diff --git "a/src/assets/buffalo_natl_river_2025.json" "b/src/assets/buffalo_natl_river_2025.json"
--- "a/src/assets/buffalo_natl_river_2025.json"
+++ "b/src/assets/buffalo_natl_river_2025.json"
@@ -1 +1 @@
-{"id":"buffalo_natl_river_2025","title":"Buffalo National River","event":"Record spring flood \u00b7 Apr 2025","subtitle":"30 m CREST + masked subgrid channel + karst interflow (tau 0.5 h); median gage NSE +0.518, 3 of 4 gauges positive","config":"crest_bf_tau05_mc","note":"63,200 cfs at USGS 07056000 \u2014 99.95th pct of record","flood_type":null,"region":"AR","crs":"EPSG:32615","corners":{"nw":[-93.5349166,36.2184164],"ne":[-92.3222922,36.2176929],"se":[-92.3270253,35.6613522],"sw":[-93.5311806,35.6620611]},"center":[-92.92885,35.941408],"zoom":8.06,"pitch":55,"bearing":0,"vmax_cm":780.1,"peak_m":9.02,"fps":8,"start":"2025-04-01T00:00Z","palette":[[0.0,"#01BAFD"],[0.167,"#0280FF"],[0.333,"#0446FA"],[0.5,"#0211FB"],[0.667,"#3F0CF5"],[0.833,"#7E0AF1"],[1.0,"#BF04E7"]],"frames":[{"t":"2025-04-02T05:30Z","th":29.5,"img":"data:image/png;base64,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"},{"t":"2025-04-02T08:00Z","th":32.0,"img":"data:image/png;base64,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"},{"t":"2025-04-02T10:30Z","th":34.5,"img":"data:image/png;base64,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"},{"t":"2025-04-02T13:00Z","th":37.0,"img":"data:image/png;base64,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"},{"t":"2025-04-02T16:00Z","th":40.0,"img":"data:image/png;base64,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"},{"t":"2025-04-02T18:30Z","th":42.5,"img":"data:image/png;base64,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"},{"t":"2025-04-02T21:00Z","th":45.0,"img":"data:image/png;base64,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"},{"t":"2025-04-02T23:30Z","th":47.5,"img":"data:image/png;base64,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"},{"t":"2025-04-03T02:00Z","th":50.0,"img":"data:image/png;base64,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"},{"t":"2025-04-03T04:30Z","th":52.5,"img":"data:image/png;base64,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"},{"t":"2025-04-03T07:30Z","th":55.5,"img":"data:image/png;base64,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"},{"t":"2025-04-03T10:00Z","th":58.0,"img":"data:image/png;base64,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"},{"t":"2025-04-03T12:30Z","th":60.5,"img":"data:image/png;base64,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"},{"t":"2025-04-03T15:00Z","th":63.0,"img":"data:image/png;base64,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"},{"t":"2025-04-03T17:30Z","th":65.5,"img":"data:image/png;base64,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"},{"t":"2025-04-03T20:00Z","th":68.0,"img":"data:image/png;base64,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"},{"t":"2025-04-03T23:00Z","th":71.0,"img":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgcAAAEmCAYAAAD2uTM1AAAVWklEQVR42u3dX4td13kH4HeNpEqMhCQkMyYStmlMYmJaaEIDLf1De9W7XpSWXBf6FUo/Q79BLwLtbW9KKRRaU4iLExqaYhdcHGIjG0tYxoMkJDGjSpVmVi+kyRwdn3Nmn3322n+f5zqRxkdz9v6td73rXSm9cxAAAEe2fAQAgHAAAAgHAIBwAMAmHkb2IQgHAHDsYiQfgnAAACAcAADCAQCb2tOPIBwAwKwL+hGEAwDYVy0QDgBg1nnVAuEAABAOACAiIm4nWwjCAQDMuJZtIQgHAADCAQAgHAAAwgEAIBwAAMIBACAcAADCAQAgHAAwAc9c6iQcAMCs0y51Eg4ACFWBUG0QDgAIVYFQbRAOAADhAIBR+qLn1zg/sc0gHADQrus9v8b5rG0G4QCAUUqfJxUA4QCAwb7If9T8izy/UbhCcWD7QTgAoJj8hw29yO+3WC04ZftBOACgnL2GVuGXsxe2cADAKFxYYxX+tKVy/j09C8IBAMNwpqVy/hVVCOEAgF5IN63YhQMApqHidkB+3YpdOAAgbAcgHAAAwgEAPfKg3r5+uqEfAOEAYJwu1dvXz2/qB0A4ABivZ8b/IhwAMOu0BkGEAwAIlycJBwCErY1weZJwAEA56d0VJxbWvffA1oZwAMDw5T9YcWJhSIOOXKwkHABQwN0Bv2BdrCQcAFDAVS9YhAOAbjzUVY9wAJ1Kn9iLpGcuVtjLf9JQgHgsiCAcwNfkbymVMkBnI8VuA8H23JIg8lRoQDgAGJ6dgsHWlcsIBwBhgh8IBxTxyMMNYggT/G6tuSVRYrqhrQvhgInYVoqEQXhtzS2JEtMNbV0IBwCE7QqEAwBiWtsVCAcQfb19DcZq2XyDOscan/ieIhzQJrevQRSbbxANHWs8W/h72kXDoS0U4QAac9+UxEkbetd8X6cclmw4/GLJd9YWinAAjbnc8pRE2y7TeYm14VzHP3/J7YlllYDrJpsKBzC2s9G2XabtTsuVqtJhtOT2hEqAcADORjMJr7S86hVGEQ4Yu/Rz/QEQGvUQDuBY/k7NVZdRrdT11QgCaYny/N2an0vJ76LvuXAA0cF2RPpgy8Nnal4tsA0wu5LfHWj4uFrzcym5NWjbUTiARqz5YM7fPUxrrVoeW8mEo4GrV/JNXr1cosphNY5wwNoPhaE/OJp8MC9atZyzkglHA5uzN/N9e7jgu1eiyrFsNd5FH4NjwMIB0Y9S/EmrKGU8ONmDhlb0F2a+bxcb+O7trfGyna+ydXHM0MkL4QCrqFoeWVnQQ5d6OrTnworv9/xwo52cbDEgHDAsR+NUtyMJCERfJ/4NKTQvGm6kUohwwKDMjlPdrvgA0yxIFxcSdWHbSx3hAGKUWyYQBjLZ2hAOADa372USfdiKOWpo3LSR0daGcABNS/+ypGt81RaDK52H7XyHL5MnEwkmVbZidjpqyrR92M6zNb1z4FMgBjHIxrYBgMpBuIKY0E8AL3noGYNwEK4gJpq4HAbG4qJnDMIBRCOXwxCTrdzpMQHhAAiVu1mXBcpRci+DcIDeDIgSne63VRVKSp8W/HzdyyAcMMIXsd4MNn3x3Kjx4plvbL1Ws6og3FaSv6lqIxwQmiQLBptF58tXTWYbWslRiXS5e4tDQH5zsxdP+nyDVe0m36km7wpx7wjCAZOsThw9hBcNZVk1mW1oJUcl0uWulFl95jc2/HN3a4aLJu9FcMcCwgG9ntBmm4CSdnvYG7AzoJK5yhTCQRhrCmMz+yIeaxNhyS2CVZWpdcYRHwgZwgHRqwtmxnhWu+0HzRMPtlG4NtImt662CNaZPnrK4kQ4IDofkTp7wcwYz2pXedDcmglFq17uVYKGqgsNSe9tTSZopg+3VBZcvATAxg/Wj1PO3x5RoH8S+aVw/TTyfJ9RupHypidIokrvhOZdlYPQWBi2BQo0Y7nylcJGFQwivl51W9CAXDwYRDjVIxxMwF6axrZAW53Tq45Szj9Q1r3h0cCbwYfe9J9b/g3DDZDYVujHqlrzDigHR0TsRY4LngeoHDD2YGBFQSgHVyYYIBwQ7pQnHDUFhIMwNhhC9YvxBEHPNuGAMDY4ujnuFQYXMaWqRl9/7kVB8KRn290GBrMZ6ywcxJAbqYjOjnsZXMSQqhr7S54XRz06Y6rGXJ35/tYd/exoonAQGqmIgc2jZ7qr/Qc1V8Xnlzwvxt6j05fbIc0wEQ56727yS1plRbXptoEra632Z91r6Ht3qQdDjIZctewqCJ7zPBAO+v7lvJr9klZZUdk2CFWbBv+sK2t87+70PMCf7mhYVxMvds2swkHYUsDxuGmardrcSsOrAL0ysgDfVHO0FzvCQbjqt23/6yMYpdeWvGj3fXei6UmL0dK2hGZs4YDQMR8tTorz0InJbyeF2SPFJy1uWvlc9v9/ElkFUDiAsF1DlGzOvd3w3v9UZo+sCkGlXt4HL65utvUgHABEU+fhF7nWzN5/+o+J3by4KgSVenkLBcIBQFvST49f7Okn9V7y+bcPU6fHcqPFhl5bc7iymXA1L+D7i8pBmNAXE+8nmD8houudmNhR3d0O5jAIBggHMa6xoWN7YM6fEDnvc6anvpx5iTe5J78z4UFqTkMIB4zMw7kv9Z2UNTHF+KeFbvowr1KBKzE3v4nK3zdySp+1tMrfpNeg5LyWpv9tPDNCz8EYPY48yRnf8//dT14cewJiZYOjyhgqBzHMaWPh8o9fJsp/X9JNPv/fLRiw6PfnvRNOI0ytE7+pYHDS5zZb1bvlYjhUDoDYcP9XmXf4bqW8dMw1qBwQxtkSLe3/+rfvz/XtYwsGmhaFA8Jtcfi3rynd7Pjl7Pr2MK1ROADolfx67ubypz6vbPesuhEOgGjweGrb7g2wee7MgsuJ5o8Slmi8rPrSv2DVjXAAbOJixy+SK82t/NP/dHg509lILwWETaYRLgsW8y99k0URDujMA8eiGIb8a4fdBp1Fx3vrbD9UDRbmJyAcEF3tWV7ScEX0Y7JeDPAkwamGAgMIB3TOnmU4uhXDHxjW15MEOvERDpxjBS+M6G67qonGwCr3Fgxh8qO5FAwiHEjP0P2lOtHRVeWbbFet2q6YfwE2cU3xqdi8T+BhD17MpedSWPAJB5N/eEJ03OgWDfcFzH6H+n5V+artinVegKteZgcNnTyInpwKseBjVOGgakPTiC8BSjcKll+fCVWTd/SiPXvCuf0YYe/GYQsvuqF9xyy0hINBPbgmXK7KbxZsqjot6Yf7K5oN3M8qrsb7sHptY/zz0L5ji/7d9SoIB6FcBeEOg0IvwzF8j4e0sn68xtTGVQHA/SnCAcDCF0fTq8euVqN1/t6vZrb22trCbGJGxHxvxumGejUQDgDiTKTGXx4L/rz0WQvHG+v8d7y6wdbe0cmPo1Ays3pfOe75nJc1wkFoqIMR90Oc1Ifw4s/Iv1qov+akC4tKbhUcnfw4CiUzq/fOxz0jHIzWsjLZXfcBCFJ00g+x6DKgo+/pou/lqQJVifnmx5MmfpbaKnjU0ndOwyDCQZQZmzqF0xCnX9wat6C8iaAXdaYaLvo55i8Dmv3fXM2p8rXDMYIm5rbmRegXQDgY+WmIW4UrHmdnVmmnI5loFsOc/dHV8bj5qYbLfo5VZXr3doSx9ggHrOe1hvdcT1phOiIaLjMqfFZ+UYDY8wJaaD+yhRLCAVH8PLYhR0QPtzcmVD1Y6wTGed9XhAOi8N5wE01Wj63weuF2Txtshc8TFTuBES03PSIc6JQfwed1qaEHkrPW/XCtwr9n3/eK25wsWOf7c2+NANanKYnbvqMMORxYYdT7vFY9hPYFLqLsXnGTR+ROqmR9mXKta42fRk4fp82vab6yRqDetCpX5ai1vgwKSumdA58CQAl3U1772HSs2MJTqUPPARA933dOP9uyeo0G56ms+rc7KRjo/0E4AKIH+875+8fjfbd+eJgH24PURo9A3Z6P7YrX0qsqMJpwoAmx+grtpnHPRL0phVGwZD7j8C+20mB7kNq4SXHTng/zBZhMONCEWH2F9vqL8qQmJKKlkyjRQsm8LQ99byzQsK0QAxxGFIbDMEBfDqSidTHSyorKrQFV5po8kmqBRjitANDfF75tA0LlAKC/5isJpacMCgYIB0CjdjWrRukLzkpNGTwwxAzhYHrueWjTgp1s1TkEi6ZJrqoYuGQJ4WCkrnhoU1b6ZC6A6j6P3t1tcORMxZf9shNJFhsIByPkCCIF5Asxne7zdYLP2R58DnXnTSw7kbRssfHUs4Uhh4Opj/Zc9IW/bSXAhr4xgerU0Uu2dPBpenhUiXkTi3oUzth+YMjhwGjPqHXNLsQapfOuV5El5h60NdTp0gC+j3VPNTxRXaBP4eDALyREmyN/u15FNlzJSL9YI2zMd/c/UJnr1TYLwkEcz173CQO15bfWCBvnI70UJi6pzEH34WBROdMRq9Bvwdil9/pzbfNaYaIPn90N1Q3GHg40xcSJ/RYNTFlLP97yMJmiHl8clH/v0HcfhANqa2DKWv5dD+JJujj3u+P42ijkN59XOtJ/txz6Z/szNCsiHMBIqNTFRluefQsJv9Fy6J+dvqhZEeEACrjf8L6xldwkg1S6mfLC+xSqDH965HcG4QD69VB/GMM/dmbscvfVg9dzWnifQpXhT9tW/wgH0L+H+tCNbezynZ6eAnA/AsIBEO7v6MYrPQ1sLmNDOACi6/s7YiK3Hn5xwop8aH0cd1Mu2UeQPq9QwdgXNoUDNJIRnXbRL/rdudvjEnTfOtyvn7Ain/l5008HMCvkak4l+wjyGxUqGOf1MQgHmF9OdNpFv+h351LP32G7w9w/z79lVggIBxCaBKNExcN4dBAOACLCAKYSFvQXbP1TzW1Kx1IRDoBF0r8WKPkfvXQ0qkXj19ov6C84/P3kWCrCAdDcqjD/UYGS/9FLZ0mjWvp4OD0I6d968rOeWvJZ3kg5Ltu2ocPvSHrnwKcAjCc8WTmDygHQY4UnAqYbc3/+GILB4xfVITdvIhwAo2w6KzwR8OjK41E59yLgaPxEOACixaaz9LMtq1KggXBgbjuMRv6+QUAxlumaTMeD9hppt3o5tx2AMGuCeHlqahrftsLR2eiHEi+Emx2B0HNwfDb6YqSSt40B0e7NjveT7zMIBw3YVhKD0Wh7WE+Vkxp9roA03S9gXDJOK4RrmiGc1Iih9Egt2kat2C+QPqpYkTH0CeEgXNNMdDL7nphix/bGLtZ/PuS3jU8O/TvCAfTSqZ6EPyEluujYDuV/osX+HeEAwtnwIYYUoqvBVQzM3TShysEUB29I++FsuJACrOlqnlDlYIqDN6R9DLAJRxqj3laQhmVsK4QqAvRJ2wPHLmugi/mtIA3LCAf9lD59vppJnzWwqlFFYEgu+n1d6U6ZSkf6wKVWjODdmd458CkA/bWbcuwMpCqxH/mX02BB5SCU/IEydga0XSEYIByExkEYgPT+gjL344JhekozGTQcIhwAQ5S/d/j14HyuYJhuciZD325xnT+7ruGQSYYDqRiIDscb962p8qoTGQgHUjEQkxlvDGGImW0FmIp9FcCFvjC0iTDETDgg3G42eOnDGmfoddAvdl2FA4SDUCYKt5sNXv71Q58FMKFw8GiDF/SmjZNnvHxgmfS58jthVL5w0JHtDV7QGieZqhXBOP3X8y2I9PPNXu75jZPL75v+HdCrYGBujm0FJPelX45/3OBnuFXvZbl2T8GKYJx/8/kWRP5O+b31Nv4OCAP1Yhx3KzyNXLVkn97fyguHtUQ8H4TiEhkAGEHlYI29/KXBIMLtcoSTFQAjCQfpJ64uJZysABAOZqoBv+PYFYSeEEA46MCBBxVhGl9o2gKEgyhyCxzjD4FdjBO+nlP6pHBAuOc4IdB1OChZVjSxkJIhcNE44SrB4/aG8wK+Vfi435WeHSd8IKzA9MJBybKiiYWUsGr2QJXgcc1Z/nA7IwgHMCqveVmpAgD9DgceNqAKAEwoHFS5CMnDBpq1K3ADfQ4HLkKC9u0I3ICeAxivx07svPSg+uHh2p/Hqb8+8BmCcAD9kz6qWeo/t6D6NuVtg531H1UHf3VKJQV6GQ6MWGXKweBHKee3a5b6F81UmPC2weEf26qE8VzZDNAHrn2HsK0AEK59B+EATpBuOupXcgtlsD/8o+fbn+lDV8xDv7YVDiK7PAm/RxR3L+Xe3UEBKgcL7EWOPd9VovmLmfZObohN7y5Z8d7fYCX8pAeNuDM3Txa/DbLN1cy7G/63LAsGbrQEDYnQii9Sjus9W6XeTzkuF/yZVG9A5WBwqyloU4fBYOnQoKrBoO711IIBqBys/INvpJzfrPFwfBa56HXQhP4DADqpHNQKBhEhGBAl+g+6oFoGCAdAuIAMEA6A2l++v8+58omeKLwFEy6DAoQD6NzhD1K1ysKFihWIp9Vf3lt/NxNMqm7BnFv8v0vvGR4EoSERAAiVA4BoZugZIBxAn7zyZ8/G8XLqw/5/lRf9/OTBC5s3aaYf28aAsK0ApPe3cv7eodMPQKgcABER0bdgsPWXB1bvoHIA1PqCfZxy/rZbAIFQOQBerPgFA0A4ADrxlSuHAeEAYtKXSs17tX6FYutvs2ABCAdQ3H7DRw13Uy51qdThnydbH4BwAFWlD2qeqT/f8KVLO3oXAOEAeiF/9/gIYfrIvv7G7vgMQTiAMQWFt63eN/ZKg5/hA0EDhAMYsPRpNy+ydLPC33sw0PsOLglrIBzAgOVvrvkiu10/TGz98/H/N79e4e9tuMGxpLf+9P9UC8CERAAgVA6AtVO+ZklAOACiiWbJXaECEA6AMD8BEA6gvLsNrsAf9/P0QPpYlQGEA6C6qw2uwM/18/SAGyZBOACm5tZMZWAvVAlAOACi1EVJQ/HaTGXgQqgSgHAAhEY/AOEAABAOYNj2O+gFeHF64tTfHOpDgDA+GeC5r1KOV22VQKgcALwgGIBwAAAIBwAAwgH0yqOOBg/dMxYZEA6gWw+WvIy3Oxo8dOV5P8Gv/MBpBCCcVoAYY/Vh23RDIFQOIMwsiE6rD4BwADTgvBc5IBwAAMIBACAcAADCARD9vxsBQDiAaUi/OOHF/yxOvjTpgfAACAcwGvmtFy/+28cv+K1/mDkmebrCqYhLLlYChAMYn2vHL/jDPzk5EKRPVAsA4QCYkb+lWgAIBwCAcAAACAcAgHAAAAgHAIBwAAAIBwCAcAAACAcAgHAAAAgHAIBwAAAIBwCAcAAACAfAcD2L7EMAhAPg2OlIPgRAOAAAhAMAQDgAAIQDAEA4AACEAwBAOAAAhAMAoA/+HyQQTBvjORsyAAAAAElFTkSuQmCC"},{"t":"2025-04-04T01:30Z","th":73.5,"img":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgcAAAEmCAYAAAD2uTM1AAAVoklEQVR42u3dT6td13kH4HddyZV6dZGEJCQiYZvG2CYmgSY00NLSP6POOigt+QLtRyj9DP0GhYbQaSelFAqtJnFwQkNT4oKDgy1sYwnLWEhCEpIqVbp3dWBd6+j4/D977b323s8zyiCWr4/u2fu33vWud6V0eT8AAA7t+AgAAOEAABAOAADhAIBt3IvsQxAOAOC5k5F8CMIBAIBwAAAIBwBs675+BOEAACbt6UcQDgDggWqBcAAAk06oFggHAIBwAAAREXE92UIQDgBgwsVsC0E4AAAQDgAA4QAAEA4AAOEAABAOAADhAAAQDgAA4QCAEXjqUifhAAAmHXWpk3AAQKgKhGqDcABAqAqEaoNwAAAIBwAM0meVX+P82DaDcABAuy5Vfo3zMdsMwgEAg5Q+TSoAwgEAvX2R/7j5F3l+tXCFYt/2g3AAQDH5Txp6kd9psVpwxPaDcABAOfcbWoWfzl7YwgEAg7C3xir8SUvl/Nt6FoQDAPrhpZbK+WdUIYQDAKqQrlqxCwcAjMOK2wH5FSt24QCAsB2AcAAACAcAVOTuZvv66SP9AAgHAMN0arN9/fyafgCEA4Dhemr8L8IBAJOOahBEOACAcHmScABA2NoIlycJBwCUk95ecGJh3XsPbG0IBwD0X/7jBScW+jToyMVKwgEABdzq8QvWxUrCAQAFnPWCRTgA6MY9XfUIB9CpdMVeJJU5ucJe/uOGAsQjQQThAL4mv65USg8dixQ3Ggi2x+cEkSc9Cg3mFwgHADxzvmCw7dNJBPMLhAOAMMEPhAN65KGHG/RhBZyurrklUWK64RPPC+GAcdhV3oM+yK+suSVRYrrhS54XwgEAYbsC4QCA0LCHcAAR3d++BkM1b77BJscaH/ueIhzQJrevQRSbbxANHWs8Vvh72kXDoS0U4QAac8eUxFHre9d8rVMOSzYcfjbnO2sLRTiAxpxueUqibZfxvMTacLzjn7/k9sS8SsAlk02FAxja2WjbLuN2s+VKVekwWnJ7QiVAOABnoxmFcy2vevseRvURCAewTPq1/gAY1QtW9UA4gGXytzZcdRnVyqa+GEAgLfGCvbXh51Lyu+h7LhxAdLAdkd7d8fAZmwsFtgEmV/I3eho+zm74uZTcGrTtKBxAI9Z8MOfvHqS1Vi2PrGTC0cDFK/kmr14uUeWwGkc4YO2HQt8fHE0+mGetWo5byYSjgc25P/F9uzfju1eiyjFvNd5FH4NjwMIBUUcpftkqShkPlrvb0Ir+Nyf+98kGvnv313jZTlfZumgUdAxYOMAqaiMPrSyo0KmGVvRNv5D3Fvx508ONzudkiwHhgH45HKe6G0lAIGqd+Nen0DxruJFKIcIBvTI5TnV3xQeYZkG6uJCoC7te6ggHEIPcMoEwkMnWhnAAsL0HXiZRw1bMYUPjtn0TtjaEA2ha+vc5XeOLthhuG9ncayc6fJk8HkkwWWUr5nxHNynaPmzn2Zou7/sUiF4MsrFtAKByEK4gJvQTwAvuecYgHIQriIkmLoeBoTjpGYNwANHI5TDEaCt3dwRKEA6AULmbcFqgHCT3MggH6M2AKNHpfl1VoaT0ccHP170MwgEDfBHrzWDbF8+VDV48042tFzesKgi3K8nfVLURDghNkgWDzazz5Ysms/Wt5KhEGuvOpcivb/fiSZ9usard5jvV5F0h7h1BOGCU1YnDh/CsoSyLJrP1reSoRDrfmTKrz/zqln/ujQ3DRZP3IrhjAeGAqie02SagpBsV9gac71HJXGUK4SCMNYWhmXwRD7WJsOQWwaLK1DrjiPeFDOGAqOqCmSGe1W77QfPYg20QLg60ya2rLYJ1po8esTgRDojOR6ROXjAzxLPaqzxork2EokUv91WChqoLDUnv7IwmaKb3dlQWXLwEwNYP1g9Tzm8MKNA/jvxCuH4SebrPKF1JedsTJLFK74TmXZWDGNMwlrAt0FozlitfKayVYNDm92+66jajAbl4MIhwqkc4GIEHaRzbAm11Ti86Sjn9QFn3hkcDb3rf15H+a4DbAG3s/7sBMmwr0Hyq17wDysEREfcjx57nASoHDD0YWFEQysErEwwQDgh3yhOOmgLCQRgbDKH6xXCCoGebcEAYGxzdHPcKg4sYU1Wj1p97VhBc9my71cBgNmOdhYPocyMV0dlxL4OL6FNV48Gc58Vhj86QqjFnJ76/m45+bqIXxfaXcBAaqQhX1lrtt+DuhqviE3OeF0Pv0enydsjJwGWGiXBQvVvJL+kqK6pttw1cWWu1P+l2Q9+7UxVMN+xz1bKrIHjc80A4qP3LeTb7JV1lRWXbIFRtGvyzzqzxvbtZeYA/2tGwriZe7JpZhYOwpYD9wXGarNpcS/2rAJ0bWIBvqjnaix3hIFz127b/9REM0stzXrQPfHei6UmL0dK2hGZs4YDQMR8tTorz0InRbyeF2SPFJy1uW/mc988/juw7LBxA2K4hSjbnXm94738ss0cWhaBS23f7z65u9h0WDgCiqfPws1xsZu8//edONoAtyvYNlO5H0JMkHAB89WL/+fMXe/rZZi/5/HsHqdNjudFiQ+9Qt040Q7qymXA1LxDVbVUYCY/KQZjQF5X2E0yfENH1TozsqO6NDuYwCAYIB9H/saFDfmBOnxA54XOmUp9PvMSbLIufH/EgNachhAMG5t7Ul/pmyvYRR/Cw3nbFvEoFrsTc/CYqf9/IKX3S0ip/m5dmyXktTf/d2JoMPQdD9CjyKGd8T/93P3527AmIhQ2OKmOoHEQ/p42Fyz++SpQ/mdNNPv3fLRgw6/fnnSWnEcZWUm4qGCz73CaretdcDIfKARBb9ozYGuq/aynPHXMNKgeEcbZES2fP/d1vf317UycghhYMDEwSDgi3xeHvfkPpascl9G2vb183nI3lpamaJRwAbCq/kru5/Kmrl/QqL837Vt0IB0A0eDy1bbd72Dz3UqSvvaSnjxKWaLxc9aW/Z9WNcABs42THL5Izza380686vJzpWKQXAsI2Z/nnBYvpl77JoggHdOaOY1H0Q/72QbdBZ9bx3k22H1YNFuYnIBwQXZWaTzseRdQxWW9dNysItkcaCgwgHBBjLzWHOyoGoeuBYecqDbY68REOHMkBL4wZ7ra0qm9iFsMq9xb0YfKjuRT0IhxIz9D9pTrR0VXlp7ZY1S/6+aY/qyZmMRyJ7fsE7lXwYi49l8Jti8LB6B+eEB03ukXDfQGT36Harypf9POt81ktql7uN3TyIHqwVddUFddti8JB1NbQNOBLgNJHBcuvyowc9gUcW3JuPwZy/fSkgxYqm31YTR+Zum0V4aA3D64R9yfk1wo2VRl9HO6vaDhwP11xNV7KOqvXNn7/+7aanvX3bhEhHOhPgHCHQamX4RC+x31aWT9aY2rjogBgESEcAMx8cTS9euxqNbrJv/eLia29trYwm2gKnT5Kuii4CQDCAUCsW7lo+uUx489Ln7RwvHGT/44LDZysOKw4TIST9N6Ccc+7XtYIB+HoDAy4H2LR9/Tp86pE/q1C/TXLLiwquVWwO9XwORFO8ncOBACEg2hzf/OW+wAEKTrph5j1Ij78ns76Xh4tUJWIeLH5cdkthaW2Ch5GNtwI4aAmZ9dcgYzhNMTRZ7fGHT5IhAWnF2LLqYazfoemX8ST/5+zOa187XAMoIl5N1Irzxb9AggHAz8Nca1wxePYxCrtaEsPLqLxDvSuXgbTUw3nVe4Wlen3RvYi69sJDc8E4YAKvdzwnuuy6oAjouEyo8Jn5WcFiPteQLFJb4Qwg3BANHEe2zhTosI+lhFVD9Y6gbHn+4pwQBTeG26iyeqRFV4VrlfaYCt8LlXsBEa03PSIcKBTfgCf16mGHkjHPfyrcHGFv8/a94rbnCy4yffn9hoBrKYpieYh0OtwYIWx2ee16CH0QOAiyu4VN3kqYlkl6/OUv3YaYsWfMX049c9t8rw5s0ag3rYqt8pRa30ZFJTS5X2fAkAJt1Je+9h0LNjCU6lDzwEQle87p1/sWL1Gg/NUYkEFcFkw0FuAcABEBfvO+fvPx/vu/PAg97YHqY0egU17Pk6seC293gIGEw40IZY57kSM/iRKtFQyn3DwVzuptz1IbdykuG3Ph/kCjCYcaEJc/7iTJiSipZMo0ULJvC33fG8s0LCtED0cRhSGoNBDn/ekonUy0qKKSrrao8pck0dSLdBwWgGg4he+bQNUDgAqNn3BWemTAIIBwgHQqBuaVaP0BWelTgLsG2KGcBCjHIACpZ3PVp19MGua5KKKwQnVBISDMAAF1peuTAVQ3edR7YVgL634sp93IsliA+FggBylooC8F+PpPl8n+NQwZnjTeRPzTiTNW2w88Wyhz+Fg7Ff7npzxhb9uJcCWvjGC6tSdZ9+T0sHnTsPfx2XzJjYJD7N6FF6y/UCfw4ELQ2Kja3Yh1piP0fUqssTcg9MtfU9Ot/x93GRY1aanGh6rLlBTONj3CwnR5sjfrleRDVcy0gdrhI3p7v47KnOtjodGOIjVu/V9wsDG8ptrhI0TkV4IE6dV5qD7cDCrnOmIVei3YOjST+q5tnmtMFHDZ/eR6gZDDweaYmJpv0UDQ03ST3c8TMJpl6pW9390kHo7shhwlLFzDQw1yX9wIISF0y6Or8UgRhbn176sdKT/aTn0Ty5UNCsiHMBAqNTFVluelcm/3XLon1yoaFZEOICo/3y8HpVRBql0NeWZW4+rDH966HcG4QDqeqjfi/7PBDF2ufvqwSs5zdx6XGX4067VP8IB1PdQ77uhjV2+WekpgNtOJyAcAG26b/X/lXOVBrYzjncjHABt2mtx9V9bh/tnS1bkfevjuJVyyT6C9OkKFYwHwqZwwDAfmERvuuhn/e7UfEVvbR3ul5asyCf6ONLPezAr5GxOJfsI8qsrVDBO6GMQDjC/nOi0i37W786pyt9hN/q5f55/16wQEA4gNAlGiYqH8eggHABEhAFMUXhi4eHD+V833KZ0LBXhAJgl/UeBkv/hS0ejWvOf6Yz9/YM/TI6lIhwAza0K858WKPkfvnTmNKqlD/vTg5AuV/KzznmRp49SduU0nX5H0uV9nwIQgzkBYtsDVA6AihWeCJg+mvrzhxAMDmcyuHkT4QCIITadFZ4IeHjl8aAczmRQAUE4AKLFprP0ix2rUqCBcGBuOwxG/r5BQDGU6ZqE+1O6DAd7SlwAYdYEMfz7U3ZaH/JxT+IFKxMg9BzE87PRJyOVvG0MaHllcif5PoNw0IBdJTEYjLaH9axyUqPmCkjT/QLGJeO0QrimGcJJjehLj9SsbdQV+wXS+ytWZIxLRjgI1zTTrn3hrzp92sY4ufnzIb9lfHLo3xEOoEpHKgl/Qkp0to0Ryv9E1ScLhAOIkZ4NP6JCFSMfXEUYHV5tOBjj4A1pP5wNF1KAqGp0eF3hYIyDN6R9DLAJRxpjs60gDcvYVghVBKhJ2wPHTmugi+mtIA3LCAd1Sh9/uZpJnzSwqlFFoE9O+n1d6GaZSkd616VWDODdmS7v+xSAen2RclzoSVXiQeSvpsGCykEo+QNlXOjRdoVggHAQGgehB9J/zyhzPyoYpsc0k0HDIcIB0Ef5dw6+HpyPFwrT+5EbnclQ2y2ut6b6FDQcMspwIBUDsWaHfpMv9NqaKs86kYFwIBUDTklAjG+ImW0FGLoHKoAzfWZoE2GImXBAuN2s99J7G5yh10E/2yVbBCAchN6KcLtZ7+XvHPgsgBGFg4dbvKC3fbnrrYC50qfK74RR+cJBR3a3eEF7uROqXvPmG6Rfb/dyz68uL79v+++AqOnCLHNzbCsguc/9cvzLFj/Dtc1elmv3FCwIxofzDfK3yu+tt/HvgGjrOC6F71Z4EnnVzs70y52cvzdnP/VeZMejAGAIlYM1jnzMDQYRzk0TTlYADCQcpJ+5upRwsgJAOJioBvy+Y1cQQ23aAoQDDyoI0/hC0xYIBx5UDDEEdjFO+FJO6UrhgHDbcUKg63BQ8qjZE5UACobAWeOEVwke17ecF/B64eN+Zyo7TnhXWIHxhYOSQyJeUgmggEWzB1YJHhed5V/LKZ8X2FaA2r3sZaUKANQdDjxsQBUAGFE4WOUiJA8baNYNgRuoORy4CAnad17gBvQcwHA9cmLnhQfVDw/W/jyO/N2+zxCEA6hPen/DUv/xGdW3MW8bnF//UbX/t0dUUqDKcGBeAWMOBj9OOb+1Yal/1kyFEW8bHPyZrUoYzpXNADVw7TuEbQWAcO07CAewRPrUUb+SWyi9/eEffrn9md5zxTzUta3wNHLRcczEaC5mcgkXseRyqjOOfEL9lYN7keOB7yrR/MVM95c3xKa356x472yxEn5cQSPuxM2TxW+DbHM18/aW/y3zgoEbLUFDIrTis5TjUoU3JZacTqp6AyoHa7nvWCMj02Ew2PlRzluNLd/0emrBAFQOFv7BH6ac39jg4aj/ACtYgGFWDjYKBhEhGBAl+g+68Fi1DBAOgHABGSAcAJt++f4p5yr6dfZX/PNdBgXCAVDWwQ/SapWFvRUrEGvcZbLzjxPBZNUtmOOz/3/pHcODIDQkAgChcgAQjjSDcADDc+4vnw7j5VTD/v8qL/rpyYN72zdppp/axoCwrQCkX+7k/L0Dpx+AUDkAIiKitmCw8zf7Vu+gcgBs9AX7IOX8plsAgVA5AJ6t+AUDQDgAOvGFK4cB4QBi1JdKTbuweYVi5x8OBAtAOIDo23n+GymXulTq4K93bH0AwgGsKr274Zn6vYYvXTqvdwEQDqAK+bvPjxCmXxm+s7WbeiNAOIAhBYVvG0K0tXMNVkDuChogHECPpY+7eZGlqwN+gZ6y1QLCAfRY/uaaL7Lrm7/Ud/7t+T+bXxnWC/TNv/g/1QIwIREACJUDYO2U/779d0A4ACbktzbcPrghVADCARDmJwDCAZR3q8EV+KOocjWfPlRlAOEAWN3ZBlfgx6PK1Xx+Q5UBhANgXK5NVAbuhyoBCAdAlLooqS9enqgM7IUqAQgHQGj0AxAOAADhAPrtQQe9AM9OTxz5+wN9CBDGJwN86YuU44KtEgiVA4BnBAMQDgAA4QAAQDiAqjzsaPDQbWORAeEAunV3zst4t6PBQ2e+7Cf4jR84jQCE0woQQ6w+7JpuCITKAYSZBdFp9QEQDoAGnPAiB4QDAEA4AACEAwBAOACi/rsRAIQDGIf0wZIX/9NYfmnSXeEBEA5gMPKbz17815+/4Hf+eeKY5NEVTkWccrESIBzA8Fx8/oI/+PPlgSBdUS0AhANgQn5dtQAQDgAA4QAAEA4AAOEAABAOAADhAAAQDgAA4QAAEA4AAOEAABAOAADhAAAQDgAA4QAAEA6A/noa2YcACAfAc0cj+RAA4QAAEA4AAOEAABAOAADhAAAQDgAA4QAAEA4AgBr8P6xGYhn7ON0EAAAAAElFTkSuQmCC"},{"t":"2025-04-04T04:00Z","th":76.0,"img":"data:image/png;base64,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"},{"t":"2025-04-04T06:30Z","th":78.5,"img":"data:image/png;base64,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"},{"t":"2025-04-04T09:00Z","th":81.0,"img":"data:image/png;base64,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"},{"t":"2025-04-04T11:30Z","th":83.5,"img":"data:image/png;base64,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"},{"t":"2025-04-04T14:00Z","th":86.0,"img":"data:image/png;base64,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"},{"t":"2025-04-04T17:00Z","th":89.0,"img":"data:image/png;base64,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"},{"t":"2025-04-04T19:30Z","th":91.5,"img":"data:image/png;base64,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"},{"t":"2025-04-04T22:00Z","th":94.0,"img":"data:image/png;base64,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"},{"t":"2025-04-05T00:30Z","th":96.5,"img":"data:image/png;base64,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"},{"t":"2025-04-05T03:00Z","th":99.0,"img":"data:image/png;base64,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"},{"t":"2025-04-05T05:30Z","th":101.5,"img":"data:image/png;base64,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"},{"t":"2025-04-05T08:30Z","th":104.5,"img":"data:image/png;base64,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"},{"t":"2025-04-05T11:00Z","th":107.0,"img":"data:image/png;base64,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"},{"t":"2025-04-05T13:30Z","th":109.5,"img":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgcAAAEmCAYAAAD2uTM1AABGLElEQVR42u19f7BdVZXmWvu8R9IJJjFQoQMF3f4ABgYcoMDSQltpLLEcR20goYVR0dZusbHpbmUUxx8jWoKDjk1BNwzQSmMBDRgGKKGAghJGKCilCAUMGWAgQ1JJGobEJP0S83jv7DV/3HvuO/fc82Ofc/Y+Z597v6+qq7vDu/eeH/vHt9f61reY7w8JAAAAAAAggsIjAAAAAAAA5AAAAAAAAJADAAAAAABADgAAAIA62MWChwByAAAAAAALWC5s5XtmCSQD5AAAAAAAYlhEjIcAcgAAAACMG15HigHkAAAAAADiODCRYoAeAeQAAAAAAAYISazpEQCQAwAAAKDD2N0XFgbQEIAcAAAAAAAR0TKQApADAAAAACCHqQkA5AAAAADoDvjXSpxu5khNgBwAAAAA3YK8UzM2c5ADAAAAAAAAkAMAAACgAPPQBoAcAAAAAECcFExZTidAiAhyAAAAAHQUU440BtAugBwAAAAAAAByAAAAABD8CwCQAwAAAAAg47TBXAqBAKkAOQAAAABocisVpqE7ADkAAAAACKJESo8Y9MHPYDsCOQAAAAC6gTlL0YN5kryIgRynEU0AOQAAAAA6ARspgBkSF6WR6h6GTsERmO8P8RQAAAAAAEDkAAAAAKBmxImzqEQAOQAAAABorLQG8720AL9QMYy/qKHqhJnukJCRltjkmxYVAAAAAEKSIY+CuNagrxeQI4StkA5THUPymoqwv58lkuonIvT7imhrSPRmRbRDE7EmeaeC5gAAAACYYOwloSVmmzdvYJGjhMc+TTNFzA+yyKn+3SvSCgAAAED5jT7ayO83TDUsMT/VuyYG/KDjKoc9BumNKBpzqrBa5186BJEDAAAAoH1sY6HVzZ6gg8tCCS8M2HY0gFDKCAAAAEw0XmOhVQIDI0K1AgAAAAD0UIYY7GjGtIifXqgE4Ec9qgrYTUJbFp6BusPf6gpEDgAAAACA3FaB8Css8gcxIuV5CgKRAwAAAGAU28uf8vl59qcVc83fVV/UYquFNT+hhokBEfmuTUDkAAAAAKBC9f1StFmutMk+o0SO1W58HRA5AAAAAFqDC2IwN/6WyuoWyScGSUvqwB8CBnIAAAAAUCvdHsedIOyfvcWqO6A5AAAAACyhan+D4O+1jGU7aLKvN7AF/a6c//ZxaA4AAAAAoDnMkjTW7ImK0ye8XpG8UzN8DoBuYCejjSoAUEeNhwBqvQtk1qn7lYX300ViAHIw6VgBVzMAoHE3Hmrr5N4B8LOWDJLmSeLiwnjZohNi0MDzBTkAAAAA2ju5V9UH7K2/QcoxljbuKeKBuHAni/PNu4HICMgBAAAAUB5b2ZpJUKXPLSn5ud0NRTNWCMc3b3VXNysyQA4AAAAmBHw/C2/K2NRfLbnZH9xiaiMn2qAuDEX9VUplxrLmdQj8IIv+aDfNo0AOAOqcTzkAAJUgHxSWwzI29YO6o0FSX9GjG/E5PUKgLwuY3uPH1iandlfXBXIAdAsBLFwBwMqp9gH/Kx7UPenXqH+sButA8KNQiIjkxoV/4/9TrUSfn4wJFOv2Zringee7zd1vgBwAiCYAADXYo8CXKMIH/D7Vqr/Roj+cfY3BWb1IQfjlYOhv+F6W8OtBpXuTE2ICxboHkX/VZLsagTcmyMBqd+8QJkgAAACOa95HOvIBVEpImNALqAu06MuV/WdquY0y38cipzl499tZ6AC3YwqRA2CsoG4SRBEAr2BEDF61Ex7mlx2FmffFTrJNRz8iYtCPEKo7KJMY8IsV2kzHn5nlXgfGxKBs9PMA4ao22iAHwERCn804oQHUKZtfIqKDhPlllropMnlrxmZUl3wsjm2aZTs0zufcU8p17b82lDy9UVZPAvV5LXJ4udM0P64k85mRu26S6hap3Y1Rjihx3RUIHdIKk4Z9JEMTHQAAwHZfgj0kVdo8B2dpCW9RnV2f+EklQ7oF6ph2K0ZSEDmgCRPjtUgM+JcGp5e0Ew4Eh0CXowI0gX0Jllb7jqrEgF9yEGLfXP47O0sMUqIXIAeE0r5MbLE74eTfGvxRWq113j2COABo/lNeaxAvgZupPofi5XpV8v1xHLJmrvLn5W0OxHmHGnxnopRQXT8+miekFSYlugB/AAAAqmCGhPbvrx8+tUKOmR/FPQ7ahvqZiP5kSe3TPhLi9rtJghwAAACMw2Y9Zgi+G0r4zYCh/YJDIjCmGAlz7kb4HwCsoE1i4FhHEX4z4ODSsPJvBN/L/qz6Rcq1b2/JJbIBYsDP1GtHDXIAkJHhRoSdZk1bRsqDliGtATjGvMcENEsbsyt9PvFT5Rd2fkyJ82faQNg7/FrAbz+znP5Andd3S/xGdtRBfyTl2h0bCWWul7aJwIujbaLl2HriSKQVxmkDP6AFF7Y5EprGxg8AbTjwNQl+jkWObnaNOeGMWSEimmGmF36+n1tHwLuosx0UoTkAaKJqpSuKLfkBFt994wGH2MxipDT3dVF+icVIfV8yb80vcmmTIBNBMz+iRN7TO6VWtYrml7m8GRFA0BzQhHsYzJMYhUyjsppZktZL/JpS3Ur7DWXUDbBs9gqHdnuTMS7LSxKDAj2AKTHgp1Up976IGJhYRfPj6akPU2Kgztfy5rXzYsWVMKOEk++1lAqY6bbOCpEDgFoNr+5koRU4MQAdxjYWl93xyKAR0bjisDVzsum2aXbVsjrtIKHuJNEfG7PnWyGSi8gB0A6ivOsK4dSoSNnIB8yQgLawumFymyQG890a+/yc+cncFTEgyokwmv7kPg+eu2kVWIVILsgBQLVUtikNPcqopvkplS7QKmva5IHJk7OOeAC1ZjfuK+LzrorAcU97z8FU1HjgmnmxHSlQdxXft5GTKxHRzMJtqJuzU4vqJw7Tjg4jSEgrAJ0EP6pETvbLx9z4muBY2e57qiia6yx2sdDy4vtV97DoD1cQEz6rRI5xMxf/8Mw5+b8/n2bfQvD8hBI5sVt9FIyFrogcAJmD6PmUE/AOv07FtogB/yY/yqFujLH+vQWCr2OkM1GOSYYTYhCLtJUJmzeC5Wb3W4UY9Ma92VxMjSgWpEQaJwZEpO4zuOcUYpAXlVB3kQSXhGItBVQhAla2/wQiB75v1BtZ5C2xlzopp86q/glbWOgQYSun9pTvcnlKMsZeEloCgkGO2wcPNv0WBbOlau9NSxtfY6FV7d1TvPSRSvgdPLluEaPfTXPrKcjBJAyoGRKaJqLfMRUudG2ZKRH864EOEte6RC1GPkYOAk3jVZbUrqguyc9PRfRnmH0hbfwQi7w/+3snyUMFaQWagPbM+xPTImJaITyUHkiri550YhA9ExADIAvTxIN25nUjONMLU7A0MUhRy/OTJcTADybSHwc1P/dNiYG6KSHqs0kMYiH6JDFIpkLKEAN+TAn/SsnIc7akmwE5AOzmplbGBvci/zfAKh7z1AXzJoA63UfhEEub09Ia4y0lhSAn5ITrtyT6nxw1+m9ttjkmouwqiv8p7Ry6Dqj+u/JuzfJezXKqfdLVhKAWaQWgHfvjIkvWDSxyVH8CNG0yM275xknHOJoGGVYgdAEHrJ2X7bdOjdxLcJaW8BbFmD9wSATQgIagEwDGHhCU+r0p/pJFTumnYFeOEjC+j0VOG//0K9IKALXqkEj+97nPMzgh2y2xARr7NN+4EYOabYmPPvMNv8qkT+lv/CvTCUBlYjDbLQMukAOXD/fmBhvyvN7MBhN8NxR+hYUfVX4OdAeWpvoT7HYxR3UIlQ6pk4ct08lAI9GVcPjm4mc8EOuVEQe+Nvq9z1luxcwPeEq2U9K0qZ4yIAfjD+ebShwHVttg1F9oISIKvh9K5JKmbhDhjSxqXcpGu4JJ/kBYTtZsvEjPkrhizeq2xPdGIq0dLDRHC/9TRem7D/0avESLufaRjoWmBK9MpCzml9+aoZJBZ0t5dwmvgmj+W/BX4F/lH0wGFQW7PZ2/seuSIw2eR0uiUWgOJhz8sBJ5X84kLxIDuhYuEhHtIeFHmDqV50O3ScB3mJomNYmWDZrIA+8Mfo4lr/8E/0aJnOTeiA2RA9sP9Bbp1Gmz0PK3qEpgEbHz081S4s4JgEAMAFewZWW+2L8Ux6Lz52livFQo4Z1h2JhqhBhE5eoplsp1msGBHFiGPos7tSkE18xb6bIWXKGlqaY5Y3VyyzpFAOP3Xg2b4xT+UUwoxxu7MR/4mdFUgPpmOPi3/df2/u+5AzlzzqtfxNItTWietlZ/tvx4zvWVjLQGl4Vi5NOQomeRt1Y/pCCtAJBVUeSBDixNo9KithD1WHCVQvExvEtjVCY4qaFqG3PvRRY5vP6zW7E2lFkieuMYovBbQSffBT+lRFYL0RSVFhFX7XgJnwOA2qikcCmY5AdZXDiDUZ1Q7EpsEAChV0eT68x5WvRVip08l60sdHDDc3rcDNmQVgCo4UqKQmIQb3+8xyAMW7dywAYxaMuyF2kGZ/n6OjlZ8sCDw+uT54Ms8hdT7p5LATGIKrAGm926ivMonstfJrW7bIIcAP685C9p/wbkEuJBje9SYvXlgrxaLOyenPTUZeMmMihhmkbKIXXzqVIjniCJlXOyOybAuKpKzj32XORUYTmuvfbm4dd76YtIs6DPqDiPolz+HIm6u+ah7KPdmcsgB11t/JL1QpPseJ5EX6GcD8jg8vIbdrzGV/8oYHX36GIUkQb1t/3vnyeJJr36qxTSEymBfXcdjJ9GtrKkRk+KmvukqJNT/63rJCBDdGdUI15X/OcgEmVs0mMQLeP1DoV5VUL2/ecSCQxrv/v7zd+R+nr6bw6aFNWdG9PEeu3kEHVoDsY1WnCjiByvCstirA2kc7TIjQskRH0rFPnkFJUVM/GTSvI6yxX6MlS9/ieUyIma0aQJ8DrnTS00X6rQB+XgNfOy9bYp9qX3BD+rRI6pN7+L/AdsE+LMFt57SGp180TkoHuhUfULEvUTEXWLiLo9neUG3zVj5Poc5qYGMhGR3KiYP6eFdpOo67ToiwOOiEFwVXpag/909N/lBJ0aQRj8dwNiwJvKnwi9JAZdstt1PU82eRgJOrhlYVoJYqDuqHFqrpBO+5fTVK2UY3RQsOfnYj6/s9JVsiJZBu4uXZtJDIioCWKAyEGL7Fp9PRT9/fySHvWtUPTF/RD6T0XkXYrkCOn0hlEUGQAAMvH9P7TljdlFRKetNswlSpBzT7Rpf/8pLXKDGqv5rtaRVNYvoFqB0GWw6GT/fYNa322xP9moSY4STluQjBm2BzqJODGwdRrkDWbfY/p3reR3AbLp+9/JVE8dYrCLpfL8LuFNUoYYEBF1mhhsS18vJoEYgByQ+8YaQw/71hKTdweLvjY2sQ5low03bhxkVW3voAmRHFa80MQbK/Fv0jdnOUpYXVicbpGj6m0qcjwiHjQJguGi0tGAmO/zLM2xXNhVNU0Z99NBp0Ya1WcEPwy7Ra5z/Awy75MgSASMrIm1hJ9SRDNcuWsibWcZuHHFmnMAC9aqAzUyAHhkFyzHdoBMGq4pvIFliFyniOKCy0MJL+hHRKMW8pYdU3m9EuckvSAyxPexUBDr/tiyeBHkYAygbiWJSmHUl0PRPwoYam274dvgSi1ysCJ5uyJ5R28R4edZ4mVv6m4W/e9LXDdIGeDjuKg7/xzZnafOy++FEn4jZb2LrMl9IQYA0gq1a9MrYKhGVvlxTdSCWlv9zLBzZRli0HdcDM9XrE8njogB0Wg9fCliQET8fMrLepWhP6CMVtXJcemB1sXYW4DK1b2TQbtxcpUKqUvMDYhBanqyyjL1jYyD0CEl9A4GxKCMLwIAcuC8rEx9cTQnp76Qkqfr5zKD74eiL7MUNehg5YL+pAPrZpO66M3VFo7UMqiDSkYeKCOXPT9GpkVzJINW1fFxOUVcapN0gLwQMDluN05EPcEgteDA+brZmFfna+FztCTdVKs0PONnF/LxwQ+a1RnIB7OvV33FwrXMZLdHNjHy4ldYbOi3svRXSCv4xBcuDiXeZUxdL6LPZVbXadGfU+MbAotrIcjjSI/P5AkGR4CnY+D31obyu1sDbsNAKc13oIobpvoFif6Ig2drs5TWgeETIge+nII/Pj38/5/LrG6n8SYGRGSNGMxaOFFmsXgbi27ytF/1BJx2n54TA34QIVrvU3uOUJYYBBdnnMojYlDjGVW1yTYiBimVZfxowan8UGF1k4jTiGd/nall8Q1yQO77w+ctoL+eHx2Up+M0aIxFVNhZLbXnQnxyutxkk3nlqu5ki1ocE0Wpiwz9hFctt33ub5I3/maLyyJ9uIUD18yPXOd+Z5mXMMajp7n3WZdIbWfJKhWv1E9j2ejzl5OLtQ36VNVIOkre1t4cBDkwYXY5A9qXCEFwWdi504u6s3iSy66egFDdScLrlUQtdvXZzDhlkh2DroMsLkBN3d+++uHqytdb5jNxUjhLUngqbQmv9/sgHLZmbnB9c+cFxs3W3mTaaClBhqKOiVQmYrms+nu3ttlWnDN8b41IwL5m1w6QAxMhSQG7P/tP9kqZaIOTPefChssiLWwC+mMGk/wdavC3crzmtBa7WSFNL1tVd0VjMFfx/TZ1f4upPUFvXg38E+mbf3CNFlpEHD+V8hNK1C3lw9P8K3cEY9Nt0wtVPu8XVj/Jvr6Bp0FI8q+XT43e89XF86+qR0ncFTZeicIPpW++cZEkEVHV6IPJPeXe74dqkJPFza4dECQC/hKzXyuRd+rczmRVxUqDkO8ipICoIWEZ7SNpeoEzup80UViDglufjbzUN0PR36128GhFlP0aC63Kf5adN06bJyEhcu2xgcgB1ct/8efSmeT0WRpiLhPG/VqP6Qd/n9Kh8Z26sDNZHjFYEYU6ZzJOCQXEgH+NXgpks8yuCWLwWuzkmBf9iN9PmiiswUqczI1qa+xetrcjTKtKDA5bM2edGBiV760SHokSpDxvL7t8lpmL02jZ3C5rvrtgAC0WkuvSJ8DcLWryTqQz2Ytx+IWM59Fn+eFf5jyvtFybQVhwZ6S43r/aRMolJzRmTn9VsMPiArvT0nfFT41FC+jmmr+5l8R6CjHuSxA3OcohK8GlPRJ89JlvWLmWIxLfs2htOT3T6jXzEk9PWCNRJ5nNR5P2zCZ9XVwbQ/n+uyAHeaw5w0lvkONeaiHMOk6INuGc+yrTxCX3xGkgSuKzU35r+5iU56WVVFbVgVQ9haxcmB/8XM3nuqKFMG/dWvUlxHVr1EcEeUnXwh0skYESvzD6jJevDSX8Wo8EP/fz/Ti4sn7E8oWf7zd0DbMlyxq39cWNVMU/wMC7IFMDFVYzKCpNUk4R5hdZTATVtn/XeFxZcIoEOSCzBkrxE2th2Y6nAhOyJS5MKyGLE4K8+0o73BSVe81Um4Ryk+LgKi18buz9HTAmTZrSiGmLYsfMJjOvwSuhliBvpXDUylmOEE4K7g7Rw5qx8PxeBO7Na+flyDPfkDevnRfewPL2M+ekbgSB/8xxqtSArGV6FwQ0aGevvtF7JuoOd5u3HC5sJKhua1x9sP46B0EilWjDvKzmYJghqRripjFqRlNLRFiFAX8tFH1pAOHhhIDvZamlCu+Yo6H6mQg9q4mXEIXfNh/nwTVawj8vn/7ks7XwMiJ9dfpn+UklaW3kWxkLD7HI+2MRroeVyPvqXZu6WUR/gpl/pUTe6+g+E+JdflaJSbrEphgY5KCraLCjGkCdsTz1crN+mSWtBHXw3zex1MkBTyqWrA1lb0bI/9+c+Yb870R6IC30XHTC5BdY5IiFv0ntrjhDoi4NiX5HRH8UkM0TNT/A0lpfDFO8ykIHSqORO35KiRzXJws2Dq5jTw7mLRmjAH71uc+LuOxkaSVf3QR2sMTz+kBx/b+8V3N0ssMTyT9cqL8MSbsUTlcpXXU05m22ew4uCSW8aPwjkZ3THMTNLyijPKmLboFjG91IoDQxIMqvNhg3YhCvAJggYhA39lH3VOye2Q/xWiUGKfqapoVoQxvTD3trm0nfi7jbIaW0a84iBiecMSu2NFX8eP+9mlpdOxrztogBEZFvxICfcVNy3TlyYJLLKuUWWLKMK/4iconKpCLu09/htEeW051zTGikIJ671R/26BmkRCIHYfO8Da+gVXJVl8PwK721zaTvxXyFIOpxZ8zKk+sWsbWqnkWD9ERzc/d5C0r9O7tTSVbpwIVqBbJXxtVX48dfhJyguTRB2DHm6m1bPv3JUr2iOvi0evPYd5SNJsmJDibc3hYXnHmaDCJr4l0wZ+lZTKX0XYmqM5LEOPH8TYRsdctDZ9nMxZCIKPhRKG9aG8pT6xaxzaqe6MQuRwtHRmfnJu3mbW+WFsTOPlciwD6Z/FTa56qYxZKT3JhB/UxEf7LBHHBbYs0GLXcBA5JwqMV3kSNC5RdZ5PDm3vs7znhDnl6XLTbkjSx0UUjyz+0bsfFLLFWaHfFGFnnL6Oc6bX3cMX0UIgdpUYQqJ4uAuBPEYM5tFzp12/DfBlfoZolBVjoj5+SsPm+pfjuNGGxrP1LEGyxcw56CMVDX0MvED6HMszQkBmnGQpRleBTdZ2I+yOHCuc/YYtTm5NP3DYjBiSnagOCHochbhNOIgfqWQy1Wxrup2gUxjRjUadTkBTqmjwI5KCIJVWxdX7e4Idh2+5q224VuaPOZIdFrYrW5r7CEX2ru9ML3cbGX/j4SdcECGeANLPpaxVWsSY16L6xuf0GQoyxcQ5EbaF1Dr1UG1+jgWcoRwqU278ULZju2nrH6qvmm/ejti1nd3rveJ/opALVu4fojTUIa9MXFWiwToWOZd6O+1l1xeO56MgFQUNMXbKRV2N6bLY4p8YxcpPQkHyyMiaqCplm+nGbwe4uJ9eULhCW6djlJxrL3QnCVfw3ACq1dm7QVn3NQ/py8/oLv1z8op36Xu/Xw58/of3+BnkndunBd/FLGSf9Uu3O2TfMxfrnm5j6Vov3YNTmEYbLJQTz8nBJuj0+m1nra1124HBhzyAcku0KBHHbZczkR7hy/Oc8bWMLzLERu9tjdrAutXU2iEFssjQsX3e0c26LLP2a806JKl31SLtwfeiRiLRHdibo35hlvGZkv9YnSkDX48uLv5EfGo4oNaYXYIhHVEEdkQa+FuDCTsMQ3jIIKhcLulmmI+i2sEraapskySDlBUWMqdxf38KfDEQJ+REk81B2FoslFSiEPrk5ah/Tvbbb9d8IbC8oWC06wUfOlpF6nqPeIUQvj+Cn+bC53Dz7ZRE+Nlo9mlSyadm8sOABx8P3YflBinMl7xqObK8hBLGc3lK+b9pwYVGX1M5YW07QNI4Pdp3a3LIoILIp9/4HCxqfXClEMOV4zfS+9aif4dmyBMB0TFWvER7wVYu9Kna9l+qzsFIH8s+Lg4lAiHURygdKntzSelztOLc1wdi+UghC6tZP8W/LvUd4qub4BUfotrtdJzoXf67dNjufBMzfBrHLOnChk0T04XX+vK5H6iu4hJJEjheN6i1qlwtF6tJUlGjvh12P7wSIL8yfsVjmx36WMjpucpPqEA9S4ZfUektrtr8l+U61BA5kmri/HIpp/o0RO0hzNh+DiUMJvBbz/2lBmDNrpqi+Hon+Ecd7ownq2FhIiublaWmfJ2lAO1pr2MtPWRAtkG42