Scheduled Commit

generated_data/data_20240803_034215.json

@@ -0,0 +1,8 @@
+{
+  "timestamp": "2024-08-03T01:42:15.700Z",
+  "image": 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6dHtbt/Vd/Na3Nvbe/p3eltazA2Z95CNplYF+fbUe0HN8vp5zckW/LqEr894vO+bo7DXy4CEvAgT+LKAA9OhpuOdd7xq5za9X5wRatwue+f73dy6ggyP/NDfmuHw938hPOpgyOEO/JE/LMdkrT/WAocHZVCtZawEFYK0J2z/A8nPOyeIjjsjqZb3xYJb2r7A3RpwwdWpmnXhipuy3X29MaJSzaP3L/9icM3Ivf6/RC7SeJXBs9vOTgNGTeeeACygAPbbBw7fcksVveENWfu97PTazwZzOpOc8Z6QEDD2qP3483Pqd/7vzlXwlPx7MDenwql6ap+d9eanPBHTY2fD9IaAA9Ng+tW7ze+/xx/fYrAZ7OjOOPnrkdsG9/mp92v/ozPeBv7XcqNYHA4/PPN8OWEtHl/e/gALQQ3t43xVX5O7DDsvwDTf00KwGfypDW26Z9U8+OevtuGNPL/aYzB/5xL/X2gu0vhlwXOat/UBGINDHAgpAD23ePW9/e1rf+/fqvkDrvgAzP/Sh7gePMrF1k5+j8u++5z9KrzW9rXWfgBPyj24WtCYo/32gBRSAHtne+y69NIte85qsWriwR2bUrGlMnDMnsz/3uay3yy49t/Dzc02OzFmNv8NfuzemdcfAj+aA7JFt2z208Qj0hYAC0CPb1PrO/7JTT+2R2TRzGlMPOWTk3gC99LohC3JETm/svf07vRetZwecmIOyZeZ2Osr4BHpOQAHogS2578c/zqIDDsiqBQt6YDbNncLEuXMz+6yzst7Tn94zCO/IF0du8evVOYHWLYM/mFd0LsDIBHpUQAHogY3xsJ8e2IT/mUIvPSxofi7PYTk1S7Oyd4AGcCbTMikn55DMy04DuDpLIvDwAgpA8ekYvvnm3PXyl+eBX/+6eCbiWwLrPO5x2eBLX8rQZpuVgtycO3NYPpuLcm3pPJoSvluekJPz2myWDZuyZOskEAWg+BAsO+20LH7LW4pnIf4vBWZ97GOZevDBpSjH5dy8N18tnUPTwt+TfXNM9m7asq23wQIKQPHmLzrwwKz45jeLZyH+LwUmv/jFmX3mmWUol+e6HJzP5PrcUTaHJgZvnY1yWl6XnbJNE5dvzQ0UUAAKN/3+a67JnXvumdVLlhTOQvRfC0yYPj0bnnde1t225uthb8mZaX3v36v7Aofn+flYDux+sEQCBQIKQAH6/0YuPemk3HPMMYUzEP1wAjOPOy7TDj+860CX5Fc5IP+aBbmn69kCk7mZmbPyT3luHo+DwMALKACFW9z66t+K89zatXALHjZ68p57jnwlsNuvI/L5nJyLuh0r7y8EDstuOTGvZkJg4AUUgKItHr7ppizcffesuv32ohmI/VsCEzfeOHMuvDBDm2/eNajL8l+Zl0/kDv/675r5QwVtlJmZnzdl5/xd6TyEE+i0gALQaeGHGX/Fuedm0UEHFaWLHY3A7NNPz+S9u/epcA/7Gc2udOc9HhbUHWcptQIKQJG/m/8UwY8htps3BbopC7N3Ppprc8sYZuitnRJ4Qh6Zc3NkNs+cTkUYl0C5gAJQtAV37btvVl58cVG62NEITNp112zw1e58F//fckkOz2mjmZb3dEngpByc/5fndilNDIHuCygA3TfPqkWLsnDnnTN8220F6SJHKzC0ySaZc9llmTh79mgvGff7Xp5P5mu5atzXu7D9Avtk+3wpb2z/wEYk0CMCCkDBRtz/k59k4W67FSSLHKvAnIsuyrpPe9pYLxvT+6/OjXlejs+SrBjTdd7cWYHpmZzv5uhsly06G2R0AkUCCkAB/PL583P3oYcWJIscq8D6p5ySKfPmjfWyMb3/E7kgb8sXxnSNN3dH4MN5Zd6UF3QnTAqBLgsoAF0Gb8UtOeGE3Psv/1KQLHKsAjP++Z8z/aijxnrZmN4/L5/MuX78Pyazbr1572yf+X4N0C1uOV0WUAC6DN6Kaz38p/UQIK/eF2g9FKj1cKBOvW7MguyS9+WPWdypCOOuhcAjMiuX5t3ZInPXYhSXEuhNAQWgYF/uesUrsvKCCwqSRY5VYNILXpANvvjFsV426vefkyuyfz416vd7Y/cFzs4bsl927H6wRAIdFlAAOgz8UMO3PgDY+iCgV+8LtD4A2PogYKdebv7TKdn2jeumQO2zNFJvCSgABftxx7bbZvjGGwuSRY5VYGiLLbLRNdeM9bJRv3+PfDjfyS9G/X5v7L7A8/OknJ+3dT9YIoEOCygAHQZ+qOFv32abrFq4sCBZ5FgFJs6Zk42vu26sl43q/YuyNE/N0bk1i0b1fm+qEdg0s/PTHJ/ZmVYzAakEOiSgAHQI9m8N+8eNN87qlSsLkkWOVWDCpEl5RIce2HRFrs8z896xTsn7CwR+mPdkx2xdkCySQOcEFIDO2T70yKtX57Y5c5Lh4W4nyxuPwNBQNrnzzvFcucZrzs5leXU+s8b3eUO9wOfzuuyfnesnYgYE2iigALQRc1RDKQCjYuqZN3WwAHwg38h78pWeWaqJPLzAe/PSvDMvQURgoAQUgILt9CuAAvRxRnbyVwCth/+0HgLk1fsCrYcCtR4O5EVgkAQUgILd9CHAAvRxRnbyQ4Ctx/9+K537hsE4l+yyhxB4UbYdeTywF4FBElAACnbT1wAL0McZ2cmvAT4j782VuX6cM3NZNwV2yNb5Ud7TzUhZBDouoAB0nPjBAW4EVIA+zshO3gjoMTkqN+SOcc7MZd0U2DIb5bc5oZuRsgh0XEAB6DjxgwPcCrgAfZyRnbwV8KY5PAtz7zhn5rJuCszJjNyak7oZKYtAxwUUgI4TPzjAw4AK0McZ2cmHAc3MIVmR+8c5M5d1U2By1s09ObWbkbIIdFxAAeg48YMDPA64AH2ckZ16HPDqrM7UHJzhrBrnzFzWTYGhTMzynN7NSFkEOi6gAHSc+MEBy+fPz92HHlqQLHKsAuufckqmzJs31svW+H4FYI1EPfUGBaCntsNk2iSgALQJcizDtJ4E2PogoFfvC7SeBNj6IGAnXn4F0AnVzozpVwCdcTVqrYACUOC/atGiLNx55wzfdltBusjRCgxtsknmXHZZJs6ePdpLxvQ+HwIcE1fpm30IsJRfeIcEFIAOwa5p2Lv23TcrL754TW/z3wsFJu26azb46lc7NgNfA+wYbdsH9jXAtpMasAcEFICiTbj32GOz5OMfL0oXOxqB6W9+c2Yce+xo3jqu97gR0LjYSi5yI6ASdqEdFlAAOgz8cMOvOPfcLDrooKJ0saMRmH366Zm8996jeeu43uNWwONiK7nIrYBL2IV2WEAB6DDwww0/fNNNWbj77lnVoWfNFy1rYGInbrxx5lx4YYY237xja/IwoI7Rtn1gDwNqO6kBe0BAASjchEUHHJAV551XOAPRDycwec89M/usszoK5HHAHeVt6+AeB9xWToP1iIACULgRS086Kfccc0zhDEQ/nMDM447LtMMP7yjQ2bksr85nOpph8PYIfD6vy/7ZuT2DGYVAjwgoAIUbcf811+TOPffM6iVLCmch+q8FJkyfng3POy/rbrttR3GuyPV5Zt7b0QyDt0fgh3lPdszW7RnMKAR6REABKN6IRQcemBXf/GbxLMT/pcDkF784s888s+Moi7I0T83RuTWLOp4lYPwCm2Z2fprjMzvTxj+IKwn0oIACULwpy047La2HA3n1jsCsj30srYcAdeO1Rz6c7+QX3YiSMU6B5+dJOT9vG+fVLiPQuwIKQPHeDN98c+56+cvzwK9/XTwT8S2BdR73uGzwpS9laLPNugJyTObnw/FB0K5gjzPkbdkzx6X9z4MY53RcRqBtAgpA2yjHP5CbAo3frt1XdvrmP38933NyRfbPp9q9DOO1UeDsvCH7Zcc2jmgoAr0hoAD0wD7c9+Mfp/WVwFULFvTAbJo7hYlz54589W+9pz+9awg3ZkF2yfvyxyzuWqag0Qs8IrNyad6dLTJ39Bd5J4E+EVAAemSjFr/1rVl26qk9MptmTmPqIYdk1kc+0vXFz8snc26u6nquwDUL7J3tMz9vXPMbvYNAHwooAD2yafddemkWveY1WbVwYY/MqFnTmDhnTmZ/7nNZb5ddur7wT+SCvC1f6HquwDULfDivzJvygjW/0TsI9KGAAtBDm3bP29+epaec0kMzas5Uph16aGZ+6EMlC746N+Z5OT5LsqIkX+hDC0zP5Hw3R2e7bIGIwEAKKAA9tK33XXFF7j7ssAzfcEMPzWrwpzK05ZZZ/+STs96OdR/0enk+ma/5NUBPHbZ9sn2+5Mf/PbUnJtNeAQWgvZ5rPdqSD30o9x5//FqPY4DRC8w4+uhMf/vbR39BB975b7kkrYcDefWOwEk5OK2HAHkRGFQBBaDHdnb4D3/I4iOOyMrvfa/HZjaY05n0nOdk1qc+laFHPrJ0gTdlYVqPB742t5TOQ/ifBJ6QR+bcHJnNMwcJgYEVUAB6cGuXn3POSAlYvWxZD85ucKY0YerUzDrxxEzZb7+eWJSbAvXENoxMws1/emcvzKRzAgpA52zXauR73vWuLD3xxLUaw8V/W2DaEUdk5vvf3zNMl+W/Mi+fyB25p2fm1MSJbJSZmZ83Zef8XROXb80NElAAenSzh2+8Ma17A6y86KIenWF/T2vSbruNfOd/aIve+oT3Efl8To49rzxdh2W3nJhXV05BNoGuCCgAXWEeX8jKCy7I4ne8I60y4NU+gdZf+rM++MFMekHvfb/7kvwqB+Rfs8BPAdq34WMYaW5m5qz8U56bx4/hKm8l0J8CCkCP71vrvgD3vPOdyfBwj8+0T6Y3NJSZH/hAWt/779XXW3JmTsp3enV6Az2vw/P8fCwHDvQaLY7A/wooAH1wFjwsqH2b1O2H/Yxn5pfnuhycz+T63DGey10zToGts1FOy+uyU7YZ5wguI9BfAgpAH+zXqjvvTKsELDvzzD6Ybe9OceqBB2bGscdm4oYb9u4k/2dmx+XcvDdf7fl5DtIE35N9c0z2HqQlWQuBvymgAPTJAXng97/Pve9/f1Z87Wt9MuPemubkffbJjHe9K+tstVVvTexhZnNz7sxh+WwuyrV9Md9+n+RueUJOzmuzWXq/HPa7tfn3joAC0Dt7scaZ3P/LX2bJ8cdnxbe+tcb3esOfBSa/6EWZfvTRWfeJT+wrlvm5PIfl1CzNyr6ad79Ndlom5eQcknnZqd+mbr4E1kpAAVgrvu5ffP/PfpbW7YJXnH9+98P7MHHyHnuM3OZ33ac8pQ9nn7wjX8xHo/B1cvOOzIvywbyikxHGJtCTAgpAT27L357UyE8CTjghK849tw9n370pT95770w/6qi++5f/XwrdkAU5Iqfnwvyie3ANSto9T8qJOShbZm6DVm2pBP4koAD06UlofSZg6cc/nmVnnNGnK+jstKe+6lWZ9uY3983v/P+Wxvm5JkfmrNzgWwFtPTRbZqN8NAdkj2zb1nENRqBfBBSAftmph5hn69sBrdsFL2ndMth9Av4kNDSU6UcckdZtfvvh0/6jPX6t+wIclX/PcFaN9hLv+xsCQ5mYE/KPaX3v34tAUwUUgAHY+aUnn5yln/504+8Y2LrD37TXvz7TDjtsAHb1wUvwsKD2bauH/bTP0kj9K6AA9O/e/Z+Zr7zwwrSKQFOfHdC6t3/rL/5Ju+8+IDv64GX8990gcnTm57R8f2DX2I2FHZxn5/jMy4aZ0Y04GQR6VkAB6NmtGfvEWp8LWHbaaVl2+ulZfe+9Yx+gD6+YMGNGph50UKYefPBA/L5/TVtwXW7Pu/OVfCU/XtNb/feHEHhpnp735aXZJhvzIdB4AQVgAI/A8nPOyfIzzsjK7w/2vxQnPfvZmfKqV2XKfvsN4C4+/JJ+kT/k2JyTb+bqRq17bRf74myXY7NfnpRHre1QricwEAIKwEBs44MXMXzLLVn+hS9k2dlnZ/iGGwZqlUNbbpmp+++fKfvvn6FHNfN/5j/NjTkuX8838pOB2ttOLeYleVqOyV55anrr8c+dWq9+8Kh1AAAPAklEQVRxCYxGQAEYjVIfv+f+q67K8vnzs/zLX86qRYv6eCXJxNmzM+VlL8uUefOy7vbb9/Va2jH51k8Cjs/Xc06uaMdwAzvGftkxR2cv//If2B22sPEKKADjleuz6+679NIs//rXs+Ib38iqBQv6avYT587N5Je8JFP22ivr7bJLX82905NtfSbgwznPBwMfBrr1gb/WJ/79zr/TJ9H4/SigAPTjrq3FnO+78sqsPP/8rPj2t/PAb3+7FiN1/tJ1HvOYTH7hCzNpjz2y3g47dD6wTxNa3w74aL49cstg9wn40ya2vuffusXvkXmhT/v36bk27c4LKACdN+7JhOGbbx75yuDKiy9O66cDqxYv7ol5Tpw1a+Rf+ZN23TWtr/YNbbZZT8yrHybRulnQJ/Mfjb9jYOsOf2/MP7jJTz8cWnMsFVAASvl7I/z+a67JfZdd9qc/l1+eVQsXdnViE+fMyXo77ZT1dt555M+627o163g34Nv5WU7KhY19dkDr3v6HZ/e8MP358Kfx7rvrCIxHQAEYj9oAXzN80025/+qr03rqYOuhQw9ce22Gb7utrSse2mSTrPOEJ4w8pKf1lL51t9suQ5tv3taMJg/W+lzAZ3PJyJ97srwRFDMzJa/Nc0f++H1/I7bcItsgoAC0AXGQh2jdUOiB3/0urZsMtcpB6+uFw3/8Y1bdfvvItwpW3313Vi9fntUr//TM+gmTJmXClCmZsP76I5/an7jxxhl6xCMy9MhHjvwlv85WW2WdRz86rRv4eHVWYH4uz6n5Xi7JrzobVDz6c/P4HJLnZF52Kp6JeAL9JaAA9Nd+mS2BMQncnDtzZn6Qs/LDXD9gTxPcOhvlgDwzB+ZZ2SwbjsnFmwkQ8DhgZ4BAIwSuyPU5O5fl7Pxn7sqSvl7zBpme/fP32T87Z8ds3ddrMXkClQJ+AlCpL5tAlwVavw74aq7M13Jl7sg9XU5fu7iNMjP7ZIfsmx3S+rG/FwECayegAKydn6sJ9KXA5blu5FkC5+Xq/Dq39vQaHpdNs2e2S+te/jtlm56eq8kR6CcBBaCfdstcCbRZ4KYszIX5eb6bX+bi/CqLs6zNCeMbblamZtc8Ps/LE7N7npzNM2d8A7mKAIGHFVAAHA4CBEYErs6N+UF+kx/ld/lRfpsF6e4jpedmRp6Rx+QZeXSelcdmOw/ucTIJdFRAAegor8EJ9KfAjVmQq/L7/DQ35ee5Oa0HD92a9j5MatPMHnlAz5OzWZ6azbN9tsoWmdufYGZNoA8FFIA+3DRTJtBtgdYNhX6TW/P73JEbsiB/yJ0jheD2LM5dWZq7szTLc19W5P6RqU3OupmS9bJ+pmWDTMvGmZXWX/iPyobZMnOzVTbKY7NpWjfw8SJAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBGQAGocZdKgAABAgRKBRSAUn7hBAgQIECgRkABqHGXSoAAAQIESgUUgFJ+4QQIECBAoEZAAahxl0qAAAECBEoFFIBSfuEECBAgQKBG4P8DMW1A08/5gVkAAAAASUVORK5CYII=",
+  "model": "gemini-1.5-pro-exp-0801",
+  "query": "Are two circle touching?",
+  "response": "Yes, the two circles are touching.",
+  "svgSource": "<svg xmlns=\"http://www.w3.org/2000/svg\" id=\"svgCanvas\" width=\"512\" height=\"512\" class=\"border-2 border-gray-200\" style=\"width: 512px; height: 512px; display: block;\"><rect width=\"100%\" height=\"100%\" fill=\"#ffffff\"/><circle cx=\"147\" cy=\"226\" r=\"54\" fill=\"#e60f0f\" data-id=\"1722649278577\" style=\"cursor: move;\"/><circle cx=\"277\" cy=\"234\" r=\"54\" fill=\"#05ff5d\" data-id=\"1722649278742\" style=\"cursor: move;\"/></svg>"
