0o4fDu0nuxLG3ht7ZILeERQp91Ae3vV1FBHOAewHQCmLGQOlTxo2OlfWq0FaKsj8ybnUlebu+5LCg4q5DGD/DUVtGxGNprStITjG01z1Kx1U6CEjhHpUqQ+1XIoOKeIecVyOsdipK2hWEXTAqUR4HSrCRVKsX41m6papFZV4qRFz1FWVh9qkWH2qfalezKWw+n6UohJ7GtBYfaniHmo9sHsjOEJ7g0eSewPNagh9s0jREHO2mq2gRovm+85OPXtOk8YN4Tj8xtQjtftRb+BVJxgn1ryX9rnWNT03RtBtdPvp7OK6nkaVonZXbaBhc11katB+1b5NuA/wBp0Vdyds4z/SvKv2svFWk67rGjado9/DdxafHKZpEJOJScFOnbFc0q/MnqejTwnLUi0tLI8ThUs4kcSMxky53Zc/Umn6hGvnltgfnhTjipLIYC/KOtF6P3vAwcVxp63ue77KPs9tCXTI90W7sp+YAfpRU2jqptp1Y8luB68UVnc76DtBLlOstomhtnnZTmY4U55zRa28kjAS4EScue5qe3jfz/ADWnLqvGMcflU1w1qkIYFlfuua827PquWxl300iszgDJ4T2FZE7FyYN+4D71aNxIgLPu3E1h31wtvG+35SeSfWuimranl46pyozNUcIfJXkZxxTSESMGU/KozxTI49yNdPxu5XNQwSfaZNuCUBzXTe58+9WTwtvBdshf4aGLScjjFPkxwNuAKRiew47UFkbqBbO54GMD61mFyzALwQOa0NSfmO2UdPmf+lZNw7CNiUwS3BFWjhxEtboT7QZHYP1HStOzAkUEZCVixqWYKB3rdiHkxiPvilIMO2nccyF2wv3B97NRNDvd3ThiQF+gqaMMcenerNtb+fdHJxHGuWPTj0qTr5eZXKOCGfcQuDS2qtI7E5x7UyXdJKyoQIgflyOSKnD7Y8KNueDQQkDgFvu8LVqJC3Rwqiq0aHqc4qxjbEIh1xuP0pPc2iktRlwwS1eYfKxOAKo2EcaytcSnKJx9annO9li68dKc9uFVIB1IyfrVmEouciJt1zLux8vareVggLEEheSB3Pap7OycJkckdvWraWq3NykeTtj+dgo6n0rOU0kduHwdSXTUhsbYs/mSk5ch8Y9e1dVoun6pqmpJp2i2c1zeOeRGMlfqe1dd8IvhXrvjt3uICLHS42/eXjr9491QHqf0FfU/gvwHofhDShp+i2gj4zPORl5W9z1xTpUXVfvbGtfMaWCpuNP3p9jyf4XfDKfw1ai41NxPqL/f2niD2HrXdLox/u/pXdjTkxjaaX7AoPQD04r3KVSOHXLHY+FxcauMrOrVOHXRm/u/pTk0c55U4yM+oruFsR0OPyp8dgvnRjAJLDH51pLF9jnjgkloj5w+Iviu9TXZtA0gNaSWFwVuZz1c7QQP1pvgrx/rtjeg67NHfadkCZdu11Y/xj2FYHiq6tJviF4jLOxH9oMGZ+MlQB1rOnurV7YoHXcVbJzk+1fOYjGVFXv0P0fBZPhqmEjGS3Vz6mjt45YxJC6vGyq3HYEZFKbU46fpXJ/APXh4jj1YMojFrHbwY3Z3FQfm9ga9ONoO4/LmvUpVueFz47F4X2NVwtsc2LYg9DUyQ+xrcNl7UgtQD2/Cr5znVJdjKSHjoamSAehrS+zgdBT1gqHIr2RnrbD0NPW1B7VorER2p6p/sj86jmK5DO+yjFC2o8xe/PetIpwfu/Sq2o3Een6Zd6iwaVLS3edgo67RkipcilCLaPiH4w+KNYtvjPr2oaZcPZXEdw1gjQHkxKpB5PTr2rzO9WM35RkIOdxPqat67q91ruv3msTlmkvLt7huOFBJwKqSiWR2cqeTmua95H0sIr2Ow+xhysR28ZJqG9RQwl7liMVNbu6L5eCDjio5I5HQLgHByMmh7mrSdPlSJNOLKIvugGTnNFRwRyeYqBRgHPWik0gp86jY7rzvKVypTaOuOao3U5kYlsbiPTpTFdUYKq53HkZqtezbT0+b9K4Ej6idSyK1w+HJzkDheOprCkDajeFzlbdDjJH3j6Vq6gQbZo1JDvwCOw9agiibbGoX5VGFA7n1rdNJHj1qbrVLIpXsLMuxQNo4CjsKqrD5CgLwc81vtZhF8xvvt1HpWZeQnJq4zOevhOTWxRkkwwFPU4dc8gckY7etVX3RscjNJNJL5AiBw8hwD7VqtTy5T6FW5k864ldcnJwrewqCeRSoXOQO/vVm8hFugCnJUYHvVW1g89wM4XOSfeq2OOS5nYn0yEbt7rz/ACq84y27OR2NO2BItoA3EYp4UKqhumOam51U4WVhLdWKtzU1zOlvp4gB/eyHLY7imzHygFHXGT6VWhjMszSPz257UjXm5VZEasFPIwP4RUi5aQFupqUqJG2bRhR1puDvJ/KghJ3JYyOCeBnp60rzJu2HhupPoPSoZH8uIevpUTqGbyVOXk5Y+lCWoTlYsWwXbLdycAn5K0NBtXv7kNgsW6YGcVntEZ5Ut4wTGhw2K9G+H+leXGs4G1y/yqBktjkfhxWNefJHc7sDhpVpXsYk0MUG63jG6aM/f9CegxXa/CbwhaavI99qjEWcUgyBwZX6kZ/u1y7Qw3HiCbyZAInkYux4PJ5GPrxXp2g3ltYaZHavG0DISqxoMhQD3Pqetc0Ki0ctT3MRBxhaO57NZ+LptOt47OwFvbW8YCxpHEAqKOwqy/jq/Rhm7Rgf9ivGzrNqcZadsnHFNfXrVOTHOcexruWLsrWPDll6k7tanta+PLtOfPgb/gFMbx/fSS/LcRKF7COvEx4itMcR3H/fBqre+LLaGLAtLqRu2flWnHEtaWF/ZcD3Q/ES7wQbmHPX7nSua8UfHf8AsT9zYNBqd/1VUX5EPqTXhes+ItU1H/R4h9khPXyjyfqayoojGGXY6g/eORl6br9TWnlcE7vYvz3H9oare6pdKhubydpp1U8KzHnAqZI40JCR9cYz7VmjzBuJOCxG0jA2j3q0zdGLBWxgMGzXJN8zPap2hBRXQ7TwH421PwRfXU+lRxFboKLmFx99R0wexGTXr+h/E641ewW4gvFjOOYmT5lr5quJkVApbK/wnPOaW2vXshtjunEnXIPX6mt6NR09Oh5+MwtOs+ZrU+oz8QbxAAb2I/VKWP4kOj5kkhlHptxXzO3iS9Rl3XCvnpU3/CR3ir8yI3Gea6PrPkeZ/ZsXpc+mU+JiN1S3Ue5o/wCFmjdhI7Z/owr5mXxLJIoItlOeO9SrrMpxmIKT6YFH1hE/2XBH0v8A8LQiX71vBn/eo/4WtaKpZrZCfQPxXzNc62YIfNnk2J6nFY9/4xKusdg43nq7dPype38iXl1NM+rLv4wadbRefLZxwovWSSTAFeCfF744eIfG1q2h6KraTpSOyyywv89yPf0H868wvLnUdRkEl5fM65+6TkfQCka33gugaOFBwG5YHvmonWVjejl9NPYzkhVV8mGMlCcE560k0TZKCMjb1+etKKWFI9keGY9h/Os/UJYpHDbyuwjce1ZRnd3O+UEoWKcolUZEIznruqSOSTYPkRc+p5qRth+czKEHT3qWBd2HYoVI+UY5rVy0MYQbe5GscigPuUE+1FPZv3mCjg55xRWd0dEY8qsdI1uIkZyoDtygrKm+UAsP3aZyfU1rarOGYqSFmIw/oB7e9Yd64eMRLnA/WuWm7nrV46aFJTvleR2AQdM1c0rZJkgDArPlQy5VVIVTyPWp7YyJIFiGFJGR7Vc1oc2GfLPVFyfczkdhVC7jDHjitV22hsge1ULhlZsY61FO6Z0YujHkvcx7i3zzxj1qCO033RcvlduFx2q1qkoWQW6SJvkGGPYD/GqOo362VosMJUuwxkdR713R2Pla/s4N3ZQ1YmSYQIc7at6dbGO3AYfMazLWGZ5kkLHcW557V0O0p8w79PpRI5sPD2j5rEBjKnJp1rC08gUAnJwKsRxSTEFF3N2FWDcQacjkMDMOAO4NZN2O6NHl1kQa3DGt4tuPuKg3eu6q6xO64VOnWrWlxy6hdPIwz/eY1av/ACYE+zQfNKT8zD0puothey5veMd1KDb3NEaHdz0qaOOYyMkUQJ/vGg2LsP3krFxzgdBTT7kSg9yndABwy/e9KS3t7gNtVhvbuRVyC1V7l3P3F7k1p6NaNPqG50O0kBBTckkxUcLKtUUUaWk6Q9tpL3EkeBMRGrY5Prn8K9W8O6GbfQ3jfD3FxCduw4K56BT6gVyuqyRW8dmsmwwxTDbH3UBeje5Ndnoa3KWQlunZ5LhQIuxGf4sfTivCxFSU1e59dRowpQtE8/XS4rW68tneQRSkNLsIBPYZ9c1rf2nMJTK7KXcfMB0zW1rtrFbRw2yRzNM7NPPGOdrdF/lWFN5UTAMhjLDOGFb0pppI5asm9WPGpTfdICZORgdacdSbdkgH2NU3lUykRwbwB3NMVpnYs6BCOmRmtlzPY5JVUi+NT5K5HSoZJ/NYb23DtUEcqK671Ry3ykdKnVre7fKQiMDjANPmkhKSfQikkQH95Gu3thaikuEHzFV46cAVpPoyzIJ0bbsPK7s5HrVF7SZZHfySFJwpAzVKqupnLnvoRPeWkYDPCXLcMFpftFsnmE28vlAZ2nrTZEuFP+qcr3Gyoj9pZiZIXLeu3oKvnT2CMKj6jhdQ4wkAVT6jNRCaJZSSqtkctik+UP1IPoRTGzkMMAn2qlUSL9lJ/Exwuoc/eTA6ZTpQ16h58xQB6VHKgIOT9eKinRMBkjAwOmOvvT9pcn2KWlyQamC58kvgDnK1G2oXDZaNlJHYin+WZURlQycdhtxURtymSqgl+OvSnzxHGlYguxe3kfmXDDyB3xx+VVrS1jLFo40wP4ia0ZEYQeW0rHb2HSo40LtsWMgAZJA4o52DpR3K+0C4AjIdgRx2HvUrIFISSclGJLYPLVKIlWHIjHXgetMCMqHdCse7pwSc1L94qMLbCXCujJdJEnlLxGAMH8aoQAvO+bZQgPzEjIJPcCrbNKx8tyGUcNnIqIpMjZTcQOPpVp2E4JvUq3MMiTJG0SsOQSpOKW4nZY2RYMOijGOalkKk4e4fcO2Kk2sYgUbap4ORk0XuPkj0K6vN5KMsW6RuvHSipLVG3sHnckc9OgopXI5fMsX0gLu7MCzHAFUTIZGZemO9XNGsbnWtbtdLtmjFxezpBG0mQiliBk4BIAzknHSu3tvg74nJ8o3VhuYXLHy47mZtsMyRFgkUTOQxkUrhTlck4FTGD6I9KpiqcJcs3Y89xjBAJLdaNwQnA+prtbT4datdGOC21PS3u5mBS3YTpJ5JuvsomIaIBU8zsSHA5K1Stvh9rUljpt7NeafBbagtxIJJHciCOGMyGSQKhYKyAsoAJI7cjJyvdmdTFUU9HqclLNJztyR61FuklYKSVOOwr0Sw+F+t3DrDHqOlFZEaaCRVuH8+JY4ZdyRpEZGytwhxs3DDZA2moNA+HGra48KWep6ULy5j82C1d5Q8kHneV5+RGUCbsnBYMVBIU5GdIwa3OLFYqEor3tDzHVrCEWEjkkOvKnuTWFaWEk0is+T3JNeuL8K/EGvaKl/aahYpZRxiZ2FteTvtMkyKxWCByFJgc5IAA25xkCuQ8K6PLfaja2CywJJdTpCskr7I1LMACxPQc8n0rbms+XqeK6Ea1R67bmXDp5iH7tdzHqT2FWzas6hULY4HWvS7b4UeJJ9Sv7G0ms5n0+a2gmyJoSGnbavySxq+F+8xKjC4YZFWLf4R+Id2mxrd2vm6lF50I+yXpUJ5JmJ3CDa52jG1CzbiBjOcY80menTp0aa5b/1a55hNF5MZ2ymPYOoOKy7exF25dnYHdxnq1emXvww1JtZudJvdf0TTzbGQb7g3AEvlwCeTAWEuuyNgWDqpB45PFb3gv4Ry3F95suvaNM8b20UMSi5G9riMSQnmEdVPfBGDkCiV4r+uuxg1CrOzlojndI0aHStBa7mRQqIc7u5rjoUaaV5xgBmNem/Ffw3q2naY9h9ohaOGa3SYeRcROzy+YURVljUniNiT0xjkniiL4V65Bdw6ULnTWLOIvtO9/KadrloBEPkzu3I56Y2qTmualCT1lud16Kk0n7p5vDAY0d25Ips5ENsApzPKcKPT1rpPGXh288M6udO1CeN3EIlkK21xBtySANs8cbds5AI569aZ4b8C694i06z1y1FskN7qMWnW0ckjByXYqJcBT+7DDaW9c4BwcdME57GGIqU4pWehybROFjggwzOwzx3713XgvSd04LgyLFGdrju/+AzWzafCfXrTVrmzllspJ4bA3pbbNCMfPiPbLGriRtjYUqMjnOOa6q08H6pBo0lpp1xYtq93bkJZqZDNGDCZSdoT5jsXom45ZQcE1y4icpK0Ud+DdOjHnbV/0OH0yKPV/Eq2KIDY2sRQj/noV5aVvXmvQ9I23mvtPMrJDaIAUP3Qx5x+n61X8CeAtXsWv7N4Iv7Qis0uJ4m3LIIyqsIRuA+f5gCPUEV0Gs+GL3w3pNrBcTwRtLMxnnMF08ZJcpzKkLIOhO0sGwOAcivOq05ylZL+tjsqYqjGyUtznntZ59Yub+aVXE3MaKSDx05rRttNsruAXE+nqZSMEuB8prTuPC3iMSXC2tzpd4YFmWR7YyKRJFtzF8yDLndwBkHDcjFZ0XhbXLy/SztdYsm1B8ulorS4kQS+UZQdm3buzwSCQMgHIzk6FfZIz+tYdK7kYmu6TYwyGO2Hl3GMqzLlSfSuNvJt91shkEUiNuaLIG725/OvSNV8JeIYbW6e4ubSSC1hWe5keK4j+zxt5nzujxCQACJj93Jyu3cSBXkzfZY3mlVC7vKT5iqQrY7jdg4PuAa7KFGcPjOOdanUbVMsuy72lIBbPC+lOhjlJzGgj/i+dsCsq6uP3aSmQxJnLvtzx7VahRWINw7yKBlGJ6/hXY46Gd+xoJcXS5M1yEU9406e1XrG6dgFDvL7sNuBWLJKjMM7/MIwq9Pyqe1juFfD52nq27kVjOKtcuHNexuebEOTeDfnBV1woFI8hLMGmRQBwxPytWZDNLc3Dou19gwu4dakkkvI3W3to7KVowGnRn5UH0Nc/I11NXzGjDBphCNdwTTs2dzIcBQO9PubHRbnTjc2E8zOR8gZQPm7CsuB7K6BtrW5e6Y4yIz8qc8ipVhMzzWltYT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        "tuning_diatonic_strength": 0.668415367603,
        "tuning_equal_tempered_deviation": 0.234044969082,
        "tuning_frequency": 434.193115234,
        "tuning_nontempered_energy_ratio": 0.870845913887
    }
}
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