lgqu0nZRTV9ag/twpenbBD0PJE3VS3RTpqu5ULHTX56AGcVD3sOjThHzrrtYIqvidFw0iNM5x30WyxUZbrdeWb2EZpBGaQo0Oqvw5LXLdwsbLn9Yi/6Q4uTnw00rkHcOn/xVrQ9l5a0mH13hEa4L6cdTuVGjyrie4X0930wpVN/Z5EvqtNvv8Ps/CQMnrqZIicCCWGhdiwOdoiSuTXfaDpwKFt/pSItTaohV167XlFolBcI1hCLsiMVB30RAxICKSf+r//6uE434AcWIQpYxMiQE/1P+eZKorQQzUT0V8c9UcSfNUTAdYIQb9d82PK0kVoE+wqd3EaA74MSX8qBKaItbnGJryLM5hk66uM1Zvf3zS5CR5PTkL2OCzM44meFQPPUfiWjDY2CZ4o2I5ui+A3E2iP+52YdgvR0Ogr1BsI39Zxb9hnBH+ueNQ+v16dJH9i9h7TvEDWL42lLmS3RHl/b3v4YfzRYn6MzUMyGpsjFki5FTHRA/an8u7NEOAPqHkQE7QJCdbYpoO2aScsjBx1kc+52SQM09g8Nk0ArGPpHaPhzAm0qtzqt3pbvOqXOd8oDAtI+anqpUkRZUBwdVa+H4W3jR8HZHpzRvJDaEM6TSMnPG98/WcAcmDXgjUUKOwrGf42d7mzn9WHHXQV45u8jKT/5ldUbRgnoQ/3e91cLGZeZC8z09lfKoIuYZjIgDNAbkUvvEjSqyWmcySWFGxAtRWfrjxjahOY6oqvRtStArqJhF9Nnd73LY499RdJPqjBr+9i4WW9xoOhX+ZHhngz2qRnyjm51lsNAyq09OAn2MZqun3bbN6Sokcp7HeInJAw+YrFk7r1utPQQyo8dKetJKw/TvyHup2rKzQ1El9KxyxfE4lBlv8Sz/k+gdYmHu8qRfVSXpEDD2/vx09wacRA36OhT/dixTFIle9YR4Rg4RmiM/uEQMiIpUW4alhLlblhC5HC7ceycm7vogYmF5jSEipjS05WNrhzbeNgVlXCzGfUzPswgCoiqg0Y4M06nOw28I9pKRBgh9b8o+v8/4yRF36HxZOrMHFoWRaPpcV/TXgXFmr9j4nXcWbWIIfhiKHCcthC02K1M9GxXv6vwSpc3vQxCia55eEJP+kWD4ozC+xBJeHErUrHiy2F2gKrtHCG1nUnSRy08K7CS8ImM/REvwoFOvtz/OeSVLkbKGTZV5/Bn5ESZFpFFlqqkUBDfwlIqOp0uLHWZK6jcuKdCGEtELLLOh2EhdGMLxejS4C4xC2zSqXSpSQVm3J2okxcydJsq97VGaYVi8dXK1F/1FAtJVI3iu9022LJYiRvkH/pynimeKqg+DSUMKvpajlo7RNB8rkjNonl0jPBGdpCfvakKGS3TmSN58zT7+9fsq6oE7d4V4MW/qaLgpFXxLYseJu+dDHjyuRd9WMIue08CZoDvxdwLOavRR6uvtgCFTlGVwvos91Q0bUrX0baceGVIDDSf4rJfJeB7naKhqIpgjRDwIOrtRC/08o/E5vU1PfCkVfHHBwSSjhRQUbXV8voNaRDBoblXnmkXFVSS2UlY2rDLay0MEltQkPLvQdqDQeH1ViTRwOgBwYGRt9OGfAdsydCqBGzLMyT8vUMTFkh04y6vNa5NwpoqVE/N/nSV8VE+vVPFmmGkil/d2FoejLsv8u+E4o4bfhKkllUhYrPF9fsw5vE2QcNZGljLnEgIhADDqqoyC3OodaxIBoIIYcySvuaFjYtaSGKVi0GJxXvr2z+omIutHMaEd9Xgv/Wom+VrGcrJmfC4kPEeJPxH63Zsi5iBhEWoE8YkBEVIcY1DEe4vXN5qeTxj98TmIMxOY8P5ZzbTaIgWsxZFZUd6Vw8HehNLqGzvu/lnYvcmASuu+HBLGbk9284C4W2t9D2+mWUx7qZhH9CU7vwVD2VNJRu1Z1vhb5bc9IKnWhuY+FDiOKd4qkMmWY21jSDIR8icKkaY+cof8s2tA2ddYqvQ0L7oI1KrhCS/glf/tbqE62CybzTnBxs5faKlmakEZK8Q0uznCnxrQfRc22wvo9KvvUWzZcOdWd1EDS/EduUKTOH40+BFdpoVWcTwzSum7GhZx9YlB0Ko+XEtqIwgxU7mTQ2bMigr/vGx9d2f/fseoXdXPK/fafhQtikNk2OrrPQzq6hBoQg+g9kG0xd0Zlls/EYDKqFbpikEMdq1oYNzSVs/fcOEt9UQsdT0QBk/5s/uaTpWAPLgslvHDh39VZWnSBPfAha+Zky23TnBb2lns0UUAk/+hwMc06WUaNykzXkRrvl59QIic2L9TzKRrAv1bZ5bYdRherusaaHOQNetuOZF2pbEhd5H9Bot/FpB4WylVmT3CHsroEaVw7V6pfkOiPJMKlPwxFVipadK8mJqK9yWZCyVTLXhJ1cUj60oCHShFT0jRGLqemRC8n5WPdTTVrXERtwamZVAQ1HZErSu+aCBkNU3OVn+UsCU0RoRqrS2mFmgI4OUyYH1aivjwqNhkiBgYGP5V9+lPwH/9kr1ebrP5Irz+CPoNY3Umi7ukbhyTNTKYweSJiUNbYpGliMGSmY2sje2h4PPDL3CMGsXmqvhpK+JWA9WeZf3drwHuvmaKiVMt+n9EDIaEcLgPjmrQ0TdaGrW4RGQgbTSNAORuOVWKQ05hMTtA8kjrYZmetGVqzbBGDMmuyie7LRMhomJqrQgzUrf1Ij0tiYJi2rNrLBZGDjvuCW7vPV1iabKH7dx/dJX9913J2Uq5UFImYdG+FKKRd5kS8jYW3MTVyGo2/n90ktKzEu4p8BM7Xov+rKldtEYveHLB2XrbfOsVZdftVIjb8AoscYWecG/sW7CNR3w9JX5xTJVHQm6OxtSE5LslxdC5Whp4Mz/MGllIiV1upv80sdKjwyN9WiSx6us6NTSnjRBCDJ5X1ya/uyj8JDIiBrXKlMpGISZePJhdgkw10tbD8vjRaFqru5nLEoH+qVHeR6CsVp93XUHljcsx+c+FA89vViSUsYeiTSgwK2piPEIMaglUTYsAbWWgxsb44YNrGkvl7BwnnlTqarA25gsPtBffZ77/Bm7k4qlCnjbvKLkNP5u3lYEtr6/Ox6zXRjEQWzsm/jSKLZbqeenoAUqjLb96sqUbbaW6lu1xbzx1pjGo4uFminNWeN9W7P74g/68wtVIh+EEocnO2+HDgZRCS0B+XXMJe415+OTFe+b6ceemyLHoHi7pjfrgSYblwViOsuuWSek3OnEpzu4xfR1+wWWhPTUS1LMPLbJbLS1bAZKxVufqzCp4luZGneZIu+ByMNzloipGVeNGFZk1NPZrLQyvE4KN/8rvRBk22nrunE4ifdJQbrEGq6pBOcplPzQk/hxcFzA+x0FJidVEo6quh8Ge1hF/NCK0nx0NATA9np0WTDbH4hX54OnlNAbGc1uy85Bf7p/D1ROHfpNyvYU2+UZ66TsOxMt4AwbD+hLrQuM9krVrpIGLagYOP8uYkv6fcoDLqwkctey/MkuSdnIxf0jrK7aYWXGVWn6uu7wufZknCC+xYw971P36PiYj++PR9QjOWSx2bnkCGJwRn+fwapEp/WLgoXE6zDhbumqdqeX//NHraFNHbmaIWxln6FHVtYqzvzZGsJDbdodNchWeh7jD/TK6bYHT6nqVej4I91d/LoI1xHnJSPtaJbkc1QsE1Gh44YyNINBRxqLtZcsOePr8cE7FNjhd91aYxla+3ieZW44gOO3oOGnM11FlV7tYDvwN1G4leQ1wkkONNLLSBqOnoQB1RtYn7oVWHvaL1tKicMPp8nXLntvozoKlcx8hB115Y09fr6/Np2yjJ5XPpQHMZJ+rtrJM8E9FOpsqdGWu8K/VTEf2Zkg6BKRUVrs1p1HVa9OdGN/C4n8PgnRWo5PkBFvmAwbWWea6em3JRl9pRw+egobxqyuDmR6qFwIaUqOS/vmHQyGZv7FntTcm3+ijUjIjBvpZyjy4J0wr/T/eZxGDG8vuY6tWGq++FVi1lRwjI3vTrLk0MiFLD665d65LEIFrD4qK+wTvL2KTVnX3RXAExUHezlJ4DBcSAX6qxdtbRDDWoN0oSg0gPQnXcVkEOml28KxuT7Ned6gh+gUWf01/44iVeNq19m4g4uKqDTssVb7dI/kzzv1s87tPxasq1ObIQlz9bkP4HVxvmbU0iS69yLzw93Zy9rfPF9lpdyXVRf6xfHndf/jVaS5/GxnYt8lRHMzRV4NRaZh6XrDYwqsYgBx1SUa0wbL1KZXokVPmNG0TkLTXCng1vuqklMNtZ+F40jco86Rxg8fSXpt9IIx+HlHPYbBL8THMujHLMwmYXfsFi74PI7Cck4mfsieay6s+b8L3Xn1G1mvcYaybqjkcb3QtNKySia53pl/fNkxSKRU1IR3wer5TcKorG2jU34L47NuQg6clOecYcFU8++lO9Uzj/RknpSeNLTv8AYflQf8I66HnuVeUHFVQThI4V+YmQID+jJJV8xBc/z5pRGeWlTYhxQXhUHzNFTUSg5Nj61SERwbDlfGjlNGy6gcbHl8mBxXQ87mKh1xxtTEltx68y1pjoWvfvl/dNEQ8OAGlzuaohVc5aLkfUHMcph4ei7qFDv/9WgQlS1Y3RyoJ5kmZfOwqW0lIcan8ged0FLb5ArJRiD/SiHGrGIjXolZAICWZuTMvGXMQVEBeFR+U0YXVdP5XgU5olCiPHxo4cqzkvlzzQ+dic109kjLWXWfgxJTTPPW3OznJuelXLD0eiJsuF4+6DTgnreyusMYtS9EtpVT01e1HU9p5J2aMqaWImghxs5RHHMwKokSYvNAFphBoGL1mLlLwv+x3w/Skng5sEYzomuOMZjy5qZbrAb5BLDqkXgYppMwY6H5vzOqP9srxVWN6tmVb2DZlWCBvpNaL0QkWfjVajJiVTH7wxNueS+qWkhiBqKpWSes5Nx+4jcdGgrFPR2C6VMvJjSuTddjbLsg1U1B0k+j90wMij7XJBmqyW1vywkjzyQONkN1517Mea43g73g1b/0an+6Fwr8v7m4Q5nXV/Y+YxwE8pMTKmgiCxArttgRioG3qnQP1xx607yXK5YENdIMkn18kmkAjzyvs05zasoXZTLrxeSS2LXLKgsXG5cdoa71nEIEVbMZIHXuWg818kRtubvnEmW2STrcoVA52BcfWGaaVQ1jvsODFIpinHhRiMV2+F/uIY9UaXI4TV18xCRvpTzFWqAYpCgYXf2RfXVFarbna/cTfZHtpmGSmvVwthY9OcZPT3K0bDlLkNa6jFlMsOFjlesy8aCBe5e+dYQlyqcspGT45F1LNNnqLMUuvIWppsVH2UJDoj1RtbM+ZQliZsn7+1/oM0YU7ZcqFV9lxPK5KppdhNSCtYg0mv+jED/0aJnNRxplk1LJjiVke+hGnTnPReZJHDhHxzkxtxzSuwEqYmUkEepIR4vZKhDoZNh+1Nfm8nC80T0ZuGx1Xw7VDC74w69vEmltQW1F1Hm2O27DXtIeFnlFEr7ty9raxl+k4W+h0t6CsQOWjwxPMNS8KUjFKjKHUxUkFBjoyByHNTK5fEYDcJ/Wu5r1c/i72fNCe9w4WdEoOKrmo8S82YT5EHqaASpzF5iyzMxx3cfD5/mrgw5L5CmA6Mjav+2pFGDIiIMonBTgsRxMhYaC/1Sr7T1jFXzqplx+xMA+td1jUtJS5FDIjSTZGWl/RJWSHcJDFolBwUhvhrRA2GlK0Vob8X2LEjztgsI7+FeMhtUD5HjhX9LsmQh9EYWkY8yC8bLiT6ky2XHlUc/142FbNMEgZ53TKEMkoNBbGxYCA8pabKsOdJRjpMGhBt3pSy1tmw9Y7e2RLqlXwHKRUCvugD9nd8HTlluUUuldY0Na+2XxrsT1qhYgOQkfAhdcTMZ2VHw4MhCf0LD7uo7SUhnTJpO6zA5qeVyB9qr/0M+HkWOTIxjmZInC+eBZoDF2WBVMWY5gDPm2Rt5BH3Vn5WDblOkovOn1tYSrsgxtOHvqUBNrO48H8xTqPWachWsEY6Gw9tRw7URSVOpxVDtp0jBiF1lxhEp5vkwrKEOHVD6hgxCK5cOMnJO3oivywjm1ZTOX2COUIMmjhVNUwMhp5/ljte/5Q1VFt+gPCg0mbWT3GYHDp6WU42gnnqEYMowlnFHjm+IdoiBhZEe/y4ck4MIpF7j3xzuYZsWwsiAMk1MpG6aYsYOI8cpDFjX2vZ2zwtAJ4JJifBR8L2Ano7iT69/WfGD7LIv6MRkR9l5a5dkqmisWerxr/seB2X8d0X+vHTSuQdLW6iz2cQdZQy9r/ob0bL+go3wZrEgJ/uiAtVTJgEYtABwWTewtniKTQzitH2hvxp7QUxICKSUxMiP2oxdx0U9EQIiNU6C+NJlRRIT6f3LuDHOubq19fp5BKDouiEhfbKVomBRyWg1siB/rHipkOYbbJFqiBMstFdLrjEcyFhwx0Keb37BW2IhMY2nVRxmMuy1xM1t9lOPBPnBn6QlOfKvY9GO51mkdRZcUuA8/5boneBLQO6uk2LrI7rIs1QG+Xzeyi7CaBHWo7OljJazW2GzWxoNrrLhRcFDPfGhjUn0+nDo5Ga875yeqTsteyi2rTSPGz+BCRHl3sfg06ndQhJRYLIT/UIpz67t46p68Vdh8Sc3yciUve01HZ8lrJFo6bjJ21cN3H6rvO8ltJwE8CiTpNhO9GE1siB+kl9JzVrZSXRAHM9QWYIzXqoewYtclT2JmK9/C35/TvYabdSspH3PcgjW9w00uSwLKwqQRzY7PY3Mv0R1XMunDdw5rNx3TGbX3368GbFGxoiKYvSTYZqj5+qp+8s8eBMTmrGBvpVJJnPvaW5ZFeQWLEccWzxKkuqfSlQbpA+qkROTpycmxCzhv0SzYKFgF9hsWkzPdT0Zw8JLa1wn3tJaJGlhSVLODdOgmIfXB3vYyEmkg8myhvTxr9Pojib636KWJIfZJFT/VxHfb627vkcWJyE6noRfS5j853A07xXubmfinS+f3vZBd5HxXuV+v209WmWqBIhA8h5ZQZ1w0+m0H8n0eWTf8kip/hFMlRT5XuDH7zP3v3rc5m9cPqrkhPawUgxFFm5Zj3nPjEIrtCibnHQ6GdfOevY2sQg635f52EbW5e5x7InP1+IQfzZxYlBsilZMq+b9SyniJ0Rg90k/KLhvN/S3vrgpHlWkNGuORKSuki5tkAMou6thVqoPjHg5/uaolOE+YHEO59vNw3tj0MiQpPkTdOrNprUhAa5wgn0xSh1KmvSKY5arojpQp2+xXB755q01bl3G/M8GV0s+E4nTrs2oiUtOp6i8ZLdE2c3kSzncbXwZjHhaWKjNMGkEYO5kortBolBUbtyargipsgDYuRURhlCOFsN0OYSm2NJISE/ooSfXbinSsRgliRrzpl4xKh7akQv6pAiG/O8ZNoxkxjU8TUxJQZ5EcE2HU/H+hRf1Z6zYjiHn1WTEd6v+nc+bu5hi6ZGcXVySliVX2Zv7yX8gvLqXRZ5QMTbWqf6G9hIJcQ3xOl6hFtO0GTlepJzrm/6I0cWf7/+sLDX604ThKMJgX3g56FHdTaMWjSIpogrN82pOJDkGE2u1PpONoKiemDT59DlE33BxHRZ1jVUIpl2QtjP70UmuEb7pZsxbF1sw9+AGojmOfHVj6KEHlaVqZ/2tQ4m68nOCdVsNejQ2lzL5vMsLiTRIujbpuQoBDQoY+qHJvkJZUf5uxj5+8Jnv6zF327TajuHfEYC4/DP/YoeGHfGCzvgN7LH0TW6NAiq+VyHhL1FhlB121QXCcJjaSB1p0fjJSJ1DYxh1VQ4SF+lsBGRnVxrLRtdsusrXnth8L1q4/dlImyojaMQu2m0zfDLLb/DsmMvaFhsa4BBB0laSHMEV2upclIMrso5iLk8ENh8rqscE+OiSoZYGkh/rMZ9uTrpNzCGlRd5Hcue6eOYnyY3ub32B6uMYeMmG/htvZ91ctrZzkLLiJNlgQPDpjbfkadtmYu0BuqOvgYgxURLnzhVLvy/rR/ROW8CDmIu1mIX5aNl0zceHZZUEy+Rz66XUijrmT5pwpHKWObB/RwgXCp/uHvMCFpWmDfr5GQYFq512sn6zciyeXn6tQWXtug5UnIRttIN0QL0x2O2xS8tzAN+kLMbbWXMAf4XtmPX3oVDkIu1OMNAi/+0QW3NSn/0MJ32OVC3iOizJsghsQ2XMc/RufpvgJx6dXjmntk4WqyLp3HwpmgTu1iyiDeqFUqWgXWSGMw3UDdLji1JfRkDL3F9YrDXs1OSb825ypwi0659q9vxMqjkiVT4XScGe0miNuT8UMazS1tDZkhoj6fEgIi6TAwaEyRGxGDejzWg3cgB2CTgeyQlmqhiaYFLXnPcuW0ni7EK27cTMqJa5EWDulkSUt3ejBvf/C/Qoi9P6DRsjmeT76raYG1sIwdVB/C+8cg7v+3MOfRXqHOStTV5s3QMu7i3cU8l+q+TxVzpVKxd+JuksTJU2/75/FhLS8nuhnpPUIsitbLfDWJQCiPEwHaUtoPEoBw52N5sODk3lDMmOcWXbphG1YUPqZUMYSZv5GaJcoMnb32O3ZScvMei7qPM+Iy/u108OQY3r2esx7OEA0dZpD3LuNGezfUymZZ9jcsRgwbTuqqUqrxJNldXbd3wBhjvPGl8bUvK3WPyN6L68uC7oXS66mKrn14HchyEjl4TwFcT48aW0nu+Yf+PyPCnTEThwIx7XdShg5MnufXUZxk32rO1Xs7SaAvpsn4ODVYzqKZOpVGZjvrbhsqdGt4AS7nZVby25G9E9eXhN4Py37fNow05wH7oC0bMeEw+84ySVmzTXY2bqQZDyjtZaOWEHvaj5zw/IdGORd2KeKsmNmXewCJv621k+r8FzOfWqxvlx3MWow4NNH7K/qJq3C1vdXUGar3f+1Lx9/SypSUS1VJVSJoZT+F4uG+umRN2/DQ3R0IrpPspsxXCVshIl1OF49ptNe6O2UEC1F61go2e3QR1PY2LEdAk1abvYKkVHrQ1jrr63E2uewtLlqkNEbmtGCCDqN2bxF4vln0kNDWBLc2b2iQfUyLv1jxp675qTfzmYiBvbuG0VUaoCWJA3ghM23RarJs3tDWObD73PQ0+T5PrPqTgGTdEDNS1elTQtlrYhBjwrw0ji4uJQQzcoRYx6PC6r8Yq939oyoLguoFNHaGma2VxCOVyptbC0Dram74e5Gk5aaTmbrAUy7iNtivCUiJErD+vKgva5J0QxHa6r8OObq8dqrOldDMkuRv/LIm6h92ZLNnY2OeoGWJmeK38YEuDuUkSs0qa7eth6958ck6Mb3Z9NTc/phq7PjnK8J24IiwVT+n8pALRpAmqpvGoT0K3eyv4mJeZNI1A03nYyMzKZng78thPY8I3i+hPVKzvf50ls3zMlCBM0lhyNXfKvgfbLqyTqJUCquE1Fuetp72JHLh0JgyIvQuDB8TelPw14QqpWtAa2NYb5HhH6LXcTpQnGK6VzvXEaGIONNFPwhURKkvQbEcOQQxoIpt6bWcpXXGwqtuRA1VFCMS/dLRh+niyWu3JC442UUebh7pWD52wgr8LZeyaWtUZX1XGQcb1lPLEcFGqu8TNPFPXaYTNk02UnuinEuBc2C0ykJwvB8jEiT5VlcVJTpGJZM/Bd+ptmOqCCovnPEk0WNWd7tIc+vPD/uLhXwfcdOvlsTrVhRXDz0Xvt8x3Nmx5rj+ncKqOYz8iObEvKlyEiEOX3htQhRyUWZw8MH7gF3sLJL9Qf6EMv11hw4yd9OMNPtRdhs9mijg66dW2lCbPjEHip+mTNHvXPrlO2D9vk99VohUvtVRJQ55WmZC9lJwVQpqhbUEKAug6/BEk0pgJ+YoEWV0VNk2aYVGOwLFrgr/g4lDC/xx0ThjJG1iMKxSohVTWTiaaJqLlwkYGV20aMAEQnVolBx0YzMGloYRfCzDhUHUBUIfdHydhsQY58BuetlAmL9MKvg3klPDrgBjMQfgz9IJvke4QgzTTmlnLLVOrRA46bibFv0oJn7tK4awUthKujz9zj4lBpf4oWKH8BohBR9MKRacInJLdPIe07zP9DZOTn++nqS6PK9u1/g3+Fm9ikcMsGFFZenf8iBJ5D5wLgUmPHNjyny86eZU5mRVtMr4u4I7EmZktdm0/h7TvM/0Nk5Of72HWLhNObtDhcZpY3Zn4TDT2K0RgZKmFa7fooQJiMCFABLqAHCyztCAGHd3QyX/zlCotdq3tOfdlEJMSC7FaZ/C36BHR3tirMDf1Ozn996vM8zoVF/HfQzQRKGueleFNceiaOQE5oPT8ZNSMxrgBCkCN5+rLGNdU9O2X0zIW7hILsT7D4G+xsFNtG9emIgfzJN4YhxmkLEaienn3a9ulFMZIfiOKZib2v823TTPIAaU7qkXNaLwtL6KONAGy9Vs5Apo0cZg6b8GMSX9OsZW+8lXSJoahO3WjjP7d1skkppWa99SxcS1hG833cqeqCuRgGY2sxIlocvO2XcKLioVuYMlkvqd8QeKklNxMWOkKP6pETm45dxofW67Efr6UwO1ioeUtEWkIdP1+hqipRwl4JyMHhsSgUjlP8jseqH4SjJ+Oc5vaTGDpCj80+jxaJwbJsRXU7BuR9Tlf3uryFiNsFha3iU8futwgQAz8XDdf5Ikn1Vb68Mlx9Tcb+UDfXSwPGaFkOWnh92s1tRlDyPv9eB6Z4kUbi3DW50y+b0vHN74cvQk/3iPN/Ew98m6SPgwuD8eWQBg9vzz9wAy0BZ3aFM/XIodjH3Hrc+A4ZMb3s8gH8RIJtsVkVHO/l4SCftTCIGUWXKEl/FK1ZkL8pBI5oTxp5seVyLs8LpdL8zFo0keBWggVIzVDSCOAHNjFdpZBKVLBg1d3kOiPp/93Xq9Ejp/Q+uJt3L76u0uLf5fRpjahS+MBizgAwCGRssJ0Jgr7ri8iWATdIk5ebWELCx0ywdGsSWvMBQAEzUH5L7/HQj43LZdnWnrX9Y0VxMAtbBODWZoYYpBZUrmYWN0gY5Nj56ftt3VOEwkDACIHOH3Xtktu0xWxtXfhUr+CtEl54n8Xif4onhkAIHJAFcP/TRywr9AyKafvWsSgyzbELku+GiAGI/0GOg4jYrDPwT27HsPzqCwAAKfkgF9koX321lx+JDu8N6Qohw+/v2mKmr/Pj1oK8W5OCevuchvq1R8jVhc6Lvcr4xrZxDxxoT1wPYYjEjpPQq8i/A8Q0gplRUbqdhJ9esx7WmjBTCgeAq6gwOZfssgpKFEEGsSrLHRQ/pjjjSwjPhpdT1u5TNdsZaGDpfn26rbuCe6FAMiB3QnTyiKKiUxjqc+wpQfYQ6Iu1KT/IcO3oE4FDKpKAACgSU8rGGzAqS6FAbGTHCRsSEfTOVQ9ZGvkZEgNt04lO82pMokBUb0KmAkgBupaLRNLmEOSES0C0pcAyAHZz0HOkvDzKZtQiRyfug2TM5WY1bT9zGzDDIw/csR4+vOKJ0XgN2jlHBE/STl8IFIEgBxY9CKPFopFxHJkyiZ0kPnGpNdgco4z+FklXdxE2y5zJdvRt9cdfKfvBPuwxDqEqCQAzQF1ty3yhLVdBgi5fjxHAAA6n1ZI27ir5u3mUj4HYjAemxR1oDSz7HXOVhjnuxuMTnSAGASXlC8DDb4dIvUIAF6TgywhYslFSV3Un+xws+uGoQzsool/yYXdH1OxbPQz6haZ2M1OVpdfqsLvBFgnAMDLtEJRnTMAjHHYXH05FP2jihvUZhY6FHMHAIBxjByAGAA0uREJ+eJU9Q+DGNg9BT1lIHB9HY6IADA5jZcAYNywt58OWjLm6bUmjc1gogYALfocAECbg/2mjufsZ2OkII0YvNbeyZfvrfnbafqXhjZrflwJTRHzEwqRAwDwiRxk+iIAQJnB/It8gaU+m7nLRkSFwsZV7aUi5EM1f7uh1E9qemFp/x5O1IgcAIA35GA7ixwEbgDUh/5IojnYHcXVGJmtlLdXPwnzSzVO0ZZOy+qCBbtjdVfvHoeuq6P2v+ruehEKOS5GAPpVVHKs5lq24wBA0BwQjFQAwPAwfKWW8Hzl1Zzgh5XI+xyekPeSdFYLkdJ9FgAQOXCsCOcHKzDzefRPALqLNomB+ma6AVBEDFJ7m8Q/f31FfUYbxMBWFGQxcarBGgAgcmAvgsDrlcjxFU4os1TNNAYAqowjWxEvqN3J6xbeRZ/D+wMAx5qD/kKbJAZGdcZEBGIAWMGiGi2Yq5xO0zaWfd06hfKTNYTBTd1rBWLAm7iYUMTf3x5EDwDATuQgefqqyu4BoEunUV8n9TNK5NgWlPddztkjcgAADiIHydMXiAHQJUwTV2qOVHfy/cwsr8+PlTvRlyUGphED3ligG1pMTDssqP7b0BplEYNZRBEAkAMAIKQhmoP+pJnvgrw7Z7OPpTv46YJNPiSJNt7g6oVSRznBjEzIW9K9DNS62Aa60oLXgk8neKQ5AUJaAQAmG1mhZYhk87GDxQopAAAAkQMA8A5ZJ1ZPiQE/54lxjykxCEkGzY1QpgwAIAdDP3g7FgWgPaxeMy+ds03OEh0e3e5pPThLF1/zlhiBCYjpwP4110gd8MOwWwcApBUAwDe04AbKv1EiJ8W0ARZSHfw8ixyJdAAAAG1FDkJEC4AxQgs24UPEgIj4ZW519qsv6O7M6dcN0i9YowAAkQMAaGyCPatEjnHgObCbhJZ5LpL0yTugyz0fAACCRACgbqUXik78dYhBXo39sg5sdD6VJIIYAADIAQBQk+kFV816Ik1BUqy4eTRMfuwZbyAsDgAAyAEAkE8Oi65P4NtjhGD5KA94Zt1+3Lh+YDfy9AAAcgAAABmnGyxvnPwSO0sp6KsrtpZWSB8BAMgBAEwg+PGSNfVRmaPNDTwkkeM1jQjsWn84hOoUAAA5AIDJg7xrQVBY2LugaCOp2tY4IB5JXWQJ7CJ9QhOn3aUVNs1tDbs6RiQKjowAAHIAAOSgLE/eUbMk0bSdccbGzi8abKxRhYCvp93V9kyXjLpVRiQK7ZgBAOQAAMizsjzeUOLEHN/Ydy18Tg4vv7EWtlnuGSpVP1XPtXQi30eS260SAACQAwAg36MOR5Xb2Pmp/ql4eXlCsCrWPyKrzXIc8tYap3nd7KM87oxZMY7C7GCkEgAADokAAFhbGB5gkQ/ESMMekkyNAVpaAwAiBwAAkHflcvyE3U6FQ8SAKF98CGIAACAHAIBNmtyXy82Uuw45sVr+nR+xSCq6VhEA/wIAADkAAGuYbWBT2b+Z07i8x6Kor2sVAfAvAACQAwCwtmGkhNH5pQzxW4W6ft7AQnv8O9UaV1z4cCKPrgEWzwAAQSIAUBdaAe9kof3Fj5P26yx0oOAEDQAAIgcAUOvkG8+tV2kFvELYKjGoc1KPEQN+ZSEywOdo6TRhAwAAkQMA8G5iPaGkqkjQa9I0Dnn6fSTGbpUAgMgBAACZ2NNM9QARpav+fcjjj4uAbzFx5T4XAAByAADAgBSk1fm7Kt1LSznEN2Y0EbJDEAAAADkAAKrSNyDP/KeObqDiBh9co8X4d02iDUXXsYMl+HEoRETBZSFICQAQNAcAMNkRg6VjdLos0gsU5eE3s9ChHlc1zJOg8yIAIHIAAG6xdMw2miK9QFGY/VDPyx2TxGAOqRcAADkAAOpo2oLGICLhow3xNKIIAAByAADUwd4AJhuY7+LDgBg2xAAAcgAA44u2c9ZpVr8NXBM/qxCCBwAA5AAAqEUPAV6fsRkva4ecyDE9T4YVa1GNAAAAqhUAIFvl3lU3wJ0stGJCeiWgQgEAEDkAAGoyldAEMXDRMTAiBpOg1rdFDCp0zgQAkAMAANzAZRohT+y4M2cznET3xdXoSgkAIAcAQBNaNhmRgry0A8L0AACAHADAhGCaeGK0CCaYhUkSAIAcAAAAxLEIERIAADkAgAkHP1XCyyDEqRoAQA4AAOj2xv9cgdp+N4kcp7mo+yI1WakBAADIAQAA7iBH97QEvGlhgw8ujxkamVRFrIQeAQAAmCABAE2UUVCKqRM/zyJHghQAAIDIAQDQRJo8paQKQAwAAAA5AIBJwg64/gEAAHIAAADRgsMhNAQAAIAcAABARHA4BAAA5AAAAIL7H3nS9AoAQA4AACDf3f/msQFSG02vAADkAAAAQooBAACQAwAAAAAAQA4AAAAAAAA5AACgY9gLjQEAACAHAADEsQQaAwAAQA4AAAAAAAA5AAAgFfuQUgAAAOQAAIA4pvEIAAAAOQAAII6AGKZHAACAHAAAQFVMj/gVdGwEAADkAACAGOQP0LERAACQAwAAAAAAQA4AAAAAAAA5AAAAAAAA5AAAAAAAAJADAAAAAABADgAAAAAAADkAAAAAAADkAAAAAAAAP/D/AedWGX7NUyLQAAAAAElFTkSuQmCC"},{"t":"2025-04-05T16:00Z","th":112.0,"img":"data:image/png;base64,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"},{"t":"2025-04-05T18:30Z","th":114.5,"img":"data:image/png;base64,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"},{"t":"2025-04-05T21:00Z","th":117.0,"img":"data:image/png;base64,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"},{"t":"2025-04-06T00:00Z","th":120.0,"img":"data:image/png;base64,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"},{"t":"2025-04-06T02:30Z","th":122.5,"img":"data:image/png;base64,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"},{"t":"2025-04-06T05:00Z","th":125.0,"img":"data:image/png;base64,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"},{"t":"2025-04-06T07:30Z","th":127.5,"img":"data:image/png;base64,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"},{"t":"2025-04-06T10:00Z","th":130.0,"img":"data:image/png;base64,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"},{"t":"2025-04-06T12:30Z","th":132.5,"img":"data:image/png;base64,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"},{"t":"2025-04-06T15:30Z","th":135.5,"img":"data:image/png;base64,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"},{"t":"2025-04-06T18:00Z","th":138.0,"img":"data:image/png;base64,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"},{"t":"2025-04-06T20:30Z","th":140.5,"img":"data:image/png;base64,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"},{"t":"2025-04-06T23:00Z","th":143.0,"img":"data:image/png;base64,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"},{"t":"2025-04-07T01:30Z","th":145.5,"img":"data:image/png;base64,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"},{"t":"2025-04-07T04:00Z","th":148.0,"img":"data:image/png;base64,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"},{"t":"2025-04-07T06:30Z","th":150.5,"img":"data:image/png;base64,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"},{"t":"2025-04-07T09:30Z","th":153.5,"img":"data:image/png;base64,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"},{"t":"2025-04-07T12:00Z","th":156.0,"img":"data:image/png;base64,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"},{"t":"2025-04-07T14:30Z","th":158.5,"img":"data:image/png;base64,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"},{"t":"2025-04-07T17:00Z","th":161.0,"img":"data:image/png;base64,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"},{"t":"2025-04-07T19:30Z","th":163.5,"img":"data:image/png;base64,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"},{"t":"2025-04-07T22:00Z","th":166.0,"img":"data:image/png;base64,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"},{"t":"2025-04-08T01:00Z","th":169.0,"img":"data:image/png;base64,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"},{"t":"2025-04-08T03:30Z","th":171.5,"img":"data:image/png;base64,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"},{"t":"2025-04-08T06:00Z","th":174.0,"img":"data:image/png;base64,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"},{"t":"2025-04-08T08:30Z","th":176.5,"img":"data:image/png;base64,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"},{"t":"2025-04-08T11:00Z","th":179.0,"img":"data:image/png;base64,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"},{"t":"2025-04-08T13:30Z","th":181.5,"img":"data:image/png;base64,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"},{"t":"2025-04-08T16:30Z","th":184.5,"img":"data:image/png;base64,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"},{"t":"2025-04-08T19:00Z","th":187.0,"img":"data:image/png;base64,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"},{"t":"2025-04-08T21:30Z","th":189.5,"img":"data:image/png;base64,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"},{"t":"2025-04-09T00:00Z","th":192.0,"img":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgcAAAEmCAYAAAD2uTM1AAAwzklEQVR42u2df6wlZZnnn+c97cBgT3dPQ2BoA0SMsPYCEQIE0xB1ZqJGiYM6YHCi4zro6qpxZ8S4s0E3umbVDBM1anCAVVczEnElQBoiBBYMdCBAgADBAGkIdOgOne626TRtt92nnv3j3nNvnXOrTv16q+qtqs/nv9bLvefUj/f9vs+P76N651gAAAAAJjguAQAAACAOAAAAAHEAAAAAiAMAAKjCPjEuAuIAAABgmTWiXATEAQAAAADiAAAAcrBHSTEgDgAAAGKst+kUw37qERAHAAAAcVZTj4A4AAAAIFqAOAAAABCiBYgDAAAAAMQBAACsQB92pBAQBwAAAMvYeREpBMQBAAAAAOIAAAAAEAcAAACAOAAAAADEAQAAACAOAAAAAHEAAAAAiAMAAABAHAAAQP/RpxVHRsQBAADAMrbRcGREHAAAwGA4Us+oZ7eZEdJ1oXrnmKsAAAAARA4AAAAAcQAAAFV4OfCiwQPdSTPoI2GPxF7F0w4AALl4Q+BFg8dIkJ/PXR+ZbBiJbB+L/LkT+X0kMjKxc5WaAwAAgFwb0/NqdmrPuxfGYjIS1S3ObFOkpBUAAKA/G/nd/lMNdQsDvbfm9Eie7ozRQpTDNkXqbgsvXUPkAAAA2mePmqxvNlowunps4ytH+CsgDgAAwCv7xWS1sMEK3QoAAAALFBEGh5rpJohbMQfXFfDa8jXQB8LtWCByAAAAIERYhMgBAADMZW/xIjl9qT/Dk9znI2/fRV/QzqVeiBwAAMB8DorJ0dQVlGKHmpzYvbZMIgcAADAfhEH5lskTu+nXgDgAAABpu4iwl6xJ1wV6R9gpGMQBAECXTqPPlNtURt8cl9uMjlqIGoy+N0YkFMTOSXc+tHeHHVGg5gAAAKDOjfZRZ/OEghA5gKB4VTkJAHRxs/ld7N09Qtg/OLbH7s827ZwwQBwMnbVGkRFAB7G3xN7dVQEWC3akTmFKZPlkQ+z+nOR/nS2bWiKtAAAA/eawmLwuQGEU6ucicgAAAN42ic0pUYAdLaclQ92AZz6X3ucMcQAAAFL7uF+pMF552/SmPvrhghPg6NpkR8Do4pRNOND+fX1JTV8Io55KH3NmF0XKVEaAJhbOVRiyAAwZ9+WxRd+eHrWsTzizsyLWBiIHMEgQBgBe6LJvwawwEBHxIQz0MX8pgEbSCTWmdhAHAAANoQ+Hk38ef2F5g9UnA8yLvzJ/49Mn/H9mO9tf5EH3Vfh44+TUkr44c01qTO2QVgAAqDkHbifTNiw+Rx3vVZN1NVzTsZiM/EUn9V41e0cNn3O3mhxb7zNF5AB6hbsRQxgIizzCQJ/3Ex4eXV1TqmB37PPtbrjYL2nUsUdhMHUaH/lNW9YiDEREjjXVrfXeB8QB9EoIRJdRkwAd4uWFBd5ONV0RMi5z8L1ylPj8u1sqiub4KbXoiXU852/vWvmdy6ZeyqRG9GFndkrB7+Ohm8T9qvrvsDcV+NyvFf97pBWGhuewGQD0jD1qsr7iifeAmBxTfJ3Rp5zZGd3tONAX1OyNHU0hzewNRA6GRovCQLfkUPa7mfcA0h8Hvy6y3sPmdky5dSYoYbCz+FrUWWGQsDcgDqDQRq3Pld+87T9YsfAlQFdPYCKNOvgVTUnog8tCvUq9g/v1sgCqmgPXuwM7GByfo1ZkZjZD/Hp0HdIKAACQLgBuV4veu7hRBjg3QO9Ss78O51DhbhWL3t/91C3iAACgS4v2i2p2tIic4GlDxHUU6FaAxh6sG2w63HYbtQQAPrBTTL0JA5FirqOB11Hoo+l1Tfpswhp0sL+tz4nfF3EAXnk19pCltcTMFO9El+vUghO9j1oCqHkxfLKD0+/2pTjhPVX8u/zpZTV4HMy2ITaUUnC3F6yhWKxXsHPSCxrttIQ16Oh+REySBk0lfl/SCoKLGACAzw3ocWf21ma7CdzNYuJEbK0Te3u9f1u3OLNNDG4ictA3QhMGR9oL1+m9pDAGvaj9zGwI8xf0roKn66eqRVbShEG882Fi6uSr2yK6RDR6v2jdwkBEBGGAOOh39GDRy10GPD2xNsvSGt3OwB/Rx1TLuBSGgp2Xb5OardDPquvJ6yHgbi32PNsFsd/7hvnvnvtFsnDL7VI4FpttHyx9aEhJkeojntJTr3V7XSCtAO3ympi8nnQIdHjQ0U61PD3xPovu5uXWe3UvH3Pmc1JinjSJ3u/MLuzZ9d2uJhuKPaNEDqBdEAbQwqAjadgsx+v3mxUG426dUN0XImtjhHLeNIkc1SHxdF/OKMeG4s8o4gAk1Ru9ZIX46Nr8L78+3Z/6gCDSOTD/Hj3kenGPpjaFPJbo22eezX3tCYroe07b6D7Rx53pA9m/0zZGknsGRY76D3dzfdfaLqpPPCEOQKp4o9uZKx/O8adc7gfWNpY7dc3rZ26NZ3P+3CuIiNaiCudH+acfHvCwqNfkC1BkU9Cn3MqQ8pqV77f+ptxzWZdlsJ0Zaa55LAUiBfa2HNctRzRTn58eTjXPoTG6pEEb7TvniJTPR4Y4AO89s+4nYVWA+8q5ZokMd1Ns4csI39rbcl6iE/B8aN1EyPPwIP348sI7VTCX1xegxtRA3kJEe0/ydckquI0+NP87TtaTpBHrIXYQ5IounLryWs0TMrrF2ehfx7WvofauOSLl+04pSKS4ari8ouZt800YXatPq5WNdkiLxUWDfocecJbrxBjgCGG3WSy6OKfAyDlque3vpA86m+pwyPPf3KNm7+SZlwaLZokcDKm46lAO5d7x9huvfvMJC23rwkBEEAbF6j7KCoPUU3fMw6NyXjzmPnrcpUdW/K7cwkAk96jlNGEwunrcyLsfFwYf+cCBXH9zhTDYX886leUFoY93tGalRNEskYOhcVCsL5ahAK2xQ01OrC7S9AU1e2PJ35MQJXOfjywxfJwUBbtbzf4KoTn3/mxVszeVrIt6Wk3+qCJ/XKh16VpEGXEAYb+cv1Ozt7CAQcKJey3PRaF36QlndtbyJuVuMLPjneQRCKMfRjb+rNNGuqSOCejwsldN1g3zOUMcgIRofjR1qsmZSwWovQ5FmKXifRNKq+N5WS3LcREE+2SQQZkfTZ1m8gqDA9gYg4TfHeJjTHAJYRCqD0dqHU9LwiCrrmBeuyDiAEC6680Q3OyEV/E9GBQt1fzUlqPeW+35DW2zzZo8Oa9dEHEA+S7u56LmHvpdzbxg+tzwNrLo0poXc3LnxdgXYIRoT8Z70TGL4zxV+UvTGOM5+W0Z12F3QjeJ5822S1NZdWu4nxVxUOem8gPX3KJ/XLkXbDLJbelFH4tNwo9JbT12Yoln+WW10bfqaZNyt6e8XHNSDLnDq3s50QfJmvZy7amti1mpr1H+z+x+vmw4ps+28wxmnZ5XTGOccFLKdZi0fx7rocMjw6RoaSprB9qy83RCuF+2Y0BHQSJIF1ofdYuzTs1b3yfW5iYGDUULFkWBPuksyUo8ZNzPzAqPt4ZGHGrntbc2NZWTyIFn/t97d/brtDkKRGFv6tgIVYRB+IvwMxVP5XFv/SaFgacalRCFQZJ1e+84kmHDnuF7UUQY6MPlTZsQB575y9uP1671Ps/9gbze8Dsbeql392jxOEx3RauC8/R6aj2qdAXo87FJfw+mvJuxGhXfkwtrO4V+dX5acTKd1dZKYlpydjBUnvkHtaUsq27Kq4odHEbfL1+7ZueVF62kFSB8AfOIMzu3xcjBpE++LuOdw2K5RRhI4TRY330yajTq0YedVdlgpjb/VSJ2Wnfvgz6tZhsW/1Hweuudal3rckAcDJWaNyS9S23eGNPGGYChij6nZm+m80ECr0+Ya/g1oO9duabJk4W11+8jtDJC16n5pJopDA41HFLvsDBwN+e7ViuEwdDTFgntvW7z9DWpEpYv1Ekw2VBeSWjl6/F8A92u9Xk+ZAiD0b9MpzLcFz10TK2x1lIVRA7A/02+V22pvSfUz3i/M7swX/hS73NmF0WK7e/An+tn1doKU+vfRWb/7pR0nr9BRdKBEefuFrHob4TIAXSzDSa177fmAUmVIg0pwmBixqJ3LP7+A7IkDBLNThYLI7tk1jS6emz6YsLnLSEM9D7Xu2iBuyk5AlJVGMSL/wo/rxWEgd6d7++6n2b3t+s99T3nZep8JsKgcidITITlfk6+khIZ8DjifCjCgMhBn9mrJn9mhcxXKm1w10Q2/szyguluEos+2J0XSR93lsf4ZXDFmCBB5bzbOKUfEpOjir3L+pgzO7vkc1uDt4qP6a5NTojVp5zZGcnXz20Wiy4WfA4GxVgs6zSTu4VnnWlTwkBEZPwZp+6WhROevqBTwiDNInR0dT2uiZkWriUd4aQFe1+EweJCdWOA9RMnths+LyIM3FUV3rWjiq8jpYWByFIdwujb/taHIpt6YhRvoaanMZvmRGGwuK40IQyIHATu+DdVfc7YYgDpdedJxhhzqdM7JKetsbtdLXpvgWvfw7qZIvVR1BxAPY5/L8Zu1D09LDzf3mxdQFruuqm6CpDBd55IhTHmWYcN3VKy3qTAvINCwkBEOi0MUoZpDUEYIA7aUOiSPzQdbwe0jVp4sWhk4EwVchQKjb67HFrUR9M/Q57PV7UGoql8ozAEKvzT42/DKvy0TZHWZTE++mGBosDrkn92tq2wE8yJ1IY8TZG0Qh8MQMCL/bOdRV4ewpvbUJc9s3iuc8pTm7Ti+yQUDY5+ENn4c4tFybvVRtcckfFVI+1b4bA+oyavE7FT59zfHqS+EAdNslNNjl9s9blDzd7dceGwS63sqGipMx99nE0VUenTarYx5kffwWuvL6rZKQhN8OfzEETPfmxN5CAgpBUGy/E9W9xLCgN3Qw3zySeOi28wna2ujgsDEZGiwiCxg2TOoCn3C//frzPCIGli4GvtdxrU6QcgFSbwVXomKvo85BEG7lc137sCa2IeYaB3DTT9VsNAOsSBJwfCpEEbqT//oOt+1KDKonR5DaNic7RblV04EsOHcxa16CMz32/xxZ1MnitjIz2v3kJCClEnDaZ6vagvU5zSG+k7W3rfJhP49rUjkDKnrspyjZO+oDa1yexRiy7tlunPPNt295nIWi9u3OPJHGp2PTjW//NNWsHDiWRq4ZlMSDsgJsf02E2rrgmF5KUB2n82n1ebm1PvgNmTu00teh/vF5GDUE4k60zlcM+FgYh4EwZHujUcaGLn7MMyN3RhUJtJFYS/rp0azrNZ1gUyjzBIShnmGXSm99ccyRsvfobt7UXcEAfiwUJVmp142CtWzb9WbrNYUiguzcWs9oWqZKW0j8l7eeYm6IMrfyar7Sot3TK+chT2sK7fxD73IUHIVCxu7ISvx1412V/+Xs+m9pJEUHRJ9vpdu9fBpINkQ3siDXEg3bZQXXqWvte9U16u8aWvmsh6U92qJnvVJoq6q5X7VURNnkmUdsHKn8k6eWWO1w4xqvH1sdl7Yp/7qA4I8kNi+lSYtSOT4sZ4bUiWr8fomuUcfmI9jeTsLirCOlNZXf5ezxYnN/7+zwjxOi2YEQfSQKtNBsdfeqT1Gzz+QsOnPA/pgDxua3a2W97gUuZFuJ8ndweEePKpLGp2NvSdXg676nv81TCjGvpY8ubvfmwmR4nGPfP1GTV3W/Hr7G6tsQOiQKorPmjN/kIadbuMF+TFU3Zp5lQrom4low+5DjQFhHgTE3MpSIRBoY86s3MinZo/IT0yy5oUtOb0vdeX1OzkGq/DEbGsFJDkCQmvC/BeJV3jJg3MMEsTr2mHjGcMzxAiB4281Gk97frRiBxo/EG7PuV6LPbAF20ztHMWTmDzhMGSn8KBcqeExixfkzaGSUFrzhalWoWBiFQWBiLSiDCIt+KNc973pGvc5Gad9rcOLn9+91+6tZ7oI/7TJ392WY73cZ1lts3aKaadaA0mchDwxblTzd6FwpQW57CLSPI8+X1isobCT/HknT/+rNMyG4CdYCIneSi2vFvNR9GmNOnw+aqamGfRU2Ey46wTaJUBY/F6g6KthL13MmzJGll/o9N1NkQO2iNNGOQ2FhkaE2Ewp3K8VAFOUrFZDmGQNIWxL5MV9aWE6vIXyn23MsJARMTOjXQiDNyPq7lCNi4MRKSy9ffaxTqYiqJI5k1mjEW99LmEex47ofsqtpstRCzaSlhaGOSocylToyF1TAXdrdZ09KGIMPDhFIk4KGr3u1vx967iVphkjphR3Oh+WW7jmUxh1IecBTFZ0edCkZBGsDe2992iTyS7XiZaT8NS5CFTFMX8UuzNpisKHndbalREn3I2abVOalUs2t5Y+73McRrP5V3w8YUUzFSrq2+ONZ2kNrvmFElaAWRw6Ye0h/wFtTY3Tmmj+G/A6F1qXWzP7Mz13eJMXl/e86PRz/qgs3h7r9ssFl1c7d3Sh5zZ+ZHWua7oY87s7OnOlkqmaTkLm4kcCIM2JIT0Q1Mq2vcLXLfhTs+EgT6cEX713DY5FGGgH4msiBmWD0bfGpttirQpYZDkLFroWZjx/agqDERE7PzFYujJuhIzafN13ePCIKnFVJ+M/Z08bZklZi8QOYDwmVN8qE86szMXX6S+zXt4RU1OKPFS96G9s+SJ1jZF6m4Sm6SUQOZb9I4Cu041FRr7KtYUERn9KLLxp53SyhjaAvBktjIbfZ82wiA44OmEPWexsDMjXRoJ3DVhkDDKeKrI6YRy36c2YXCwvoiJbomZ2pTMFdumBZFYtzBosyhu9N2Fdr48I6gzJ2GmCAOfufrCLY01dSD5dEbMLQzGzVh61+W6SeQgEDUqfXKUPL7712RistSb+5LUDgrSlhnPJMoR2jRDvVfN3mHqq11vEtlzPzZLK1oNcaJkbRMdO1RPRM1BhTyzbTQt7Cm+v+cDYnwJg9lT6r6M65Y0vWxX7H97tZzJkteX7Sstzr/YPxBd0LLt89IpLqPFMY8wqNp2a6uLX7slO19PffyTlF/0CVW9YiGie9kHDljoEyV9CYMVJnkdqicicgD1P2RN58BbsqPVe9RWjPBu87pXrXDuuA9E7a6RUq02pPR3uze2iQduyVz2BJ52/xq9r9KNegoiB9DJmhC9zzVfHFdwUfRl9ZokDMr0l7cxRKdq1fjo2op1Prty5NALmI/l3UCSzKQKc4JpUyPE9T63JAzm1l8lvAPuwzXWYqXcv7In8LT711lhICJdc3QlciA12JkO1dp3Mixoshj9u1n0d6qh9bf7GryiV0Rm1zvy+FCJP71sbH+4MYwpk3q/M7vQX0rNXTm26OpRN8erl6jZYLaC9GdwEtPQagprApSdo9Bk8WSfDKcyDiXuZrHokkXX0K4Zg5URJreKRe+vcG+3qclJplOmbTMHIFoZ+0pcGCS1nezF+jWJJoVBkp88NMvoB37D0ZmWwTmEgTcr3z4ZTmVFK2N1gH0WBpM0YRVhoE85WxooFjdtyyEM9IF+zN6h5iDW86v3zdzUdZyOfU0TK3Wim/jJp+VzPfUR5+4TfiVcoVKnj/z4c+VTJ+7WerpzlirSd7R/TzLrDTLcTPXOhf8/aVDYvNkjK+YsZBB9ZE6Kb0f3RHhaPY+dWz0tYmdEGp+pU6Q2xd7WjxZoxIHIUpucXcRApcamiWUtRrETnZ1imrgxJ5m47Cy+yNkZkaZtYqNvjAubEpWaPJkyEyJ+vfT+9M3A3mOaZKrUNpXCunmu0WHJNJgqO60y9/OTVb+SYV07mf6aat60SnRS8Bc/lc5a7EqVds4T2zsIuZ+XG6xmp5m6G2PPfAWTrqQphtHly2Kq04WQiIMKlfVrMIdpnKKLUd5WsTI+C0eSc5N6l9r4qpEWdXr0lXaZCv2eaGpvsamNb4VLXlrhbNbn39dd743URTt2LdoIoetWtUqi5KCYblWTbYu/Y3G8tL0t0kz//hweBZW7S3wKyI+WL1qOLhNdiiDOmdky+uaCyB99LdlrZFLIvMKXoK7pvhQkBlxQd5FJcL7iACndFG32d+vv1Foddb1Drc2TbdXPu+TzMVNomejRv0ttIgQkr6na6tg61rf5IhlpBTvNQ9fRvOLMAU9IHWbkYIMgDGDly3D99Glq9C2/joZ5+/TtFNPZSYZthjVbFQaeQ97uugZOzDOfd8nn4yjRuNNqXBgs5bRzCgN9fPH5WD2zjs0IA/eT8E6rK4pJj0jptIK3CN0hsUTfiAGPTh+MONBHnU0WZ18PVS2fM5ZTPO1v/1j6xf6PFf7bwkVYPenqiK6YPsWN/5vf/mw7azpHPG+UsZ03v/7Ft3AZCtEn6/WlSCxOjNfBJHRi6OOucFRoMjI5axBd9J+0nWjTXclrQuLcgxA24KNEl6a7Aj4HIL0O9fo2dPHWX53Wx1/HNQ09zOxpwI/UOChsEnYum9opYqYzMQ6ra/BPp+2HAXEAID00sqk668BXjhUCYlJjMBbzmeosM5nQXR/ZbPQsqPfnKWd2Bqd70gopkxBh2Iy+Pe5sXrDqrIMywqCuWe+NbAZPNPPZ00LgIrLgoppT+OkzGT87u569vFx8qI+5xN/Z5GTC6AqnbU+1zGo5FpFS7crQN3HA/PlwOByGUBt/ObkOIE+hWV3FaFUWcfHlyJmyqMdPWt5cBXMOSvJdo+HrWrqbxOJFcHPncRSwV5+Iv9QWxtmx2bF0ip0b6ejayOIj4H1P1ExyG9UtMwKsTIpnxl9Af5su6tytYpWHVBVpV15s+3U/WyjMLDpoy30ystH/qFbfs+IaIw4Coya1mTRz3f26hxGP14k/wxVpp9CsaDGa+9XK++g2L/5vLycs4vFrsSimUl3vkqjiyJmyqMcX6szTZNo7suiTMLomJq6OCzO9oVsXv8Ocaxl9UDRvtEkfWr5+o+/ENokjYnGzq/hGntoWl2GGNP6UU9toWpcQT5qOapvyCTD36TnCesZfwN4+53cezmEa5ZNFv4voYwuFmXay6ehH+Q8J0XVOx19LOJDsKeCYuKmbqZDO1xzonWoTh7Gh4n5hNtcateHcJcggiv70PmdBuorGCzvjQ3O2q8kG0yIDedxPzaKPF3+39AFneW109fLI7IaWcv2vqOU2GJt83nvUksaT516vGp7WCgMvSGyrMh26zejqsY2vLN+yWHbz8E58Ewz9XY1XzO9Vi5/yK4/TzrnZZW7eh8VSo2UgneuKyYgQ2ilO7Hz2j16mFRAGUIYqwkBEZCIMVuQym/Z+KCsM4gY0O8sPyCpSmzHVSrfOND5no3LIOUsYLM7oyDzVVxAGk/x2V8YaT92jf0gPucdTLCvwIQxaSlFGl4rK76lxxCERsjlAl0jhEPLJM4OPFk/DSzUKoRLPvZeZS7H43+u9almTIVML7FK8HaY6LXwVQOYJoZfoklpyLIzlt6Xm+ikfkzhn0yv2v9PTG3Z+pEuzHuqgRr+L0ffn1xnYu5uPevgehY44KFugVKJSdbAcM7BwasXBQ0un0ITBR9HF/byW+siMvfM7TO09pj4Lf6d62hcLIKeKIiWcLqmJY2GpTWLxO00GKsVF0dTUwRkRlzjttOqGcHPGu3BSN1MH489n13T4mqbaxCh0ag58nYKPIXcI1Z3yvLBNLegFdqYGwIfbXp6fc5vF0oSUPuRMIhG7oMbU4WKxYuV1pIODeoo4ONb+WR52lmUdLh10cA3pGhM5mPiOp73Q24gizI6u9tav30VqFgZLYefQT14F2ikzhcE2NX0+QRgkRGqit+mKSF88nF2HMJiabTErDLbPfI68B4yCwkAf898Dn+hn8Ur6u13bppUnIjfzM0nCIKldPPN+Bmbt3jVh0HtxMBmkkRgqK7hIVzbuiPGBD/zBQrxOdrqpbFObvIxJCzXETiYNhZ1Lvdg3tVTrEBfdJ5nKKOFn1kxvoLpVbeIBYG8ylVfLPXdzC+aKDrfa4G8xn2eCY2dH6v7J4xCtg7LUeqx/H0vBnNDC5rQmh1DK8TP2FlPZn/08l4k45HEQTTW1ysnoX/Pd37gBFmkFqcGjvO80HJa++m/22ZW3rCEt01JEJz4pLpf3/U41WWMSfFvjpPXtoJhE5etcingWSAupyCIt1lmeLfqcWpKRkcTdAF/fwH1PGxzWwNquv1OLjxDXh5x5b0HMsZeMvjO28T+OFJ8DCONmzbwYXn4nw3wgxGd9Xu45tgk2YtK1TyzXKbgB3H8fW/S/Kvhy3CQWfTCltiNDyLifm0UfVXX/ObLo3zJE6u7laFDX1kSpUIfTmdqiwYsDz5POvFzwe9XsHYEU/zzhrJJ/PYDkmMmR5RkQQNHwZCxzK387yWmyhHOhtFGoGTDeTvdlxIHgcxD40xFeaDUYYfCoH2Gw6YMHh1eXsD9A74IdgdaH5DETOkYWcsp71SbFseJjZsrB/PepaWGwlMfeq8kW1DmFwVQRXh3P64buborewv7rhhlZdV013vE6YS70m/ThhN7umDNd3uIzvSPmRHeOn4jBlpuOVhGRsz70x87fj9E3cxaGrQ4wn5+jOrtqYVWtrBbV3cvFsQUiE1LKNbKE0ZG7Jf9/M7p6/rNkbzSVsVQ+keYqwpvzvPowUuoD8bURhlJzEFC+sPBm9Y2xja/KUL9zioP0UWe+RECjPcpDewk72AMtbYS/t6vpdhU7d/oZmy3cTDRsWmsyt5gvtAPBDWbR5fOdFvUfIpvnaCgdm52QmNoJJb2COACAMsVcIJ2sJ6qzoFGfcKaPjCX6hB87ZXddZEXHjksPTZu8H8KujWz8Kcd73eWag7xmGH3w6ufRDI9ghMG4RA75tXrqJCaWv7V//prqiersdLCzIl0hDA6WSGf8fGGQU5YwKJUiyBAGQ0jfzgqDyjMPXu3HNeuUOKi9ZSUEXpPcc+AHqfITXlx3u7+X0d2W83e1WQBYZmOsqf897lzorsu5qOb5/Huavb5NbIJ6r5Yaqx19dHHyZ9ZgK0+zFtw/L9dL1N4mKjWmQZKepRzCtPLMg7X92KdaTSvoXWr21zXnsarOhw+BPWr6rNbrLS9MoizdThfaLPum6mwaygc30ssO/Z5pMycNVYuRlnTfE6HVyEHdwiA+Hz6PTWawrLdlb/ka2uiCrmIv+l3KTt5MW8hSrveUtXRoJwVfwiDrlHWcdSdiuJ8x5Ikisq4Izcz7NPru2EJta7cztXpEqMo45kDNktxQ3oOp8a+hbWjPFXhBa2ija8v8pZb7nDEMSO9PFomp9Swp17uz3QU+0xcjUXk5PGGpVyQszKtFZW/6Z3U3mNWSRvDUup04xKvqOrNGVNY38xyP/2uNVsOHK45cr7j+JXnXhD6OuT1xsGv6IWxdNYa+ob2ZkGlj1/rCSJOEwLzTqd63cjF2vzCeaRGRN4T37Nr1KQvzrKdATCxktQ16NzybOVnr3TlE1qK3SdkhXl1aZ+aZO60YUDTHaCvLv6Cu99jnoD5aGScf6Bk1O70lG9PfqPkq6oH+UMtwFwg+PTUVhdqpVvdYb+gBPXpOgksreBMGO/Mrt8lIZ4SBlJvJ3peXWpJbkez8SN3mgK/DTtzdxHNtxYr0lO8Ff+LQOCck7uVUm/Bs5BkhnPfkO/Sx7iu+f48EpOud3/1knvzxpu4r+dIZ0SWi82auzzMlmfvg3J3zxdlb8gVrop+2o+6Ssl2tkEXu8aZLPfuLBYbuV8v/fXRxANch7TnhRCtVayv0zgZaGeO1AhNX0zkh8egjHlIdCc/G+IvZ+f8VHV4prbtdrL1Zmt8xp14mbwF76vffQVoBCEGVF3OruyM8QrU41ufU4rlkUiCSfxpkqM/a30dm/yehbqIHY4ClBxb3K1JO0kBb5141+YPkmqFC5MD34eHb9RZNJg5HGvKJr05hcKSEC11GCDfUE5Ktnvl3n4VBkXbEEIRByTbBRGEgkt7y1nVHvo5FJ5eEQd77myUM8jiGrjNtUhg0Kg5GXwu7Y2H85ZE2bb3bZkVrnrxjJ09dz+uUV7w+ki886CWEK2FOY+z8PZ1UrtccaUprc5UK/iRe0o5ZPh5N+GwcGJBPxJw6EL0ndv19tYEmtQy/0r7gI60A3Xc/k5ry+87CPtUkTeTcriYbWhQML6uF2N7YGSH0mDM7u4boT+yd1S3ObFPYEaZCzrZ71Jrya0h6/9ztatF7axre9bSabWznfao1cjD6Ov4GvaSnwmCqwHSdqawRDbqwKGlUd5vCYCzehcFS8dhE+CSxe/F/nx1qtLd74fZahMHMOxuMMJjzbuUVBvqkq10YxAuTp56xxfcveq+lrhOFDO6SrsPG9t7neiMHfS2g8X3aA+njOGCQxgvW9Fk1Oy3nmtOXCNjAn1d90pmd6UHwlCxiLfTMDbGV0X05IUpQtzB4rSN5sPgJBmEgnbYN3oWngJdRwVJPwVqhRdq3MCgRZfIyDdKTMJjnShgyc4VBVq1E3AeiZBFrH4WBV3EQfXukTbvW1TWG1jvrCla3zlsHriZV07gBULwa/LjYQtDkWOGAzai6ah6Wt1hVBlIcaue1kG6oeyBWlgBso2PsoFiZjipMkPI+yF1s2fKQGxtfOSLy0PTLfai++1n29KxPOERi1TXkXA9ryLZyAnFSS2GnLk6Nbfh+xv/exCFWOtjSnDRRVp9pQLSPK1yzo0XjHVWYICUUeUSXVrxAbVWpAsRCsa2cuCA/u9Xk2I6sE1n1A0fE6t5YWs2hh2he1VBtit7vzC4MZy1xtfiF56CyMGj65AbtbcD3h3tKtvMi9Z3ayLLlhoJ0RRhsU0uKUukDsec/RRjos/6ewcLC4JDHyEOCMBj9sMD7UIch1Bxh4NMvJiRh0HmfA33EmZfQIECVzfyXZtGHVbEbFjqKQILpqNirtmJMd1N7U4Y/gT7uLD56e/bfg6k5iLt66W/9nQLt3Ejdr4VT1kAZXRtZLfnSw8V+Z+eFQSh2wz6Z7SopUtBZpzDYHn63i7uxhndqnjDYVtM1aUEYTKJ+Wf4EEyEwcVy0t0Y65elB5AAAxGcr3Ymk2oRefrwXikbChjwEj8FLAD2nSWEQmtd+xol8yhNfUtrLQmKPWvwzpQmDuT4J82YE/C77tF5pjHXbpkxFI2FpwmA83Mh0vyMHDVT2DsEpC+obEjVpZZPXZKVvR5eq7Lt03R90ZhdQqwQw3MhBw72kdQkDfZyedmmzDa6u5+XU2POSZOi11sJPY3QQhEGgm9HPzJgSOUBx4L6Is1/pxWymilWfxsJXhtAGF6pRyqR1jfoG8Ej0sVhhb5Yor+g78OeXHcm9hrrbh7neUpAIAND2QvySmp08LbbcZrHo4uKboPuZ2dRGC0KLcE/TCo3YYQIwDClfi+c+QrreFuDbFlvZTl4ZhYku0lIRHYSBlJ95ILQINyoO3CerOb7Z6YQvAYq40dUyDGmy0KVMSfQyYbAp8XRXGJ81et/yfZryg9mqJmuL3UPdrvW7BfaZo5Of67/84EHSCp378AG6SkHDz8CjzuwcngHA3RCAboWUQj1ogJBOIy8rwiB0ah5rrVtnfn8fhMFidMinmyxU2CQ3C5GDxknq7QYAYRaC4L8CzWz+Xxpb9C8j7kdQkYOBC4Mi7TQA4rHQyd1g/Xj2utjvjjAICoRBVXGwv9mXMNPutAf8/sZVPJQhs7O/z2B0eU8q2o/p0UZ7pMAam1aYephOEulSqrRoh0SD+3B+cbC6YbfBd3asQ6GJB2z2b7yy8O/RdzpuMBWqfzmDWCDUiEJabQWppuKsbfE9P7rg/WpwH24urbA4ltP9c0+dEpt4wGb/xgkL/x7/Y4mw2J6ATsWHWJ+CAQ8DAGhKHOhWNTlpYSOLvjlS9+lqvgfyWj8WMH3R/wad2598fXkx4z1ffQynnWBYU+JeICgAhG4FAAAJ3Mtgv1jTqdDc7FWTdR4jjXg71LtJPuzMzhtey7QjJOrhRQeA5sizEQYiDNxPEqJsOYWBPpLT5wBhUCtDFAZEDoBTp+SozVhPYaKEVvy7lnsCgRNy9GpwkYNZ5XM/DmNFw2ecOsVbbQZI/6rLpaFWReg+q7sd0em1OLALsdYlfBZ72H/N4gyC+RFIH6zDwxIHhwa4uO6mpqAvRB8KZHHGqAagW5TpkOt41NGVCckOKlx/7DDCyrMtkO76iA1MwrQ+FgqCpTNpBIRgPxig1b8jXJ+f0TerGTi5L5X87xcdBOucQR99bNpON7rCNXqP9TkiNJ3frNcQNpfZNAKOhSB0K4T5BZ9Xs1NN9QU1e2M4UQC9R61zFtEAfVobHnFm5/o/6Ohjzuxs6p0AcQBCKyCEz+jqsY2v7OAEup1qnZlz0fH2NYDeiQN3s1h0CS8lAAAArYyLIAxSbvAvjFw+4XOrPCoWhM4TIHIAACAli2dHHoX6PrGgCh13qw2lgwmIHAi+BoIPA4APRqJep6aG1gGBMADEgTDQQ/BhmIfeXV2Y6B2IG6EnHKAznHjpEUMcSHJeTZ9ZWNDpTe+J+VHJCJH9VXVhYu/mJCZNVNDDSraxfkFxdvxqlSIOJNnRzU5fWNDtzSzs0sHhU1ddst+mzI8CjxC5XyYUVe4Y5sKuT5ZwJ6W1LpmTWL8AKEiUjMjIgJzM9EFndgEmLQAAUGMroz7tIfdcZV5DfPrVrhKfpcfCQH+78roiDKDQM/Qi4XcY2DP/Es+8F3FgGz3kni+MVA5k5EZ3ptyw+PSr4wgVTl3Xt4chBNwN+C3Uwhy/An14QRhWFe92SvY7pc+ymAo1H/3YFP9pbHYy+0in0wr6jNqk/gF6uOkd3W5EZ3RNZOPPlBxAtU2tTE5bH3Jm5xPZAYA+OyQWcA9zt845AT2enHIYhDDY1f6JrJUR3Ue3n+opLQxEShW76eMIAwAgcgDMlZBehpDpDgAAIgdzlMcWDyfOMfk6Ya5Ed0AYiLuZd3buunif4/oAkQPwzHY12UCdBQAAMJVxLqNro+EocYRBb1pKAQCGJw48F9Lp8+m/b/wpx4Y5hA32MU8b7GvNh73t7ZGO/ue43r+7h3ZCAGg5raB3q/nw1k+t2n4rVdvQIEfEZFVGvQApnWLsVZN1XC+AQUUO5gqDlyuariAMoI6H/ao5J/dVOQoJEQbFQBgAkFaY4g0sCq3d0Our1V/oPf0NTUffGPFcCi5/ABByQeKrCZtQgToFvYP8auIGeEW1+gt7J8IOhBZNAMSB1GJrnPlDaxM2oQJzEezdbGJ9Bq9+6aSbJgDgcyB48QMAAAiRg2BBGICQ46eWZpnRt8dcQ4AhiIPa+8QBPKOPlPRmSMjxu1sGLBj+ovhSNf4yBagAYaYVdqkVqSMA6JXy/urYoq+X3KDwVACA3kYOEAYwYKLPrhJssgM5BT1HsSbAMGsOAELjBDb4ULA3cy8AEAcASQ/7rRT51XYy77J51oGF50KfYDgWQFCtjPqcGsoeKj9Hd6rZu3iOQOYPp1rPMwIQfuRgv5it50ZAdWaFQR4XTb035WeqTDh8uf1TtPvKcmfPvImmgxt9nSYMdlCTANBPEySA0JT3dZFFnwxsnPg+MVlToycIZmQARA4aVfwAHaNNYeB+YsnvW15hUPYkjTAAIHIw9xdvVbM3lcjtHRHLNT4XYB5jMRnxHAEABBU5mBUGuYYxiQjCALwQgjA4RHcEACAO5ouF06kQhoFxFEIXABAHAFDk5ful5Yos6IM11+uM80U49CUq+gEQBwBQK9GHNVdkwS6INHe9Tt4X/6cxYZIzBWMnJ0f/Om2ABAC0MgKU4rCYvI4UAQAQOQCACQgD8Wl6xkUAQBzgbw9BcdylR/rx/AXQCeE+GVkuu+I4q6sLLb0fzxQAIa0AAPqoMzsnIoIBAKQVAGCBWoTBkfLRB/elMad3ACIHAFDqBXtGDY8PABAiBwCA+RcAIA4AoFU2/u0fCfMDAOIAQIY8VGqGp//vn5SOUIy+Tv0AAAg1BwDSRD//ao/+CLvU5DhSFAAgRA4AWlfPD5XsqV/t2TgJYQAAiAOAMLDzl1sI9SnMd8RHBAQAEAcAvREKZ2BCJAFFQPRJxBoA4gCgw+jz7ZyY+zxm2c5ErAEgDgC6vJGdWvDEvKP8ph6fH5E2ZrmrnE7LJgDdCgDQ0sJwr5q9IyYsXlWTtRRFAgiRAwDozGb+tN/0wZQwEBGEAQDiAAA6hm0suXnTPQAAiAMAEPwTAABxANAAezyewA+JhTphkhsNgDgAgLys93gCP0qUCZMAgDgAgPYjAzFPBP1YRJQAgFZGAPD6Yj3qzM7BpAcAhMgBACyAMAAAxAEANMdYCPkDAOIAABZf2Osjk1GDBYtHxEY/Wqg/GF1DHQKAUHMAACDLsx5OpFsBgMgBAMAEhAEA4gAAAAAQBwAAAACIA4Cg2N9SF8IebJEBAHEA0Cr6hEvejFe3ZJu8aP38Jx+mGwEA6FYA6B8HxOQYoXgQAITIAYCQRhARQRiUOCG9SFoFAHEAEAqr2chDwE6hTRMAcQAAAACIAwAAAEAcAAAAAOIAAFJ5haI7AEAcAAwGfSZj4x+LyQkZRXd7EQ8AgDgA6A12+uLGv315g5+MWV74R46uiHVU7AMAJkgAvPzPqtlpiAIAECIHALAAwgAAEAcAAACAOAAAAADEAQAAACAOAAAKclBo3QRAHAAAxDiaoVcAiAMAAABAHAAAAADiAAAAABAHAAAAgDgAAAAAxAEAAAAgDgAAAABxAAAAAIgDAAAAQBwAQLvoEw7rYABAHADAMnZWhHUwACAOAAAAAHEAAAAAiAMAAABAHAAAAADiAAAAABAHAAAAgDgAAAAAxAEAAAAEwf8Hwp15hzohR6IAAAAASUVORK5CYII="}],"gages":[{"site":"07056000","name":"Buffalo River near St. Joe, AR","lon":-92.747222,"lat":35.983056,"metrics":{"nse":0.7997,"rise_nse":0.7611,"peak_err_m":-0.8653,"peak_dt_h":-1.25,"rmse_m":1.1554,"da_km2":2147.1,"model_rise_m":7.8008,"obs_rise_m":8.8514,"obs_peak_utc":"2025-04-06T02:45"},"sim":[["2025-04-01T05:00Z",0.0],["2025-04-01T05:30Z",0.0],["2025-04-01T06:00Z",0.0],["2025-04-01T06:30Z",0.0],["2025-04-01T07:00Z",0.0],["2025-04-01T07:30Z",0.0],["2025-04-01T08:00Z",0.0],["2025-04-01T08:30Z",0.0],["2025-04-01T09:00Z",0.0],["2025-04-01T09:30Z",0.0],["2025-04-01T10:00Z",0.0],["2025-04-01T10:30Z",0.0],["2025-04-01T11:00Z",0.0],["2025-04-01T11:30Z",0.0],["2025-04-01T12:00Z",0.0],["2025-04-01T12:30Z",0.0],["2025-04-01T13:00Z",0.0],["2025-04-01T13:30Z",0.0],["2025-04-01T14:00Z",0.0],["2025-04-01T14:30Z",0.0],["2025-04-01T15:00Z",0.0],["2025-04-01T15:30Z",0.0],["2025-04-01T16:00Z",0.0],["2025-04-01T16:30Z",0.0],["2025-04-01T17:00Z",0.0],["2025-04-01T17:30Z",0.0],["2025-04-01T18:00Z",0.0],["2025-04-01T18:30Z",0.0],["2025-04-01T19:00Z",0.0],["2025-04-01T19:30Z",0.0],["2025-04-01T20:00Z",0.0],["2025-04-01T20:30Z",0.0],["2025-04-01T21:00Z",0.0],["2025-04-01T21:30Z",0.0],["2025-04-01T22:00Z",0.0],["2025-04-01T22:30Z",0.0],["2025-04-01T23:00Z",0.0],["2025-04-01T23:30Z",0.0],["2025-04-02T00:00Z",0.0],["2025-04-02T00:30Z",0.0],["2025-04-02T01:00Z",0.0],["2025-04-02T01:30Z",0.0],["2025-04-02T02:00Z",0.0],["2025-04-02T02:30Z",0.0],["2025-04-02T03:00Z",0.0],["2025-04-02T03:30Z",0.0],["2025-04-02T04:00Z",0.0],["2025-04-02T04:30Z",0.0],["2025-04-02T05:00Z",0.0],["2025-04-02T05:30Z",0.0],["2025-04-02T06:00Z",0.0],["2025-04-02T06:30Z",0.0],["2025-04-02T07:00Z",0.0],["2025-04-02T07:30Z",0.0],["2025-04-02T08:00Z",0.0],["2025-04-02T08:30Z",0.0],["2025-04-02T09:00Z",0.0],["2025-04-02T09:30Z",0.0],["2025-04-02T10:00Z",0.0],["2025-04-02T10:30Z",0.0],["2025-04-02T11:00Z",0.0],["2025-04-02T11:30Z",0.0],["2025-04-02T12:00Z",0.0],["2025-04-02T12:30Z",0.0],["2025-04-02T13:00Z",0.0],["2025-04-02T13:30Z",0.0],["2025-04-02T14:00Z",0.0],["2025-04-02T14:30Z",0.0],["2025-04-02T15:00Z",0.0],["2025-04-02T15:30Z",0.0],["2025-04-02T16:00Z",0.0],["2025-04-02T16:30Z",0.0],["2025-04-02T17:00Z",0.0],["2025-04-02T17:30Z",0.0],["2025-04-02T18:00Z",0.0],["2025-04-02T18:30Z",0.0],["2025-04-02T19:00Z",0.0],["2025-04-02T19:30Z",0.0],["2025-04-02T20:00Z",0.0],["2025-04-02T20:30Z",0.0],["2025-04-02T21:00Z",0.0],["2025-04-02T21:30Z",0.022],["2025-04-02T22:00Z",0.062],["2025-04-02T22:30Z",0.065],["2025-04-02T23:00Z",0.062],["2025-04-02T23:30Z",0.06],["2025-04-03T00:00Z",0.058],["2025-04-03T00:30Z",0.055],["2025-04-03T01:00Z",0.052],["2025-04-03T01:30Z",0.05],["2025-04-03T02:00Z",0.047],["2025-04-03T02:30Z",0.044],["2025-04-03T03:00Z",0.042],["2025-04-03T03:30Z",0.039],["2025-04-03T04:00Z",0.036],["2025-04-03T04:30Z",0.033],["2025-04-03T05:00Z",0.03],["2025-04-03T05:30Z",0.028],["2025-04-03T06:00Z",0.025],["2025-04-03T06:30Z",0.022],["2025-04-03T07:00Z",0.019],["2025-04-03T07:30Z",0.017],["2025-04-03T08:00Z",0.014],["2025-04-03T08:30Z",0.011],["2025-04-03T09:00Z",0.008],["2025-04-03T09:30Z",0.005],["2025-04-03T10:00Z",0.003],["2025-04-03T10:30Z",0.003],["2025-04-03T11:00Z",0.002],["2025-04-03T11:30Z",0.002],["2025-04-03T12:00Z",0.002],["2025-04-03T12:30Z",0.002],["2025-04-03T13:00Z",0.002],["2025-04-03T13:30Z",0.002],["2025-04-03T14:00Z",0.003],["2025-04-03T14:30Z",0.003],["2025-04-03T15:00Z",0.003],["2025-04-03T15:30Z",0.003],["2025-04-03T16:00Z",0.003],["2025-04-03T16:30Z",0.003],["2025-04-03T17:00Z",0.003],["2025-04-03T17:30Z",0.003],["2025-04-03T18:00Z",0.003],["2025-04-03T18:30Z",0.003],["2025-04-03T19:00Z",0.003],["2025-04-03T19:30Z",0.003],["2025-04-03T20:00Z",0.003],["2025-04-03T20:30Z",0.004],["2025-04-03T21:00Z",0.004],["2025-04-03T21:30Z",0.004],["2025-04-03T22:00Z",0.005],["2025-04-03T22:30Z",0.005],["2025-04-03T23:00Z",0.005],["2025-04-03T23:30Z",0.005],["2025-04-04T00:00Z",0.005],["2025-04-04T00:30Z",0.006],["2025-04-04T01:00Z",0.008],["2025-04-04T01:30Z",0.008],["2025-04-04T02:00Z",0.008],["2025-04-04T02:30Z",0.008],["2025-04-04T03:00Z",0.008],["2025-04-04T03:30Z",0.008],["2025-04-04T04:00Z",0.008],["2025-04-04T04:30Z",0.008],["2025-04-04T05:00Z",0.008],["2025-04-04T05:30Z",0.008],["2025-04-04T06:00Z",0.008],["2025-04-04T06:30Z",0.008],["2025-04-04T07:00Z",0.008],["2025-04-04T07:30Z",0.008],["2025-04-04T08:00Z",0.008],["2025-04-04T08:30Z",0.008],["2025-04-04T09:00Z",0.008],["2025-04-04T09:30Z",0.008],["2025-04-04T10:00Z",0.008],["2025-04-04T10:30Z",0.008],["2025-04-04T11:00Z",0.008],["2025-04-04T11:30Z",0.008],["2025-04-04T12:00Z",0.008],["2025-04-04T12:30Z",0.011],["2025-04-04T13:00Z",0.013],["2025-04-04T13:30Z",0.046],["2025-04-04T14:00Z",0.1],["2025-04-04T14:30Z",0.105],["2025-04-04T15:00Z",0.106],["2025-04-04T15:30Z",0.106],["2025-04-04T16:00Z",0.106],["2025-04-04T16:30Z",0.106],["2025-04-04T17:00Z",0.106],["2025-04-04T17:30Z",0.106],["2025-04-04T18:00Z",0.106],["2025-04-04T18:30Z",0.106],["2025-04-04T19:00Z",0.106],["2025-04-04T19:30Z",0.107],["2025-04-04T20:00Z",0.108],["2025-04-04T20:30Z",0.112],["2025-04-04T21:00Z",0.115],["2025-04-04T21:30Z",0.117],["2025-04-04T22:00Z",0.118],["2025-04-04T22:30Z",0.119],["2025-04-04T23:00Z",0.12],["2025-04-04T23:30Z",0.122],["2025-04-05T00:00Z",1.144],["2025-04-05T00:30Z",1.395],["2025-04-05T01:00Z",1.412],["2025-04-05T01:30Z",1.407],["2025-04-05T02:00Z",1.399],["2025-04-05T02:30Z",1.395],["2025-04-05T03:00Z",1.505],["2025-04-05T03:30Z",2.484],["2025-04-05T04:00Z",3.055],["2025-04-05T04:30Z",3.273],["2025-04-05T05:00Z",3.279],["2025-04-05T05:30Z",3.152],["2025-04-05T06:00Z",2.967],["2025-04-05T06:30Z",2.762],["2025-04-05T07:00Z",2.561],["2025-04-05T07:30Z",2.379],["2025-04-05T08:00Z",2.428],["2025-04-05T08:30Z",3.482],["2025-04-05T09:00Z",4.047],["2025-04-05T09:30Z",4.254],["2025-04-05T10:00Z",4.297],["2025-04-05T10:30Z",4.266],["2025-04-05T11:00Z",4.215],["2025-04-05T11:30Z",4.172],["2025-04-05T12:00Z",4.133],["2025-04-05T12:30Z",4.086],["2025-04-05T13:00Z",4.039],["2025-04-05T13:30Z",4.019],["2025-04-05T14:00Z",4.039],["2025-04-05T14:30Z",4.102],["2025-04-05T15:00Z",4.219],["2025-04-05T15:30Z",4.426],["2025-04-05T16:00Z",4.727],["2025-04-05T16:30Z",5.062],["2025-04-05T17:00Z",5.375],["2025-04-05T17:30Z",5.629],["2025-04-05T18:00Z",5.828],["2025-04-05T18:30Z",5.981],["2025-04-05T19:00Z",6.102],["2025-04-05T19:30Z",6.195],["2025-04-05T20:00Z",6.285],["2025-04-05T20:30Z",6.371],["2025-04-05T21:00Z",6.465],["2025-04-05T21:30Z",6.594],["2025-04-05T22:00Z",6.762],["2025-04-05T22:30Z",6.969],["2025-04-05T23:00Z",7.188],["2025-04-05T23:30Z",7.391],["2025-04-06T00:00Z",7.559],["2025-04-06T00:30Z",7.684],["2025-04-06T01:00Z",7.762],["2025-04-06T01:30Z",7.801],["2025-04-06T02:00Z",7.801],["2025-04-06T02:30Z",7.769],["2025-04-06T03:00Z",7.715],["2025-04-06T03:30Z",7.637],["2025-04-06T04:00Z",7.543],["2025-04-06T04:30Z",7.434],["2025-04-06T05:00Z",7.312],["2025-04-06T05:30Z",7.176],["2025-04-06T06:00Z",7.027],["2025-04-06T06:30Z",6.863],["2025-04-06T07:00Z",6.691],["2025-04-06T07:30Z",6.508],["2025-04-06T08:00Z",6.32],["2025-04-06T08:30Z",6.125],["2025-04-06T09:00Z",5.93],["2025-04-06T09:30Z",5.731],["2025-04-06T10:00Z",5.535],["2025-04-06T10:30Z",5.34],["2025-04-06T11:00Z",5.152],["2025-04-06T11:30Z",4.969],["2025-04-06T12:00Z",4.797],["2025-04-06T12:30Z",4.633],["2025-04-06T13:00Z",4.481],["2025-04-06T13:30Z",4.336],["2025-04-06T14:00Z",4.203],["2025-04-06T14:30Z",4.078],["2025-04-06T15:00Z",3.957],["2025-04-06T15:30Z",3.842],["2025-04-06T16:00Z",3.734],["2025-04-06T16:30Z",3.629],["2025-04-06T17:00Z",3.531],["2025-04-06T17:30Z",3.438],["2025-04-06T18:00Z",3.35],["2025-04-06T18:30Z",3.268],["2025-04-06T19:00Z",3.191],["2025-04-06T19:30Z",3.117],["2025-04-06T20:00Z",3.045],["2025-04-06T20:30Z",2.977],["2025-04-06T21:00Z",2.912],["2025-04-06T21:30Z",2.85],["2025-04-06T22:00Z",2.789],["2025-04-06T22:30Z",2.732],["2025-04-06T23:00Z",2.678],["2025-04-06T23:30Z",2.627],["2025-04-07T00:00Z",2.576],["2025-04-07T00:30Z",2.529],["2025-04-07T01:00Z",2.484],["2025-04-07T01:30Z",2.439],["2025-04-07T02:00Z",2.397],["2025-04-07T02:30Z",2.357],["2025-04-07T03:00Z",2.318],["2025-04-07T03:30Z",2.281],["2025-04-07T04:00Z",2.246],["2025-04-07T04:30Z",2.213],["2025-04-07T05:00Z",2.18],["2025-04-07T05:30Z",2.15],["2025-04-07T06:00Z",2.121],["2025-04-07T06:30Z",2.094],["2025-04-07T07:00Z",2.066],["2025-04-07T07:30Z",2.041],["2025-04-07T08:00Z",2.018],["2025-04-07T08:30Z",1.993],["2025-04-07T09:00Z",1.971],["2025-04-07T09:30Z",1.949],["2025-04-07T10:00Z",1.929],["2025-04-07T10:30Z",1.908],["2025-04-07T11:00Z",1.89],["2025-04-07T11:30Z",1.871],["2025-04-07T12:00Z",1.853],["2025-04-07T12:30Z",1.836],["2025-04-07T13:00Z",1.819],["2025-04-07T13:30Z",1.803],["2025-04-07T14:00Z",1.787],["2025-04-07T14:30Z",1.772],["2025-04-07T15:00Z",1.757],["2025-04-07T15:30Z",1.743],["2025-04-07T16:00Z",1.73],["2025-04-07T16:30Z",1.716],["2025-04-07T17:00Z",1.703],["2025-04-07T17:30Z",1.691],["2025-04-07T18:00Z",1.68],["2025-04-07T18:30Z",1.669],["2025-04-07T19:00Z",1.658],["2025-04-07T19:30Z",1.647],["2025-04-07T20:00Z",1.638],["2025-04-07T20:30Z",1.628],["2025-04-07T21:00Z",1.619],["2025-04-07T21:30Z",1.61],["2025-04-07T22:00Z",1.602],["2025-04-07T22:30Z",1.593],["2025-04-07T23:00Z",1.585],["2025-04-07T23:30Z",1.577],["2025-04-08T00:00Z",1.569],["2025-04-08T00:30Z",1.562],["2025-04-08T01:00Z",1.555],["2025-04-08T01:30Z",1.548],["2025-04-08T02:00Z",1.541],["2025-04-08T02:30Z",1.534],["2025-04-08T03:00Z",1.528],["2025-04-08T03:30Z",1.522],["2025-04-08T04:00Z",1.516],["2025-04-08T04:30Z",1.51],["2025-04-08T05:00Z",1.504],["2025-04-08T05:30Z",1.498],["2025-04-08T06:00Z",1.493],["2025-04-08T06:30Z",1.487],["2025-04-08T07:00Z",1.482],["2025-04-08T07:30Z",1.478],["2025-04-08T08:00Z",1.473],["2025-04-08T08:30Z",1.468],["2025-04-08T09:00Z",1.463],["2025-04-08T09:30Z",1.458],["2025-04-08T10:00Z",1.454],["2025-04-08T10:30Z",1.449],["2025-04-08T11:00Z",1.445],["2025-04-08T11:30Z",1.44],["2025-04-08T12:00Z",1.437],["2025-04-08T12:30Z",1.433],["2025-04-08T13:00Z",1.429],["2025-04-08T13:30Z",1.425],["2025-04-08T14:00Z",1.421],["2025-04-08T14:30Z",1.417],["2025-04-08T15:00Z",1.414],["2025-04-08T15:30Z",1.41],["2025-04-08T16:00Z",1.406],["2025-04-08T16:30Z",1.403],["2025-04-08T17:00Z",1.4],["2025-04-08T17:30Z",1.397],["2025-04-08T18:00Z",1.394],["2025-04-08T18:30Z",1.391],["2025-04-08T19:00Z",1.388],["2025-04-08T19:30Z",1.385],["2025-04-08T20:00Z",1.382],["2025-04-08T20:30Z",1.379],["2025-04-08T21:00Z",1.376],["2025-04-08T21:30Z",1.373],["2025-04-08T22:00Z",1.37],["2025-04-08T22:30Z",1.368],["2025-04-08T23:00Z",1.365],["2025-04-08T23:30Z",1.363],["2025-04-09T00:00Z",1.36]],"obs":[["2025-04-01T05:00Z",0.021],["2025-04-01T05:15Z",0.021],["2025-04-01T05:30Z",0.021],["2025-04-01T05:45Z",0.021],["2025-04-01T06:00Z",0.021],["2025-04-01T06:15Z",0.021],["2025-04-01T06:30Z",0.021],["2025-04-01T06:45Z",0.021],["2025-04-01T07:00Z",0.021],["2025-04-01T07:15Z",0.021],["2025-04-01T07:30Z",0.021],["2025-04-01T07:45Z",0.021],["2025-04-01T08:00Z",0.018],["2025-04-01T08:15Z",0.018],["2025-04-01T08:30Z",0.021],["2025-04-01T08:45Z",0.018],["2025-04-01T09:00Z",0.018],["2025-04-01T09:15Z",0.018],["2025-04-01T09:30Z",0.018],["2025-04-01T09:45Z",0.018],["2025-04-01T10:00Z",0.018],["2025-04-01T10:15Z",0.018],["2025-04-01T10:30Z",0.018],["2025-04-01T10:45Z",0.018],["2025-04-01T11:00Z",0.018],["2025-04-01T11:15Z",0.018],["2025-04-01T11:30Z",0.018],["2025-04-01T11:45Z",0.018],["2025-04-01T12:00Z",0.018],["2025-04-01T12:15Z",0.018],["2025-04-01T12:30Z",0.015],["2025-04-01T12:45Z",0.018],["2025-04-01T13:00Z",0.015],["2025-04-01T13:15Z",0.015],["2025-04-01T13:30Z",0.015],["2025-04-01T13:45Z",0.015],["2025-04-01T14:00Z",0.015],["2025-04-01T14:15Z",0.015],["2025-04-01T14:30Z",0.015],["2025-04-01T14:45Z",0.015],["2025-04-01T15:00Z",0.015],["2025-04-01T15:15Z",0.015],["2025-04-01T15:30Z",0.015],["2025-04-01T15:45Z",0.015],["2025-04-01T16:00Z",0.015],["2025-04-01T16:15Z",0.015],["2025-04-01T16:30Z",0.015],["2025-04-01T16:45Z",0.015],["2025-04-01T17:00Z",0.015],["2025-04-01T17:15Z",0.018],["2025-04-01T17:30Z",0.015],["2025-04-01T17:45Z",0.015],["2025-04-01T18:00Z",0.015],["2025-04-01T18:15Z",0.015],["2025-04-01T18:30Z",0.015],["2025-04-01T18:45Z",0.015],["2025-04-01T19:00Z",0.012],["2025-04-01T19:15Z",0.015],["2025-04-01T19:30Z",0.012],["2025-04-01T19:45Z",0.012],["2025-04-01T20:00Z",0.015],["2025-04-01T20:15Z",0.015],["2025-04-01T20:30Z",0.012],["2025-04-01T20:45Z",0.015],["2025-04-01T21:00Z",0.015],["2025-04-01T21:15Z",0.012],["2025-04-01T21:30Z",0.015],["2025-04-01T21:45Z",0.012],["2025-04-01T22:00Z",0.012],["2025-04-01T22:15Z",0.012],["2025-04-01T22:30Z",0.012],["2025-04-01T22:45Z",0.012],["2025-04-01T23:00Z",0.012],["2025-04-01T23:15Z",0.012],["2025-04-01T23:30Z",0.012],["2025-04-01T23:45Z",0.012],["2025-04-02T00:00Z",0.009],["2025-04-02T00:15Z",0.012],["2025-04-02T00:30Z",0.012],["2025-04-02T00:45Z",0.009],["2025-04-02T01:00Z",0.009],["2025-04-02T01:15Z",0.012],["2025-04-02T01:30Z",0.009],["2025-04-02T01:45Z",0.012],["2025-04-02T02:00Z",0.009],["2025-04-02T02:15Z",0.009],["2025-04-02T02:30Z",0.009],["2025-04-02T02:45Z",0.012],["2025-04-02T03:00Z",0.009],["2025-04-02T03:15Z",0.009],["2025-04-02T03:30Z",0.009],["2025-04-02T03:45Z",0.009],["2025-04-02T04:00Z",0.006],["2025-04-02T04:15Z",0.009],["2025-04-02T04:30Z",0.009],["2025-04-02T04:45Z",0.009],["2025-04-02T05:00Z",0.009],["2025-04-02T05:15Z",0.009],["2025-04-02T05:30Z",0.009],["2025-04-02T05:45Z",0.009],["2025-04-02T06:00Z",0.009],["2025-04-02T06:15Z",0.006],["2025-04-02T06:30Z",0.009],["2025-04-02T06:45Z",0.006],["2025-04-02T07:00Z",0.009],["2025-04-02T07:15Z",0.006],["2025-04-02T07:30Z",0.009],["2025-04-02T07:45Z",0.006],["2025-04-02T08:00Z",0.009],["2025-04-02T08:15Z",0.009],["2025-04-02T08:30Z",0.006],["2025-04-02T08:45Z",0.006],["2025-04-02T09:00Z",0.006],["2025-04-02T09:15Z",0.006],["2025-04-02T09:30Z",0.006],["2025-04-02T09:45Z",0.006],["2025-04-02T10:00Z",0.006],["2025-04-02T10:15Z",0.006],["2025-04-02T10:30Z",0.006],["2025-04-02T10:45Z",0.003],["2025-04-02T11:00Z",0.006],["2025-04-02T11:15Z",0.006],["2025-04-02T11:30Z",0.006],["2025-04-02T11:45Z",0.006],["2025-04-02T12:00Z",0.006],["2025-04-02T12:15Z",0.003],["2025-04-02T12:30Z",0.003],["2025-04-02T12:45Z",0.006],["2025-04-02T13:00Z",0.003],["2025-04-02T13:15Z",0.006],["2025-04-02T13:30Z",0.003],["2025-04-02T13:45Z",0.003],["2025-04-02T14:00Z",0.003],["2025-04-02T14:15Z",0.0],["2025-04-02T14:30Z",0.003],["2025-04-02T14:45Z",0.003],["2025-04-02T15:00Z",0.003],["2025-04-02T15:15Z",0.003],["2025-04-02T15:30Z",0.003],["2025-04-02T15:45Z",0.003],["2025-04-02T16:00Z",0.003],["2025-04-02T16:15Z",0.003],["2025-04-02T16:30Z",0.003],["2025-04-02T16:45Z",0.003],["2025-04-02T17:00Z",0.0],["2025-04-02T17:15Z",0.003],["2025-04-02T17:30Z",0.003],["2025-04-02T17:45Z",0.003],["2025-04-02T18:00Z",0.003],["2025-04-02T18:15Z",0.003],["2025-04-02T18:30Z",0.003],["2025-04-02T18:45Z",0.003],["2025-04-02T19:00Z",0.003],["2025-04-02T19:15Z",0.003],["2025-04-02T19:30Z",0.003],["2025-04-02T19:45Z",0.0],["2025-04-02T20:00Z",0.003],["2025-04-02T20:15Z",0.009],["2025-04-02T20:30Z",0.024],["2025-04-02T20:45Z",0.046],["2025-04-02T21:00Z",0.055],["2025-04-02T21:15Z",0.07],["2025-04-02T21:30Z",0.085],["2025-04-02T21:45Z",0.101],["2025-04-02T22:00Z",0.116],["2025-04-02T22:15Z",0.131],["2025-04-02T22:30Z",0.168],["2025-04-02T22:45Z",0.213],["2025-04-02T23:00Z",0.253],["2025-04-02T23:15Z",0.274],["2025-04-02T23:30Z",0.29],["2025-04-02T23:45Z",0.293],["2025-04-03T00:00Z",0.299],["2025-04-03T00:15Z",0.305],["2025-04-03T00:30Z",0.329],["2025-04-03T00:45Z",0.402],["2025-04-03T01:00Z",0.527],["2025-04-03T01:15Z",0.637],["2025-04-03T01:30Z",0.716],["2025-04-03T01:45Z",0.756],["2025-04-03T02:00Z",0.774],["2025-04-03T02:15Z",0.771],["2025-04-03T02:30Z",0.762],["2025-04-03T02:45Z",0.75],["2025-04-03T03:00Z",0.735],["2025-04-03T03:15Z",0.722],["2025-04-03T03:30Z",0.716],["2025-04-03T03:45Z",0.707],["2025-04-03T04:00Z",0.704],["2025-04-03T04:15Z",0.716],["2025-04-03T04:30Z",0.716],["2025-04-03T04:45Z",0.728],["2025-04-03T05:00Z",0.747],["2025-04-03T05:15Z",0.765],["2025-04-03T05:30Z",0.796],["2025-04-03T05:45Z",0.86],["2025-04-03T06:00Z",0.945],["2025-04-03T06:15Z",1.045],["2025-04-03T06:30Z",1.146],["2025-04-03T06:45Z",1.228],["2025-04-03T07:00Z",1.301],["2025-04-03T07:15Z",1.353],["2025-04-03T07:30Z",1.402],["2025-04-03T07:45Z",1.442],["2025-04-03T08:00Z",1.475],["2025-04-03T08:15Z",1.512],["2025-04-03T08:30Z",1.551],["2025-04-03T08:45Z",1.579],["2025-04-03T09:00Z",1.609],["2025-04-03T09:15Z",1.646],["2025-04-03T09:30Z",1.664],["2025-04-03T09:45Z",1.689],["2025-04-03T10:00Z",1.704],["2025-04-03T10:15Z",1.719],["2025-04-03T10:30Z",1.728],["2025-04-03T10:45Z",1.734],["2025-04-03T11:00Z",1.737],["2025-04-03T11:15Z",1.731],["2025-04-03T11:30Z",1.731],["2025-04-03T11:45Z",1.719],["2025-04-03T12:00Z",1.719],["2025-04-03T12:15Z",1.71],["2025-04-03T12:30Z",1.701],["2025-04-03T12:45Z",1.689],["2025-04-03T13:00Z",1.676],["2025-04-03T13:15Z",1.661],["2025-04-03T13:30Z",1.652],["2025-04-03T13:45Z",1.64],["2025-04-03T14:00Z",1.625],["2025-04-03T14:15Z",1.625],["2025-04-03T14:30Z",1.612],["2025-04-03T14:45Z",1.603],["2025-04-03T15:00Z",1.606],["2025-04-03T15:15Z",1.609],["2025-04-03T15:30Z",1.609],["2025-04-03T15:45Z",1.615],["2025-04-03T16:00Z",1.628],["2025-04-03T16:15Z",1.637],["2025-04-03T16:30Z",1.649],["2025-04-03T16:45Z",1.655],["2025-04-03T17:00Z",1.661],["2025-04-03T17:15Z",1.664],["2025-04-03T17:30Z",1.67],["2025-04-03T17:45Z",1.676],["2025-04-03T18:00Z",1.67],["2025-04-03T18:15Z",1.673],["2025-04-03T18:30Z",1.673],["2025-04-03T18:45Z",1.664],["2025-04-03T19:00Z",1.658],["2025-04-03T19:15Z",1.646],["2025-04-03T19:30Z",1.637],["2025-04-03T19:45Z",1.631],["2025-04-03T20:00Z",1.618],["2025-04-03T20:15Z",1.612],["2025-04-03T20:30Z",1.603],["2025-04-03T20:45Z",1.594],["2025-04-03T21:00Z",1.582],["2025-04-03T21:15Z",1.573],["2025-04-03T21:30Z",1.564],["2025-04-03T21:45Z",1.554],["2025-04-03T22:00Z",1.539],["2025-04-03T22:15Z",1.527],["2025-04-03T22:30Z",1.521],["2025-04-03T22:45Z",1.512],["2025-04-03T23:00Z",1.5],["2025-04-03T23:15Z",1.49],["2025-04-03T23:30Z",1.475],["2025-04-03T23:45Z",1.469],["2025-04-04T00:00Z",1.466],["2025-04-04T00:15Z",1.451],["2025-04-04T00:30Z",1.445],["2025-04-04T00:45Z",1.436],["2025-04-04T01:00Z",1.436],["2025-04-04T01:15Z",1.42],["2025-04-04T01:30Z",1.411],["2025-04-04T01:45Z",1.411],["2025-04-04T02:00Z",1.396],["2025-04-04T02:15Z",1.39],["2025-04-04T02:30Z",1.387],["2025-04-04T02:45Z",1.381],["2025-04-04T03:00Z",1.378],["2025-04-04T03:15Z",1.366],["2025-04-04T03:30Z",1.362],["2025-04-04T03:45Z",1.353],["2025-04-04T04:00Z",1.353],["2025-04-04T04:15Z",1.347],["2025-04-04T04:30Z",1.347],["2025-04-04T04:45Z",1.335],["2025-04-04T05:00Z",1.332],["2025-04-04T05:15Z",1.329],["2025-04-04T05:30Z",1.323],["2025-04-04T05:45Z",1.323],["2025-04-04T06:00Z",1.32],["2025-04-04T06:15Z",1.317],["2025-04-04T06:30Z",1.308],["2025-04-04T06:45Z",1.311],["2025-04-04T07:00Z",1.308],["2025-04-04T07:15Z",1.301],["2025-04-04T07:30Z",1.301],["2025-04-04T07:45Z",1.301],["2025-04-04T08:00Z",1.292],["2025-04-04T08:15Z",1.295],["2025-04-04T08:30Z",1.292],["2025-04-04T08:45Z",1.289],["2025-04-04T09:00Z",1.289],["2025-04-04T09:15Z",1.286],["2025-04-04T09:30Z",1.28],["2025-04-04T09:45Z",1.277],["2025-04-04T10:00Z",1.28],["2025-04-04T10:15Z",1.274],["2025-04-04T10:30Z",1.277],["2025-04-04T10:45Z",1.274],["2025-04-04T11:00Z",1.274],["2025-04-04T11:15Z",1.262],["2025-04-04T11:30Z",1.274],["2025-04-04T11:45Z",1.271],["2025-04-04T12:00Z",1.283],["2025-04-04T12:15Z",1.295],["2025-04-04T12:30Z",1.326],["2025-04-04T12:45Z",1.353],["2025-04-04T13:00Z",1.396],["2025-04-04T13:15Z",1.43],["2025-04-04T13:30Z",1.478],["2025-04-04T13:45Z",1.542],["2025-04-04T14:00Z",1.612],["2025-04-04T14:15Z",1.695],["2025-04-04T14:30Z",1.814],["2025-04-04T14:45Z",1.932],["2025-04-04T15:00Z",2.039],["2025-04-04T15:15Z",2.103],["2025-04-04T15:30Z",2.143],["2025-04-04T15:45Z",2.179],["2025-04-04T16:00Z",2.176],["2025-04-04T16:15Z",2.161],["2025-04-04T16:30Z",2.128],["2025-04-04T16:45Z",2.085],["2025-04-04T17:00Z",2.039],["2025-04-04T17:15Z",1.999],["2025-04-04T17:30Z",1.969],["2025-04-04T17:45Z",1.942],["2025-04-04T18:00Z",1.92],["2025-04-04T18:15Z",1.917],["2025-04-04T18:30Z",1.917],["2025-04-04T18:45Z",1.935],["2025-04-04T19:00Z",1.948],["2025-04-04T19:15Z",1.966],["2025-04-04T19:30Z",1.99],["2025-04-04T19:45Z",2.018],["2025-04-04T20:00Z",2.051],["2025-04-04T20:15Z",2.091],["2025-04-04T20:30Z",2.143],["2025-04-04T20:45Z",2.192],["2025-04-04T21:00Z",2.262],["2025-04-04T21:15Z",2.344],["2025-04-04T21:30Z",2.426],["2025-04-04T21:45Z",2.53],["2025-04-04T22:00Z",2.64],["2025-04-04T22:15Z",2.749],["2025-04-04T22:30Z",2.856],["2025-04-04T22:45Z",2.929],["2025-04-04T23:00Z",3.018],["2025-04-04T23:15Z",3.066],["2025-04-04T23:30Z",3.13],["2025-04-04T23:45Z",3.188],["2025-04-05T00:00Z",3.261],["2025-04-05T00:15Z",3.325],["2025-04-05T00:30Z",3.444],["2025-04-05T00:45Z",3.536],["2025-04-05T01:00Z",3.648],["2025-04-05T01:15Z",3.761],["2025-04-05T01:30Z",3.856],["2025-04-05T01:45Z",3.956],["2025-04-05T02:00Z",4.066],["2025-04-05T02:15Z",4.167],["2025-04-05T02:30Z",4.261],["2025-04-05T02:45Z",4.331],["2025-04-05T03:00Z",4.395],["2025-04-05T03:15Z",4.441],["2025-04-05T03:30Z",4.478],["2025-04-05T03:45Z",4.474],["2025-04-05T04:00Z",4.481],["2025-04-05T04:15Z",4.493],["2025-04-05T04:30Z",4.487],["2025-04-05T04:45Z",4.493],["2025-04-05T05:00Z",4.542],["2025-04-05T05:15Z",4.578],["2025-04-05T05:30Z",4.596],["2025-04-05T05:45Z",4.688],["2025-04-05T06:00Z",4.755],["2025-04-05T06:15Z",4.849],["2025-04-05T06:30Z",4.926],["2025-04-05T06:45Z",4.996],["2025-04-05T07:00Z",5.118],["2025-04-05T07:15Z",5.203],["2025-04-05T07:30Z",5.279],["2025-04-05T07:45Z",5.334],["2025-04-05T08:00Z",5.474],["2025-04-05T08:15Z",5.566],["2025-04-05T08:30Z",5.691],["2025-04-05T08:45Z",5.764],["2025-04-05T09:00Z",5.843],["2025-04-05T09:15Z",5.947],["2025-04-05T09:30Z",5.989],["2025-04-05T09:45Z",6.078],["2025-04-05T10:00Z",6.151],["2025-04-05T10:15Z",6.197],["2025-04-05T10:30Z",6.245],["2025-04-05T10:45Z",6.3],["2025-04-05T11:00Z",6.364],["2025-04-05T11:15Z",6.373],["2025-04-05T11:30Z",6.44],["2025-04-05T11:45Z",6.453],["2025-04-05T12:00Z",6.517],["2025-04-05T12:15Z",6.571],["2025-04-05T12:30Z",6.629],["2025-04-05T12:45Z",6.709],["2025-04-05T13:00Z",6.733],["2025-04-05T13:15Z",6.797],["2025-04-05T13:30Z",6.904],["2025-04-05T13:45Z",6.952],["2025-04-05T14:00Z",7.032],["2025-04-05T14:15Z",7.105],["2025-04-05T14:30Z",7.19],["2025-04-05T14:45Z",7.306],["2025-04-05T15:00Z",7.321],["2025-04-05T15:15Z",7.361],["2025-04-05T15:30Z",7.452],["2025-04-05T15:45Z",7.489],["2025-04-05T16:00Z",7.556],["2025-04-05T16:15Z",7.638],["2025-04-05T16:30Z",7.699],["2025-04-05T16:45Z",7.775],["2025-04-05T17:00Z",7.855],["2025-04-05T17:15Z",7.91],["2025-04-05T17:30Z",7.986],["2025-04-05T17:45Z",8.047],["2025-04-05T18:00Z",8.092],["2025-04-05T18:15Z",8.15],["2025-04-05T18:30Z",8.233],["2025-04-05T18:45Z",8.251],["2025-04-05T19:00Z",8.3],["2025-04-05T19:15Z",8.364],["2025-04-05T19:30Z",8.394],["2025-04-05T19:45Z",8.406],["2025-04-05T20:00Z",8.422],["2025-04-05T20:15Z",8.434],["2025-04-05T20:30Z",8.455],["2025-04-05T20:45Z",8.434],["2025-04-05T21:00Z",8.461],["2025-04-05T21:15Z",8.464],["2025-04-05T21:30Z",8.495],["2025-04-05T21:45Z",8.48],["2025-04-05T22:00Z",8.544],["2025-04-05T22:15Z",8.522],["2025-04-05T22:30Z",8.544],["2025-04-05T22:45Z",8.522],["2025-04-05T23:00Z",8.559],["2025-04-05T23:15