+}

generated_data/data_20240803_034225.json

@@ -0,0 +1,8 @@
+{
+  "timestamp": "2024-08-03T01:42:24.852Z",
+  "image": 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",
+  "model": "gemini-1.5-pro-exp-0801",
+  "query": "What is the situation of the two circles compared to each other?",
+  "response": "The two circles are **externally tangent**, meaning they touch each other at a single point on their outer edges.\n",
+  "svgSource": "<svg xmlns=\"http://www.w3.org/2000/svg\" id=\"svgCanvas\" width=\"512\" height=\"512\" class=\"border-2 border-gray-200\" style=\"width: 512px; height: 512px; display: block;\"><rect width=\"100%\" height=\"100%\" fill=\"#ffffff\"/><circle cx=\"147\" cy=\"226\" r=\"54\" fill=\"#e60f0f\" data-id=\"1722649278577\" style=\"cursor: move;\"/><circle cx=\"277\" cy=\"234\" r=\"54\" fill=\"#05ff5d\" data-id=\"1722649278742\" style=\"cursor: move;\"/></svg>"
+}

generated_data/data_20240803_034243.json

@@ -0,0 +1,8 @@
+{
+  "timestamp": "2024-08-03T01:42:43.695Z",
+  "image": 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",
+  "model": "gemini-1.5-pro-exp-0801",
+  "query": "What is the situation of the two circles compared to each other?",
+  "response": "The two circles are **separate** from each other. They are not touching or overlapping. \n",
+  "svgSource": "<svg xmlns=\"http://www.w3.org/2000/svg\" id=\"svgCanvas\" width=\"512\" height=\"512\" class=\"border-2 border-gray-200\" style=\"width: 512px; height: 512px; display: block;\"><rect width=\"100%\" height=\"100%\" fill=\"#ffffff\"/><circle cx=\"147\" cy=\"226\" r=\"54\" fill=\"#e60f0f\" data-id=\"1722649278577\" style=\"cursor: move;\"/><circle cx=\"283\" cy=\"233\" r=\"54\" fill=\"#05ff5d\" data-id=\"1722649278742\" style=\"cursor: move;\"/></svg>"
+}

generated_data/data_20240803_034301.json

@@ -0,0 +1,8 @@
+{
+  "timestamp": "2024-08-03T01:43:01.177Z",