Z",8.632],["2025-04-05T23:30Z",8.614],["2025-04-05T23:45Z",8.669],["2025-04-06T00:00Z",8.681],["2025-04-06T00:15Z",8.696],["2025-04-06T00:30Z",8.751],["2025-04-06T00:45Z",8.784],["2025-04-06T01:00Z",8.793],["2025-04-06T01:15Z",8.8],["2025-04-06T01:30Z",8.803],["2025-04-06T01:45Z",8.839],["2025-04-06T02:00Z",8.836],["2025-04-06T02:15Z",8.839],["2025-04-06T02:30Z",8.851],["2025-04-06T02:45Z",8.87],["2025-04-06T03:00Z",8.848],["2025-04-06T03:15Z",8.833],["2025-04-06T03:30Z",8.833],["2025-04-06T03:45Z",8.818],["2025-04-06T04:00Z",8.803],["2025-04-06T04:15Z",8.778],["2025-04-06T04:30Z",8.766],["2025-04-06T04:45Z",8.717],["2025-04-06T05:00Z",8.702],["2025-04-06T05:15Z",8.675],["2025-04-06T05:30Z",8.662],["2025-04-06T05:45Z",8.614],["2025-04-06T06:00Z",8.589],["2025-04-06T06:15Z",8.568],["2025-04-06T06:30Z",8.486],["2025-04-06T06:45Z",8.461],["2025-04-06T07:00Z",8.403],["2025-04-06T07:15Z",8.373],["2025-04-06T07:30Z",8.291],["2025-04-06T07:45Z",8.26],["2025-04-06T08:00Z",8.23],["2025-04-06T08:15Z",8.156],["2025-04-06T08:30Z",8.108],["2025-04-06T08:45Z",8.025],["2025-04-06T09:00Z",7.974],["2025-04-06T09:15Z",7.907],["2025-04-06T09:30Z",7.827],["2025-04-06T09:45Z",7.751],["2025-04-06T10:00Z",7.687],["2025-04-06T10:15Z",7.614],["2025-04-06T10:30Z",7.522],["2025-04-06T10:45Z",7.425],["2025-04-06T11:00Z",7.352],["2025-04-06T11:15Z",7.312],["2025-04-06T11:30Z",7.151],["2025-04-06T11:45Z",7.059],["2025-04-06T12:00Z",6.952],["2025-04-06T12:15Z",6.834],["2025-04-06T12:30Z",6.733],["2025-04-06T12:45Z",6.608],["2025-04-06T13:00Z",6.486],["2025-04-06T13:15Z",6.358],["2025-04-06T13:30Z",6.23],["2025-04-06T13:45Z",6.084],["2025-04-06T14:00Z",5.992],["2025-04-06T14:15Z",5.84],["2025-04-06T14:30Z",5.739],["2025-04-06T14:45Z",5.584],["2025-04-06T15:00Z",5.474],["2025-04-06T15:15Z",5.328],["2025-04-06T15:30Z",5.224],["2025-04-06T15:45Z",5.087],["2025-04-06T16:00Z",5.026],["2025-04-06T16:15Z",4.883],["2025-04-06T16:30Z",4.791],["2025-04-06T16:45Z",4.657],["2025-04-06T17:00Z",4.569],["2025-04-06T17:15Z",4.502],["2025-04-06T17:30Z",4.404],["2025-04-06T17:45Z",4.356],["2025-04-06T18:00Z",4.282],["2025-04-06T18:15Z",4.209],["2025-04-06T18:30Z",4.139],["2025-04-06T18:45Z",4.115],["2025-04-06T19:00Z",4.057],["2025-04-06T19:15Z",3.999],["2025-04-06T19:30Z",3.901],["2025-04-06T19:45Z",3.883],["2025-04-06T20:00Z",3.847],["2025-04-06T20:15Z",3.856],["2025-04-06T20:30Z",3.77],["2025-04-06T20:45Z",3.731],["2025-04-06T21:00Z",3.7],["2025-04-06T21:15Z",3.655],["2025-04-06T21:30Z",3.63],["2025-04-06T21:45Z",3.578],["2025-04-06T22:00Z",3.575],["2025-04-06T22:15Z",3.563],["2025-04-06T22:30Z",3.511],["2025-04-06T22:45Z",3.493],["2025-04-06T23:00Z",3.456],["2025-04-06T23:15Z",3.441],["2025-04-06T23:30Z",3.417],["2025-04-06T23:45Z",3.386],["2025-04-07T00:00Z",3.386],["2025-04-07T00:15Z",3.335],["2025-04-07T00:30Z",3.325],["2025-04-07T00:45Z",3.307],["2025-04-07T01:00Z",3.28],["2025-04-07T01:15Z",3.255],["2025-04-07T01:30Z",3.228],["2025-04-07T01:45Z",3.243],["2025-04-07T02:00Z",3.216],["2025-04-07T02:15Z",3.179],["2025-04-07T02:30Z",3.161],["2025-04-07T02:45Z",3.149],["2025-04-07T03:00Z",3.139],["2025-04-07T03:15Z",3.094],["2025-04-07T03:30Z",3.091],["2025-04-07T03:45Z",3.063],["2025-04-07T04:00Z",3.066],["2025-04-07T04:15Z",3.051],["2025-04-07T04:30Z",3.027],["2025-04-07T04:45Z",3.002],["2025-04-07T05:00Z",2.975],["2025-04-07T05:15Z",2.963],["2025-04-07T05:30Z",2.987],["2025-04-07T05:45Z",2.978],["2025-04-07T06:00Z",2.911],["2025-04-07T06:15Z",2.914],["2025-04-07T06:30Z",2.886],["2025-04-07T06:45Z",2.871],["2025-04-07T07:00Z",2.89],["2025-04-07T07:15Z",2.853],["2025-04-07T07:30Z",2.838],["2025-04-07T07:45Z",2.856],["2025-04-07T08:00Z",2.78],["2025-04-07T08:15Z",2.789],["2025-04-07T08:30Z",2.755],["2025-04-07T08:45Z",2.798],["2025-04-07T09:00Z",2.78],["2025-04-07T09:15Z",2.734],["2025-04-07T09:30Z",2.716],["2025-04-07T09:45Z",2.731],["2025-04-07T10:00Z",2.716],["2025-04-07T10:15Z",2.691],["2025-04-07T10:30Z",2.667],["2025-04-07T10:45Z",2.67],["2025-04-07T11:00Z",2.655],["2025-04-07T11:15Z",2.618],["2025-04-07T11:30Z",2.649],["2025-04-07T11:45Z",2.621],["2025-04-07T12:00Z",2.6],["2025-04-07T12:15Z",2.627],["2025-04-07T12:30Z",2.582],["2025-04-07T12:45Z",2.615],["2025-04-07T13:00Z",2.551],["2025-04-07T13:15Z",2.536],["2025-04-07T13:30Z",2.533],["2025-04-07T13:45Z",2.533],["2025-04-07T14:00Z",2.487],["2025-04-07T14:15Z",2.521],["2025-04-07T14:30Z",2.505],["2025-04-07T14:45Z",2.454],["2025-04-07T15:00Z",2.463],["2025-04-07T15:15Z",2.475],["2025-04-07T15:30Z",2.448],["2025-04-07T15:45Z",2.438],["2025-04-07T16:00Z",2.417],["2025-04-07T16:15Z",2.423],["2025-04-07T16:30Z",2.414],["2025-04-07T16:45Z",2.39],["2025-04-07T17:00Z",2.38],["2025-04-07T17:15Z",2.374],["2025-04-07T17:30Z",2.359],["2025-04-07T17:45Z",2.335],["2025-04-07T18:00Z",2.344],["2025-04-07T18:15Z",2.35],["2025-04-07T18:30Z",2.341],["2025-04-07T18:45Z",2.323],["2025-04-07T19:00Z",2.362],["2025-04-07T19:15Z",2.298],["2025-04-07T19:30Z",2.289],["2025-04-07T19:45Z",2.286],["2025-04-07T20:00Z",2.28],["2025-04-07T20:15Z",2.259],["2025-04-07T20:30Z",2.286],["2025-04-07T20:45Z",2.271],["2025-04-07T21:00Z",2.231],["2025-04-07T21:15Z",2.234],["2025-04-07T21:30Z",2.222],["2025-04-07T21:45Z",2.21],["2025-04-07T22:00Z",2.201],["2025-04-07T22:15Z",2.201],["2025-04-07T22:30Z",2.204],["2025-04-07T22:45Z",2.21],["2025-04-07T23:00Z",2.192],["2025-04-07T23:15Z",2.164],["2025-04-07T23:30Z",2.149],["2025-04-07T23:45Z",2.179],["2025-04-08T00:00Z",2.173],["2025-04-08T00:15Z",2.137],["2025-04-08T00:30Z",2.143],["2025-04-08T00:45Z",2.14],["2025-04-08T01:00Z",2.103],["2025-04-08T01:15Z",2.097],["2025-04-08T01:30Z",2.1],["2025-04-08T01:45Z",2.085],["2025-04-08T02:00Z",2.109],["2025-04-08T02:15Z",2.057],["2025-04-08T02:30Z",2.063],["2025-04-08T02:45Z",2.042],["2025-04-08T03:00Z",2.067],["2025-04-08T03:15Z",2.051],["2025-04-08T03:30Z",2.033],["2025-04-08T03:45Z",2.045],["2025-04-08T04:00Z",2.021],["2025-04-08T04:15Z",2.006],["2025-04-08T04:30Z",1.996],["2025-04-08T04:45Z",2.003],["2025-04-08T05:00Z",1.987],["2025-04-08T05:15Z",2.024],["2025-04-08T05:30Z",2.015],["2025-04-08T05:45Z",1.966],["2025-04-08T06:00Z",1.981],["2025-04-08T06:15Z",1.981],["2025-04-08T06:30Z",1.96],["2025-04-08T06:45Z",1.957],["2025-04-08T07:00Z",1.942],["2025-04-08T07:15Z",1.972],["2025-04-08T07:30Z",1.96],["2025-04-08T07:45Z",1.942],["2025-04-08T08:00Z",1.951],["2025-04-08T08:15Z",1.935],["2025-04-08T08:30Z",1.905],["2025-04-08T08:45Z",1.92],["2025-04-08T09:00Z",1.926],["2025-04-08T09:15Z",1.896],["2025-04-08T09:30Z",1.917],["2025-04-08T09:45Z",1.914],["2025-04-08T10:00Z",1.875],["2025-04-08T10:15Z",1.859],["2025-04-08T10:30Z",1.881],["2025-04-08T10:45Z",1.884],["2025-04-08T11:00Z",1.878],["2025-04-08T11:15Z",1.856],["2025-04-08T11:30Z",1.856],["2025-04-08T11:45Z",1.859],["2025-04-08T12:00Z",1.847],["2025-04-08T12:15Z",1.844],["2025-04-08T12:30Z",1.823],["2025-04-08T12:45Z",1.832],["2025-04-08T13:00Z",1.829],["2025-04-08T13:15Z",1.817],["2025-04-08T13:30Z",1.795],["2025-04-08T13:45Z",1.795],["2025-04-08T14:00Z",1.829],["2025-04-08T14:15Z",1.789],["2025-04-08T14:30Z",1.78],["2025-04-08T14:45Z",1.771],["2025-04-08T15:00Z",1.798],["2025-04-08T15:15Z",1.777],["2025-04-08T15:30Z",1.777],["2025-04-08T15:45Z",1.756],["2025-04-08T16:00Z",1.771],["2025-04-08T16:15Z",1.759],["2025-04-08T16:30Z",1.743],["2025-04-08T16:45Z",1.756],["2025-04-08T17:00Z",1.756],["2025-04-08T17:15Z",1.737],["2025-04-08T17:30Z",1.731],["2025-04-08T17:45Z",1.74],["2025-04-08T18:00Z",1.771],["2025-04-08T18:15Z",1.774],["2025-04-08T18:30Z",1.75],["2025-04-08T18:45Z",1.734],["2025-04-08T19:00Z",1.765],["2025-04-08T19:15Z",1.737],["2025-04-08T19:30Z",1.692],["2025-04-08T19:45Z",1.686],["2025-04-08T20:00Z",1.686],["2025-04-08T20:15Z",1.704],["2025-04-08T20:30Z",1.664],["2025-04-08T20:45Z",1.701],["2025-04-08T21:00Z",1.664],["2025-04-08T21:15Z",1.686],["2025-04-08T21:30Z",1.704],["2025-04-08T21:45Z",1.676],["2025-04-08T22:00Z",1.64],["2025-04-08T22:15Z",1.646],["2025-04-08T22:30Z",1.667],["2025-04-08T22:45Z",1.646],["2025-04-08T23:00Z",1.667],["2025-04-08T23:15Z",1.652],["2025-04-08T23:30Z",1.67],["2025-04-08T23:45Z",1.643],["2025-04-09T00:00Z",1.682]]},{"site":"07055780","name":"Buffalo River at Carver Access nr Hasty, AR","lon":-93.04275,"lat":35.983139,"metrics":{"nse":0.6486,"rise_nse":0.4904,"peak_err_m":-0.2927,"peak_dt_h":-0.25,"rmse_m":1.0312,"da_km2":null,"model_rise_m":6.6094,"obs_rise_m":6.8793,"obs_peak_utc":"2025-04-05T21:15"},"sim":[["2025-04-01T05:00Z",0.0],["2025-04-01T05:30Z",0.0],["2025-04-01T06:00Z",0.0],["2025-04-01T06:30Z",0.0],["2025-04-01T07:00Z",0.0],["2025-04-01T07:30Z",0.0],["2025-04-01T08:00Z",0.0],["2025-04-01T08:30Z",0.0],["2025-04-01T09:00Z",0.0],["2025-04-01T09:30Z",0.0],["2025-04-01T10:00Z",0.0],["2025-04-01T10:30Z",0.0],["2025-04-01T11:00Z",0.0],["2025-04-01T11:30Z",0.0],["2025-04-01T12:00Z",0.0],["2025-04-01T12:30Z",0.0],["2025-04-01T13:00Z",0.0],["2025-04-01T13:30Z",0.0],["2025-04-01T14:00Z",0.0],["2025-04-01T14:30Z",0.0],["2025-04-01T15:00Z",0.0],["2025-04-01T15:30Z",0.0],["2025-04-01T16:00Z",0.0],["2025-04-01T16:30Z",0.0],["2025-04-01T17:00Z",0.0],["2025-04-01T17:30Z",0.0],["2025-04-01T18:00Z",0.0],["2025-04-01T18:30Z",0.0],["2025-04-01T19:00Z",0.0],["2025-04-01T19:30Z",0.0],["2025-04-01T20:00Z",0.0],["2025-04-01T20:30Z",0.0],["2025-04-01T21:00Z",0.0],["2025-04-01T21:30Z",0.0],["2025-04-01T22:00Z",0.0],["2025-04-01T22:30Z",0.0],["2025-04-01T23:00Z",0.0],["2025-04-01T23:30Z",0.0],["2025-04-02T00:00Z",0.0],["2025-04-02T00:30Z",0.0],["2025-04-02T01:00Z",0.0],["2025-04-02T01:30Z",0.0],["2025-04-02T02:00Z",0.0],["2025-04-02T02:30Z",0.0],["2025-04-02T03:00Z",0.0],["2025-04-02T03:30Z",0.0],["2025-04-02T04:00Z",0.0],["2025-04-02T04:30Z",0.0],["2025-04-02T05:00Z",0.0],["2025-04-02T05:30Z",0.0],["2025-04-02T06:00Z",0.0],["2025-04-02T06:30Z",0.0],["2025-04-02T07:00Z",0.0],["2025-04-02T07:30Z",0.0],["2025-04-02T08:00Z",0.0],["2025-04-02T08:30Z",0.0],["2025-04-02T09:00Z",0.0],["2025-04-02T09:30Z",0.0],["2025-04-02T10:00Z",0.0],["2025-04-02T10:30Z",0.0],["2025-04-02T11:00Z",0.0],["2025-04-02T11:30Z",0.0],["2025-04-02T12:00Z",0.0],["2025-04-02T12:30Z",0.0],["2025-04-02T13:00Z",0.0],["2025-04-02T13:30Z",0.0],["2025-04-02T14:00Z",0.0],["2025-04-02T14:30Z",0.0],["2025-04-02T15:00Z",0.0],["2025-04-02T15:30Z",0.0],["2025-04-02T16:00Z",0.0],["2025-04-02T16:30Z",0.0],["2025-04-02T17:00Z",0.0],["2025-04-02T17:30Z",0.0],["2025-04-02T18:00Z",0.0],["2025-04-02T18:30Z",0.0],["2025-04-02T19:00Z",0.0],["2025-04-02T19:30Z",0.001],["2025-04-02T20:00Z",0.002],["2025-04-02T20:30Z",0.001],["2025-04-02T21:00Z",0.0],["2025-04-02T21:30Z",0.0],["2025-04-02T22:00Z",0.0],["2025-04-02T22:30Z",0.0],["2025-04-02T23:00Z",0.0],["2025-04-02T23:30Z",0.0],["2025-04-03T00:00Z",0.0],["2025-04-03T00:30Z",0.0],["2025-04-03T01:00Z",0.0],["2025-04-03T01:30Z",0.0],["2025-04-03T02:00Z",0.0],["2025-04-03T02:30Z",0.0],["2025-04-03T03:00Z",0.0],["2025-04-03T03:30Z",0.0],["2025-04-03T04:00Z",0.0],["2025-04-03T04:30Z",0.0],["2025-04-03T05:00Z",0.0],["2025-04-03T05:30Z",0.0],["2025-04-03T06:00Z",0.0],["2025-04-03T06:30Z",0.0],["2025-04-03T07:00Z",0.0],["2025-04-03T07:30Z",0.0],["2025-04-03T08:00Z",0.0],["2025-04-03T08:30Z",0.0],["2025-04-03T09:00Z",0.0],["2025-04-03T09:30Z",0.0],["2025-04-03T10:00Z",0.0],["2025-04-03T10:30Z",0.0],["2025-04-03T11:00Z",0.0],["2025-04-03T11:30Z",0.0],["2025-04-03T12:00Z",0.0],["2025-04-03T12:30Z",0.0],["2025-04-03T13:00Z",0.0],["2025-04-03T13:30Z",0.0],["2025-04-03T14:00Z",0.0],["2025-04-03T14:30Z",0.0],["2025-04-03T15:00Z",0.0],["2025-04-03T15:30Z",0.0],["2025-04-03T16:00Z",0.0],["2025-04-03T16:30Z",0.0],["2025-04-03T17:00Z",0.0],["2025-04-03T17:30Z",0.0],["2025-04-03T18:00Z",0.0],["2025-04-03T18:30Z",0.0],["2025-04-03T19:00Z",0.0],["2025-04-03T19:30Z",0.0],["2025-04-03T20:00Z",0.0],["2025-04-03T20:30Z",0.0],["2025-04-03T21:00Z",0.0],["2025-04-03T21:30Z",0.0],["2025-04-03T22:00Z",0.0],["2025-04-03T22:30Z",0.0],["2025-04-03T23:00Z",0.0],["2025-04-03T23:30Z",0.0],["2025-04-04T00:00Z",0.0],["2025-04-04T00:30Z",0.0],["2025-04-04T01:00Z",0.0],["2025-04-04T01:30Z",0.0],["2025-04-04T02:00Z",0.0],["2025-04-04T02:30Z",0.0],["2025-04-04T03:00Z",0.0],["2025-04-04T03:30Z",0.0],["2025-04-04T04:00Z",0.0],["2025-04-04T04:30Z",0.0],["2025-04-04T05:00Z",0.0],["2025-04-04T05:30Z",0.0],["2025-04-04T06:00Z",0.0],["2025-04-04T06:30Z",0.0],["2025-04-04T07:00Z",0.0],["2025-04-04T07:30Z",0.0],["2025-04-04T08:00Z",0.0],["2025-04-04T08:30Z",0.0],["2025-04-04T09:00Z",0.0],["2025-04-04T09:30Z",0.0],["2025-04-04T10:00Z",0.0],["2025-04-04T10:30Z",0.0],["2025-04-04T11:00Z",0.0],["2025-04-04T11:30Z",0.0],["2025-04-04T12:00Z",0.0],["2025-04-04T12:30Z",0.006],["2025-04-04T13:00Z",0.04],["2025-04-04T13:30Z",0.045],["2025-04-04T14:00Z",0.043],["2025-04-04T14:30Z",0.041],["2025-04-04T15:00Z",0.038],["2025-04-04T15:30Z",0.035],["2025-04-04T16:00Z",0.033],["2025-04-04T16:30Z",0.03],["2025-04-04T17:00Z",0.027],["2025-04-04T17:30Z",0.024],["2025-04-04T18:00Z",0.021],["2025-04-04T18:30Z",0.019],["2025-04-04T19:00Z",0.017],["2025-04-04T19:30Z",0.016],["2025-04-04T20:00Z",0.015],["2025-04-04T20:30Z",0.017],["2025-04-04T21:00Z",0.018],["2025-04-04T21:30Z",0.021],["2025-04-04T22:00Z",0.024],["2025-04-04T22:30Z",0.024],["2025-04-04T23:00Z",0.025],["2025-04-04T23:30Z",0.026],["2025-04-05T00:00Z",0.028],["2025-04-05T00:30Z",0.051],["2025-04-05T01:00Z",0.12],["2025-04-05T01:30Z",0.145],["2025-04-05T02:00Z",0.147],["2025-04-05T02:30Z",0.148],["2025-04-05T03:00Z",0.149],["2025-04-05T03:30Z",0.149],["2025-04-05T04:00Z",0.149],["2025-04-05T04:30Z",2.494],["2025-04-05T05:00Z",2.533],["2025-04-05T05:30Z",2.379],["2025-04-05T06:00Z",2.203],["2025-04-05T06:30Z",2.064],["2025-04-05T07:00Z",1.987],["2025-04-05T07:30Z",2.102],["2025-04-05T08:00Z",2.17],["2025-04-05T08:30Z",3.295],["2025-04-05T09:00Z",3.562],["2025-04-05T09:30Z",3.623],["2025-04-05T10:00Z",3.66],["2025-04-05T10:30Z",3.678],["2025-04-05T11:00Z",3.66],["2025-04-05T11:30Z",3.613],["2025-04-05T12:00Z",3.531],["2025-04-05T12:30Z",3.418],["2025-04-05T13:00Z",3.293],["2025-04-05T13:30Z",3.197],["2025-04-05T14:00Z",3.324],["2025-04-05T14:30Z",3.625],["2025-04-05T15:00Z",3.838],["2025-04-05T15:30Z",4.039],["2025-04-05T16:00Z",4.324],["2025-04-05T16:30Z",4.66],["2025-04-05T17:00Z",5.051],["2025-04-05T17:30Z",5.406],["2025-04-05T18:00Z",5.715],["2025-04-05T18:30Z",6.004],["2025-04-05T19:00Z",6.258],["2025-04-05T19:30Z",6.445],["2025-04-05T20:00Z",6.547],["2025-04-05T20:30Z",6.594],["2025-04-05T21:00Z",6.609],["2025-04-05T21:30Z",6.598],["2025-04-05T22:00Z",6.551],["2025-04-05T22:30Z",6.481],["2025-04-05T23:00Z",6.398],["2025-04-05T23:30Z",6.289],["2025-04-06T00:00Z",6.148],["2025-04-06T00:30Z",5.969],["2025-04-06T01:00Z",5.758],["2025-04-06T01:30Z",5.523],["2025-04-06T02:00Z",5.285],["2025-04-06T02:30Z",5.043],["2025-04-06T03:00Z",4.812],["2025-04-06T03:30Z",4.594],["2025-04-06T04:00Z",4.387],["2025-04-06T04:30Z",4.188],["2025-04-06T05:00Z",3.998],["2025-04-06T05:30Z",3.82],["2025-04-06T06:00Z",3.65],["2025-04-06T06:30Z",3.492],["2025-04-06T07:00Z",3.34],["2025-04-06T07:30Z",3.203],["2025-04-06T08:00Z",3.078],["2025-04-06T08:30Z",2.965],["2025-04-06T09:00Z",2.861],["2025-04-06T09:30Z",2.769],["2025-04-06T10:00Z",2.684],["2025-04-06T10:30Z",2.606],["2025-04-06T11:00Z",2.535],["2025-04-06T11:30Z",2.471],["2025-04-06T12:00Z",2.41],["2025-04-06T12:30Z",2.357],["2025-04-06T13:00Z",2.307],["2025-04-06T13:30Z",2.26],["2025-04-06T14:00Z",2.219],["2025-04-06T14:30Z",2.18],["2025-04-06T15:00Z",2.144],["2025-04-06T15:30Z",2.111],["2025-04-06T16:00Z",2.08],["2025-04-06T16:30Z",2.053],["2025-04-06T17:00Z",2.025],["2025-04-06T17:30Z",2.002],["2025-04-06T18:00Z",1.98],["2025-04-06T18:30Z",1.958],["2025-04-06T19:00Z",1.938],["2025-04-06T19:30Z",1.919],["2025-04-06T20:00Z",1.9],["2025-04-06T20:30Z",1.884],["2025-04-06T21:00Z",1.867],["2025-04-06T21:30Z",1.852],["2025-04-06T22:00Z",1.837],["2025-04-06T22:30Z",1.823],["2025-04-06T23:00Z",1.81],["2025-04-06T23:30Z",1.797],["2025-04-07T00:00Z",1.784],["2025-04-07T00:30Z",1.772],["2025-04-07T01:00Z",1.762],["2025-04-07T01:30Z",1.751],["2025-04-07T02:00Z",1.74],["2025-04-07T02:30Z",1.73],["2025-04-07T03:00Z",1.722],["2025-04-07T03:30Z",1.712],["2025-04-07T04:00Z",1.704],["2025-04-07T04:30Z",1.695],["2025-04-07T05:00Z",1.687],["2025-04-07T05:30Z",1.679],["2025-04-07T06:00Z",1.671],["2025-04-07T06:30Z",1.664],["2025-04-07T07:00Z",1.656],["2025-04-07T07:30Z",1.649],["2025-04-07T08:00Z",1.643],["2025-04-07T08:30Z",1.636],["2025-04-07T09:00Z",1.63],["2025-04-07T09:30Z",1.623],["2025-04-07T10:00Z",1.617],["2025-04-07T10:30Z",1.611],["2025-04-07T11:00Z",1.606],["2025-04-07T11:30Z",1.601],["2025-04-07T12:00Z",1.596],["2025-04-07T12:30Z",1.591],["2025-04-07T13:00Z",1.586],["2025-04-07T13:30Z",1.581],["2025-04-07T14:00Z",1.576],["2025-04-07T14:30Z",1.571],["2025-04-07T15:00Z",1.567],["2025-04-07T15:30Z",1.563],["2025-04-07T16:00Z",1.56],["2025-04-07T16:30Z",1.556],["2025-04-07T17:00Z",1.552],["2025-04-07T17:30Z",1.548],["2025-04-07T18:00Z",1.544],["2025-04-07T18:30Z",1.541],["2025-04-07T19:00Z",1.538],["2025-04-07T19:30Z",1.534],["2025-04-07T20:00Z",1.531],["2025-04-07T20:30Z",1.528],["2025-04-07T21:00Z",1.525],["2025-04-07T21:30Z",1.522],["2025-04-07T22:00Z",1.52],["2025-04-07T22:30Z",1.517],["2025-04-07T23:00Z",1.515],["2025-04-07T23:30Z",1.512],["2025-04-08T00:00Z",1.509],["2025-04-08T00:30Z",1.507],["2025-04-08T01:00Z",1.504],["2025-04-08T01:30Z",1.502],["2025-04-08T02:00Z",1.5],["2025-04-08T02:30Z",1.497],["2025-04-08T03:00Z",1.495],["2025-04-08T03:30Z",1.493],["2025-04-08T04:00Z",1.491],["2025-04-08T04:30Z",1.489],["2025-04-08T05:00Z",1.487],["2025-04-08T05:30Z",1.485],["2025-04-08T06:00Z",1.483],["2025-04-08T06:30Z",1.481],["2025-04-08T07:00Z",1.48],["2025-04-08T07:30Z",1.478],["2025-04-08T08:00Z",1.477],["2025-04-08T08:30Z",1.475],["2025-04-08T09:00Z",1.473],["2025-04-08T09:30Z",1.472],["2025-04-08T10:00Z",1.47],["2025-04-08T10:30Z",1.469],["2025-04-08T11:00Z",1.467],["2025-04-08T11:30Z",1.465],["2025-04-08T12:00Z",1.464],["2025-04-08T12:30Z",1.463],["2025-04-08T13:00Z",1.461],["2025-04-08T13:30Z",1.46],["2025-04-08T14:00Z",1.458],["2025-04-08T14:30Z",1.457],["2025-04-08T15:00Z",1.456],["2025-04-08T15:30Z",1.455],["2025-04-08T16:00Z",1.453],["2025-04-08T16:30Z",1.452],["2025-04-08T17:00Z",1.451],["2025-04-08T17:30Z",1.45],["2025-04-08T18:00Z",1.448],["2025-04-08T18:30Z",1.447],["2025-04-08T19:00Z",1.446],["2025-04-08T19:30Z",1.445],["2025-04-08T20:00Z",1.444],["2025-04-08T20:30Z",1.443],["2025-04-08T21:00Z",1.442],["2025-04-08T21:30Z",1.441],["2025-04-08T22:00Z",1.44],["2025-04-08T22:30Z",1.44],["2025-04-08T23:00Z",1.438],["2025-04-08T23:30Z",1.438],["2025-04-09T00:00Z",1.437]],"obs":[["2025-04-01T05:00Z",0.043],["2025-04-01T05:15Z",0.043],["2025-04-01T05:30Z",0.043],["2025-04-01T05:45Z",0.04],["2025-04-01T06:00Z",0.04],["2025-04-01T06:15Z",0.04],["2025-04-01T06:30Z",0.04],["2025-04-01T06:45Z",0.043],["2025-04-01T07:00Z",0.04],["2025-04-01T07:15Z",0.04],["2025-04-01T07:30Z",0.043],["2025-04-01T07:45Z",0.04],["2025-04-01T08:00Z",0.043],["2025-04-01T08:15Z",0.043],["2025-04-01T08:30Z",0.04],["2025-04-01T08:45Z",0.04],["2025-04-01T09:00Z",0.04],["2025-04-01T09:15Z",0.04],["2025-04-01T09:30Z",0.04],["2025-04-01T09:45Z",0.04],["2025-04-01T10:00Z",0.04],["2025-04-01T10:15Z",0.04],["2025-04-01T10:30Z",0.04],["2025-04-01T10:45Z",0.04],["2025-04-01T11:00Z",0.04],["2025-04-01T11:15Z",0.04],["2025-04-01T11:30Z",0.04],["2025-04-01T11:45Z",0.04],["2025-04-01T12:00Z",0.037],["2025-04-01T12:15Z",0.04],["2025-04-01T12:30Z",0.04],["2025-04-01T12:45Z",0.037],["2025-04-01T13:00Z",0.037],["2025-04-01T13:15Z",0.037],["2025-04-01T13:30Z",0.03],["2025-04-01T13:45Z",0.03],["2025-04-01T14:00Z",0.027],["2025-04-01T14:15Z",0.027],["2025-04-01T14:30Z",0.027],["2025-04-01T14:45Z",0.04],["2025-04-01T15:00Z",0.037],["2025-04-01T15:15Z",0.015],["2025-04-01T15:30Z",0.037],["2025-04-01T15:45Z",0.015],["2025-04-01T16:00Z",0.027],["2025-04-01T16:15Z",0.024],["2025-04-01T16:30Z",0.018],["2025-04-01T16:45Z",0.027],["2025-04-01T17:00Z",0.018],["2025-04-01T17:15Z",0.027],["2025-04-01T17:30Z",0.027],["2025-04-01T17:45Z",0.015],["2025-04-01T18:00Z",0.018],["2025-04-01T18:15Z",0.021],["2025-04-01T18:30Z",0.027],["2025-04-01T18:45Z",0.034],["2025-04-01T19:00Z",0.015],["2025-04-01T19:15Z",0.021],["2025-04-01T19:30Z",0.015],["2025-04-01T19:45Z",0.03],["2025-04-01T20:00Z",0.009],["2025-04-01T20:15Z",0.034],["2025-04-01T20:30Z",0.015],["2025-04-01T20:45Z",0.034],["2025-04-01T21:00Z",0.018],["2025-04-01T21:15Z",0.021],["2025-04-01T21:30Z",0.012],["2025-04-01T21:45Z",0.015],["2025-04-01T22:00Z",0.018],["2025-04-01T22:15Z",0.024],["2025-04-01T22:30Z",0.021],["2025-04-01T22:45Z",0.027],["2025-04-01T23:00Z",0.018],["2025-04-01T23:15Z",0.024],["2025-04-01T23:30Z",0.03],["2025-04-01T23:45Z",0.03],["2025-04-02T00:00Z",0.03],["2025-04-02T00:15Z",0.034],["2025-04-02T00:30Z",0.03],["2025-04-02T00:45Z",0.03],["2025-04-02T01:00Z",0.034],["2025-04-02T01:15Z",0.034],["2025-04-02T01:30Z",0.027],["2025-04-02T01:45Z",0.034],["2025-04-02T02:00Z",0.034],["2025-04-02T02:15Z",0.034],["2025-04-02T02:30Z",0.034],["2025-04-02T02:45Z",0.03],["2025-04-02T03:00Z",0.03],["2025-04-02T03:15Z",0.03],["2025-04-02T03:30Z",0.024],["2025-04-02T03:45Z",0.021],["2025-04-02T04:00Z",0.024],["2025-04-02T04:15Z",0.015],["2025-04-02T04:30Z",0.024],["2025-04-02T04:45Z",0.015],["2025-04-02T05:00Z",0.021],["2025-04-02T05:15Z",0.012],["2025-04-02T05:30Z",0.024],["2025-04-02T05:45Z",0.015],["2025-04-02T06:00Z",0.021],["2025-04-02T06:15Z",0.021],["2025-04-02T06:30Z",0.018],["2025-04-02T06:45Z",0.021],["2025-04-02T07:00Z",0.006],["2025-04-02T07:15Z",0.021],["2025-04-02T07:30Z",0.021],["2025-04-02T07:45Z",0.009],["2025-04-02T08:00Z",0.006],["2025-04-02T08:15Z",0.012],["2025-04-02T08:30Z",0.003],["2025-04-02T08:45Z",0.021],["2025-04-02T09:00Z",0.015],["2025-04-02T09:15Z",0.003],["2025-04-02T09:30Z",0.012],["2025-04-02T09:45Z",0.006],["2025-04-02T10:00Z",0.012],["2025-04-02T10:15Z",0.009],["2025-04-02T10:30Z",0.012],["2025-04-02T10:45Z",0.012],["2025-04-02T11:00Z",0.015],["2025-04-02T11:15Z",0.0],["2025-04-02T11:30Z",0.006],["2025-04-02T11:45Z",0.012],["2025-04-02T12:00Z",0.009],["2025-04-02T12:15Z",0.012],["2025-04-02T12:30Z",0.015],["2025-04-02T12:45Z",0.024],["2025-04-02T13:00Z",0.018],["2025-04-02T13:15Z",0.027],["2025-04-02T13:30Z",0.015],["2025-04-02T13:45Z",0.012],["2025-04-02T14:00Z",0.015],["2025-04-02T14:15Z",0.015],["2025-04-02T14:30Z",0.021],["2025-04-02T14:45Z",0.024],["2025-04-02T15:00Z",0.024],["2025-04-02T15:15Z",0.021],["2025-04-02T15:30Z",0.024],["2025-04-02T15:45Z",0.027],["2025-04-02T16:00Z",0.021],["2025-04-02T16:15Z",0.024],["2025-04-02T16:30Z",0.021],["2025-04-02T16:45Z",0.024],["2025-04-02T17:00Z",0.021],["2025-04-02T17:15Z",0.024],["2025-04-02T17:30Z",0.027],["2025-04-02T17:45Z",0.012],["2025-04-02T18:00Z",0.024],["2025-04-02T18:15Z",0.03],["2025-04-02T18:30Z",0.037],["2025-04-02T18:45Z",0.03],["2025-04-02T19:00Z",0.061],["2025-04-02T19:15Z",0.067],["2025-04-02T19:30Z",0.07],["2025-04-02T19:45Z",0.073],["2025-04-02T20:00Z",0.064],["2025-04-02T20:15Z",0.082],["2025-04-02T20:30Z",0.082],["2025-04-02T20:45Z",0.094],["2025-04-02T21:00Z",0.107],["2025-04-02T21:15Z",0.11],["2025-04-02T21:30Z",0.134],["2025-04-02T21:45Z",0.146],["2025-04-02T22:00Z",0.165],["2025-04-02T22:15Z",0.186],["2025-04-02T22:30Z",0.213],["2025-04-02T22:45Z",0.244],["2025-04-02T23:00Z",0.271],["2025-04-02T23:15Z",0.302],["2025-04-02T23:30Z",0.381],["2025-04-02T23:45Z",0.57],["2025-04-03T00:00Z",0.756],["2025-04-03T00:15Z",0.902],["2025-04-03T00:30Z",1.012],["2025-04-03T00:45Z",1.109],["2025-04-03T01:00Z",1.189],["2025-04-03T01:15Z",1.292],["2025-04-03T01:30Z",1.375],["2025-04-03T01:45Z",1.414],["2025-04-03T02:00Z",1.436],["2025-04-03T02:15Z",1.445],["2025-04-03T02:30Z",1.442],["2025-04-03T02:45Z",1.436],["2025-04-03T03:00Z",1.426],["2025-04-03T03:15Z",1.417],["2025-04-03T03:30Z",1.402],["2025-04-03T03:45Z",1.39],["2025-04-03T04:00Z",1.378],["2025-04-03T04:15Z",1.366],["2025-04-03T04:30Z",1.35],["2025-04-03T04:45Z",1.341],["2025-04-03T05:00Z",1.332],["2025-04-03T05:15Z",1.32],["2025-04-03T05:30Z",1.305],["2025-04-03T05:45Z",1.295],["2025-04-03T06:00Z",1.286],["2025-04-03T06:15Z",1.274],["2025-04-03T06:30Z",1.265],["2025-04-03T06:45Z",1.256],["2025-04-03T07:00Z",1.247],["2025-04-03T07:15Z",1.241],["2025-04-03T07:30Z",1.25],["2025-04-03T07:45Z",1.283],["2025-04-03T08:00Z",1.344],["2025-04-03T08:15Z",1.411],["2025-04-03T08:30Z",1.475],["2025-04-03T08:45Z",1.512],["2025-04-03T09:00Z",1.539],["2025-04-03T09:15Z",1.551],["2025-04-03T09:30Z",1.554],["2025-04-03T09:45Z",1.551],["2025-04-03T10:00Z",1.539],["2025-04-03T10:15Z",1.533],["2025-04-03T10:30Z",1.521],["2025-04-03T10:45Z",1.506],["2025-04-03T11:00Z",1.5],["2025-04-03T11:15Z",1.484],["2025-04-03T11:30Z",1.466],["2025-04-03T11:45Z",1.454],["2025-04-03T12:00Z",1.442],["2025-04-03T12:15Z",1.43],["2025-04-03T12:30Z",1.411],["2025-04-03T12:45Z",1.399],["2025-04-03T13:00Z",1.393],["2025-04-03T13:15Z",1.372],["2025-04-03T13:30Z",1.369],["2025-04-03T13:45Z",1.353],["2025-04-03T14:00Z",1.344],["2025-04-03T14:15Z",1.338],["2025-04-03T14:30Z",1.326],["2025-04-03T14:45Z",1.32],["2025-04-03T15:00Z",1.311],["2025-04-03T15:15Z",1.301],["2025-04-03T15:30Z",1.292],["2025-04-03T15:45Z",1.283],["2025-04-03T16:00Z",1.274],["2025-04-03T16:15Z",1.268],["2025-04-03T16:30Z",1.259],["2025-04-03T16:45Z",1.253],["2025-04-03T17:00Z",1.244],["2025-04-03T17:15Z",1.234],["2025-04-03T17:30Z",1.225],["2025-04-03T17:45Z",1.216],["2025-04-03T18:00Z",1.213],["2025-04-03T18:15Z",1.207],["2025-04-03T18:30Z",1.201],["2025-04-03T18:45Z",1.192],["2025-04-03T19:00Z",1.186],["2025-04-03T19:15Z",1.18],["2025-04-03T19:30Z",1.173],["2025-04-03T19:45Z",1.164],["2025-04-03T20:00Z",1.137],["2025-04-03T20:15Z",1.152],["2025-04-03T20:30Z",1.152],["2025-04-03T20:45Z",1.143],["2025-04-03T21:00Z",1.143],["2025-04-03T21:15Z",1.137],["2025-04-03T21:30Z",1.131],["2025-04-03T21:45Z",1.125],["2025-04-03T22:00Z",1.119],["2025-04-03T22:15Z",1.113],["2025-04-03T22:30Z",1.113],["2025-04-03T22:45Z",1.106],["2025-04-03T23:00Z",1.1],["2025-04-03T23:15Z",1.1],["2025-04-03T23:30Z",1.094],["2025-04-03T23:45Z",1.088],["2025-04-04T00:00Z",1.079],["2025-04-04T00:15Z",1.085],["2025-04-04T00:30Z",1.073],["2025-04-04T00:45Z",1.079],["2025-04-04T01:00Z",1.076],["2025-04-04T01:15Z",1.079],["2025-04-04T01:30Z",1.079],["2025-04-04T01:45Z",1.076],["2025-04-04T02:00Z",1.073],["2025-04-04T02:15Z",1.073],["2025-04-04T02:30Z",1.073],["2025-04-04T02:45Z",1.07],["2025-04-04T03:00Z",1.07],["2025-04-04T03:15Z",1.073],["2025-04-04T03:30Z",1.076],["2025-04-04T03:45Z",1.076],["2025-04-04T04:00Z",1.079],["2025-04-04T04:15Z",1.082],["2025-04-04T04:30Z",1.082],["2025-04-04T04:45Z",1.088],["2025-04-04T05:00Z",1.088],["2025-04-04T05:15Z",1.094],["2025-04-04T05:30Z",1.097],["2025-04-04T05:45Z",1.103],["2025-04-04T06:00Z",1.109],["2025-04-04T06:15Z",1.116],["2025-04-04T06:30Z",1.122],["2025-04-04T06:45Z",1.128],["2025-04-04T07:00Z",1.14],["2025-04-04T07:15Z",1.146],["2025-04-04T07:30Z",1.152],["2025-04-04T07:45Z",1.161],["2025-04-04T08:00Z",1.167],["2025-04-04T08:15Z",1.173],["2025-04-04T08:30Z",1.183],["2025-04-04T08:45Z",1.186],["2025-04-04T09:00Z",1.192],["2025-04-04T09:15Z",1.198],["2025-04-04T09:30Z",1.201],["2025-04-04T09:45Z",1.204],["2025-04-04T10:00Z",1.21],["2025-04-04T10:15Z",1.213],["2025-04-04T10:30Z",1.216],["2025-04-04T10:45Z",1.216],["2025-04-04T11:00Z",1.219],["2025-04-04T11:15Z",1.219],["2025-04-04T11:30Z",1.219],["2025-04-04T11:45Z",1.21],["2025-04-04T12:00Z",1.234],["2025-04-04T12:15Z",1.234],["2025-04-04T12:30Z",1.244],["2025-04-04T12:45Z",1.244],["2025-04-04T13:00Z",1.262],["2025-04-04T13:15Z",1.289],["2025-04-04T13:30Z",1.344],["2025-04-04T13:45Z",1.384],["2025-04-04T14:00Z",1.408],["2025-04-04T14:15Z",1.436],["2025-04-04T14:30Z",1.469],["2025-04-04T14:45Z",1.497],["2025-04-04T15:00Z",1.524],["2025-04-04T15:15Z",1.545],["2025-04-04T15:30Z",1.564],["2025-04-04T15:45Z",1.591],["2025-04-04T16:00Z",1.615],["2025-04-04T16:15Z",1.631],["2025-04-04T16:30Z",1.643],["2025-04-04T16:45Z",1.649],["2025-04-04T17:00Z",1.649],["2025-04-04T17:15Z",1.652],["2025-04-04T17:30Z",1.655],["2025-04-04T17:45Z",1.661],["2025-04-04T18:00Z",1.661],["2025-04-04T18:15Z",1.664],["2025-04-04T18:30Z",1.658],["2025-04-04T18:45Z",1.661],["2025-04-04T19:00Z",1.664],["2025-04-04T19:15Z",1.664],["2025-04-04T19:30Z",1.664],["2025-04-04T19:45Z",1.667],["2025-04-04T20:00Z",1.67],["2025-04-04T20:15Z",1.673],["2025-04-04T20:30Z",1.679],["2025-04-04T20:45Z",1.667],["2025-04-04T21:00Z",1.692],["2025-04-04T21:15Z",1.707],["2025-04-04T21:30Z",1.725],["2025-04-04T21:45Z",1.753],["2025-04-04T22:00Z",1.792],["2025-04-04T22:15Z",1.841],["2025-04-04T22:30Z",1.896],["2025-04-04T22:45Z",1.954],["2025-04-04T23:00Z",2.009],["2025-04-04T23:15Z",2.067],["2025-04-04T23:30Z",2.134],["2025-04-04T23:45Z",2.213],["2025-04-05T00:00Z",2.31],["2025-04-05T00:15Z",2.438],["2025-04-05T00:30Z",2.606],["2025-04-05T00:45Z",2.786],["2025-04-05T01:15Z",3.149],["2025-04-05T01:30Z",3.331],["2025-04-05T02:00Z",3.661],["2025-04-05T02:15Z",3.813],["2025-04-05T02:30Z",3.95],["2025-04-05T02:45Z",4.078],["2025-04-05T03:00Z",4.203],["2025-04-05T03:15Z",4.31],["2025-04-05T03:30Z",4.404],["2025-04-05T03:45Z",4.487],["2025-04-05T04:00Z",4.566],["2025-04-05T04:15Z",4.621],["2025-04-05T04:30Z",4.673],["2025-04-05T04:45Z",4.721],["2025-04-05T05:00Z",4.752],["2025-04-05T05:15Z",4.798],["2025-04-05T05:30Z",4.831],["2025-04-05T05:45Z",4.868],["2025-04-05T06:00Z",4.901],["2025-04-05T06:15Z",4.916],["2025-04-05T06:30Z",4.947],["2025-04-05T06:45Z",4.968],["2025-04-05T07:00Z",4.987],["2025-04-05T07:30Z",4.996],["2025-04-05T08:00Z",5.032],["2025-04-05T08:15Z",5.057],["2025-04-05T08:30Z",5.081],["2025-04-05T08:45Z",5.105],["2025-04-05T09:00Z",5.124],["2025-04-05T09:15Z",5.115],["2025-04-05T09:30Z",5.121],["2025-04-05T09:45Z",5.136],["2025-04-05T10:00Z",5.124],["2025-04-05T10:15Z",5.115],["2025-04-05T10:30Z",5.096],["2025-04-05T10:45Z",5.047],["2025-04-05T11:00Z",5.017],["2025-04-05T11:15Z",4.971],["2025-04-05T11:30Z",4.907],["2025-04-05T11:45Z",4.859],["2025-04-05T12:00Z",4.798],["2025-04-05T12:15Z",4.73],["2025-04-05T12:30Z",4.679],["2025-04-05T12:45Z",4.618],["2025-04-05T13:00Z",4.557],["2025-04-05T13:15Z",4.508],["2025-04-05T13:30Z",4.465],["2025-04-05T13:45Z",4.426],["2025-04-05T14:00Z",4.417],["2025-04-05T14:15Z",4.435],["2025-04-05T14:30Z",4.471],["2025-04-05T14:45Z",4.517],["2025-04-05T15:00Z",4.569],["2025-04-05T15:15Z",4.648],["2025-04-05T15:30Z",4.734],["2025-04-05T15:45Z",4.828],["2025-04-05T16:00Z",4.956],["2025-04-05T16:15Z",5.084],["2025-04-05T16:30Z",5.24],["2025-04-05T16:45Z",5.401],["2025-04-05T17:00Z",5.553],["2025-04-05T17:15Z",5.727],["2025-04-05T17:30Z",5.883],["2025-04-05T17:45Z",6.038],["2025-04-05T18:00Z",6.181],["2025-04-05T18:15Z",6.319],["2025-04-05T18:30Z",6.434],["2025-04-05T18:45Z",6.529],["2025-04-05T19:00Z",6.639],["2025-04-05T19:15Z",6.693],["2025-04-05T19:30Z",6.773],["2025-04-05T19:45Z",6.831],["2025-04-05T20:00Z",6.837],["2025-04-05T20:15Z",6.873],["2025-04-05T20:30Z",6.879],["2025-04-05T20:45Z",6.858],["2025-04-05T21:00Z",6.882],["2025-04-05T21:15Z",6.888],["2025-04-05T21:30Z",6.876],["2025-04-05T21:45Z",6.864],["2025-04-05T22:00Z",6.858],["2025-04-05T22:15Z",6.864],["2025-04-05T22:30Z",6.843],["2025-04-05T22:45Z",6.815],["2025-04-05T23:00Z",6.8],["2025-04-05T23:15Z",6.77],["2025-04-05T23:30Z",6.745],["2025-04-05T23:45Z",6.696],["2025-04-06T00:00Z",6.642],["2025-04-06T00:15Z",6.593],["2025-04-06T00:30Z",6.526],["2025-04-06T00:45Z",6.468],["2025-04-06T01:00Z",6.395],["2025-04-06T01:15Z",6.328],["2025-04-06T01:30Z",6.279],["2025-04-06T01:45Z",6.194],["2025-04-06T02:00Z",6.105],["2025-04-06T02:15Z",6.038],["2025-04-06T02:30Z",5.986],["2025-04-06T02:45Z",5.892],["2025-04-06T03:00Z",5.794],["2025-04-06T03:15Z",5.706],["2025-04-06T03:30Z",5.608],["2025-04-06T03:45Z",5.496],["2025-04-06T04:00Z",5.386],["2025-04-06T04:15Z",5.267],["2025-04-06T04:30Z",5.139],["2025-04-06T04:45Z",5.011],["2025-04-06T05:00Z",4.88],["2025-04-06T05:15Z",4.74],["2025-04-06T05:30Z",4.606],["2025-04-06T05:45Z",4.462],["2025-04-06T06:00Z",4.337],["2025-04-06T06:15Z",4.206],["2025-04-06T06:30Z",4.09],["2025-04-06T06:45Z",3.984],["2025-04-06T07:00Z",3.865],["2025-04-06T07:15Z",3.773],["2025-04-06T07:30Z",3.682],["2025-04-06T07:45Z",3.609],["2025-04-06T08:00Z",3.536],["2025-04-06T08:15Z",3.463],["2025-04-06T08:30Z",3.402],["2025-04-06T08:45Z",3.344],["2025-04-06T09:00Z",3.301],["2025-04-06T09:15Z",3.255],["2025-04-06T09:30Z",3.213],["2025-04-06T09:45Z",3.173],["2025-04-06T10:00Z",3.136],["2025-04-06T10:15Z",3.106],["2025-04-06T10:30Z",3.072],["2025-04-06T10:45Z",3.042],["2025-04-06T11:00Z",3.005],["2025-04-06T11:15Z",2.978],["2025-04-06T11:30Z",2.944],["2025-04-06T11:45Z",2.917],["2025-04-06T12:00Z",2.893],["2025-04-06T12:15Z",2.862],["2025-04-06T12:30Z",2.844],["2025-04-06T12:45Z",2.829],["2025-04-06T13:00Z",2.798],["2025-04-06T13:15Z",2.78],["2025-04-06T13:30Z",2.755],["2025-04-06T13:45Z",2.737],["2025-04-06T14:00Z",2.71],["2025-04-06T14:15Z",2.691],["2025-04-06T14:30Z",2.673],["2025-04-06T14:45Z",2.658],["2025-04-06T15:00Z",2.633],["2025-04-06T15:15Z",2.624],["2025-04-06T15:30Z",2.603],["2025-04-06T15:45Z",2.588],["2025-04-06T16:00Z",2.569],["2025-04-06T16:15Z",2.554],["2025-04-06T16:30Z",2.533],["2025-04-06T16:45Z",2.524],["2025-04-06T17:00Z",2.509],["2025-04-06T17:15Z",2.493],["2025-04-06T17:30Z",2.475],["2025-04-06T17:45Z",2.46],["2025-04-06T18:00Z",2.444],["2025-04-06T18:15Z",2.432],["2025-04-06T18:30Z",2.417],["2025-04-06T18:45Z",2.408],["2025-04-06T19:00Z",2.387],["2025-04-06T19:15Z",2.387],["2025-04-06T19:30Z",2.356],["2025-04-06T19:45Z",2.353],["2025-04-06T20:00Z",2.335],["2025-04-06T20:15Z",2.332],["2025-04-06T20:30Z",2.316],["2025-04-06T20:45Z",2.307],["2025-04-06T21:00Z",2.295],["2025-04-06T21:15Z",2.283],["2025-04-06T21:30Z",2.277],["2025-04-06T21:45Z",2.259],["2025-04-06T22:00Z",2.246],["2025-04-06T22:15Z",2.231],["2025-04-06T22:30Z",2.222],["2025-04-06T22:45Z",2.213],["2025-04-06T23:00Z",2.201],["2025-04-06T23:15Z",2.185],["2025-04-06T23:30Z",2.179],["2025-04-06T23:45Z",2.17],["2025-04-07T00:00Z",2.158],["2025-04-07T00:15Z",2.152],["2025-04-07T00:30Z",2.143],["2025-04-07T00:45Z",2.131],["2025-04-07T01:00Z",2.121],["2025-04-07T01:15Z",2.112],["2025-04-07T01:30Z",2.103],["2025-04-07T01:45Z",2.091],["2025-04-07T02:00Z",2.079],["2025-04-07T02:15Z",2.076],["2025-04-07T02:30Z",2.063],["2025-04-07T02:45Z",2.051],["2025-04-07T03:15Z",2.042],["2025-04-07T03:30Z",2.03],["2025-04-07T03:45Z",2.018],["2025-04-07T04:00Z",2.006],["2025-04-07T04:15Z",1.999],["2025-04-07T04:30Z",1.993],["2025-04-07T04:45Z",1.981],["2025-04-07T05:00Z",1.975],["2025-04-07T05:15Z",1.972],["2025-04-07T05:30Z",1.96],["2025-04-07T05:45Z",1.951],["2025-04-07T06:00Z",1.945],["2025-04-07T06:15Z",1.942],["2025-04-07T06:30Z",1.929],["2025-04-07T06:45Z",1.92],["2025-04-07T07:00Z",1.917],["2025-04-07T07:15Z",1.908],["2025-04-07T07:30Z",1.899],["2025-04-07T07:45Z",1.893],["2025-04-07T08:00Z",1.887],["2025-04-07T08:15Z",1.881],["2025-04-07T08:30Z",1.875],["2025-04-07T08:45Z",1.865],["2025-04-07T09:00Z",1.859],["2025-04-07T09:15Z",1.853],["2025-04-07T09:30Z",1.847],["2025-04-07T09:45Z",1.838],["2025-04-07T10:00Z",1.835],["2025-04-07T10:15Z",1.832],["2025-04-07T10:30Z",1.826],["2025-04-07T10:45Z",1.814],["2025-04-07T11:00Z",1.807],["2025-04-07T11:15Z",1.804],["2025-04-07T11:30Z",1.798],["2025-04-07T11:45Z",1.789],["2025-04-07T12:00Z",1.783],["2025-04-07T12:15Z",1.777],["2025-04-07T12:30Z",1.771],["2025-04-07T12:45Z",1.768],["2025-04-07T13:00Z",1.759],["2025-04-07T13:15Z",1.756],["2025-04-07T13:30Z",1.75],["2025-04-07T13:45Z",1.74],["2025-04-07T14:00Z",1.734],["2025-04-07T14:15Z",1.731],["2025-04-07T14:30Z",1.728],["2025-04-07T14:45Z",1.722],["2025-04-07T15:00Z",1.719],["2025-04-07T15:15Z",1.713],["2025-04-07T15:30Z",1.71],["2025-04-07T15:45Z",1.707],["2025-04-07T16:00Z",1.701],["2025-04-07T16:15Z",1.692],["2025-04-07T16:30Z",1.689],["2025-04-07T16:45Z",1.689],["2025-04-07T17:00Z",1.679],["2025-04-07T17:15Z",1.679],["2025-04-07T17:30Z",1.673],["2025-04-07T17:45Z",1.667],["2025-04-07T18:00Z",1.661],["2025-04-07T18:15Z",1.658],["2025-04-07T18:30Z",1.655],["2025-04-07T18:45Z",1.649],["2025-04-07T19:00Z",1.646],["2025-04-07T19:15Z",1.637],["2025-04-07T19:30Z",1.634],["2025-04-07T19:45Z",1.634],["2025-04-07T20:00Z",1.625],["2025-04-07T20:15Z",1.618],["2025-04-07T20:30Z",1.618],["2025-04-07T20:45Z",1.612],["2025-04-07T21:00Z",1.606],["2025-04-07T21:15Z",1.6],["2025-04-07T21:30Z",1.597],["2025-04-07T21:45Z",1.597],["2025-04-07T22:00Z",1.591],["2025-04-07T22:15Z",1.588],["2025-04-07T22:30Z",1.582],["2025-04-07T22:45Z",1.582],["2025-04-07T23:00Z",1.573],["2025-04-07T23:15Z",1.57],["2025-04-07T23:30Z",1.57],["2025-04-07T23:45Z",1.561],["2025-04-08T00:00Z",1.554],["2025-04-08T00:15Z",1.551],["2025-04-08T00:30Z",1.548],["2025-04-08T00:45Z",1.545],["2025-04-08T01:00Z",1.536],["2025-04-08T01:15Z",1.533],["2025-04-08T01:30Z",1.53],["2025-04-08T01:45Z",1.527],["2025-04-08T02:00Z",1.524],["2025-04-08T02:15Z",1.515],["2025-04-08T02:30Z",1.509],["2025-04-08T02:45Z",1.506],["2025-04-08T03:00Z",1.503],["2025-04-08T03:15Z",1.503],["2025-04-08T03:30Z",1.497],["2025-04-08T03:45Z",1.494],["2025-04-08T04:00Z",1.49],["2025-04-08T04:15Z",1.484],["2025-04-08T04:30Z",1.481],["2025-04-08T04:45Z",1.478],["2025-04-08T05:00Z",1.475],["2025-04-08T05:15Z",1.472],["2025-04-08T05:30Z",1.469],["2025-04-08T05:45Z",1.463],["2025-04-08T06:00Z",1.46],["2025-04-08T06:15Z",1.46],["2025-04-08T06:30Z",1.454],["2025-04-08T06:45Z",1.451],["2025-04-08T07:00Z",1.448],["2025-04-08T07:15Z",1.442],["2025-04-08T07:30Z",1.442],["2025-04-08T07:45Z",1.439],["2025-04-08T08:00Z",1.433],["2025-04-08T08:15Z",1.433],["2025-04-08T08:30Z",1.426],["2025-04-08T08:45Z",1.426],["2025-04-08T09:00Z",1.42],["2025-04-08T09:15Z",1.42],["2025-04-08T09:30Z",1.414],["2025-04-08T09:45Z",1.408],["2025-04-08T10:00Z",1.408],["2025-04-08T10:15Z",1.402],["2025-04-08T10:30Z",1.399],["2025-04-08T10:45Z",1.399],["2025-04-08T11:00Z",1.393],["2025-04-08T11:15Z",1.39],["2025-04-08T11:30Z",1.39],["2025-04-08T11:45Z",1.381],["2025-04-08T12:00Z",1.381],["2025-04-08T12:15Z",1.378],["2025-04-08T12:30Z",1.375],["2025-04-08T12:45Z",1.372],["2025-04-08T13:00Z",1.366],["2025-04-08T13:15Z",1.362],["2025-04-08T13:30Z",1.362],["2025-04-08T13:45Z",1.356],["2025-04-08T14:00Z",1.353],["2025-04-08T14:15Z",1.347],["2025-04-08T14:30Z",1.347],["2025-04-08T14:45Z",1.347],["2025-04-08T15:00Z",1.341],["2025-04-08T15:15Z",1.341],["2025-04-08T15:30Z",1.338],["2025-04-08T15:45Z",1.332],["2025-04-08T16:00Z",1.335],["2025-04-08T16:15Z",1.329],["2025-04-08T16:30Z",1.326],["2025-04-08T16:45Z",1.323],["2025-04-08T17:00Z",1.317],["2025-04-08T17:15Z",1.317],["2025-04-08T17:30Z",1.314],["2025-04-08T17:45Z",1.308],["2025-04-08T18:00Z",1.308],["2025-04-08T18:15Z",1.305],["2025-04-08T18:30Z",1.301],["2025-04-08T18:45Z",1.295],["2025-04-08T19:00Z",1.298],["2025-04-08T19:15Z",1.295],["2025-04-08T19:45Z",1.292],["2025-04-08T20:00Z",1.286],["2025-04-08T20:15Z",1.286],["2025-04-08T20:30Z",1.28],["2025-04-08T20:45Z",1.277],["2025-04-08T21:00Z",1.274],["2025-04-08T21:15Z",1.271],["2025-04-08T21:30Z",1.271],["2025-04-08T21:45Z",1.268],["2025-04-08T22:00Z",1.265],["2025-04-08T22:15Z",1.265],["2025-04-08T22:30Z",1.262],["2025-04-08T22:45Z",1.256],["2025-04-08T23:00Z",1.253],["2025-04-08T23:15Z",1.253],["2025-04-08T23:30Z",1.25],["2025-04-08T23:45Z",1.247],["2025-04-09T00:00Z",1.244]]},{"site":"07055646","name":"Buffalo River near Boxley, AR","lon":-93.405,"lat":35.938889,"metrics":{"nse":0.3878,"rise_nse":0.3947,"peak_err_m":0.1044,"peak_dt_h":0.75,"rmse_m":0.3994,"da_km2":148.7,"model_rise_m":1.8984,"obs_rise_m":2.4628,"obs_peak_utc":"2025-04-05T16:45"},"sim":[["2025-04-01T05:00Z",0.0],["2025-04-01T05:30Z",0.0],["2025-04-01T06:00Z",0.0],["2025-04-01T06:30Z",0.0],["2025-04-01T07:00Z",0.0],["2025-04-01T07:30Z",0.0],["2025-04-01T08:00Z",0.0],["2025-04-01T08:30Z",0.0],["2025-04-01T09:00Z",0.0],["2025-04-01T09:30Z",0.0],["2025-04-01T10:00Z",0.0],["2025-04-01T10:30Z",0.0],["2025-04-01T11:00Z",0.0],["2025-04-01T11:30Z",0.0],["2025-04-01T12:00Z",0.0],["2025-04-01T12:30Z",0.0],["2025-04-01T13:00Z",0.0],["2025-04-01T13:30Z",0.0],["2025-04-01T14:00Z",0.0],["2025-04-01T14:30Z",0.0],["2025-04-01T15:00Z",0.0],["2025-04-01T15:30Z",0.0],["2025-04-01T16:00Z",0.0],["2025-04-01T16:30Z",0.0],["2025-04-01T17:00Z",0.0],["2025-04-01T17:30Z",0.0],["2025-04-01T18:00Z",0.0],["2025-04-01T18:30Z",0.0],["2025-04-01T19:00Z",0.0],["2025-04-01T19:30Z",0.0],["2025-04-01T20:00Z",0.0],["2025-04-01T20:30Z",0.0],["2025-04-01T21:00Z",0.0],["2025-04-01T21:30Z",0.0],["2025-04-01T22:00Z",0.0],["2025-04-01T22:30Z",0.0],["2025-04-01T23:00Z",0.0],["2025-04-01T23:30Z",0.0],["2025-04-02T00:00Z",0.0],["2025-04-02T00:30Z",0.0],["2025-04-02T01:00Z",0.0],["2025-04-02T01:30Z",0.0],["2025-04-02T02:00Z",0.0],["2025-04-02T02:30Z",0.0],["2025-04-02T03:00Z",0.0],["2025-04-02T03:30Z",0.0],["2025-04-02T04:00Z",0.0],["2025-04-02T04:30Z",0.0],["2025-04-02T05:00Z",0.0],["2025-04-02T05:30Z",0.0],["2025-04-02T06:00Z",0.0],["2025-04-02T06:30Z",0.0],["2025-04-02T07:00Z",0.0],["2025-04-02T07:30Z",0.0],["2025-04-02T08:00Z",0.0],["2025-04-02T08:30Z",0.0],["2025-04-02T09:00Z",0.0],["2025-04-02T09:30Z",0.0],["2025-04-02T10:00Z",0.0],["2025-04-02T10:30Z",0.0],["2025-04-02T11:00Z",0.0],["2025-04-02T11:30Z",0.0],["2025-04-02T12:00Z",0.0],["2025-04-02T12:30Z",0.0],["2025-04-02T13:00Z",0.0],["2025-04-02T13:30Z",0.0],["2025-04-02T14:00Z",0.0],["2025-04-02T14:30Z",0.0],["2025-04-02T15:00Z",0.0],["2025-04-02T15:30Z",0.0],["2025-04-02T16:00Z",0.0],["2025-04-02T16:30Z",0.0],["2025-04-02T17:00Z",0.0],["2025-04-02T17:30Z",0.0],["2025-04-02T18:00Z",0.0],["2025-04-02T18:30Z",0.0],["2025-04-02T19:00Z",0.0],["2025-04-02T19:30Z",0.001],["2025-04-02T20:00Z",0.001],["2025-04-02T20:30Z",0.0],["2025-04-02T21:00Z",0.0],["2025-04-02T21:30Z",0.0],["2025-04-02T22:00Z",0.0],["2025-04-02T22:30Z",0.0],["2025-04-02T23:00Z",0.0],["2025-04-02T23:30Z",0.0],["2025-04-03T00:00Z",0.0],["2025-04-03T00:30Z",0.0],["2025-04-03T01:00Z",0.0],["2025-04-03T01:30Z",0.0],["2025-04-03T02:00Z",0.0],["2025-04-03T02:30Z",0.0],["2025-04-03T03:00Z",0.0],["2025-04-03T03:30Z",0.0],["2025-04-03T04:00Z",0.0],["2025-04-03T04:30Z",0.0],["2025-04-03T05:00Z",0.0],["2025-04-03T05:30Z",0.0],["2025-04-03T06:00Z",0.0],["2025-04-03T06:30Z",0.0],["2025-04-03T07:00Z",0.0],["2025-04-03T07:30Z",0.0],["2025-04-03T08:00Z",0.0],["2025-04-03T08:30Z",0.0],["2025-04-03T09:00Z",0.0],["2025-04-03T09:30Z",0.0],["2025-04-03T10:00Z",0.0],["2025-04-03T10:30Z",0.0],["2025-04-03T11:00Z",0.0],["2025-04-03T11:30Z",0.0],["2025-04-03T12:00Z",0.0],["2025-04-03T12:30Z",0.0],["2025-04-03T13:00Z",0.0],["2025-04-03T13:30Z",0.0],["2025-04-03T14:00Z",0.0],["2025-04-03T14:30Z",0.0],["2025-04-03T15:00Z",0.0],["2025-04-03T15:30Z",0.0],["2025-04-03T16:00Z",0.0],["2025-04-03T16:30Z",0.0],["2025-04-03T17:00Z",0.0],["2025-04-03T17:30Z",0.0],["2025-04-03T18:00Z",0.0],["2025-04-03T18:30Z",0.0],["2025-04-03T19:00Z",0.0],["2025-04-03T19:30Z",0.0],["2025-04-03T20:00Z",0.0],["2025-04-03T20:30Z",0.0],["2025-04-03T21:00Z",0.0],["2025-04-03T21:30Z",0.0],["2025-04-03T22:00Z",0.0],["2025-04-03T22:30Z",0.0],["2025-04-03T23:00Z",0.0],["2025-04-03T23:30Z",0.0],["2025-04-04T00:00Z",0.0],["2025-04-04T00:30Z",0.0],["2025-04-04T01:00Z",0.0],["2025-04-04T01:30Z",0.0],["2025-04-04T02:00Z",0.0],["2025-04-04T02:30Z",0.0],["2025-04-04T03:00Z",0.0],["2025-04-04T03:30Z",0.0],["2025-04-04T04:00Z",0.0],["2025-04-04T04:30Z",0.0],["2025-04-04T05:00Z",0.0],["2025-04-04T05:30Z",0.0],["2025-04-04T06:00Z",0.0],["2025-04-04T06:30Z",0.0],["2025-04-04T07:00Z",0.0],["2025-04-04T07:30Z",0.0],["2025-04-04T08:00Z",0.0],["2025-04-04T08:30Z",0.0],["2025-04-04T09:00Z",0.0],["2025-04-04T09:30Z",0.0],["2025-04-04T10:00Z",0.0],["2025-04-04T10:30Z",0.0],["2025-04-04T11:00Z",0.0],["2025-04-04T11:30Z",0.0],["2025-04-04T12:00Z",0.0],["2025-04-04T12:30Z",0.0],["2025-04-04T13:00Z",0.0],["2025-04-04T13:30Z",0.001],["2025-04-04T14:00Z",0.027],["2025-04-04T14:30Z",0.086],["2025-04-04T15:00Z",0.116],["2025-04-04T15:30Z",0.124],["2025-04-04T16:00Z",0.126],["2025-04-04T16:30Z",0.127],["2025-04-04T17:00Z",0.127],["2025-04-04T17:30Z",0.128],["2025-04-04T18:00Z",0.128],["2025-04-04T18:30Z",0.135],["2025-04-04T19:00Z",0.147],["2025-04-04T19:30Z",0.163],["2025-04-04T20:00Z",0.178],["2025-04-04T20:30Z",0.199],["2025-04-04T21:00Z",0.362],["2025-04-04T21:30Z",0.37],["2025-04-04T22:00Z",0.355],["2025-04-04T22:30Z",0.335],["2025-04-04T23:00Z",0.309],["2025-04-04T23:30Z",0.327],["2025-04-05T00:00Z",0.486],["2025-04-05T00:30Z",0.725],["2025-04-05T01:00Z",1.279],["2025-04-05T01:30Z",1.353],["2025-04-05T02:00Z",1.746],["2025-04-05T02:30Z",1.664],["2025-04-05T03:00Z",1.488],["2025-04-05T03:30Z",1.361],["2025-04-05T04:00Z",1.26],["2025-04-05T04:30Z",1.185],["2025-04-05T05:00Z",1.138],["2025-04-05T05:30Z",1.114],["2025-04-05T06:00Z",1.097],["2025-04-05T06:30Z",1.077],["2025-04-05T07:00Z",1.045],["2025-04-05T07:30Z",1.028],["2025-04-05T08:00Z",1.084],["2025-04-05T08:30Z",1.103],["2025-04-05T09:00Z",1.073],["2025-04-05T09:30Z",1.072],["2025-04-05T10:00Z",1.111],["2025-04-05T10:30Z",1.153],["2025-04-05T11:00Z",1.284],["2025-04-05T11:30Z",1.274],["2025-04-05T12:00Z",1.2],["2025-04-05T12:30Z",1.145],["2025-04-05T13:00Z",1.158],["2025-04-05T13:30Z",1.22],["2025-04-05T14:00Z",1.248],["2025-04-05T14:30Z",1.31],["2025-04-05T15:00Z",1.4],["2025-04-05T15:30Z",1.48],["2025-04-05T16:00Z",1.609],["2025-04-05T16:30Z",1.793],["2025-04-05T17:00Z",1.88],["2025-04-05T17:30Z",1.898],["2025-04-05T18:00Z",1.859],["2025-04-05T18:30Z",1.764],["2025-04-05T19:00Z",1.634],["2025-04-05T19:30Z",1.497],["2025-04-05T20:00Z",1.368],["2025-04-05T20:30Z",1.258],["2025-04-05T21:00Z",1.166],["2025-04-05T21:30Z",1.084],["2025-04-05T22:00Z",1.012],["2025-04-05T22:30Z",0.95],["2025-04-05T23:00Z",0.894],["2025-04-05T23:30Z",0.845],["2025-04-06T00:00Z",0.802],["2025-04-06T00:30Z",0.765],["2025-04-06T01:00Z",0.731],["2025-04-06T01:30Z",0.703],["2025-04-06T02:00Z",0.677],["2025-04-06T02:30Z",0.653],["2025-04-06T03:00Z",0.632],["2025-04-06T03:30Z",0.613],["2025-04-06T04:00Z",0.595],["2025-04-06T04:30Z",0.578],["2025-04-06T05:00Z",0.561],["2025-04-06T05:30Z",0.546],["2025-04-06T06:00Z",0.532],["2025-04-06T06:30Z",0.519],["2025-04-06T07:00Z",0.506],["2025-04-06T07:30Z",0.495],["2025-04-06T08:00Z",0.484],["2025-04-06T08:30Z",0.474],["2025-04-06T09:00Z",0.465],["2025-04-06T09:30Z",0.456],["2025-04-06T10:00Z",0.447],["2025-04-06T10:30Z",0.44],["2025-04-06T11:00Z",0.432],["2025-04-06T11:30Z",0.425],["2025-04-06T12:00Z",0.418],["2025-04-06T12:30Z",0.411],["2025-04-06T13:00Z",0.405],["2025-04-06T13:30Z",0.399],["2025-04-06T14:00Z",0.394],["2025-04-06T14:30Z",0.388],["2025-04-06T15:00Z",0.383],["2025-04-06T15:30Z",0.378],["2025-04-06T16:00Z",0.374],["2025-04-06T16:30Z",0.369],["2025-04-06T17:00Z",0.365],["2025-04-06T17:30Z",0.361],["2025-04-06T18:00Z",0.357],["2025-04-06T18:30Z",0.353],["2025-04-06T19:00Z",0.35],["2025-04-06T19:30Z",0.346],["2025-04-06T20:00Z",0.343],["2025-04-06T20:30Z",0.339],["2025-04-06T21:00Z",0.336],["2025-04-06T21:30Z",0.333],["2025-04-06T22:00Z",0.33],["2025-04-06T22:30Z",0.327],["2025-04-06T23:00Z",0.325],["2025-04-06T23:30Z",0.322],["2025-04-07T00:00Z",0.32],["2025-04-07T00:30Z",0.317],["2025-04-07T01:00Z",0.315],["2025-04-07T01:30Z",0.312],["2025-04-07T02:00Z",0.31],["2025-04-07T02:30Z",0.308],["2025-04-07T03:00Z",0.306],["2025-04-07T03:30Z",0.304],["2025-04-07T04:00Z",0.302],["2025-04-07T04:30Z",0.3],["2025-04-07T05:00Z",0.299],["2025-04-07T05:30Z",0.297],["2025-04-07T06:00Z",0.295],["2025-04-07T06:30Z",0.294],["2025-04-07T07:00Z",0.292],["2025-04-07T07:30Z",0.291],["2025-04-07T08:00Z",0.289],["2025-04-07T08:30Z",0.288],["2025-04-07T09:00Z",0.287],["2025-04-07T09:30Z",0.285],["2025-04-07T10:00Z",0.284],["2025-04-07T10:30Z",0.283],["2025-04-07T11:00Z",0.281],["2025-04-07T11:30Z",0.28],["2025-04-07T12:00Z",0.279],["2025-04-07T12:30Z",0.278],["2025-04-07T13:00Z",0.277],["2025-04-07T13:30Z",0.276],["2025-04-07T14:00Z",0.275],["2025-04-07T14:30Z",0.274],["2025-04-07T15:00Z",0.273],["2025-04-07T15:30Z",0.272],["2025-04-07T16:00Z",0.271],["2025-04-07T16:30Z",0.27],["2025-04-07T17:00Z",0.269],["2025-04-07T17:30Z",0.268],["2025-04-07T18:00Z",0.267],["2025-04-07T18:30Z",0.267],["2025-04-07T19:00Z",0.266],["2025-04-07T19:30Z",0.265],["2025-04-07T20:00Z",0.264],["2025-04-07T20:30Z",0.263],["2025-04-07T21:00Z",0.263],["2025-04-07T21:30Z",0.262],["2025-04-07T22:00Z",0.261],["2025-04-07T22:30Z",0.261],["2025-04-07T23:00Z",0.26],["2025-04-07T23:30Z",0.259],["2025-04-08T00:00Z",0.259],["2025-04-08T00:30Z",0.258],["2025-04-08T01:00Z",0.257],["2025-04-08T01:30Z",0.257],["2025-04-08T02:00Z",0.256],["2025-04-08T02:30Z",0.256],["2025-04-08T03:00Z",0.255],["2025-04-08T03:30Z",0.254],["2025-04-08T04:00Z",0.254],["2025-04-08T04:30Z",0.253],["2025-04-08T05:00Z",0.253],["2025-04-08T05:30Z",0.252],["2025-04-08T06:00Z",0.252],["2025-04-08T06:30Z",0.251],["2025-04-08T07:00Z",0.251],["2025-04-08T07:30Z",0.25],["2025-04-08T08:00Z",0.25],["2025-04-08T08:30Z",0.249],["2025-04-08T09:00Z",0.249],["2025-04-08T09:30Z",0.248],["2025-04-08T10:00Z",0.248],["2025-04-08T10:30Z",0.248],["2025-04-08T11:00Z",0.247],["2025-04-08T11:30Z",0.247],["2025-04-08T12:00Z",0.246],["2025-04-08T12:30Z",0.246],["2025-04-08T13:00Z",0.245],["2025-04-08T13:30Z",0.245],["2025-04-08T14:00Z",0.245],["2025-04-08T14:30Z",0.244],["2025-04-08T15:00Z",0.244],["2025-04-08T15:30Z",0.244],["2025-04-08T16:00Z",0.243],["2025-04-08T16:30Z",0.243],["2025-04-08T17:00Z",0.243],["2025-04-08T17:30Z",0.242],["2025-04-08T18:00Z",0.242],["2025-04-08T18:30Z",0.242],["2025-04-08T19:00Z",0.241],["2025-04-08T19:30Z",0.241],["2025-04-08T20:00Z",0.241],["2025-04-08T20:30Z",0.24],["2025-04-08T21:00Z",0.24],["2025-04-08T21:30Z",0.24],["2025-04-08T22:00Z",0.239],["2025-04-08T22:30Z",0.239],["2025-04-08T23:00Z",0.239],["2025-04-08T23:30Z",0.239],["2025-04-09T00:00Z",0.238]],"obs":[["2025-04-01T05:00Z",0.009],["2025-04-01T05:15Z",0.009],["2025-04-01T05:30Z",0.009],["2025-04-01T05:45Z",0.009],["2025-04-01T06:00Z",0.006],["2025-04-01T06:15Z",0.009],["2025-04-01T06:30Z",0.006],["2025-04-01T06:45Z",0.006],["2025-04-01T07:00Z",0.006],["2025-04-01T07:15Z",0.006],["2025-04-01T07:30Z",0.006],["2025-04-01T07:45Z",0.006],["2025-04-01T08:00Z",0.006],["2025-04-01T08:15Z",0.006],["2025-04-01T08:30Z",0.006],["2025-04-01T08:45Z",0.006],["2025-04-01T09:00Z",0.006],["2025-04-01T09:15Z",0.006],["2025-04-01T09:30Z",0.006],["2025-04-01T09:45Z",0.006],["2025-04-01T10:00Z",0.006],["2025-04-01T10:15Z",0.006],["2025-04-01T10:30Z",0.006],["2025-04-01T10:45Z",0.006],["2025-04-01T11:00Z",0.006],["2025-04-01T11:15Z",0.006],["2025-04-01T11:30Z",0.006],["2025-04-01T11:45Z",0.003],["2025-04-01T12:00Z",0.006],["2025-04-01T12:15Z",0.006],["2025-04-01T12:30Z",0.003],["2025-04-01T12:45Z",0.003],["2025-04-01T13:00Z",0.003],["2025-04-01T13:15Z",0.003],["2025-04-01T13:30Z",0.003],["2025-04-01T13:45Z",0.003],["2025-04-01T14:00Z",0.003],["2025-04-01T14:15Z",0.003],["2025-04-01T14:30Z",0.006],["2025-04-01T14:45Z",0.003],["2025-04-01T15:00Z",0.006],["2025-04-01T15:15Z",0.006],["2025-04-01T15:30Z",0.006],["2025-04-01T15:45Z",0.006],["2025-04-01T16:00Z",0.006],["2025-04-01T16:15Z",0.006],["2025-04-01T16:30Z",0.006],["2025-04-01T16:45Z",0.006],["2025-04-01T17:00Z",0.006],["2025-04-01T17:15Z",0.006],["2025-04-01T17:30Z",0.006],["2025-04-01T17:45Z",0.006],["2025-04-01T18:00Z",0.006],["2025-04-01T18:15Z",0.009],["2025-04-01T18:30Z",0.006],["2025-04-01T18:45Z",0.006],["2025-04-01T19:00Z",0.003],["2025-04-01T19:15Z",0.006],["2025-04-01T19:30Z",0.006],["2025-04-01T19:45Z",0.006],["2025-04-01T20:00Z",0.006],["2025-04-01T20:15Z",0.006],["2025-04-01T20:30Z",0.006],["2025-04-01T20:45Z",0.006],["2025-04-01T21:00Z",0.003],["2025-04-01T21:15Z",0.006],["2025-04-01T21:30Z",0.006],["2025-04-01T21:45Z",0.003],["2025-04-01T22:00Z",0.006],["2025-04-01T22:15Z",0.006],["2025-04-01T22:30Z",0.006],["2025-04-01T22:45Z",0.006],["2025-04-01T23:00Z",0.003],["2025-04-01T23:15Z",0.003],["2025-04-01T23:30Z",0.003],["2025-04-01T23:45Z",0.003],["2025-04-02T00:00Z",0.003],["2025-04-02T00:15Z",0.003],["2025-04-02T00:30Z",0.003],["2025-04-02T00:45Z",0.003],["2025-04-02T01:00Z",0.003],["2025-04-02T01:15Z",0.003],["2025-04-02T01:30Z",0.003],["2025-04-02T01:45Z",0.003],["2025-04-02T02:00Z",0.003],["2025-04-02T02:15Z",0.003],["2025-04-02T02:30Z",0.003],["2025-04-02T02:45Z",0.003],["2025-04-02T03:00Z",0.003],["2025-04-02T03:15Z",0.003],["2025-04-02T03:30Z",0.003],["2025-04-02T03:45Z",0.003],["2025-04-02T04:00Z",0.003],["2025-04-02T04:15Z",0.003],["2025-04-02T04:30Z",0.003],["2025-04-02T04:45Z",0.003],["2025-04-02T05:00Z",0.003],["2025-04-02T05:15Z",0.003],["2025-04-02T05:30Z",0.003],["2025-04-02T05:45Z",0.003],["2025-04-02T06:00Z",0.003],["2025-04-02T06:15Z",0.0],["2025-04-02T06:30Z",0.003],["2025-04-02T06:45Z",0.003],["2025-04-02T07:00Z",0.003],["2025-04-02T07:15Z",0.003],["2025-04-02T07:30Z",0.003],["2025-04-02T07:45Z",0.003],["2025-04-02T08:00Z",0.003],["2025-04-02T08:15Z",0.0],["2025-04-02T08:30Z",0.003],["2025-04-02T08:45Z",0.0],["2025-04-02T09:00Z",0.003],["2025-04-02T09:15Z",0.003],["2025-04-02T09:30Z",0.003],["2025-04-02T09:45Z",0.003],["2025-04-02T10:00Z",0.0],["2025-04-02T10:15Z",0.0],["2025-04-02T10:30Z",0.003],["2025-04-02T10:45Z",0.0],["2025-04-02T11:00Z",0.0],["2025-04-02T11:15Z",0.0],["2025-04-02T11:30Z",0.003],["2025-04-02T11:45Z",0.0],["2025-04-02T12:00Z",0.0],["2025-04-02T12:15Z",0.0],["2025-04-02T12:30Z",0.0],["2025-04-02T12:45Z",0.0],["2025-04-02T13:00Z",0.0],["2025-04-02T13:15Z",0.0],["2025-04-02T13:30Z",0.0],["2025-04-02T13:45Z",0.0],["2025-04-02T14:00Z",0.0],["2025-04-02T14:15Z",0.0],["2025-04-02T14:30Z",0.0],["2025-04-02T14:45Z",0.0],["2025-04-02T15:00Z",0.0],["2025-04-02T15:15Z",0.0],["2025-04-02T15:30Z",0.0],["2025-04-02T15:45Z",0.0],["2025-04-02T16:00Z",0.0],["2025-04-02T16:15Z",0.0],["2025-04-02T16:30Z",0.0],["2025-04-02T16:45Z",0.0],["2025-04-02T17:00Z",0.0],["2025-04-02T17:15Z",0.003],["2025-04-02T17:30Z",0.015],["2025-04-02T17:45Z",0.018],["2025-04-02T18:00Z",0.024],["2025-04-02T18:15Z",0.04],["2025-04-02T18:30Z",0.052],["2025-04-02T18:45Z",0.085],["2025-04-02T19:00Z",0.094],["2025-04-02T19:15Z",0.116],["2025-04-02T19:30Z",0.134],["2025-04-02T19:45Z",0.152],["2025-04-02T20:00Z",0.171],["2025-04-02T20:15Z",0.198],["2025-04-02T20:30Z",0.213],["2025-04-02T20:45Z",0.223],["2025-04-02T21:00Z",0.223],["2025-04-02T21:15Z",0.247],["2025-04-02T21:30Z",0.674],["2025-04-02T21:45Z",0.991],["2025-04-02T22:00Z",1.109],["2025-04-02T22:15Z",1.18],["2025-04-02T22:30Z",1.192],["2025-04-02T22:45Z",1.192],["2025-04-02T23:00Z",1.183],["2025-04-02T23:15Z",1.183],["2025-04-02T23:30Z",1.161],["2025-04-02T23:45Z",1.134],["2025-04-03T00:00Z",1.116],["2025-04-03T00:15Z",1.091],["2025-04-03T00:30Z",1.064],["2025-04-03T00:45Z",1.039],["2025-04-03T01:00Z",1.015],["2025-04-03T01:15Z",0.991],["2025-04-03T01:30Z",0.969],["2025-04-03T01:45Z",0.948],["2025-04-03T02:00Z",0.927],["2025-04-03T02:15Z",0.914],["2025-04-03T02:30Z",0.902],["2025-04-03T02:45Z",0.881],["2025-04-03T03:00Z",0.869],["2025-04-03T03:15Z",0.856],["2025-04-03T03:30Z",0.844],["2025-04-03T03:45Z",0.832],["2025-04-03T04:00Z",0.817],["2025-04-03T04:15Z",0.802],["2025-04-03T04:30Z",0.802],["2025-04-03T04:45Z",0.789],["2025-04-03T05:00Z",0.777],["2025-04-03T05:15Z",0.771],["2025-04-03T05:30Z",0.759],["2025-04-03T05:45Z",0.753],["2025-04-03T06:00Z",0.744],["2025-04-03T06:15Z",0.735],["2025-04-03T06:30Z",0.728],["2025-04-03T06:45Z",0.725],["2025-04-03T07:00Z",0.713],["2025-04-03T07:15Z",0.71],["2025-04-03T07:30Z",0.704],["2025-04-03T07:45Z",0.695],["2025-04-03T08:00Z",0.689],["2025-04-03T08:15Z",0.686],["2025-04-03T08:30Z",0.68],["2025-04-03T08:45Z",0.677],["2025-04-03T09:00Z",0.671],["2025-04-03T09:15Z",0.664],["2025-04-03T09:30Z",0.661],["2025-04-03T09:45Z",0.655],["2025-04-03T10:00Z",0.652],["2025-04-03T10:15Z",0.652],["2025-04-03T10:30Z",0.643],["2025-04-03T10:45Z",0.634],["2025-04-03T11:00Z",0.637],["2025-04-03T11:15Z",0.631],["2025-04-03T11:30Z",0.625],["2025-04-03T11:45Z",0.622],["2025-04-03T12:00Z",0.622],["2025-04-03T12:15Z",0.616],["2025-04-03T12:30Z",0.616],["2025-04-03T12:45Z",0.607],["2025-04-03T13:00Z",0.607],["2025-04-03T13:15Z",0.607],["2025-04-03T13:30Z",0.597],["2025-04-03T13:45Z",0.597],["2025-04-03T14:00Z",0.591],["2025-04-03T14:15Z",0.591],["2025-04-03T14:30Z",0.594],["2025-04-03T14:45Z",0.588],["2025-04-03T15:00Z",0.585],["2025-04-03T15:15Z",0.585],["2025-04-03T15:30Z",0.579],["2025-04-03T15:45Z",0.579],["2025-04-03T16:00Z",0.576],["2025-04-03T16:15Z",0.576],["2025-04-03T16:30Z",0.576],["2025-04-03T16:45Z",0.57],["2025-04-03T17:00Z",0.57],["2025-04-03T17:15Z",0.57],["2025-04-03T17:30Z",0.564],["2025-04-03T17:45Z",0.564],["2025-04-03T18:00Z",0.564],["2025-04-03T18:15Z",0.561],["2025-04-03T18:30Z",0.561],["2025-04-03T18:45Z",0.555],["2025-04-03T19:00Z",0.555],["2025-04-03T19:15Z",0.555],["2025-04-03T19:30Z",0.552],["2025-04-03T19:45Z",0.549],["2025-04-03T20:00Z",0.543],["2025-04-03T20:15Z",0.543],["2025-04-03T20:30Z",0.539],["2025-04-03T20:45Z",0.543],["2025-04-03T21:00Z",0.539],["2025-04-03T21:15Z",0.533],["2025-04-03T21:30Z",0.533],["2025-04-03T21:45Z",0.533],["2025-04-03T22:00Z",0.533],["2025-04-03T22:15Z",0.533],["2025-04-03T22:30Z",0.533],["2025-04-03T22:45Z",0.533],["2025-04-03T23:00Z",0.536],["2025-04-03T23:15Z",0.536],["2025-04-03T23:30Z",0.536],["2025-04-03T23:45Z",0.533],["2025-04-04T00:00Z",0.539],["2025-04-04T00:15Z",0.533],["2025-04-04T00:30Z",0.543],["2025-04-04T00:45Z",0.549],["2025-04-04T01:00Z",0.552],["2025-04-04T01:15Z",0.555],["2025-04-04T01:30Z",0.561],["2025-04-04T01:45Z",0.567],["2025-04-04T02:00Z",0.576],["2025-04-04T02:15Z",0.579],["2025-04-04T02:30Z",0.585],["2025-04-04T02:45Z",0.585],["2025-04-04T03:00Z",0.597],["2025-04-04T03:15Z",0.604],["2025-04-04T03:30Z",0.616],["2025-04-04T03:45Z",0.628],["2025-04-04T04:00Z",0.643],["2025-04-04T04:15Z",0.658],["2025-04-04T04:30Z",0.674],["2025-04-04T04:45Z",0.683],["2025-04-04T05:00Z",0.686],["2025-04-04T05:15Z",0.698],["2025-04-04T05:30Z",0.701],["2025-04-04T05:45Z",0.701],["2025-04-04T06:00Z",0.701],["2025-04-04T06:15Z",0.698],["2025-04-04T06:30Z",0.704],["2025-04-04T06:45Z",0.704],["2025-04-04T07:00Z",0.701],["2025-04-04T07:15Z",0.698],["2025-04-04T07:30Z",0.695],["2025-04-04T07:45Z",0.689],["2025-04-04T08:00Z",0.686],["2025-04-04T08:15Z",0.686],["2025-04-04T08:30Z",0.683],["2025-04-04T08:45Z",0.677],["2025-04-04T09:00Z",0.674],["2025-04-04T09:15Z",0.671],["2025-04-04T09:30Z",0.668],["2025-04-04T09:45Z",0.661],["2025-04-04T10:00Z",0.658],["2025-04