+  "image": 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",
+  "model": "sonnet-3.5",
+  "query": "What is the situation of the two circles compared to each other?",
+  "response": "The image shows two solid circles - one red and one green. The circles are side by side, appearing next to each other horizontally on a plain white background.",
+  "svgSource": "<svg xmlns=\"http://www.w3.org/2000/svg\" id=\"svgCanvas\" width=\"512\" height=\"512\" class=\"border-2 border-gray-200\" style=\"width: 512px; height: 512px; display: block;\"><rect width=\"100%\" height=\"100%\" fill=\"#ffffff\"/><circle cx=\"147\" cy=\"226\" r=\"54\" fill=\"#e60f0f\" data-id=\"1722649278577\" style=\"cursor: move;\"/><circle cx=\"270\" cy=\"240\" r=\"54\" fill=\"#05ff5d\" data-id=\"1722649278742\" style=\"cursor: move;\"/></svg>"
+}

generated_data/data_20240803_034311.json

@@ -0,0 +1,8 @@
+{
+  "timestamp": "2024-08-03T01:43:11.402Z",
+  "image": 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",
+  "model": "sonnet-3.5",
+  "query": "What is the situation of the two circles compared to each other?",
+  "response": "The image shows two solid colored circles, one red and one green, positioned side by side on a white background. Based on the question, it seems you want me to describe the relative situation or positioning of the two circles compared to each other. From the image, the red circle is on the left side, and the green circle is on the right side. They appear to be of similar size and are placed horizontally next to each other with a bit of spacing in between.",
+  "svgSource": "<svg xmlns=\"http://www.w3.org/2000/svg\" id=\"svgCanvas\" width=\"512\" height=\"512\" class=\"border-2 border-gray-200\" style=\"width: 512px; height: 512px; display: block;\"><rect width=\"100%\" height=\"100%\" fill=\"#ffffff\"/><circle cx=\"147\" cy=\"226\" r=\"54\" fill=\"#e60f0f\" data-id=\"1722649278577\" style=\"cursor: move;\"/><circle cx=\"257\" cy=\"230\" r=\"54\" fill=\"#05ff5d\" data-id=\"1722649278742\" style=\"cursor: move;\"/></svg>"
+}