-04T10:15Z",0.655],["2025-04-04T10:30Z",0.652],["2025-04-04T10:45Z",0.652],["2025-04-04T11:00Z",0.652],["2025-04-04T11:15Z",0.649],["2025-04-04T11:30Z",0.64],["2025-04-04T11:45Z",0.649],["2025-04-04T12:00Z",0.649],["2025-04-04T12:15Z",0.646],["2025-04-04T12:30Z",0.649],["2025-04-04T12:45Z",0.655],["2025-04-04T13:00Z",0.661],["2025-04-04T13:15Z",0.671],["2025-04-04T13:30Z",0.68],["2025-04-04T13:45Z",0.701],["2025-04-04T14:00Z",0.716],["2025-04-04T14:15Z",0.738],["2025-04-04T14:30Z",0.768],["2025-04-04T14:45Z",0.792],["2025-04-04T15:00Z",0.817],["2025-04-04T15:15Z",0.832],["2025-04-04T15:30Z",0.847],["2025-04-04T15:45Z",0.881],["2025-04-04T16:00Z",0.927],["2025-04-04T16:15Z",0.96],["2025-04-04T16:30Z",0.981],["2025-04-04T16:45Z",0.991],["2025-04-04T17:00Z",1.0],["2025-04-04T17:15Z",0.997],["2025-04-04T17:30Z",0.994],["2025-04-04T17:45Z",0.985],["2025-04-04T18:00Z",0.981],["2025-04-04T18:15Z",0.972],["2025-04-04T18:30Z",0.969],["2025-04-04T18:45Z",0.963],["2025-04-04T19:00Z",0.957],["2025-04-04T19:15Z",0.966],["2025-04-04T19:30Z",0.96],["2025-04-04T19:45Z",0.972],["2025-04-04T20:00Z",0.969],["2025-04-04T20:15Z",0.981],["2025-04-04T20:30Z",1.0],["2025-04-04T20:45Z",1.018],["2025-04-04T21:00Z",1.027],["2025-04-04T21:15Z",1.042],["2025-04-04T21:30Z",1.055],["2025-04-04T21:45Z",1.058],["2025-04-04T22:00Z",1.064],["2025-04-04T22:15Z",1.07],["2025-04-04T22:30Z",1.076],["2025-04-04T22:45Z",1.116],["2025-04-04T23:00Z",1.18],["2025-04-04T23:15Z",1.277],["2025-04-04T23:30Z",1.344],["2025-04-04T23:45Z",1.411],["2025-04-05T00:00Z",1.481],["2025-04-05T00:15Z",1.548],["2025-04-05T00:30Z",1.588],["2025-04-05T00:45Z",1.64],["2025-04-05T01:00Z",1.716],["2025-04-05T01:15Z",1.756],["2025-04-05T01:30Z",1.823],["2025-04-05T01:45Z",1.859],["2025-04-05T02:00Z",1.85],["2025-04-05T02:15Z",1.859],["2025-04-05T02:30Z",1.783],["2025-04-05T02:45Z",1.747],["2025-04-05T03:00Z",1.707],["2025-04-05T03:15Z",1.673],["2025-04-05T03:30Z",1.649],["2025-04-05T03:45Z",1.615],["2025-04-05T04:00Z",1.582],["2025-04-05T04:15Z",1.573],["2025-04-05T04:30Z",1.558],["2025-04-05T04:45Z",1.539],["2025-04-05T05:00Z",1.527],["2025-04-05T05:15Z",1.53],["2025-04-05T05:30Z",1.515],["2025-04-05T05:45Z",1.506],["2025-04-05T06:00Z",1.49],["2025-04-05T06:15Z",1.469],["2025-04-05T06:30Z",1.46],["2025-04-05T06:45Z",1.439],["2025-04-05T07:00Z",1.42],["2025-04-05T07:15Z",1.42],["2025-04-05T07:30Z",1.417],["2025-04-05T07:45Z",1.414],["2025-04-05T08:00Z",1.42],["2025-04-05T08:15Z",1.414],["2025-04-05T08:30Z",1.414],["2025-04-05T08:45Z",1.433],["2025-04-05T09:00Z",1.436],["2025-04-05T09:15Z",1.445],["2025-04-05T09:30Z",1.457],["2025-04-05T09:45Z",1.469],["2025-04-05T10:00Z",1.472],["2025-04-05T10:15Z",1.469],["2025-04-05T10:30Z",1.457],["2025-04-05T10:45Z",1.445],["2025-04-05T11:00Z",1.423],["2025-04-05T11:15Z",1.417],["2025-04-05T11:30Z",1.417],["2025-04-05T11:45Z",1.408],["2025-04-05T12:00Z",1.399],["2025-04-05T12:15Z",1.399],["2025-04-05T12:30Z",1.387],["2025-04-05T12:45Z",1.387],["2025-04-05T13:00Z",1.387],["2025-04-05T13:15Z",1.405],["2025-04-05T13:30Z",1.439],["2025-04-05T13:45Z",1.469],["2025-04-05T14:00Z",1.524],["2025-04-05T14:15Z",1.561],["2025-04-05T14:30Z",1.634],["2025-04-05T14:45Z",1.698],["2025-04-05T15:00Z",1.759],["2025-04-05T15:15Z",1.841],["2025-04-05T15:30Z",1.935],["2025-04-05T15:45Z",2.033],["2025-04-05T16:00Z",2.161],["2025-04-05T16:15Z",2.259],["2025-04-05T16:30Z",2.347],["2025-04-05T16:45Z",2.463],["2025-04-05T17:00Z",2.463],["2025-04-05T17:15Z",2.435],["2025-04-05T17:30Z",2.435],["2025-04-05T17:45Z",2.432],["2025-04-05T18:00Z",2.271],["2025-04-05T18:15Z",2.24],["2025-04-05T18:30Z",2.182],["2025-04-05T18:45Z",2.112],["2025-04-05T19:00Z",2.021],["2025-04-05T19:15Z",1.935],["2025-04-05T19:30Z",1.875],["2025-04-05T19:45Z",1.807],["2025-04-05T20:00Z",1.75],["2025-04-05T20:15Z",1.713],["2025-04-05T20:30Z",1.682],["2025-04-05T20:45Z",1.637],["2025-04-05T21:00Z",1.594],["2025-04-05T21:15Z",1.567],["2025-04-05T21:30Z",1.554],["2025-04-05T21:45Z",1.521],["2025-04-05T22:00Z",1.494],["2025-04-05T22:15Z",1.475],["2025-04-05T22:30Z",1.457],["2025-04-05T22:45Z",1.433],["2025-04-05T23:00Z",1.414],["2025-04-05T23:15Z",1.396],["2025-04-05T23:30Z",1.375],["2025-04-05T23:45Z",1.359],["2025-04-06T00:00Z",1.341],["2025-04-06T00:15Z",1.332],["2025-04-06T00:30Z",1.311],["2025-04-06T00:45Z",1.292],["2025-04-06T01:00Z",1.28],["2025-04-06T01:15Z",1.268],["2025-04-06T01:30Z",1.262],["2025-04-06T01:45Z",1.241],["2025-04-06T02:00Z",1.231],["2025-04-06T02:15Z",1.216],["2025-04-06T02:30Z",1.207],["2025-04-06T02:45Z",1.189],["2025-04-06T03:00Z",1.177],["2025-04-06T03:15Z",1.17],["2025-04-06T03:30Z",1.158],["2025-04-06T03:45Z",1.143],["2025-04-06T04:00Z",1.134],["2025-04-06T04:15Z",1.131],["2025-04-06T04:30Z",1.119],["2025-04-06T04:45Z",1.106],["2025-04-06T05:00Z",1.097],["2025-04-06T05:15Z",1.088],["2025-04-06T05:30Z",1.076],["2025-04-06T05:45Z",1.067],["2025-04-06T06:00Z",1.061],["2025-04-06T06:15Z",1.049],["2025-04-06T06:30Z",1.036],["2025-04-06T06:45Z",1.03],["2025-04-06T07:00Z",1.021],["2025-04-06T07:15Z",1.015],["2025-04-06T07:30Z",1.006],["2025-04-06T07:45Z",1.0],["2025-04-06T08:00Z",0.991],["2025-04-06T08:15Z",0.981],["2025-04-06T08:30Z",0.978],["2025-04-06T08:45Z",0.972],["2025-04-06T09:00Z",0.963],["2025-04-06T09:15Z",0.951],["2025-04-06T09:30Z",0.948],["2025-04-06T09:45Z",0.939],["2025-04-06T10:00Z",0.933],["2025-04-06T10:15Z",0.927],["2025-04-06T10:30Z",0.924],["2025-04-06T10:45Z",0.914],["2025-04-06T11:00Z",0.908],["2025-04-06T11:15Z",0.905],["2025-04-06T11:30Z",0.899],["2025-04-06T11:45Z",0.896],["2025-04-06T12:00Z",0.89],["2025-04-06T12:15Z",0.884],["2025-04-06T12:30Z",0.875],["2025-04-06T12:45Z",0.875],["2025-04-06T13:00Z",0.866],["2025-04-06T13:15Z",0.869],["2025-04-06T13:30Z",0.856],["2025-04-06T13:45Z",0.85],["2025-04-06T14:00Z",0.844],["2025-04-06T14:15Z",0.841],["2025-04-06T14:30Z",0.838],["2025-04-06T14:45Z",0.832],["2025-04-06T15:00Z",0.832],["2025-04-06T15:15Z",0.832],["2025-04-06T15:30Z",0.826],["2025-04-06T15:45Z",0.82],["2025-04-06T16:00Z",0.817],["2025-04-06T16:15Z",0.814],["2025-04-06T16:30Z",0.811],["2025-04-06T16:45Z",0.805],["2025-04-06T17:00Z",0.799],["2025-04-06T17:15Z",0.796],["2025-04-06T17:30Z",0.799],["2025-04-06T17:45Z",0.789],["2025-04-06T18:00Z",0.786],["2025-04-06T18:15Z",0.78],["2025-04-06T18:30Z",0.78],["2025-04-06T18:45Z",0.768],["2025-04-06T19:00Z",0.771],["2025-04-06T19:15Z",0.768],["2025-04-06T19:30Z",0.762],["2025-04-06T19:45Z",0.759],["2025-04-06T20:00Z",0.753],["2025-04-06T20:15Z",0.753],["2025-04-06T20:30Z",0.753],["2025-04-06T20:45Z",0.75],["2025-04-06T21:00Z",0.747],["2025-04-06T21:15Z",0.747],["2025-04-06T21:30Z",0.738],["2025-04-06T21:45Z",0.735],["2025-04-06T22:00Z",0.735],["2025-04-06T22:15Z",0.728],["2025-04-06T22:30Z",0.728],["2025-04-06T22:45Z",0.725],["2025-04-06T23:00Z",0.716],["2025-04-06T23:15Z",0.707],["2025-04-06T23:30Z",0.707],["2025-04-06T23:45Z",0.71],["2025-04-07T00:00Z",0.707],["2025-04-07T00:15Z",0.704],["2025-04-07T00:30Z",0.701],["2025-04-07T00:45Z",0.695],["2025-04-07T01:00Z",0.698],["2025-04-07T01:15Z",0.689],["2025-04-07T01:30Z",0.692],["2025-04-07T01:45Z",0.686],["2025-04-07T02:00Z",0.683],["2025-04-07T02:15Z",0.68],["2025-04-07T02:30Z",0.683],["2025-04-07T02:45Z",0.68],["2025-04-07T03:00Z",0.674],["2025-04-07T03:15Z",0.671],["2025-04-07T03:30Z",0.671],["2025-04-07T03:45Z",0.668],["2025-04-07T04:00Z",0.664],["2025-04-07T04:15Z",0.668],["2025-04-07T04:30Z",0.655],["2025-04-07T04:45Z",0.658],["2025-04-07T05:00Z",0.658],["2025-04-07T05:15Z",0.655],["2025-04-07T05:30Z",0.649],["2025-04-07T05:45Z",0.646],["2025-04-07T06:00Z",0.646],["2025-04-07T06:15Z",0.643],["2025-04-07T06:30Z",0.64],["2025-04-07T06:45Z",0.637],["2025-04-07T07:00Z",0.637],["2025-04-07T07:15Z",0.634],["2025-04-07T07:30Z",0.634],["2025-04-07T07:45Z",0.634],["2025-04-07T08:00Z",0.628],["2025-04-07T08:15Z",0.628],["2025-04-07T08:30Z",0.622],["2025-04-07T08:45Z",0.625],["2025-04-07T09:00Z",0.622],["2025-04-07T09:15Z",0.619],["2025-04-07T09:30Z",0.616],["2025-04-07T09:45Z",0.616],["2025-04-07T10:00Z",0.613],["2025-04-07T10:15Z",0.613],["2025-04-07T10:30Z",0.607],["2025-04-07T10:45Z",0.607],["2025-04-07T11:00Z",0.61],["2025-04-07T11:15Z",0.604],["2025-04-07T11:30Z",0.604],["2025-04-07T11:45Z",0.604],["2025-04-07T12:00Z",0.597],["2025-04-07T12:15Z",0.597],["2025-04-07T12:30Z",0.594],["2025-04-07T12:45Z",0.591],["2025-04-07T13:00Z",0.591],["2025-04-07T13:15Z",0.588],["2025-04-07T13:30Z",0.588],["2025-04-07T13:45Z",0.582],["2025-04-07T14:00Z",0.585],["2025-04-07T14:15Z",0.582],["2025-04-07T14:30Z",0.579],["2025-04-07T14:45Z",0.576],["2025-04-07T15:00Z",0.579],["2025-04-07T15:15Z",0.579],["2025-04-07T15:30Z",0.576],["2025-04-07T15:45Z",0.573],["2025-04-07T16:00Z",0.573],["2025-04-07T16:15Z",0.57],["2025-04-07T16:30Z",0.57],["2025-04-07T16:45Z",0.567],["2025-04-07T17:00Z",0.564],["2025-04-07T17:15Z",0.564],["2025-04-07T17:30Z",0.564],["2025-04-07T17:45Z",0.564],["2025-04-07T18:00Z",0.558],["2025-04-07T18:15Z",0.561],["2025-04-07T18:30Z",0.558],["2025-04-07T18:45Z",0.558],["2025-04-07T19:00Z",0.552],["2025-04-07T19:15Z",0.555],["2025-04-07T19:30Z",0.549],["2025-04-07T19:45Z",0.552],["2025-04-07T20:00Z",0.543],["2025-04-07T20:15Z",0.546],["2025-04-07T20:30Z",0.543],["2025-04-07T20:45Z",0.546],["2025-04-07T21:00Z",0.543],["2025-04-07T21:15Z",0.543],["2025-04-07T21:30Z",0.536],["2025-04-07T21:45Z",0.536],["2025-04-07T22:00Z",0.536],["2025-04-07T22:15Z",0.533],["2025-04-07T22:30Z",0.533],["2025-04-07T22:45Z",0.53],["2025-04-07T23:00Z",0.533],["2025-04-07T23:15Z",0.527],["2025-04-07T23:30Z",0.527],["2025-04-07T23:45Z",0.527],["2025-04-08T00:00Z",0.524],["2025-04-08T00:15Z",0.521],["2025-04-08T00:30Z",0.521],["2025-04-08T00:45Z",0.521],["2025-04-08T01:00Z",0.518],["2025-04-08T01:15Z",0.515],["2025-04-08T01:30Z",0.515],["2025-04-08T01:45Z",0.515],["2025-04-08T02:00Z",0.515],["2025-04-08T02:15Z",0.515],["2025-04-08T02:30Z",0.509],["2025-04-08T02:45Z",0.512],["2025-04-08T03:00Z",0.506],["2025-04-08T03:15Z",0.509],["2025-04-08T03:30Z",0.509],["2025-04-08T03:45Z",0.506],["2025-04-08T04:00Z",0.503],["2025-04-08T04:15Z",0.5],["2025-04-08T04:30Z",0.503],["2025-04-08T04:45Z",0.5],["2025-04-08T05:00Z",0.497],["2025-04-08T05:15Z",0.497],["2025-04-08T05:30Z",0.5],["2025-04-08T05:45Z",0.494],["2025-04-08T06:00Z",0.494],["2025-04-08T06:15Z",0.494],["2025-04-08T06:30Z",0.494],["2025-04-08T06:45Z",0.491],["2025-04-08T07:00Z",0.491],["2025-04-08T07:15Z",0.488],["2025-04-08T07:30Z",0.488],["2025-04-08T07:45Z",0.485],["2025-04-08T08:00Z",0.485],["2025-04-08T08:15Z",0.485],["2025-04-08T08:30Z",0.482],["2025-04-08T08:45Z",0.482],["2025-04-08T09:00Z",0.482],["2025-04-08T09:15Z",0.482],["2025-04-08T09:30Z",0.479],["2025-04-08T09:45Z",0.475],["2025-04-08T10:00Z",0.472],["2025-04-08T10:15Z",0.475],["2025-04-08T10:30Z",0.475],["2025-04-08T10:45Z",0.469],["2025-04-08T11:00Z",0.472],["2025-04-08T11:15Z",0.469],["2025-04-08T11:30Z",0.469],["2025-04-08T11:45Z",0.466],["2025-04-08T12:00Z",0.469],["2025-04-08T12:15Z",0.466],["2025-04-08T12:30Z",0.466],["2025-04-08T12:45Z",0.463],["2025-04-08T13:00Z",0.463],["2025-04-08T13:15Z",0.463],["2025-04-08T13:30Z",0.46],["2025-04-08T13:45Z",0.457],["2025-04-08T14:00Z",0.46],["2025-04-08T14:15Z",0.457],["2025-04-08T14:30Z",0.457],["2025-04-08T14:45Z",0.457],["2025-04-08T15:00Z",0.454],["2025-04-08T15:15Z",0.457],["2025-04-08T15:30Z",0.457],["2025-04-08T15:45Z",0.454],["2025-04-08T16:00Z",0.454],["2025-04-08T16:15Z",0.454],["2025-04-08T16:30Z",0.451],["2025-04-08T16:45Z",0.451],["2025-04-08T17:00Z",0.448],["2025-04-08T17:15Z",0.451],["2025-04-08T17:30Z",0.448],["2025-04-08T17:45Z",0.448],["2025-04-08T18:00Z",0.448],["2025-04-08T18:15Z",0.445],["2025-04-08T18:30Z",0.445],["2025-04-08T18:45Z",0.445],["2025-04-08T19:00Z",0.445],["2025-04-08T19:15Z",0.445],["2025-04-08T19:30Z",0.439],["2025-04-08T19:45Z",0.439],["2025-04-08T20:00Z",0.439],["2025-04-08T20:15Z",0.436],["2025-04-08T20:30Z",0.436],["2025-04-08T20:45Z",0.433],["2025-04-08T21:00Z",0.436],["2025-04-08T21:15Z",0.433],["2025-04-08T21:30Z",0.433],["2025-04-08T21:45Z",0.433],["2025-04-08T22:00Z",0.433],["2025-04-08T22:15Z",0.43],["2025-04-08T22:30Z",0.43],["2025-04-08T22:45Z",0.427],["2025-04-08T23:00Z",0.427],["2025-04-08T23:15Z",0.427],["2025-04-08T23:30Z",0.427],["2025-04-08T23:45Z",0.427],["2025-04-09T00:00Z",0.424]]},{"site":"07055660","name":"Buffalo River at Ponca, AR","lon":-93.354722,"lat":36.0225,"metrics":{"nse":-4.0819,"rise_nse":-6.1044,"peak_err_m":0.6205,"peak_dt_h":0.0,"rmse_m":1.5184,"da_km2":300.4,"model_rise_m":5.8281,"obs_rise_m":3.368,"obs_peak_utc":"2025-04-05T18:00"},"sim":[["2025-04-01T05:00Z",0.0],["2025-04-01T05:30Z",0.0],["2025-04-01T06:00Z",0.0],["2025-04-01T06:30Z",0.0],["2025-04-01T07:00Z",0.0],["2025-04-01T07:30Z",0.0],["2025-04-01T08:00Z",0.0],["2025-04-01T08:30Z",0.0],["2025-04-01T09:00Z",0.0],["2025-04-01T09:30Z",0.0],["2025-04-01T10:00Z",0.0],["2025-04-01T10:30Z",0.0],["2025-04-01T11:00Z",0.0],["2025-04-01T11:30Z",0.0],["2025-04-01T12:00Z",0.0],["2025-04-01T12:30Z",0.0],["2025-04-01T13:00Z",0.0],["2025-04-01T13:30Z",0.0],["2025-04-01T14:00Z",0.0],["2025-04-01T14:30Z",0.0],["2025-04-01T15:00Z",0.0],["2025-04-01T15:30Z",0.0],["2025-04-01T16:00Z",0.0],["2025-04-01T16:30Z",0.0],["2025-04-01T17:00Z",0.0],["2025-04-01T17:30Z",0.0],["2025-04-01T18:00Z",0.0],["2025-04-01T18:30Z",0.0],["2025-04-01T19:00Z",0.0],["2025-04-01T19:30Z",0.0],["2025-04-01T20:00Z",0.0],["2025-04-01T20:30Z",0.0],["2025-04-01T21:00Z",0.0],["2025-04-01T21:30Z",0.0],["2025-04-01T22:00Z",0.0],["2025-04-01T22:30Z",0.0],["2025-04-01T23:00Z",0.0],["2025-04-01T23:30Z",0.0],["2025-04-02T00:00Z",0.0],["2025-04-02T00:30Z",0.0],["2025-04-02T01:00Z",0.0],["2025-04-02T01:30Z",0.0],["2025-04-02T02:00Z",0.0],["2025-04-02T02:30Z",0.0],["2025-04-02T03:00Z",0.0],["2025-04-02T03:30Z",0.0],["2025-04-02T04:00Z",0.0],["2025-04-02T04:30Z",0.0],["2025-04-02T05:00Z",0.0],["2025-04-02T05:30Z",0.0],["2025-04-02T06:00Z",0.0],["2025-04-02T06:30Z",0.0],["2025-04-02T07:00Z",0.0],["2025-04-02T07:30Z",0.0],["2025-04-02T08:00Z",0.0],["2025-04-02T08:30Z",0.0],["2025-04-02T09:00Z",0.0],["2025-04-02T09:30Z",0.0],["2025-04-02T10:00Z",0.0],["2025-04-02T10:30Z",0.0],["2025-04-02T11:00Z",0.0],["2025-04-02T11:30Z",0.0],["2025-04-02T12:00Z",0.0],["2025-04-02T12:30Z",0.0],["2025-04-02T13:00Z",0.0],["2025-04-02T13:30Z",0.0],["2025-04-02T14:00Z",0.0],["2025-04-02T14:30Z",0.0],["2025-04-02T15:00Z",0.0],["2025-04-02T15:30Z",0.0],["2025-04-02T16:00Z",0.0],["2025-04-02T16:30Z",0.0],["2025-04-02T17:00Z",0.0],["2025-04-02T17:30Z",0.0],["2025-04-02T18:00Z",0.0],["2025-04-02T18:30Z",0.0],["2025-04-02T19:00Z",0.0],["2025-04-02T19:30Z",0.001],["2025-04-02T20:00Z",0.012],["2025-04-02T20:30Z",0.089],["2025-04-02T21:00Z",0.167],["2025-04-02T21:30Z",0.18],["2025-04-02T22:00Z",0.176],["2025-04-02T22:30Z",0.172],["2025-04-02T23:00Z",0.169],["2025-04-02T23:30Z",0.167],["2025-04-03T00:00Z",0.165],["2025-04-03T00:30Z",0.165],["2025-04-03T01:00Z",0.165],["2025-04-03T01:30Z",0.165],["2025-04-03T02:00Z",0.165],["2025-04-03T02:30Z",0.165],["2025-04-03T03:00Z",0.165],["2025-04-03T03:30Z",0.165],["2025-04-03T04:00Z",0.165],["2025-04-03T04:30Z",0.165],["2025-04-03T05:00Z",0.165],["2025-04-03T05:30Z",0.165],["2025-04-03T06:00Z",0.165],["2025-04-03T06:30Z",0.165],["2025-04-03T07:00Z",0.165],["2025-04-03T07:30Z",0.165],["2025-04-03T08:00Z",0.165],["2025-04-03T08:30Z",0.165],["2025-04-03T09:00Z",0.165],["2025-04-03T09:30Z",0.165],["2025-04-03T10:00Z",0.165],["2025-04-03T10:30Z",0.165],["2025-04-03T11:00Z",0.165],["2025-04-03T11:30Z",0.165],["2025-04-03T12:00Z",0.165],["2025-04-03T12:30Z",0.165],["2025-04-03T13:00Z",0.165],["2025-04-03T13:30Z",0.165],["2025-04-03T14:00Z",0.165],["2025-04-03T14:30Z",0.165],["2025-04-03T15:00Z",0.165],["2025-04-03T15:30Z",0.166],["2025-04-03T16:00Z",0.166],["2025-04-03T16:30Z",0.166],["2025-04-03T17:00Z",0.166],["2025-04-03T17:30Z",0.166],["2025-04-03T18:00Z",0.166],["2025-04-03T18:30Z",0.166],["2025-04-03T19:00Z",0.166],["2025-04-03T19:30Z",0.166],["2025-04-03T20:00Z",0.166],["2025-04-03T20:30Z",0.166],["2025-04-03T21:00Z",0.166],["2025-04-03T21:30Z",0.167],["2025-04-03T22:00Z",0.167],["2025-04-03T22:30Z",0.168],["2025-04-03T23:00Z",0.168],["2025-04-03T23:30Z",0.168],["2025-04-04T00:00Z",0.168],["2025-04-04T00:30Z",0.168],["2025-04-04T01:00Z",0.168],["2025-04-04T01:30Z",0.168],["2025-04-04T02:00Z",0.168],["2025-04-04T02:30Z",0.168],["2025-04-04T03:00Z",0.169],["2025-04-04T03:30Z",0.169],["2025-04-04T04:00Z",0.169],["2025-04-04T04:30Z",0.169],["2025-04-04T05:00Z",0.169],["2025-04-04T05:30Z",0.169],["2025-04-04T06:00Z",0.169],["2025-04-04T06:30Z",0.169],["2025-04-04T07:00Z",0.169],["2025-04-04T07:30Z",0.169],["2025-04-04T08:00Z",0.169],["2025-04-04T08:30Z",0.169],["2025-04-04T09:00Z",0.169],["2025-04-04T09:30Z",0.169],["2025-04-04T10:00Z",0.169],["2025-04-04T10:30Z",0.169],["2025-04-04T11:00Z",0.169],["2025-04-04T11:30Z",0.169],["2025-04-04T12:00Z",0.169],["2025-04-04T12:30Z",0.172],["2025-04-04T13:00Z",0.174],["2025-04-04T13:30Z",0.177],["2025-04-04T14:00Z",0.18],["2025-04-04T14:30Z",0.182],["2025-04-04T15:00Z",0.184],["2025-04-04T15:30Z",0.185],["2025-04-04T16:00Z",0.186],["2025-04-04T16:30Z",0.186],["2025-04-04T17:00Z",0.186],["2025-04-04T17:30Z",0.187],["2025-04-04T18:00Z",0.188],["2025-04-04T18:30Z",0.191],["2025-04-04T19:00Z",0.194],["2025-04-04T19:30Z",0.203],["2025-04-04T20:00Z",0.22],["2025-04-04T20:30Z",0.261],["2025-04-04T21:00Z",0.315],["2025-04-04T21:30Z",0.404],["2025-04-04T22:00Z",0.506],["2025-04-04T22:30Z",0.588],["2025-04-04T23:00Z",0.658],["2025-04-04T23:30Z",0.774],["2025-04-05T00:00Z",0.919],["2025-04-05T00:30Z",0.916],["2025-04-05T01:00Z",0.898],["2025-04-05T01:30Z",1.106],["2025-04-05T02:00Z",2.668],["2025-04-05T02:30Z",3.662],["2025-04-05T03:00Z",4.086],["2025-04-05T03:30Z",4.566],["2025-04-05T04:00Z",4.387],["2025-04-05T04:30Z",4.09],["2025-04-05T05:00Z",3.865],["2025-04-05T05:30Z",3.711],["2025-04-05T06:00Z",3.566],["2025-04-05T06:30Z",3.447],["2025-04-05T07:00Z",3.359],["2025-04-05T07:30Z",3.312],["2025-04-05T08:00Z",3.328],["2025-04-05T08:30Z",3.514],["2025-04-05T09:00Z",3.531],["2025-04-05T09:30Z",3.779],["2025-04-05T10:00Z",3.852],["2025-04-05T10:30Z",3.703],["2025-04-05T11:00Z",3.625],["2025-04-05T11:30Z",3.588],["2025-04-05T12:00Z",3.518],["2025-04-05T12:30Z",3.539],["2025-04-05T13:00Z",3.58],["2025-04-05T13:30Z",3.518],["2025-04-05T14:00Z",3.564],["2025-04-05T14:30Z",3.734],["2025-04-05T15:00Z",4.062],["2025-04-05T15:30Z",4.422],["2025-04-05T16:00Z",4.727],["2025-04-05T16:30Z",4.973],["2025-04-05T17:00Z",5.219],["2025-04-05T17:30Z",5.609],["2025-04-05T18:00Z",5.828],["2025-04-05T18:30Z",5.789],["2025-04-05T19:00Z",5.543],["2025-04-05T19:30Z",5.184],["2025-04-05T20:00Z",4.793],["2025-04-05T20:30Z",4.422],["2025-04-05T21:00Z",4.086],["2025-04-05T21:30Z",3.801],["2025-04-05T22:00Z",3.566],["2025-04-05T22:30Z",3.379],["2025-04-05T23:00Z",3.228],["2025-04-05T23:30Z",3.109],["2025-04-06T00:00Z",3.01],["2025-04-06T00:30Z",2.926],["2025-04-06T01:00Z",2.856],["2025-04-06T01:30Z",2.797],["2025-04-06T02:00Z",2.746],["2025-04-06T02:30Z",2.703],["2025-04-06T03:00Z",2.664],["2025-04-06T03:30Z",2.631],["2025-04-06T04:00Z",2.6],["2025-04-06T04:30Z",2.574],["2025-04-06T05:00Z",2.549],["2025-04-06T05:30Z",2.527],["2025-04-06T06:00Z",2.508],["2025-04-06T06:30Z",2.49],["2025-04-06T07:00Z",2.473],["2025-04-06T07:30Z",2.457],["2025-04-06T08:00Z",2.443],["2025-04-06T08:30Z",2.43],["2025-04-06T09:00Z",2.416],["2025-04-06T09:30Z",2.404],["2025-04-06T10:00Z",2.393],["2025-04-06T10:30Z",2.381],["2025-04-06T11:00Z",2.369],["2025-04-06T11:30Z",2.359],["2025-04-06T12:00Z",2.352],["2025-04-06T12:30Z",2.342],["2025-04-06T13:00Z",2.334],["2025-04-06T13:30Z",2.326],["2025-04-06T14:00Z",2.318],["2025-04-06T14:30Z",2.311],["2025-04-06T15:00Z",2.303],["2025-04-06T15:30Z",2.297],["2025-04-06T16:00Z",2.291],["2025-04-06T16:30Z",2.285],["2025-04-06T17:00Z",2.279],["2025-04-06T17:30Z",2.273],["2025-04-06T18:00Z",2.268],["2025-04-06T18:30Z",2.264],["2025-04-06T19:00Z",2.26],["2025-04-06T19:30Z",2.254],["2025-04-06T20:00Z",2.25],["2025-04-06T20:30Z",2.246],["2025-04-06T21:00Z",2.242],["2025-04-06T21:30Z",2.238],["2025-04-06T22:00Z",2.234],["2025-04-06T22:30Z",2.232],["2025-04-06T23:00Z",2.228],["2025-04-06T23:30Z",2.225],["2025-04-07T00:00Z",2.223],["2025-04-07T00:30Z",2.219],["2025-04-07T01:00Z",2.217],["2025-04-07T01:30Z",2.213],["2025-04-07T02:00Z",2.211],["2025-04-07T02:30Z",2.209],["2025-04-07T03:00Z",2.205],["2025-04-07T03:30Z",2.203],["2025-04-07T04:00Z",2.201],["2025-04-07T04:30Z",2.199],["2025-04-07T05:00Z",2.197],["2025-04-07T05:30Z",2.195],["2025-04-07T06:00Z",2.193],["2025-04-07T06:30Z",2.191],["2025-04-07T07:00Z",2.189],["2025-04-07T07:30Z",2.188],["2025-04-07T08:00Z",2.186],["2025-04-07T08:30Z",2.184],["2025-04-07T09:00Z",2.182],["2025-04-07T09:30Z",2.182],["2025-04-07T10:00Z",2.18],["2025-04-07T10:30Z",2.178],["2025-04-07T11:00Z",2.176],["2025-04-07T11:30Z",2.176],["2025-04-07T12:00Z",2.174],["2025-04-07T12:30Z",2.172],["2025-04-07T13:00Z",2.17],["2025-04-07T13:30Z",2.17],["2025-04-07T14:00Z",2.168],["2025-04-07T14:30Z",2.166],["2025-04-07T15:00Z",2.166],["2025-04-07T15:30Z",2.164],["2025-04-07T16:00Z",2.164],["2025-04-07T16:30Z",2.162],["2025-04-07T17:00Z",2.162],["2025-04-07T17:30Z",2.16],["2025-04-07T18:00Z",2.16],["2025-04-07T18:30Z",2.158],["2025-04-07T19:00Z",2.156],["2025-04-07T19:30Z",2.156],["2025-04-07T20:00Z",2.154],["2025-04-07T20:30Z",2.154],["2025-04-07T21:00Z",2.152],["2025-04-07T21:30Z",2.152],["2025-04-07T22:00Z",2.152],["2025-04-07T22:30Z",2.15],["2025-04-07T23:00Z",2.15],["2025-04-07T23:30Z",2.148],["2025-04-08T00:00Z",2.148],["2025-04-08T00:30Z",2.148],["2025-04-08T01:00Z",2.147],["2025-04-08T01:30Z",2.147],["2025-04-08T02:00Z",2.144],["2025-04-08T02:30Z",2.144],["2025-04-08T03:00Z",2.144],["2025-04-08T03:30Z",2.143],["2025-04-08T04:00Z",2.143],["2025-04-08T04:30Z",2.141],["2025-04-08T05:00Z",2.141],["2025-04-08T05:30Z",2.141],["2025-04-08T06:00Z",2.141],["2025-04-08T06:30Z",2.139],["2025-04-08T07:00Z",2.139],["2025-04-08T07:30Z",2.139],["2025-04-08T08:00Z",2.137],["2025-04-08T08:30Z",2.137],["2025-04-08T09:00Z",2.137],["2025-04-08T09:30Z",2.137],["2025-04-08T10:00Z",2.135],["2025-04-08T10:30Z",2.135],["2025-04-08T11:00Z",2.135],["2025-04-08T11:30Z",2.133],["2025-04-08T12:00Z",2.133],["2025-04-08T12:30Z",2.133],["2025-04-08T13:00Z",2.131],["2025-04-08T13:30Z",2.131],["2025-04-08T14:00Z",2.131],["2025-04-08T14:30Z",2.131],["2025-04-08T15:00Z",2.131],["2025-04-08T15:30Z",2.129],["2025-04-08T16:00Z",2.129],["2025-04-08T16:30Z",2.129],["2025-04-08T17:00Z",2.129],["2025-04-08T17:30Z",2.127],["2025-04-08T18:00Z",2.127],["2025-04-08T18:30Z",2.127],["2025-04-08T19:00Z",2.127],["2025-04-08T19:30Z",2.127],["2025-04-08T20:00Z",2.125],["2025-04-08T20:30Z",2.125],["2025-04-08T21:00Z",2.125],["2025-04-08T21:30Z",2.125],["2025-04-08T22:00Z",2.125],["2025-04-08T22:30Z",2.123],["2025-04-08T23:00Z",2.123],["2025-04-08T23:30Z",2.123],["2025-04-09T00:00Z",2.123]],"obs":[["2025-04-01T05:00Z",0.009],["2025-04-01T05:15Z",0.009],["2025-04-01T05:30Z",0.009],["2025-04-01T05:45Z",0.009],["2025-04-01T06:00Z",0.009],["2025-04-01T06:15Z",0.009],["2025-04-01T06:30Z",0.009],["2025-04-01T06:45Z",0.009],["2025-04-01T07:00Z",0.009],["2025-04-01T07:15Z",0.009],["2025-04-01T07:30Z",0.009],["2025-04-01T07:45Z",0.006],["2025-04-01T08:00Z",0.009],["2025-04-01T08:15Z",0.006],["2025-04-01T08:30Z",0.006],["2025-04-01T08:45Z",0.006],["2025-04-01T09:00Z",0.006],["2025-04-01T09:15Z",0.006],["2025-04-01T09:30Z",0.006],["2025-04-01T09:45Z",0.006],["2025-04-01T10:00Z",0.006],["2025-04-01T10:15Z",0.006],["2025-04-01T10:30Z",0.006],["2025-04-01T10:45Z",0.006],["2025-04-01T11:00Z",0.006],["2025-04-01T11:15Z",0.006],["2025-04-01T11:30Z",0.006],["2025-04-01T11:45Z",0.006],["2025-04-01T12:00Z",0.006],["2025-04-01T12:15Z",0.006],["2025-04-01T12:30Z",0.006],["2025-04-01T12:45Z",0.006],["2025-04-01T13:00Z",0.006],["2025-04-01T13:15Z",0.006],["2025-04-01T13:30Z",0.006],["2025-04-01T13:45Z",0.006],["2025-04-01T14:00Z",0.006],["2025-04-01T14:15Z",0.006],["2025-04-01T14:30Z",0.006],["2025-04-01T14:45Z",0.006],["2025-04-01T15:00Z",0.006],["2025-04-01T15:15Z",0.006],["2025-04-01T15:30Z",0.009],["2025-04-01T15:45Z",0.006],["2025-04-01T16:00Z",0.006],["2025-04-01T16:15Z",0.006],["2025-04-01T16:30Z",0.006],["2025-04-01T16:45Z",0.006],["2025-04-01T17:00Z",0.006],["2025-04-01T17:15Z",0.006],["2025-04-01T17:30Z",0.009],["2025-04-01T17:45Z",0.006],["2025-04-01T18:00Z",0.006],["2025-04-01T18:15Z",0.006],["2025-04-01T18:30Z",0.006],["2025-04-01T18:45Z",0.009],["2025-04-01T19:00Z",0.006],["2025-04-01T19:15Z",0.006],["2025-04-01T19:30Z",0.006],["2025-04-01T19:45Z",0.009],["2025-04-01T20:00Z",0.006],["2025-04-01T20:15Z",0.009],["2025-04-01T20:30Z",0.006],["2025-04-01T20:45Z",0.006],["2025-04-01T21:00Z",0.006],["2025-04-01T21:15Z",0.006],["2025-04-01T21:30Z",0.006],["2025-04-01T21:45Z",0.006],["2025-04-01T22:00Z",0.006],["2025-04-01T22:15Z",0.003],["2025-04-01T22:30Z",0.006],["2025-04-01T22:45Z",0.006],["2025-04-01T23:00Z",0.006],["2025-04-01T23:15Z",0.003],["2025-04-01T23:30Z",0.003],["2025-04-01T23:45Z",0.003],["2025-04-02T00:00Z",0.006],["2025-04-02T00:15Z",0.003],["2025-04-02T00:30Z",0.003],["2025-04-02T00:45Z",0.003],["2025-04-02T01:00Z",0.003],["2025-04-02T01:15Z",0.003],["2025-04-02T01:30Z",0.003],["2025-04-02T01:45Z",0.003],["2025-04-02T02:00Z",0.003],["2025-04-02T02:15Z",0.003],["2025-04-02T02:30Z",0.0],["2025-04-02T02:45Z",0.003],["2025-04-02T03:00Z",0.003],["2025-04-02T03:15Z",0.003],["2025-04-02T03:30Z",0.003],["2025-04-02T03:45Z",0.0],["2025-04-02T04:00Z",0.003],["2025-04-02T04:15Z",0.003],["2025-04-02T04:30Z",0.0],["2025-04-02T04:45Z",0.003],["2025-04-02T05:00Z",0.0],["2025-04-02T05:15Z",0.0],["2025-04-02T05:30Z",0.003],["2025-04-02T05:45Z",0.0],["2025-04-02T06:00Z",0.0],["2025-04-02T06:15Z",0.003],["2025-04-02T06:30Z",0.0],["2025-04-02T06:45Z",0.0],["2025-04-02T07:00Z",0.003],["2025-04-02T07:15Z",0.0],["2025-04-02T07:30Z",0.003],["2025-04-02T07:45Z",0.0],["2025-04-02T08:00Z",0.003],["2025-04-02T08:15Z",0.003],["2025-04-02T08:30Z",0.0],["2025-04-02T08:45Z",0.003],["2025-04-02T09:00Z",0.0],["2025-04-02T09:15Z",0.003],["2025-04-02T09:30Z",0.003],["2025-04-02T09:45Z",0.003],["2025-04-02T10:00Z",0.003],["2025-04-02T10:15Z",0.003],["2025-04-02T10:30Z",0.006],["2025-04-02T10:45Z",0.003],["2025-04-02T11:00Z",0.003],["2025-04-02T11:15Z",0.003],["2025-04-02T11:30Z",0.003],["2025-04-02T11:45Z",0.006],["2025-04-02T12:00Z",0.003],["2025-04-02T12:15Z",0.003],["2025-04-02T12:30Z",0.0],["2025-04-02T12:45Z",0.006],["2025-04-02T13:00Z",0.003],["2025-04-02T13:15Z",0.003],["2025-04-02T13:30Z",0.003],["2025-04-02T13:45Z",0.003],["2025-04-02T14:00Z",0.003],["2025-04-02T14:15Z",0.003],["2025-04-02T14:30Z",0.003],["2025-04-02T14:45Z",0.003],["2025-04-02T15:00Z",0.006],["2025-04-02T15:15Z",0.003],["2025-04-02T15:30Z",0.006],["2025-04-02T15:45Z",0.0],["2025-04-02T16:00Z",0.006],["2025-04-02T16:15Z",0.003],["2025-04-02T16:30Z",0.003],["2025-04-02T16:45Z",0.006],["2025-04-02T17:00Z",0.003],["2025-04-02T17:15Z",0.003],["2025-04-02T17:30Z",0.006],["2025-04-02T17:45Z",0.012],["2025-04-02T18:00Z",0.018],["2025-04-02T18:15Z",0.034],["2025-04-02T18:30Z",0.043],["2025-04-02T18:45Z",0.052],["2025-04-02T19:00Z",0.061],["2025-04-02T19:15Z",0.073],["2025-04-02T19:30Z",0.088],["2025-04-02T19:45Z",0.11],["2025-04-02T20:00Z",0.137],["2025-04-02T20:15Z",0.168],["2025-04-02T20:30Z",0.21],["2025-04-02T20:45Z",0.265],["2025-04-02T21:00Z",0.308],["2025-04-02T21:15Z",0.329],["2025-04-02T21:30Z",0.335],["2025-04-02T21:45Z",0.338],["2025-04-02T22:00Z",0.347],["2025-04-02T22:15Z",0.375],["2025-04-02T22:30Z",0.436],["2025-04-02T22:45Z",0.5],["2025-04-02T23:00Z",0.561],["2025-04-02T23:15Z",0.671],["2025-04-02T23:30Z",0.875],["2025-04-02T23:45Z",0.975],["2025-04-03T00:00Z",1.015],["2025-04-03T00:15Z",1.027],["2025-04-03T00:30Z",1.024],["2025-04-03T00:45Z",1.012],["2025-04-03T01:00Z",1.0],["2025-04-03T01:15Z",0.978],["2025-04-03T01:30Z",0.963],["2025-04-03T01:45Z",0.936],["2025-04-03T02:00Z",0.917],["2025-04-03T02:15Z",0.902],["2025-04-03T02:30Z",0.887],["2025-04-03T02:45Z",0.872],["2025-04-03T03:00Z",0.853],["2025-04-03T03:15Z",0.847],["2025-04-03T03:30Z",0.832],["2025-04-03T03:45Z",0.808],["2025-04-03T04:00Z",0.799],["2025-04-03T04:15Z",0.783],["2025-04-03T04:30Z",0.78],["2025-04-03T04:45Z",0.762],["2025-04-03T05:00Z",0.756],["2025-04-03T05:15Z",0.738],["2025-04-03T05:30Z",0.735],["2025-04-03T05:45Z",0.716],["2025-04-03T06:00Z",0.707],["2025-04-03T06:15Z",0.695],["2025-04-03T06:30Z",0.683],["2025-04-03T06:45Z",0.686],["2025-04-03T07:00Z",0.68],["2025-04-03T07:15Z",0.668],["2025-04-03T07:30Z",0.664],["2025-04-03T07:45Z",0.649],["2025-04-03T08:00Z",0.643],["2025-04-03T08:15Z",0.637],["2025-04-03T08:30Z",0.634],["2025-04-03T08:45Z",0.631],["2025-04-03T09:00Z",0.616],["2025-04-03T09:15Z",0.625],["2025-04-03T09:30Z",0.616],["2025-04-03T09:45Z",0.604],["2025-04-03T10:00Z",0.604],["2025-04-03T10:15Z",0.6],["2025-04-03T10:30Z",0.594],["2025-04-03T10:45Z",0.588],["2025-04-03T11:00Z",0.57],["2025-04-03T11:15Z",0.579],["2025-04-03T11:30Z",0.57],["2025-04-03T11:45Z",0.561],["2025-04-03T12:00Z",0.57],["2025-04-03T12:15Z",0.558],["2025-04-03T12:30Z",0.555],["2025-04-03T12:45Z",0.549],["2025-04-03T13:00Z",0.539],["2025-04-03T13:15Z",0.549],["2025-04-03T13:30Z",0.549],["2025-04-03T13:45Z",0.543],["2025-04-03T14:00Z",0.533],["2025-04-03T14:15Z",0.536],["2025-04-03T14:30Z",0.53],["2025-04-03T14:45Z",0.533],["2025-04-03T15:00Z",0.527],["2025-04-03T15:15Z",0.527],["2025-04-03T15:30Z",0.518],["2025-04-03T15:45Z",0.521],["2025-04-03T16:00Z",0.518],["2025-04-03T16:15Z",0.515],["2025-04-03T16:30Z",0.512],["2025-04-03T16:45Z",0.509],["2025-04-03T17:00Z",0.509],["2025-04-03T17:15Z",0.5],["2025-04-03T17:30Z",0.503],["2025-04-03T17:45Z",0.497],["2025-04-03T18:00Z",0.497],["2025-04-03T18:15Z",0.497],["2025-04-03T18:30Z",0.494],["2025-04-03T18:45Z",0.494],["2025-04-03T19:00Z",0.494],["2025-04-03T19:15Z",0.485],["2025-04-03T19:30Z",0.485],["2025-04-03T19:45Z",0.479],["2025-04-03T20:00Z",0.485],["2025-04-03T20:15Z",0.485],["2025-04-03T20:30Z",0.482],["2025-04-03T20:45Z",0.479],["2025-04-03T21:00Z",0.475],["2025-04-03T21:15Z",0.475],["2025-04-03T21:30Z",0.475],["2025-04-03T21:45Z",0.469],["2025-04-03T22:00Z",0.472],["2025-04-03T22:15Z",0.472],["2025-04-03T22:30Z",0.469],["2025-04-03T22:45Z",0.463],["2025-04-03T23:00Z",0.463],["2025-04-03T23:15Z",0.463],["2025-04-03T23:30Z",0.463],["2025-04-03T23:45Z",0.463],["2025-04-04T00:00Z",0.46],["2025-04-04T00:15Z",0.457],["2025-04-04T00:30Z",0.457],["2025-04-04T00:45Z",0.457],["2025-04-04T01:00Z",0.457],["2025-04-04T01:15Z",0.454],["2025-04-04T01:30Z",0.463],["2025-04-04T01:45Z",0.463],["2025-04-04T02:00Z",0.457],["2025-04-04T02:15Z",0.466],["2025-04-04T02:30Z",0.466],["2025-04-04T02:45Z",0.466],["2025-04-04T03:00Z",0.472],["2025-04-04T03:15Z",0.475],["2025-04-04T03:30Z",0.482],["2025-04-04T03:45Z",0.491],["2025-04-04T04:00Z",0.497],["2025-04-04T04:15Z",0.509],["2025-04-04T04:30Z",0.521],["2025-04-04T04:45Z",0.527],["2025-04-04T05:00Z",0.527],["2025-04-04T05:15Z",0.539],["2025-04-04T05:30Z",0.546],["2025-04-04T05:45Z",0.558],["2025-04-04T06:00Z",0.57],["2025-04-04T06:15Z",0.573],["2025-04-04T06:30Z",0.582],["2025-04-04T06:45Z",0.591],["2025-04-04T07:00Z",0.597],["2025-04-04T07:15Z",0.604],["2025-04-04T07:30Z",0.607],["2025-04-04T07:45Z",0.607],["2025-04-04T08:00Z",0.61],["2025-04-04T08:15Z",0.607],["2025-04-04T08:30Z",0.607],["2025-04-04T08:45Z",0.607],["2025-04-04T09:00Z",0.604],["2025-04-04T09:15Z",0.604],["2025-04-04T09:30Z",0.6],["2025-04-04T09:45Z",0.588],["2025-04-04T10:00Z",0.597],["2025-04-04T10:15Z",0.588],["2025-04-04T10:30Z",0.579],["2025-04-04T10:45Z",0.585],["2025-04-04T11:00Z",0.588],["2025-04-04T11:15Z",0.579],["2025-04-04T11:30Z",0.573],["2025-04-04T11:45Z",0.576],["2025-04-04T12:00Z",0.579],["2025-04-04T12:15Z",0.579],["2025-04-04T12:30Z",0.567],["2025-04-04T12:45Z",0.576],["2025-04-04T13:00Z",0.582],["2025-04-04T13:15Z",0.585],["2025-04-04T13:30Z",0.591],["2025-04-04T13:45Z",0.597],["2025-04-04T14:00Z",0.613],["2025-04-04T14:15Z",0.625],["2025-04-04T14:30Z",0.643],["2025-04-04T14:45Z",0.661],["2025-04-04T15:00Z",0.686],["2025-04-04T15:15Z",0.707],["2025-04-04T15:30Z",0.741],["2025-04-04T15:45Z",0.768],["2025-04-04T16:00Z",0.817],["2025-04-04T16:15Z",0.86],["2025-04-04T16:30Z",0.875],["2025-04-04T16:45Z",0.881],["2025-04-04T17:00Z",0.893],["2025-04-04T17:15Z",0.905],["2025-04-04T17:30Z",0.917],["2025-04-04T17:45Z",0.936],["2025-04-04T18:00Z",0.945],["2025-04-04T18:15Z",0.957],["2025-04-04T18:30Z",0.957],["2025-04-04T18:45Z",0.957],["2025-04-04T19:00Z",0.951],["2025-04-04T19:15Z",0.951],["2025-04-04T19:30Z",0.954],["2025-04-04T19:45Z",0.957],["2025-04-04T20:00Z",0.96],["2025-04-04T20:15Z",0.975],["2025-04-04T20:30Z",0.988],["2025-04-04T20:45Z",1.003],["2025-04-04T21:00Z",1.024],["2025-04-04T21:15Z",1.058],["2025-04-04T21:30Z",1.091],["2025-04-04T21:45Z",1.122],["2025-04-04T22:00Z",1.164],["2025-04-04T22:15Z",1.192],["2025-04-04T22:30Z",1.216],["2025-04-04T22:45Z",1.247],["2025-04-04T23:00Z",1.277],["2025-04-04T23:15Z",1.341],["2025-04-04T23:30Z",1.454],["2025-04-04T23:45Z",1.576],["2025-04-05T00:00Z",1.704],["2025-04-05T00:15Z",1.826],["2025-04-05T00:30Z",1.929],["2025-04-05T00:45Z",2.027],["2025-04-05T01:00Z",2.088],["2025-04-05T01:15Z",2.124],["2025-04-05T01:30Z",2.152],["2025-04-05T01:45Z",2.173],["2025-04-05T02:00Z",2.179],["2025-04-05T02:15Z",2.179],["2025-04-05T02:30Z",2.192],["2025-04-05T02:45Z",2.216],["2025-04-05T03:00Z",2.234],["2025-04-05T03:15Z",2.24],["2025-04-05T03:30Z",2.231],["2025-04-05T03:45Z",2.201],["2025-04-05T04:00Z",2.164],["2025-04-05T04:15Z",2.109],["2025-04-05T04:30Z",2.054],["2025-04-05T04:45Z",1.996],["2025-04-05T05:00Z",1.969],["2025-04-05T05:15Z",1.914],["2025-04-05T05:30Z",1.884],["2025-04-05T05:45Z",1.853],["2025-04-05T06:00Z",1.829],["2025-04-05T06:15Z",1.817],["2025-04-05T06:30Z",1.792],["2025-04-05T06:45Z",1.777],["2025-04-05T07:00Z",1.753],["2025-04-05T07:15Z",1.737],["2025-04-05T07:30Z",1.719],["2025-04-05T07:45Z",1.701],["2025-04-05T08:00Z",1.692],["2025-04-05T08:15Z",1.692],["2025-04-05T08:30Z",1.707],["2025-04-05T08:45Z",1.722],["2025-04-05T09:00Z",1.731],["2025-04-05T09:15Z",1.731],["2025-04-05T09:30Z",1.725],["2025-04-05T09:45Z",1.716],["2025-04-05T10:00Z",1.719],["2025-04-05T10:15Z",1.701],["2025-04-05T10:30Z",1.701],["2025-04-05T10:45Z",1.692],["2025-04-05T11:00Z",1.695],["2025-04-05T11:15Z",1.682],["2025-04-05T11:30Z",1.682],["2025-04-05T11:45Z",1.658],["2025-04-05T12:00Z",1.637],["2025-04-05T12:15Z",1.625],["2025-04-05T12:30Z",1.603],["2025-04-05T12:45Z",1.606],["2025-04-05T13:00Z",1.606],["2025-04-05T13:15Z",1.649],["2025-04-05T13:30Z",1.707],["2025-04-05T13:45Z",1.789],["2025-04-05T14:00Z",1.878],["2025-04-05T14:15Z",1.963],["2025-04-05T14:30Z",2.079],["2025-04-05T14:45Z",2.188],["2025-04-05T15:00Z",2.313],["2025-04-05T15:15Z",2.426],["2025-04-05T15:30Z",2.56],["2025-04-05T15:45Z",2.688],["2025-04-05T16:00Z",2.807],["2025-04-05T16:15Z",2.914],["2025-04-05T16:30Z",3.002],["2025-04-05T16:45Z",3.078],["2025-04-05T17:00Z",3.164],["2025-04-05T17:15Z",3.222],["2025-04-05T17:30Z",3.286],["2025-04-05T17:45Z",3.328],["2025-04-05T18:00Z",3.368],["2025-04-05T18:15Z",3.368],["2025-04-05T18:30Z",3.335],["2025-04-05T18:45Z",3.313],["2025-04-05T19:00Z",3.228],["2025-04-05T19:15Z",3.164],["2025-04-05T19:30Z",3.045],["2025-04-05T19:45Z",2.932],["2025-04-05T20:00Z",2.81],["2025-04-05T20:15Z",2.667],["2025-04-05T20:30Z",2.53],["2025-04-05T20:45Z",2.411],["2025-04-05T21:00Z",2.286],["2025-04-05T21:15Z",2.188],["2025-04-05T21:30Z",2.1],["2025-04-05T21:45Z",2.036],["2025-04-05T22:00Z",1.975],["2025-04-05T22:15Z",1.917],["2025-04-05T22:30Z",1.841],["2025-04-05T22:45Z",1.807],["2025-04-05T23:00Z",1.75],["2025-04-05T23:15Z",1.71],["2025-04-05T23:30Z",1.658],["2025-04-05T23:45Z",1.625],["2025-04-06T00:00Z",1.579],["2025-04-06T00:15Z",1.558],["2025-04-06T00:30Z",1.515],["2025-04-06T00:45Z",1.484],["2025-04-06T01:00Z",1.448],["2025-04-06T01:15Z",1.423],["2025-04-06T01:30Z",1.393],["2025-04-06T01:45Z",1.347],["2025-04-06T02:00Z",1.329],["2025-04-06T02:15Z",1.295],["2025-04-06T02:30Z",1.268],["2025-04-06T02:45Z",1.253],["2025-04-06T03:00Z",1.231],["2025-04-06T03:15Z",1.207],["2025-04-06T03:30Z",1.192],["2025-04-06T03:45Z",1.18],["2025-04-06T04:00Z",1.158],["2025-04-06T04:15Z",1.143],["2025-04-06T04:30Z",1.125],["2025-04-06T04:45Z",1.116],["2025-04-06T05:00Z",1.106],["2025-04-06T05:15Z",1.085],["2025-04-06T05:30Z",1.064],["2025-04-06T05:45Z",1.055],["2025-04-06T06:00Z",1.036],["2025-04-06T06:15Z",1.036],["2025-04-06T06:30Z",1.015],["2025-04-06T06:45Z",1.006],["2025-04-06T07:00Z",0.994],["2025-04-06T07:15Z",0.985],["2025-04-06T07:30Z",0.981],["2025-04-06T07:45Z",0.963],["2025-04-06T08:00Z",0.957],["2025-04-06T08:15Z",0.948],["2025-04-06T08:30Z",0.933],["2025-04-06T08:45Z",0.927],["2025-04-06T09:00Z",0.93],["2025-04-06T09:15Z",0.911],["2025-04-06T09:30Z",0.914],["2025-04-06T09:45Z",0.914],["2025-04-06T10:00Z",0.896],["2025-04-06T10:15Z",0.89],["2025-04-06T10:30Z",0.881],["2025-04-06T10:45Z",0.875],["2025-04-06T11:00Z",0.863],["2025-04-06T11:15Z",0.856],["2025-04-06T11:30Z",0.841],["2025-04-06T11:45Z",0.838],["2025-04-06T12:00Z",0.838],["2025-04-06T12:15Z",0.832],["2025-04-06T12:30Z",0.835],["2025-04-06T12:45Z",0.823],["2025-04-06T13:00Z",0.811],["2025-04-06T13:15Z",0.805],["2025-04-06T13:30Z",0.799],["2025-04-06T13:45Z",0.789],["2025-04-06T14:00Z",0.786],["2025-04-06T14:15Z",0.783],["2025-04-06T14:30Z",0.774],["2025-04-06T14:45Z",0.771],["2025-04-06T15:00Z",0.765],["2025-04-06T15:15Z",0.762],["2025-04-06T15:30Z",0.759],["2025-04-06T15:45Z",0.756],["2025-04-06T16:00Z",0.75],["2025-04-06T16:15Z",0.747],["2025-04-06T16:30Z",0.741],["2025-04-06T16:45Z",0.744],["2025-04-06T17:00Z",0.735],["2025-04-06T17:15Z",0.728],["2025-04-06T17:30Z",0.725],["2025-04-06T17:45Z",0.719],["2025-04-06T18:00Z",0.722],["2025-04-06T18:15Z",0.716],["2025-04-06T18:30Z",0.71],["2025-04-06T18:45Z",0.707],["2025-04-06T19:00Z",0.692],["2025-04-06T19:15Z",0.686],["2025-04-06T19:30Z",0.689],["2025-04-06T19:45Z",0.683],["2025-04-06T20:00Z",0.677],["2025-04-06T20:15Z",0.668],["2025-04-06T20:30Z",0.658],["2025-04-06T20:45Z",0.658],["2025-04-06T21:00Z",0.664],["2025-04-06T21:15Z",0.655],["2025-04-06T21:30Z",0.658],["2025-04-06T21:45Z",0.649],["2025-04-06T22:00Z",0.64],["2025-04-06T22:15Z",0.637],["2025-04-06T22:30Z",0.637],["2025-04-06T22:45Z",0.637],["2025-04-06T23:00Z",0.634],["2025-04-06T23:15Z",0.631],["2025-04-06T23:30Z",0.628],["2025-04-06T23:45Z",0.622],["2025-04-07T00:00Z",0.61],["2025-04-07T00:15Z",0.61],["2025-04-07T00:30Z",0.607],["2025-04-07T00:45Z",0.604],["2025-04-07T01:00Z",0.61],["2025-04-07T01:15Z",0.597],["2025-04-07T01:30Z",0.597],["2025-04-07T01:45Z",0.594],["2025-04-07T02:00Z",0.597],["2025-04-07T02:15Z",0.591],["2025-04-07T02:30Z",0.582],["2025-04-07T02:45Z",0.579],["2025-04-07T03:00Z",0.585],["2025-04-07T03:15Z",0.573],["2025-04-07T03:30Z",0.582],["2025-04-07T03:45Z",0.576],["2025-04-07T04:00Z",0.564],["2025-04-07T04:15Z",0.564],["2025-04-07T04:30Z",0.564],["2025-04-07T04:45Z",0.558],["2025-04-07T05:00Z",0.561],["2025-04-07T05:15Z",0.552],["2025-04-07T05:30Z",0.555],["2025-04-07T05:45Z",0.555],["2025-04-07T06:00Z",0.543],["2025-04-07T06:15Z",0.539],["2025-04-07T06:30Z",0.543],["2025-04-07T06:45Z",0.546],["2025-04-07T07:00Z",0.533],["2025-04-07T07:15Z",0.527],["2025-04-07T07:30Z",0.53],["2025-04-07T07:45Z",0.524],["2025-04-07T08:00Z",0.524],["2025-04-07T08:15Z",0.527],["2025-04-07T08:30Z",0.527],["2025-04-07T08:45Z",0.518],["2025-04-07T09:00Z",0.515],["2025-04-07T09:15Z",0.509],["2025-04-07T09:30Z",0.509],["2025-04-07T09:45Z",0.509],["2025-04-07T10:00Z",0.506],["2025-04-07T10:15Z",0.506],["2025-04-07T10:30Z",0.506],["2025-04-07T10:45Z",0.503],["2025-04-07T11:00Z",0.5],["2025-04-07T11:15Z",0.503],["2025-04-07T11:30Z",0.497],["2025-04-07T11:45Z",0.494],["2025-04-07T12:00Z",0.494],["2025-04-07T12:15Z",0.491],["2025-04-07T12:30Z",0.494],["2025-04-07T12:45Z",0.488],["2025-04-07T13:00Z",0.485],["2025-04-07T13:15Z",0.485],["2025-04-07T13:30Z",0.485],["2025-04-07T13:45Z",0.488],["2025-04-07T14:00Z",0.479],["2025-04-07T14:15Z",0.475],["2025-04-07T14:30Z",0.463],["2025-04-07T14:45Z",0.472],["2025-04-07T15:00Z",0.469],["2025-04-07T15:15Z",0.469],["2025-04-07T15:30Z",0.466],["2025-04-07T15:45Z",0.466],["2025-04-07T16:00Z",0.463],["2025-04-07T16:15Z",0.457],["2025-04-07T16:30Z",0.457],["2025-04-07T16:45Z",0.451],["2025-04-07T17:00Z",0.448],["2025-04-07T17:15Z",0.445],["2025-04-07T17:30Z",0.445],["2025-04-07T17:45Z",0.451],["2025-04-07T18:00Z",0.451],["2025-04-07T18:15Z",0.451],["2025-04-07T18:30Z",0.442],["2025-04-07T18:45Z",0.436],["2025-04-07T19:00Z",0.439],["2025-04-07T19:15Z",0.436],["2025-04-07T19:30Z",0.439],["2025-04-07T19:45Z",0.436],["2025-04-07T20:00Z",0.436],["2025-04-07T20:15Z",0.436],["2025-04-07T20:30Z",0.436],["2025-04-07T20:45Z",0.43],["2025-04-07T21:00Z",0.43],["2025-04-07T21:15Z",0.424],["2025-04-07T21:30Z",0.427],["2025-04-07T21:45Z",0.424],["2025-04-07T22:00Z",0.415],["2025-04-07T22:15Z",0.427],["2025-04-07T22:30Z",0.418],["2025-04-07T22:45Z",0.418],["2025-04-07T23:00Z",0.415],["2025-04-07T23:15Z",0.411],["2025-04-07T23:30Z",0.411],["2025-04-07T23:45Z",0.405],["2025-04-08T00:00Z",0.408],["2025-04-08T00:15Z",0.408],["2025-04-08T00:30Z",0.405],["2025-04-08T00:45Z",0.402],["2025-04-08T01:00Z",0.402],["2025-04-08T01:15Z",0.396],["2025-04-08T01:30Z",0.393],["2025-04-08T01:45Z",0.393],["2025-04-08T02:00Z",0.393],["2025-04-08T02:15Z",0.396],["2025-04-08T02:30Z",0.393],["2025-04-08T02:45Z",0.393],["2025-04-08T03:00Z",0.387],["2025-04-08T03:15Z",0.387],["2025-04-08T03:30Z",0.384],["2025-04-08T03:45Z",0.384],["2025-04-08T04:00Z",0.384],["2025-04-08T04:15Z",0.387],["2025-04-08T04:30Z",0.375],["2025-04-08T04:45Z",0.384],["2025-04-08T05:00Z",0.381],["2025-04-08T05:15Z",0.381],["2025-04-08T05:30Z",0.378],["2025-04-08T05:45Z",0.378],["2025-04-08T06:00Z",0.375],["2025-04-08T06:15Z",0.375],["2025-04-08T06:30Z",0.378],["2025-04-08T06:45Z",0.372],["2025-04-08T07:00Z",0.375],["2025-04-08T07:15Z",0.369],["2025-04-08T07:30Z",0.369],["2025-04-08T07:45Z",0.366],["2025-04-08T08:00Z",0.363],["2025-04-08T08:15Z",0.36],["2025-04-08T08:30Z",0.366],["2025-04-08T08:45Z",0.363],["2025-04-08T09:00Z",0.363],["2025-04-08T09:15Z",0.357],["2025-04-08T09:30Z",0.366],["2025-04-08T09:45Z",0.36],["2025-04-08T10:00Z",0.36],["2025-04-08T10:15Z",0.354],["2025-04-08T10:30Z",0.357],["2025-04-08T10:45Z",0.357],["2025-04-08T11:00Z",0.351],["2025-04-08T11:15Z",0.354],["2025-04-08T11:30Z",0.354],["2025-04-08T11:45Z",0.351],["2025-04-08T12:00Z",0.344],["2025-04-08T12:15Z",0.351],["2025-04-08T12:30Z",0.347],["2025-04-08T12:45Z",0.341],["2025-04-08T13:00Z",0.338],["2025-04-08T13:15Z",0.341],["2025-04-08T13:30Z",0.338],["2025-04-08T13:45Z",0.341],["2025-04-08T14:00Z",0.341],["2025-04-08T14:15Z",0.341],["2025-04-08T14:30Z",0.338],["2025-04-08T14:45Z",0.341],["2025-04-08T15:00Z",0.338],["2025-04-08T15:15Z",0.338],["2025-04-08T15:30Z",0.335],["2025-04-08T15:45Z",0.335],["2025-04-08T16:00Z",0.335],["2025-04-08T16:15Z",0.338],["2025-04-08T16:30Z",0.332],["2025-04-08T16:45Z",0.335],["2025-04-08T17:00Z",0.335],["2025-04-08T17:15Z",0.332],["2025-04-08T17:30Z",0.329],["2025-04-08T17:45Z",0.326],["2025-04-08T18:00Z",0.32],["2025-04-08T18:15Z",0.323],["2025-04-08T18:30Z",0.323],["2025-04-08T18:45Z",0.326],["2025-04-08T19:00Z",0.326],["2025-04-08T19:15Z",0.32],["2025-04-08T19:30Z",0.323],["2025-04-08T19:45Z",0.32],["2025-04-08T20:00Z",0.32],["2025-04-08T20:15Z",0.314],["2025-04-08T20:30Z",0.317],["2025-04-08T20:45Z",0.323],["2025-04-08T21:00Z",0.317],["2025-04-08T21:15Z",0.32],["2025-04-08T21:30Z",0.317],["2025-04-08T21:45Z",0.314],["2025-04-08T22:00Z",0.311],["2025-04-08T22:15Z",0.314],["2025-04-08T22:30Z",0.314],["2025-04-08T22:45Z",0.311],["2025-04-08T23:00Z",0.311],["2025-04-08T23:15Z",0.311],["2025-04-08T23:30Z",0.305],["2025-04-08T23:45Z",0.311],["2025-04-09T00:00Z",0.305]]}],"watershed":[[[-92.569528,36.217151],[-92.569748,36.217373],[-92.569894,36.217536],[-92.570104,36.217707],[-92.570272,36.217853],[-92.57045,36.217999],[-92.570575,36.218127],[-92.570764,36.218281],[-92.570921,36.218461],[-92.571099,36.218624],[-92.571341,36.218778],[-92.571572,36.218779],[-92.571773,36.218703],[-92.571994,36.218653],[-92.572216,36.218602],[-92.572395,36.218586],[-92.572595,36.218561],[-92.572816,36.218536],[-92.572996,36.218494],[-92.573154,36.218469],[-92.57328,36.218418],[-92.573407,36.218316],[-92.573608,36.218181],[-92.57384,36.218105],[-92.574135,36.218029],[-92.574494,36.217919],[-92.574747,36.217801],[-92.575011,36.217716],[-92.575359,36.217649],[-92.575654,36.217625],[-92.575907,36.217583],[-92.576118,36.217532],[-92.576381,36.217457],[-92.576645,36.217381],[-92.576972,36.217279],[-92.577236,36.217229],[-92.577584,36.217145],[-92.577889,36.217112],[-92.578152,36.217113],[-92.578563,36.217149],[-92.578963,36.217167],[-92.579226,36.217211],[-92.579478,36.217297],[-92.579688,36.217417],[-92.579835,36.217477],[-92.580056,36.217512],[-92.580288,36.21753],[-92.580499,36.217522],[-92.58073,36.217515],[-92.581015,36.217507],[-92.581225,36.217516],[-92.581467,36.217577],[-92.581688,36.217671],[-92.581898,36.217758],[-92.582119,36.217818],[-92.582319,36.217878],[-92.582561,36.217931],[-92.582845,36.217991],[-92.583192,36.218069],[-92.583465,36.218147],[-92.583728,36.218208],[-92.584023,36.218268],[-92.584401,36.218321],[-92.584728,36.218288],[-92.584981,36.218186],[-92.585245,36.218034],[-92.585404,36.217915],[-92.58551,36.217762],[-92.585627,36.217549],[-92.585702,36.217353],[-92.585777,36.217114],[-92.585862,36.216841],[-92.585948,36.216628],[-92.586044,36.216407],[-92.58615,36.21616],[-92.586288,36.215938],[-92.586384,36.215682],[-92.586449,36.215495],[-92.586545,36.215273],[-92.586609,36.215069],[-92.586716,36.214805],[-92.586769,36.2146],[-92.586833,36.214404],[-92.586887,36.214174],[-92.586921,36.213875],[-92.586922,36.213525],[-92.586913,36.213312],[-92.586914,36.213022],[-92.586926,36.212851],[-92.587042,36.212775],[-92.587295,36.212742],[-92.587485,36.212648],[-92.587707,36.212581],[-92.587938,36.212548],[-92.588086,36.21242],[-92.588329,36.212267],[-92.588572,36.212149],[-92.588815,36.212064],[-92.58911,36.212014],[-92.589436,36.212015],[-92.589731,36.211982],[-92.590005,36.21194],[-92.590259,36.211873],[-92.590501,36.211797],[-92.590733,36.211695],[-92.590934,36.211585],[-92.591092,36.21156],[-92.591345,36.211518],[-92.591577,36.211468],[-92.591809,36.211409],[-92.592051,36.211333],[-92.592389,36.211266],[-92.592737,36.211182],[-92.593053,36.211097],[-92.593359,36.210996],[-92.593549,36.210903],[-92.593845,36.210725],[-92.594014,36.210572],[-92.594141,36.210444],[-92.594268,36.210291],[-92.594406,36.210121],[-92.594586,36.209985],[-92.594765,36.209866],[-92.59504,36.209722],[-92.595346,36.209629],[-92.595578,36.209502],[-92.59581,36.209409],[-92.595968,36.209332],[-92.59619,36.209273],[-92.596422,36.209231],[-92.596643,36.209147],[-92.596823,36.209054],[-92.596971,36.208952],[-92.597087,36.208816],[-92.597225,36.208654],[-92.597341,36.208501],[-92.5975,36.208331],[-92.597638,36.208195],[-92.597744,36.208101],[-92.597912,36.20805],[-92.598165,36.208102],[-92.598215,36.208099],[-92.598428,36.208086],[-92.598671,36.208027],[-92.598861,36.207917],[-92.599093,36.207807],[-92.599304,36.207731],[-92.599609,36.207681],[-92.599862,36.20763],[-92.6002,36.207589],[-92.600558,36.207581],[-92.600789,36.207574],[-92.601021,36.207566],[-92.601242,36.207592],[-92.601357,36.207661],[-92.601483,36.207772],[-92.601557,36.207849],[-92.601661,36.207943],[-92.601756,36.208012],[-92.601924,36.208123],[-92.602092,36.208226],[-92.60226,36.208329],[-92.602406,36.208432],[-92.602585,36.208544],[-92.602785,36.208621],[-92.602984,36.208665],[-92.603142,36.208716],[-92.603278,36.208828],[-92.603436,36.20899],[-92.603624,36.209153],[-92.603771,36.20929],[-92.603928,36.209419],[-92.604075,36.209513],[-92.60418,36.209624],[-92.604327,36.209702],[-92.604516,36.209779],[-92.604695,36.209805],[-92.604947,36.209857],[-92.605189,36.209952],[-92.605357,36.21008],[-92.605483,36.210217],[-92.605661,36.210431],[-92.605786,36.210594],[-92.605922,36.210748],[-92.606142,36.210945],[-92.606289,36.211073],[-92.606436,36.211202],[-92.606604,36.211262],[-92.606783,36.211305],[-92.606983,36.211332],[-92.607214,36.211367],[-92.607435,36.211436],[-92.607571,36.211547],[-92.607708,36.211701],[-92.607833,36.211846],[-92.60798,36.212001],[-92.608127,36.212146],[-92.608294,36.212283],[-92.608441,36.212395],[-92.60862,36.212506],[-92.608788,36.212549],[-92.608956,36.212558],[-92.609114,36.212542],[-92.609325,36.212543],[-92.609557,36.21256],[-92.609767,36.212612],[-92.61003,36.212673],[-92.610388,36.212751],[-92.610661,36.212786],[-92.610977,36.212855],[-92.611261,36.21289],[-92.611534,36.212951],[-92.611755,36.213003],[-92.611976,36.213089],[-92.612176,36.213175],[-92.612459,36.213321],[-92.612648,36.213424],[-92.612848,36.213544],[-92.613058,36.213664],[-92.613184,36.213741],[-92.613383,36.213827],[-92.613583,36.213879],[-92.613825,36.213897],[-92.614099,36.213872],[-92.614447,36.213805],[-92.614827,36.213695],[-92.615122,36.213594],[-92.615354,36.213518],[-92.615523,36.213424],[-92.615671,36.213374],[-92.615892,36.213332],[-92.616208,36.213341],[-92.616545,36.213385],[-92.616808,36.21342],[-92.617039,36.213463],[-92.61726,36.213456],[-92.617545,36.213405],[-92.617745,36.213329],[-92.617988,36.213228],[-92.61822,36.213092],[-92.618421,36.212964],[-92.61859,36.212854],[-92.618791,36.212658],[-92.619055,36.212489],[-92.619351,36.212259],[-92.619573,36.212046],[-92.619869,36.211911],[-92.620164,36.211767],[-92.620597,36.211589],[-92.620818,36.211479],[-92.62104,36.211317],[-92.621252,36.211139],[-92.6214,36.211003],[-92.621612,36.21079],[-92.621813,36.210569],[-92.622162,36.210271],[-92.622447,36.21005],[-92.622775,36.20977],[-92.622975,36.209642],[-92.623239,36.209549],[-92.623481,36.209542],[-92.623776,36.209525],[-92.624061,36.209526],[-92.624169,36.209513],[-92.624324,36.209493],[-92.62464,36.209443],[-92.624872,36.209307],[-92.625052,36.209162],[-92.625242,36.209027],[-92.625506,36.208908],[-92.625696,36.208755],[-92.625866,36.208576],[-92.626035,36.208406],[-92.626204,36.208244],[-92.626426,36.208074],[-92.626637,36.207973],[-92.626943,36.207837],[-92.627186,36.20771],[-92.627524,36.207566],[-92.62783,36.207422],[-92.628019,36.207346],[-92.628105,36.207167],[-92.628116,36.206962],[-92.628117,36.206783],[-92.62816,36.206501],[-92.628183,36.206254],[-92.628216,36.205955],[-92.628258,36.205785],[-92.628301,36.205733],[-92.628478,36.205609],[-92.628677,36.205529],[-92.628837,36.205441],[-92.629007,36.20532],[-92.629126,36.205192],[-92.629207,36.205071],[-92.629227,36.204926],[-92.629218,36.204773],[-92.629179,36.204604],[-92.62913,36.204467],[-92.629091,36.20433],[-92.629101,36.204176],[-92.629122,36.204007],[-92.629163,36.203862],[-92.629243,36.203734],[-92.629323,36.203597],[-92.629413,36.203428],[-92.629484,36.203267],[-92.629494,36.203074],[-92.629535,36.202953],[-92.629605,36.202873],[-92.629755,36.202696],[-92.629924,36.202543],[-92.630114,36.202342],[-92.630234,36.202181],[-92.630434,36.202013],[-92.630584,36.201909],[-92.630803,36.201845],[-92.630972,36.201829],[-92.631151,36.201838],[-92.631359,36.201846],[-92.631586,36.201817],[-92.631598,36.201815],[-92.631797,36.201751],[-92.631967,36.201647],[-92.632137,36.201494],[-92.632296,36.201358],[-92.632496,36.201246],[-92.632695,36.201206],[-92.632963,36.201175],[-92.633212,36.201111],[-92.633461,36.201031],[-92.63373,36.200951],[-92.633999,36.200871],[-92.634218,36.200735],[-92.634487,36.200736],[-92.634705,36.200809],[-92.634943,36.200842],[-92.635222,36.200859],[-92.63555,36.200844],[-92.635809,36.200764],[-92.635948,36.200676],[-92.636029,36.200531],[-92.636059,36.200378],[-92.63609,36.200233],[-92.636091,36.200048],[-92.636101,36.199911],[-92.636112,36.199709],[-92.636162,36.19954],[-92.636233,36.199363],[-92.636353,36.199146],[-92.636493,36.198969],[-92.636693,36.198817],[-92.636932,36.198624],[-92.637032,36.198504],[-92.637093,36.198359],[-92.637063,36.19823],[-92.636925,36.198076],[-92.636756,36.197939],[-92.636539,36.197769],[-92.6364,36.197704],[-92.636251,36.197647],[-92.636072,36.19759],[-92.635874,36.197501],[-92.635616,36.197363],[-92.635437,36.197234],[-92.63519,36.197007],[-92.635062,36.196813],[-92.634993,36.196628],[-92.634974,36.196467],[-92.634985,36.196185],[-92.634996,36.195967],[-92.634997,36.195653],[-92.635018,36.195508],[-92.635059,36.195242],[-92.63506,36.194968],[-92.635111,36.194775],[-92.635201,36.194565],[-92.635272,36.194308],[-92.635373,36.194066],[-92.635413,36.193921],[-92.635434,36.193752],[-92.635454,36.193599],[-92.635445,36.193454],[-92.635396,36.193333],[-92.635307,36.19314],[-92.635268,36.19297],[-92.635408,36.192809],[-92.635508,36.192649],[-92.635618,36.192552],[-92.635758,36.192432],[-92.635888,36.192271],[-92.635978,36.192118],[-92.636068,36.191973],[-92.636129,36.191828],[-92.636209,36.191684],[-92.636249,36.191498],[-92.63629,36.191289],[-92.636311,36.191104],[-92.636312,36.190927],[-92.636293,36.190741],[-92.636313,36.190572],[-92.636295,36.190282],[-92.636286,36.19008],[-92.636247,36.189895],[-92.636218,36.189742],[-92.636149,36.189572],[-92.6361,36.189419],[-92.636041,36.189282],[-92.635972,36.189169],[-92.635903,36.189056],[-92.635794,36.188918],[-92.635735,36.188813],[-92.635686,36.188692],[-92.635647,36.188555],[-92.635628,36.188354],[-92.635649,36.188136],[-92.635669,36.187959],[-92.63572,36.187766],[-92.635771,36.1875],[-92.635802,36.187266],[-92.635852,36.187057],[-92.635943,36.186791],[-92.635984,36.186647],[-92.635984,36.186477],[-92.635945,36.186292],[-92.635897,36.186098],[-92.635858,36.185897],[-92.635769,36.185655],[-92.635661,36.185469],[-92.635592,36.185332],[-92.635464,36.18513],[-92.635335,36.184985],[-92.635266,36.184896],[-92.635207,36.184702],[-92.635109,36.184396],[-92.635021,36.184137],[-92.634873,36.183799],[-92.634795,36.183524],[-92.634747,36.183242],[-92.634718,36.183016],[-92.634669,36.182775],[-92.634601,36.182557],[-92.634492,36.182363],[-92.634413,36.182274],[-92.634315,36.182113],[-92.634266,36.181967],[-92.634197,36.18175],[-92.634129,36.181532],[-92.63407,36.181354],[-92.634021,36.181185],[-92.633942,36.180975],[-92.633903,36.180766],[-92.633884,36.18058],[-92.633885,36.180395],[-92.633837,36.180177],[-92.633778,36.180016],[-92.633749,36.179847],[-92.63374,36.179677],[-92.63374,36.179484],[-92.633801,36.179275],[-92.633901,36.179073],[-92.634051,36.178864],[-92.634211,36.178688],[-92.634421,36.178543],[-92.63461,36.178358],[-92.63481,36.178133],[-92.63498,36.177957],[-92.63519,36.177724],[-92.635469,36.177434],[-92.635789,36.177194],[-92.636019,36.176928],[-92.636228,36.176727],[-92.636468,36.176438],[-92.636688,36.176213],[-92.636907,36.176053],[-92.637156,36.175916],[-92.637336,36.175796],[-92.637466,36.175643],[-92.637596,36.175442],[-92.637696,36.175249],[-92.637856,36.17504],[-92.638066,36.174831],[-92.638275,36.17463],[-92.638405,36.174502],[-92.638575,36.174357],[-92.638784,36.174221],[-92.638934,36.174125],[-92.639235,36.17407],[-92.639574,36.174095],[-92.639927,36.174084],[-92.640339,36.174061],[-92.64078,36.174003],[-92.641163,36.173944],[-92.641546,36.173874],[-92.641885,36.173791],[-92.642194,36.173673],[-92.642445,36.173483],[-92.642563,36.173328],[-92.64277,36.173126],[-92.642962,36.17296],[-92.643272,36.17277],[-92.643611,36.172664],[-92.643818,36.172509],[-92.643966,36.172283],[-92.644011,36.171985],[-92.644028,36.171556],[-92.64406,36.171055],[-92.644134,36.170757],[-92.644416,36.170388],[-92.644726,36.170067],[-92.64508,36.169782],[-92.64542,36.169508],[-92.645657,36.169115],[-92.645923,36.168746],[-92.646131,36.168365],[-92.646309,36.16796],[-92.646591,36.167508],[-92.646828,36.167127],[-92.647109,36.166698],[-92.647391,36.166222],[-92.647657,36.165853],[-92.647938,36.165651],[-92.648129,36.165533],[-92.648527,36.165415],[-92.648954,36.16532],[-92.649352,36.165178],[-92.649691,36.165048],[-92.649971,36.164918],[-92.650236,36.164764],[-92.650782,36.164527],[-92.651179,36.164456],[-92.651679,36.164398],[-92.652165,36.164232],[-92.652519,36.164055],[-92.6528,36.163853],[-92.653036,36.163579],[-92.653228,36.163329],[-92.653362,36.163055],[-92.653334,36.162828],[-92.653231,36.162685],[-92.653129,36.16253],[-92.653027,36.162327],[-92.652925,36.162171],[-92.652749,36.162052],[-92.652646,36.161896],[-92.652559,36.161717],[-92.652427,36.161621],[-92.652251,36.161621],[-92.651956,36.161656],[-92.651706,36.161667],[-92.6515,36.161619],[-92.651324,36.161558],[-92.651104,36.16157],[-92.650897,36.161605],[-92.650706,36.16164],[-92.6505,36.161651],[-92.650265,36.161675],[-92.650029,36.161686],[-92.649809,36.161697],[-92.649632,36.161709],[-92.649411,36.16172],[-92.64922,36.161683],[-92.649,36.161635],[-92.64875,36.161527],[-92.648442,36.161431],[-92.648222,36.161382],[-92.64803,36.161346],[-92.64781,36.161381],[-92.647574,36.161392],[-92.647295,36.161368],[-92.647075,36.161248],[-92.646928,36.161128],[-92.646708,36.16102],[-92.646488,36.160984],[-92.646223,36.160911],[-92.64593,36.160839],[-92.645695,36.160719],[-92.645475,36.160515],[-92.645255,36.16036],[-92.645064,36.160264],[-92.644844,36.160192],[-92.644683,36.160072],[-92.644596,36.159845],[-92.644596,36.159792],[-92.644597,36.159618],[-92.64473,36.159428],[-92.644966,36.159333],[-92.645216,36.15925],[-92.645467,36.159108],[-92.645717,36.158942],[-92.645924,36.158811],[-92.646086,36.158681],[-92.646366,36.158538],[-92.646602,36.158372],[-92.646839,36.158206],[-92.64706,36.158015],[-92.647237,36.157789],[-92.6474,36.157575],[-92.647519,36.157325],[-92.647623,36.157123],[-92.647712,36.15692],[-92.647772,36.156658],[-92.647832,36.156384],[-92.647892,36.156098],[-92.647938,36.155788],[-92.647983,36.155585],[-92.648072,36.155323],[-92.648205,36.155133],[-92.648516,36.154835],[-92.648737,36.154609],[-92.648959,36.154407],[-92.649092,36.154241],[-92.649284,36.15405],[-92.649446,36.153848],[-92.64958,36.153586],[-92.649684,36.153348],[-92.649818,36.153086],[-92.649848,36.152812],[-92.649922,36.152669],[-92.650158,36.152574],[-92.650438,36.152527],[-92.650776,36.15248],[-92.65107,36.152481],[-92.65129,36.152589],[-92.651466,36.152685],[-92.651687,36.152757],[-92.651907,36.15277],[-92.652113,36.152735],[-92.652378,36.1527],[-92.652658,36.152665],[-92.652893,36.152653],[-92.653129,36.152618],[-92.653423,36.152488],[-92.653601,36.152298],[-92.653733,36.152191],[-92.65391,36.15212],[-92.654131,36.152061],[-92.654352,36.151942],[-92.654603,36.151824],[-92.654824,36.151705],[-92.655045,36.151574],[-92.655296,36.151384],[-92.655473,36.151182],[-92.655812,36.151028],[-92.656063,36.150909],[-92.65624,36.150791],[-92.656387,36.150624],[-92.65655,36.150434],[-92.656786,36.150196],[-92.657052,36.150018],[-92.657288,36.149923],[-92.657641,36.14984],[-92.65795,36.14971],[-92.65823,36.14958],[-92.658422,36.149401],[-92.658614,36.149235],[-92.658821,36.14908],[-92.659013,36.148926],[-92.659278,36.14876],[-92.659587,36.148653],[-92.659823,36.148463],[-92.660059,36.148333],[-92.660339,36.148298],[-92.660574,36.148286],[-92.660971,36.148347],[-92.661265,36.14836],[-92.661647,36.148397],[-92.662029,36.148446],[-92.662323,36.148494],[-92.662603,36.148483],[-92.662867,36.148448],[-92.663265,36.148389],[-92.663559,36.148271],[-92.663737,36.148081],[-92.663767,36.147902],[-92.663724,36.147711],[-92.66368,36.147532],[-92.663769,36.147305],[-92.663932,36.147163],[-92.664109,36.146937],[-92.664257,36.146782],[-92.664331,36.146639],[-92.66445,36.146413],[-92.66451,36.146139],[-92.66454,36.145876],[-92.664629,36.145686],[-92.664806,36.14565],[-92.664968,36.145639],[-92.6651,36.145604],[-92.665189,36.145497],[-92.665308,36.145246],[-92.665411,36.14502],[-92.665574,36.144794],[-92.665693,36.144591],[-92.665855,36.144449],[-92.666076,36.144402],[-92.666341,36.144367],[-92.666635,36.14432],[-92.666915,36.144273],[-92.667136,36.144154],[-92.66718,36.143999],[-92.667078,36.143808],[-92.666932,36.143629],[-92.666815,36.143473],[-92.666683,36.143354],[-92.666552,36.143175],[-92.66642,36.142983],[-92.666333,36.142768],[-92.66629,36.142542],[-92.666349,36.142339],[-92.666394,36.142184],[-92.666469,36.141874],[-92.666573,36.141636],[-92.666647,36.141422],[-92.666648,36.141207],[-92.666649,36.140933],[-92.666738,36.140778],[-92.66693,36.140719],[-92.667239,36.140684],[-92.667503,36.140649],[-92.667798,36.140578],[-92.66818,36.140472],[-92.668446,36.140353],[-92.668667,36.140223],[-92.668917,36.140152],[-92.669197,36.140105],[-92.66952,36.140118],[-92.669843,36.140178],[-92.670093,36.140274],[-92.670386,36.140442],[-92.670621,36.140574],[-92.670871,36.14067],[-92.671238,36.140802],[-92.671443,36.14091],[-92.671619,36.140946],[-92.671943,36.140971],[-92.672281,36.140924],[-92.67262,36.140818],[-92.673047,36.140664],[-92.673283,36.140486],[-92.67349,36.140272],[-92.673652,36.140165],[-92.67402,36.140082],[-92.674299,36.140023],[-92.674638,36.139929],[-92.674991,36.139822],[-92.675256,36.139716],[-92.675536,36.139573],[-92.675816,36.139503],[-92.676066,36.139444],[-92.676419,36.139457],[-92.676757,36.139481],[-92.677066,36.139506],[-92.677448,36.139531],[-92.677698,36.139579],[-92.677962,36.139675],[-92.67827,36.139819],[-92.678666,36.140023],[-92.678974,36.140227],[-92.679253,36.140394],[-92.679532,36.140526],[-92.67987,36.140682],[-92.680148,36.14085],[-92.680368,36.140994],[-92.680529,36.141197],[-92.680719,36.141472],[-92.680836,36.141651],[-92.680938,36.141878],[-92.681084,36.142141],[-92.681157,36.14232],[-92.681215,36.142523],[-92.681317,36.142738],[-92.681463,36.142905],[-92.681536,36.143156],[-92.681638,36.143335],[-92.681828,36.143562],[-92.682048,36.143753],[-92.682268,36.143933],[-92.682576,36.144172],[-92.682987,36.144305],[-92.68331,36.144389],[-92.683707,36.144461],[-92.68403,36.144498],[-92.684266,36.144463],[-92.684501,36.144404],[-92.684781,36.144285],[-92.685061,36.144179],[-92.685297,36.14406],[-92.685415,36.143905],[-92.685474,36.143739],[-92.685607,36.14362],[-92.685784,36.143525],[-92.685961,36.143382],[-92.686182,36.143287],[-92.686491,36.143288],[-92.686658,36.14326],[-92.68677,36.143241],[-92.687006,36.143194],[-92.687197,36.143123],[-92.687374,36.143028],[-92.687522,36.142909],[-92.687566,36.142778],[-92.687597,36.142563],[-92.687681,36.142364],[-92.687669,36.142192],[-92.687668,36.142184],[-92.68753,36.142015],[-92.687364,36.14188],[-92.687227,36.1417],[-92.6872,36.141542],[-92.687159,36.141374],[-92.687076,36.141239],[-92.686924,36.141104],[-92.686842,36.140957],[-92.686815,36.140755],[-92.686788,36.14053],[-92.686692,36.140373],[-92.686609,36.14026],[-92.686568,36.140069],[-92.686569,36.139912],[-92.686597,36.139766],[-92.686584,36.139541],[-92.686502,36.13935],[-92.68642,36.139148],[-92.68642,36.138975],[-92.686421,36.138957],[-92.686491,36.138743],[-92.686602,36.138508],[-92.686714,36.138295],[-92.686839,36.138082],[-92.687062,36.137835],[-92.687299,36.137532],[-92.687479,36.137342],[-92.687785,36.137073],[-92.688243,36.136771],[-92.688591,36.136514],[-92.68891,36.136312],[-92.68916,36.136099],[-92.689327,36.135909],[-92.689535,36.135718],[-92.689661,36.135539],[-92.689883,36.13545],[-92.690044,36.135348],[-92.690162,36.135181],[-92.69028,36.135027],[-92.690369,36.13486],[-92.69037,36.134669],[-92.690297,36.134514],[-92.690238,36.134406],[-92.690136,36.134179],[-92.690049,36.133976],[-92.69002,36.133797],[-92.69008,36.133535],[-92.690052,36.133249],[-92.690068,36.132867],[-92.690054,36.1327],[-92.689981,36.132521],[-92.689908,36.13239],[-92.689909,36.132199],[-92.68991,36.13196],[-92.689984,36.131734],[-92.690088,36.131567],[-92.690309,36.131365],[-92.690501,36.131211],[-92.690663,36.131044],[-92.690811,36.130865],[-92.690988,36.130639],[-92.691209,36.130521],[-92.691621,36.130426],[-92.69193,36.130463],[-92.692253,36.130464],[-92.692562,36.130417],[-92.692827,36.130346],[-92.693018,36.130382],[-92.69315,36.130466],[-92.693341,36.130633],[-92.693502,36.130837],[-92.693751,36.131076],[-92.693926,36.131243],[-92.694176,36.131435],[-92.694469,36.131543],[-92.694778,36.131603],[-92.695116,36.131687],[-92.695542,36.131736],[-92.696086,36.131773],[-92.696571,36.131751],[-92.696909,36.131692],[-92.697248,36.131645],[-92.697556,36.131646],[-92.697909,36.131671],[-92.698232,36.131767],[-92.698497,36.131875],[-92.69879,36.131935],[-92.699158,36.131936],[-92.69957,36.131902],[-92.699894,36.131807],[-92.700364,36.131701],[-92.70057,36.131689],[-92.700673,36.131833],[-92.700716,36.131976],[-92.700855,36.132159],[-92.701067,36.132454],[-92.701243,36.132681],[-92.701433,36.132836],[-92.701712,36.132921],[-92.702051,36.132933],[-92.70233,36.13291],[-92.702565,36.132875],[-92.702741,36.132983],[-92.702917,36.133114],[-92.703079,36.133186],[-92.703187,36.133219],[-92.70324,36.133235],[-92.703417,36.133211],[-92.703594,36.13308],[-92.703815,36.132914],[-92.704007,36.132795],[-92.704212,36.132784],[-92.704404,36.132796],[-92.704668,36.132785],[-92.704933,36.132714],[-92.705139,36.132619],[-92.705346,36.132464],[-92.705494,36.132262],[-92.705568,36.132155],[-92.705568,36.132036],[-92.70551,36.131904],[-92.705495,36.131761],[-92.705496,36.131606],[-92.705526,36.131403],[-92.705601,36.131177],[-92.705645,36.130962],[-92.705558,36.130819],[-92.705396,36.130711],[-92.705176,36.130615],[-92.704985,36.130519],[-92.704883,36.130424],[-92.704869,36.130257],[-92.704884,36.13009],[-92.704973,36.129875],[-92.705091,36.129697],[-92.705269,36.129494],[-92.705402,36.12934],[-92.705578,36.129209],[-92.705829,36.129066],[-92.706065,36.128936],[-92.706433,36.128794],[-92.706624,36.128639],[-92.706845,36.128544],[-92.707169,36.128485],[-92.707566,36.128451],[-92.70786,36.128439],[-92.708125,36.128428],[-92.708316,36.128476],[-92.708551,36.128608],[-92.708697,36.128751],[-92.708843,36.128943],[-92.708946,36.12911],[-92.709121,36.129337],[-92.709282,36.129588],[-92.709384,36.129815],[-92.709457,36.130006],[-92.709486,36.130173],[-92.70947,36.130375],[-92.709499,36.130554],[-92.709572,36.130686],[-92.709601,36.130757],[-92.709718,36.130901],[-92.709835,36.131056],[-92.709982,36.131188],[-92.710261,36.131236],[-92.710467,36.131141],[-92.710733,36.130963],[-92.710865,36.130832],[-92.711087,36.130618],[-92.711279,36.130416],[-92.711485,36.130178],[-92.711603,36.130059],[-92.711751,36.129999],[-92.712015,36.129904],[-92.712207,36.129857],[-92.712413,36.12975],[-92.712575,36.129608],[-92.712796,36.129537],[-92.713061,36.129513],[-92.713311,36.129538],[-92.71356,36.129586],[-92.713766,36.129599],[-92.714046,36.129587],[-92.714281,36.12954],[-92.71456,36.129541],[-92.71464,36.129535],[-92.714884,36.129518],[-92.715149,36.129518],[-92.715531,36.129543],[-92.715883,36.129592],[-92.716148,36.12964],[-92.716383,36.129688],[-92.716633,36.129784],[-92.716823,36.129832],[-92.717117,36.129905],[-92.717396,36.129965],[-92.717602,36.130013],[-92.717851,36.130181],[-92.718012,36.13036],[-92.718218,36.130527],[-92.718467,36.130695],[-92.71879,36.130791],[-92.719099,36.130875],[-92.719451,36.130948],[-92.719701,36.130925],[-92.719907,36.13083],[-92.719923,36.130687],[-92.719835,36.130543],[-92.719806,36.13034],[-92.719822,36.130126],[-92.719852,36.129947],[-92.720014,36.129804],[-92.720206,36.12965],[-92.720471,36.129495],[-92.720795,36.129365],[-92.721148,36.129258],[-92.721442,36.129175],[-92.72159,36.129056],[-92.721737,36.128866],[-92.721944,36.128747],[-92.722164,36.128688],[-92.722473,36.128677],[-92.722723,36.128773],[-92.722929,36.128773],[-92.723179,36.128702],[-92.723473,36.128643],[-92.723856,36.128585],[-92.724165,36.12849],[-92.724415,36.128395],[-92.724665,36.128336],[-92.725003,36.128325],[-92.725253,36.128385],[-92.725532,36.128445],[-92.7259,36.12847],[-92.726282,36.128554],[-92.726605,36.128639],[-92.726928,36.128687],[-92.727237,36.128688],[-92.727604,36.128701],[-92.727898,36.128797],[-92.728236,36.128833],[-92.72836,36.128803],[-92.728574,36.12875],[-92.728928,36.128656],[-92.72931,36.128514],[-92.729693,36.128347],[-92.729943,36.128324],[-92.730223,36.128253],[-92.730531,36.128254],[-92.730796,36.12829],[-92.731016,36.128303],[-92.731296,36.128351],[-92.731334,36.128334],[-92.731428,36.128292],[-92.731502,36.128125],[-92.731488,36.127934],[-92.731533,36.127779],[-92.731636,36.127672],[-92.731637,36.127541],[-92.731534,36.127421],[-92.731417,36.127302],[-92.731329,36.127146],[-92.731315,36.12692],[-92.731331,36.126669],[-92.731346,36.126419],[-92.731376,36.126252],[-92.731407,36.126014],[-92.731437,36.125763],[-92.731467,36.125525],[-92.731482,36.125358],[-92.7316,36.125191],[-92.731881,36.124965],[-92.732117,36.124751],[-92.732249,36.124608],[-92.732486,36.124299],[-92.732765,36.124216],[-92.733074,36.124252],[-92.733397,36.124324],[-92.73372,36.124373],[-92.734058,36.124386],[-92.734338,36.124386],[-92.734764,36.124423],[-92.735087,36.124435],[-92.735455,36.124472],[-92.73569,36.124496],[-92.736057,36.124533],[-92.736322,36.124486],[-92.736572,36.124451],[-92.736837,36.124487],[-92.737204,36.124547],[-92.737542,36.12462],[-92.73788,36.124656],[-92.738306,36.124681],[-92.738578,36.124691],[-92.738644,36.124694],[-92.739026,36.124659],[-92.739424,36.124588],[-92.739733,36.124481],[-92.739968,36.124351],[-92.740248,36.124304],[-92.740512,36.124412],[-92.740762,36.124508],[-92.740982,36.124639],[-92.741202,36.124771],[-92.741451,36.124903],[-92.741535,36.124982],[-92.741642,36.125082],[-92.741921,36.125059],[-92.74226,36.125024],[-92.742686,36.125025],[-92.742965,36.125049],[-92.743244,36.125097],[-92.743567,36.125193],[-92.743832,36.125349],[-92.74414,36.125362],[-92.744186,36.12535],[-92.744332,36.125314],[-92.744494,36.125195],[-92.744582,36.125029],[-92.744642,36.124814],[-92.744642,36.124683],[-92.744776,36.124349],[-92.744924,36.123908],[-92.745073,36.123503],[-92.745132,36.123312],[-92.745177,36.123122],[-92.745192,36.122883],[-92.745237,36.122657],[-92.745297,36.122406],[-92.745386,36.122156],[-92.745431,36.121858],[-92.745593,36.121703],[-92.745857,36.121727],[-92.745922,36.121734],[-92.746122,36.121752],[-92.746357,36.121717],[-92.746519,36.121622],[-92.746711,36.121443],[-92.746844,36.121264],[-92.747036,36.121026],[-92.747198,36.120884],[-92.747345,36.120729],[-92.747507,36.120681],[-92.747831,36.120634],[-92.748213,36.120587],[-92.748463,36.120516],[-92.748714,36.120362],[-92.748935,36.120183],[-92.749068,36.120029],[-92.74923,36.119838],[-92.749363,36.119707],[-92.749569,36.119624],[-92.749848,36.119577],[-92.750113,36.119554],[-92.750613,36.119555],[-92.750819,36.119531],[-92.750921,36.11952],[-92.75123,36.119485],[-92.751539,36.119473],[-92.751892,36.119498],[-92.7522,36.119522],[-92.752421,36.119594],[-92.752685,36.119655],[-92.753008,36.119703],[-92.753332,36.119692],[-92.753788,36.119669],[-92.754082,36.119693],[-92.754316,36.119849],[-92.754551,36.11998],[-92.754845,36.120053],[-92.755168,36.120053],[-92.755462,36.120018],[-92.755639,36.119911],[-92.755757,36.119756],[-92.755846,36.119566],[-92.755994,36.119399],[-92.756156,36.119304],[-92.75645,36.119209],[-92.756656,36.119138],[-92.756877,36.119055],[-92.757127,36.118984],[-92.757362,36.118877],[-92.757539,36.118722],[-92.757643,36.118544],[-92.757658,36.118365],[-92.757717,36.118162],[-92.757821,36.117912],[-92.757969,36.117614],[-92.758146,36.117209],[-92.75828,36.116947],[-92.758383,36.116744],[-92.758502,36.116482],[-92.758635,36.11616],[-92.758827,36.11591],[-92.758989,36.11572],[-92.759136,36.115577],[-92.759255,36.115398],[-92.75927,36.115255],[-92.759167,36.115076],[-92.75908,36.114909],[-92.759109,36.114754],[-92.759213,36.114599],[-92.759331,36.114384],[-92.759435,36.11417],[-92.759597,36.113896],[-92.759715,36.113658],[-92.759863,36.113491],[-92.760142,36.11348],[-92.760348,36.113528],[-92.760627,36.113528],[-92.760907,36.113493],[-92.761186,36.11341],[-92.761344,36.113336],[-92.761466,36.113279],[-92.761701,36.113149],[-92.762054,36.113149],[-92.762407,36.113246],[-92.762877,36.113366],[-92.763156,36.113402],[-92.763464,36.11345],[-92.763729,36.113487],[-92.76392,36.113582],[-92.764199,36.113678],[-92.764625,36.113787],[-92.764845,36.113715],[-92.765155,36.113513],[-92.765449,36.113359],[-92.765744,36.113204],[-92.766141,36.113074],[-92.766523,36.112991],[-92.766964,36.112968],[-92.767391,36.112969],[-92.767817,36.11291],[-92.768096,36.112875],[-92.768479,36.112852],[-92.768788,36.112793],[-92.769067,36.11277],[-92.769361,36.112877],[-92.769654,36.113057],[-92.770036,36.113177],[-92.77033,36.113225],[-92.770565,36.113297],[-92.770844,36.113262],[-92.771094,36.113143],[-92.771345,36.112989],[-92.771654,36.112858],[-92.771786,36.112715],[-92.771904,36.112584],[-92.772198,36.112561],[-92.772463,36.112549],[-92.772757,36.112431],[-92.772993,36.112252],[-92.773244,36.112038],[-92.773347,36.111895],[-92.773436,36.111693],[-92.773451,36.11149],[-92.773422,36.111311],[-92.773511,36.111204],[-92.773657,36.111264],[-92.773936,36.111359],[-92.77423,36.111432],[-92.774641,36.111564],[-92.774965,36.111624],[-92.775347,36.111684],[-92.775787,36.111733],[-92.776213,36.111817],[-92.776566,36.111877],[-92.776978,36.111878],[-92.77761,36.111843],[-92.778227,36.111773],[-92.778654,36.111666],[-92.778963,36.111572],[-92.779301,36.111536],[-92.77958,36.111549],[-92.779874,36.111609],[-92.780109,36.111669],[-92.780329,36.111729],[-92.78055,36.111837],[-92.78077,36.111885],[-92.781093,36.111957],[-92.781313,36.112029],[-92.781534,36.112125],[-92.781769,36.112233],[-92.781974,36.112329],[-92.782326,36.112496],[-92.782532,36.112532],[-92.782767,36.11258],[-92.782973,36.112617],[-92.783296,36.112701],[-92.783575,36.11282],[-92.783854,36.112952],[-92.784074,36.113084],[-92.784323,36.113227],[-92.784514,36.113383],[-92.784749,36.113526],[-92.784925,36.113682],[-92.785115,36.113873],[-92.785247,36.114016],[-92.785379,36.114171],[-92.785555,36.114315],[-92.785731,36.114399],[-92.785981,36.114423],[-92.786261,36.114364],[-92.786482,36.114233],[-92.786746,36.114138],[-92.787041,36.114007],[-92.787291,36.113877],[-92.787527,36.113698],[-92.787659,36.11371],[-92.787864,36.113782],[-92.788085,36.113795],[-92.788276,36.113747],[-92.788482,36.113628],[-92.788571,36.113414],[-92.788689,36.113259],[-92.78891,36.113188],[-92.789174,36.113164],[-92.789469,36.113117],[-92.789792,36.113058],[-92.790071,36.113047],[-92.79041,36.112952],[-92.790645,36.112869],[-92.790881,36.112786],[-92.791116,36.112691],[-92.791278,36.112584],[-92.791484,36.112512],[-92.791749,36.112465],[-92.792028,36.112525],[-92.792248,36.112585],[-92.792498,36.11261],[-92.792733,36.112598],[-92.792968,36.112551],[-92.793277,36.112516],[-92.793556,36.112552],[-92.793747,36.112683],[-92.793923,36.112851],[-92.794143,36.11297],[-92.794364,36.11303],[-92.794613,36.113043],[-92.794849,36.113031],[-92.795113,36.11302],[-92.795451,36.11302],[-92.795731,36.112997],[-92.796039,36.112974],[-92.796289,36.11301],[-92.796509,36.113106],[-92.79673,36.113285],[-92.79692,36.113452],[-92.797126,36.113608],[-92.797331,36.113823],[-92.797463,36.113894],[-92.797683,36.113907],[-92.797963,36.113847],[-92.798301,36.113788],[-92.79861,36.113765],[-92.79886,36.113801],[-92.799109,36.113885],[-92.799285,36.113969],[-92.799476,36.1141],[-92.799652,36.11428],[-92.799799,36.114495],[-92.799974,36.114722],[-92.800268,36.114865],[-92.800591,36.114937],[-92.800929,36.115045],[-92.801267,36.115093],[-92.801649,36.11507],[-92.801988,36.114975],[-92.802355,36.114964],[-92.802781,36.114977],[-92.803119,36.114977],[-92.803325,36.115025],[-92.803501,36.115157],[-92.803648,36.115312],[-92.803795,36.115408],[-92.804059,36.115504],[-92.804279,36.11554],[-92.804544,36.11554],[-92.804794,36.115505],[-92.805088,36.115505],[-92.805367,36.11553],[-92.805632,36.115566],[-92.805852,36.115578],[-92.806058,36.115566],[-92.806308,36.115615],[-92.806513,36.115663],[-92.80666,36.115746],[-92.80691,36.115771],[-92.806943,36.11576],[-92.807101,36.115711],[-92.807351,36.115628],[-92.807646,36.115521],[-92.807822,36.115402],[-92.807955,36.115271],[-92.808058,36.11514],[-92.808235,36.11495],[-92.808441,36.114878],[-92.808735,36.114855],[-92.809058,36.114844],[-92.809352,36.114928],[-92.80947,36.115023],[-92.809719,36.115238],[-92.809925,36.115346],[-92.810218,36.115358],[-92.810557,36.115347],[-92.810792,36.115324],[-92.811013,36.11524],[-92.811233,36.115121],[-92.811381,36.11499],[-92.811499,36.114812],[-92.811543,36.114645],[-92.811514,36.11449],[-92.81147,36.114335],[-92.811442,36.114108],[-92.811486,36.113893],[-92.81159,36.113691],[-92.811722,36.113524],[-92.811928,36.113477],[-92.812149,36.113429],[-92.812355,36.113406],[-92.812575,36.11343],[-92.812726,36.113437],[-92.812825,36.113442],[-92.813075,36.113359],[-92.81331,36.113252],[-92.813502,36.113133],[-92.813678,36.113026],[-92.813884,36.112967],[-92.814134,36.112931],[-92.814355,36.11292],[-92.814517,36.112813],[-92.814797,36.112598],[-92.814944,36.112444],[-92.815165,36.112301],[-92.815459,36.112313],[-92.815723,36.112349],[-92.815943,36.112445],[-92.816208,36.112505],[-92.816473,36.112494],[-92.816767,36.112423],[-92.817031,36.11234],[-92.817384,36.112245],[-92.818002,36.112126],[-92.818364,36.111986],[-92.81837,36.111984],[-92.818532,36.111793],[-92.818768,36.111543],[-92.818945,36.111329],[-92.819195,36.111067],[-92.819416,36.110793],[-92.819637,36.110531],[-92.8198,36.110233],[-92.819859,36.109923],[-92.819889,36.109636],[-92.81989,36.109386],[-92.819905,36.109159],[-92.819964,36.108921],[-92.820068,36.108682],[-92.820186,36.108384],[-92.82029,36.108063],[-92.820349,36.107741],[-92.820365,36.107466],[-92.820321,36.107204],[-92.820248,36.106965],[-92.820175,36.106691],[-92.820058,36.106369],[-92.819941,36.106201],[-92.819809,36.105987],[-92.819604,36.105772],[-92.81934,36.105652],[-92.819017,36.10558],[-92.818694,36.105436],[-92.818459,36.105352],[-92.818283,36.105233],[-92.818062,36.105054],[-92.81796,36.104827],[-92.817961,36.1046],[-92.818079,36.104338],[-92.818138,36.104076],[-92.818183,36.103837],[-92.818169,36.103599],[-92.81811,36.103408],[-92.818096,36.103145],[-92.818126,36.102883],[-92.818142,36.102621],[-92.818171,36.102406],[-92.818216,36.102203],[-92.818378,36.102072],[-92.818628,36.101977],[-92.818951,36.101954],[-92.819245,36.101978],[-92.819524,36.102074],[-92.819789,36.102218],[-92.820038,36.102361],[-92.820273,36.102457],[-92.820626,36.102517],[-92.820934,36.102494],[-92.821155,36.102482],[-92.821331,36.102518],[-92.821537,36.102542],[-92.821728,36.102578],[-92.821978,36.102567],[-92.822301,36.102591],[-92.822669,36.102508],[-92.823036,36.102425],[-92.823433,36.102426],[-92.823859,36.10251],[-92.824168,36.102618],[-92.824476,36.102773],[-92.824725,36.103036],[-92.824871,36.103322],[-92.825033,36.103573],[-92.825209,36.103752],[-92.825458,36.104003],[-92.825634,36.104254],[-92.825868,36.104433],[-92.826221,36.104553],[-92.826603,36.104697],[-92.826941,36.104757],[-92.827024,36.104759],[-92.827352,36.104769],[-92.827823,36.104698],[-92.82819,36.104627],[-92.828793,36.104413],[-92.829058,36.104306],[-92.829308,36.104199],[-92.829558,36.104176],[-92.829867,36.104212],[-92.830234,36.104237],[-92.830543,36.104309],[-92.830807,36.104333],[-92.831086,36.104297],[-92.831307,36.10419],[-92.831557,36.10406],[-92.831939,36.103989],[-92.832336,36.103989],[-92.832601,36.103942],[-92.832895,36.103775],[-92.833116,36.103608],[-92.833425,36.103478],[-92.833778,36.10343],[-92.834101,36.103395],[-92.834307,36.103324],[-92.834397,36.103235],[-92.834513,36.103121],[-92.834602,36.102919],[-92.834632,36.102704],[-92.834618,36.102466],[-92.834589,36.102275],[-92.834516,36.102084],[-92.834413,36.10194],[-92.834266,36.101773],[-92.834135,36.10157],[-92.834017,36.101344],[-92.833959,36.101117],[-92.833886,36.10089],[-92.833872,36.100687],[-92.833931,36.100485],[-92.834005,36.100187],[-92.83402,36.099984],[-92.834035,36.099793],[-92.834006,36.099566],[-92.833919,36.099364],[-92.833801,36.099208],[-92.833581,36.099053],[-92.833332,36.098874],[-92.833112,36.09873],[-92.832936,36.098551],[-92.832804,36.09836],[-92.832687,36.098193],[-92.832628,36.097978],[-92.832599,36.097728],[-92.832615,36.097525],[-92.83263,36.097322],[-92.832601,36.097155],[-92.832557,36.096964],[-92.832513,36.096738],[-92.832499,36.096535],[-92.832514,36.09638],[-92.832603,36.096237],[-92.83275,36.096094],[-92.832853,36.095891],[-92.832898,36.0957],[-92.833001,36.095486],[-92.833163,36.095307],[-92.833325,36.095164],[-92.833443,36.095033],[-92.833664,36.094783],[-92.833899,36.094593],[-92.834105,36.094509],[-92.834355,36.094438],[-92.834767,36.09426],[-92.835194,36.094105],[-92.835561,36.093915],[-92.835856,36.093784],[-92.836194,36.093785],[-92.836393,36.093812],[-92.836634,36.093845],[-92.836899,36.093702],[-92.837017,36.093428],[-92.837106,36.093058],[-92.837063,36.092796],[-92.836975,36.092533],[-92.836946,36.092307],[-92.837167,36.092069],[-92.837417,36.091854],[-92.837653,36.091699],[-92.837859,36.091545],[-92.838094,36.091318],[-92.838183,36.090949],[-92.838242,36.090746],[-92.838434,36.090651],[-92.838669,36.09052],[-92.838831,36.090401],[-92.838978,36.09027],[-92.839214,36.090091],[-92.839346,36.089901],[-92.839273,36.089734],[-92.839068,36.089602],[-92.838833,36.089483],[-92.838642,36.089327],[-92.838569,36.089232],[-92.83854,36.088981],[-92.83857,36.088731],[-92.838541,36.088445],[-92.838542,36.088194],[-92.838469,36.087979],[-92.838381,36.087872],[-92.838322,36.087645],[-92.838337,36.087526],[-92.838338,36.087347],[-92.838411,36.087216],[-92.838456,36.087001],[-92.838486,36.086751],[-92.838471,36.086572],[-92.838428,36.086405],[-92.83831,36.086285],[-92.838164,36.086166],[-92.838061,36.086011],[-92.837959,36.08576],[-92.837886,36.085474],[-92.837842,36.085211],[-92.837799,36.084985],[-92.837711,36.084639],[-92.837462,36.084603],[-92.837212,36.084638],[-92.837032,36.084617],[-92.837006,36.084614],[-92.836786,36.084518],[-92.836639,36.084339],[-92.836566,36.084136],[-92.836493,36.083921],[-92.836479,36.083731],[-92.836494,36.083516],[-92.836494,36.083301],[-92.836451,36.08311],[-92.836466,36.082991],[-92.836554,36.08286],[-92.836701,36.082693],[-92.836834,36.082443],[-92.836967,36.082228],[-92.837041,36.082002],[-92.837041,36.081751],[-92.837012,36.081596],[-92.837042,36.081274],[-92.837102,36.081024],[-92.83719,36.08069],[-92.837367,36.080571],[-92.837602,36.0805],[-92.837852,36.080441],[-92.838146,36.080345],[-92.838396,36.080274],[-92.838632,36.080108],[-92.838691,36.079905],[-92.838662,36.079619],[-92.83853,36.079499],[-92.838354,36.079344],[-92.838222,36.079224],[-92.838105,36.079045],[-92.83809,36.07889],[-92.838047,36.078759],[-92.837915,36.07864],[-92.837783,36.07846],[-92.837739,36.078282],[-92.837754,36.077995],[-92.83777,36.077709],[-92.837829,36.07753],[-92.837918,36.077256],[-92.837962,36.077089],[-92.837977,36.07691],[-92.837948,36.076707],[-92.837904,36.076505],[-92.837875,36.07629],[-92.837876,36.076111],[-92.837979,36.075873],[-92.838127,36.075563],[-92.838303,36.075396],[-92.838641,36.075325],[-92.838935,36.075361],[-92.839199,36.075433],[-92.839449,36.075529],[-92.839699,36.075648],[-92.839904,36.07566],[-92.840014,36.075637],[-92.840125,36.075613],[-92.840272,36.075506],[-92.840463,36.075446],[-92.840654,36.075399],[-92.840889,36.075328],[-92.841095,36.075257],[-92.841272,36.075149],[-92.841566,36.075078],[-92.841816,36.075019],[-92.842065,36.074948],[-92.842345,36.074841],[-92.842639,36.074734],[-92.842948,36.074543],[-92.843242,36.074448],[-92.84358,36.074377],[-92.843771,36.074234],[-92.843874,36.074056],[-92.843992,36.073901],[-92.844242,36.07377],[-92.844507,36.073639],[-92.844786,36.073472],[-92.845081,36.073318],[-92.845257,36.073043],[-92.845376,36.072722],[-92.845435,36.072304],[-92.845465,36.07203],[-92.845466,36.071636],[-92.845452,36.071255],[-92.845393,36.071052],[-92.845321,36.070718],[-92.845292,36.070467],[-92.845336,36.070288],[-92.84541,36.070038],[-92.845425,36.069811],[-92.845411,36.069633],[-92.845338,36.069394],[-92.845324,36.06912],[-92.845486,36.068941],[-92.845633,36.06875],[-92.845766,36.068548],[-92.845839,36.068369],[-92.845869,36.068142],[-92.845943,36.067856],[-92.845944,36.067653],[-92.845826,36.06751],[-92.84568,36.067367],[-92.845577,36.0672],[-92.845519,36.066985],[-92.845593,36.066794],[-92.845755,36.066603],[-92.845917,36.066437],[-92.846093,36.066234],[-92.846241,36.06596],[-92.846374,36.06571],[-92.846418,36.065483],[-92.846316,36.065304],[-92.846095,36.065173],[-92.845919,36.065077],[-92.845729,36.064898],[-92.845626,36.064731],[-92.845553,36.064587],[-92.845406,36.064444],[-92.845274,36.064313],[-92.845113,36.064158],[-92.845025,36.063967],[-92.845055,36.063776],[-92.845129,36.063549],[-92.845247,36.063371],[-92.845453,36.063275],[-92.845659,36.063204],[-92.84585,36.063073],[-92.845982,36.062918],[-92.846071,36.062787],[-92.846218,36.062608],[-92.846424,36.062513],[-92.846747,36.062478],[-92.846982,36.062454],[-92.847217,36.062395],[-92.847423,36.062264],[-92.847629,36.062097],[-92.847791,36.061895],[-92.84788,36.06168],[-92.84788,36.061525],[-92.847807,36.06131],[-92.847675,36.061096],[-92.847514,36.060869],[-92.847412,36.060654],[-92.847368,36.060463],[-92.847383,36.060224],[-92.84756,36.06001],[-92.847766,36.059891],[-92.848001,36.059736],[-92.848119,36.059557],[-92.848208,36.059271],[-92.848326,36.058973],[-92.848385,36.058783],[-92.848385,36.058556],[-92.848415,36.058329],[-92.848415,36.058162],[-92.848533,36.057996],[-92.848783,36.057912],[-92.849121,36.057805],[-92.849342,36.057722],[-92.849503,36.057615],[-92.849665,36.05746],[-92.849519,36.057281],[-92.849416,36.05715],[-92.849387,36.057019],[-92.849534,36.056911],[-92.849696,36.056804],[-92.849858,36.056661],[-92.850078,36.056411],[-92.850182,36.056173],[-92.850256,36.056006],[-92.850373,36.055827],[-92.850506,36.055672],[-92.850477,36.055553],[-92.850403,36.055457],[-92.850242,36.055326],[-92.850066,36.055218],[-92.849861,36.055111],[-92.849699,36.054896],[-92.849612,36.054753],[-92.849627,36.05461],[-92.849744,36.054479],[-92.849921,36.054359],[-92.850083,36.054181],[-92.8502,36.054074],[-92.850201,36.053895],[-92.850054,36.053692],[-92.849908,36.053453],[-92.849791,36.053298],[-92.849718,36.053095],[-92.849733,36.052856],[-92.84988,36.05263],[-92.850019,36.052404],[-92.850057,36.052344],[-92.850307,36.052106],[-92.850542,36.051999],[-92.850792,36.051904],[-92.851027,36.051808],[-92.851336,36.051618],[-92.851586,36.051416],[-92.851763,36.051284],[-92.85188,36.051165],[-92.851939,36.050975],[-92.852057,36.050712],[-92.852219,36.05045],[-92.852367,36.050176],[-92.85247,36.049961],[-92.852676,36.049723],[-92.852853,36.049568],[-92.853117,36.049426],[-92.853426,36.049271],[-92.853735,36.049104],[-92.853955,36.048926],[-92.854161,36.048747],[-92.854397,36.048688],[-92.854676,36.048676],[-92.85494,36.048712],[-92.855175,36.048784],[-92.85541,36.048868],[-92.855548,36.048919],[-92.855571,36.048928],[-92.855777,36.048904],[-92.856027,36.048821],[-92.856218,36.048702],[-92.856497,36.048559],[-92.856791,36.048452],[-92.857099,36.04844],[-92.857334,36.04856],[-92.857496,36.048656],[-92.857789,36.048751],[-92.858083,36.048811],[-92.858333,36.0488],[-92.858612,36.048693],[-92.858832,36.04855],[-92.858979,36.048383],[-92.859156,36.048168],[-92.859289,36.047954],[-92.859407,36.047704],[-92.85951,36.047608],[-92.859657,36.047585],[-92.859818,36.047609],[-92.860082,36.047657],[-92.860273,36.04774],[-92.86042,36.047931],[-92.860669,36.048087],[-92.860963,36.048147],[-92.861256,36.048159],[-92.861536,36.048135],[-92.861741,36.04804],[-92.861932,36.047909],[-92.862182,36.047755],[-92.862388,36.047671],[-92.862609,36.047648],[-92.862829,36.047636],[-92.862991,36.047505],[-92.863153,36.047314],[-92.8633,36.047136],[-92.863432,36.046993],[-92.863594,36.046802],[-92.863726,36.046659],[-92.86402,36.046516],[-92.864241,36.04654],[-92.864549,36.046624],[-92.864828,36.046732],[-92.865077,36.046827],[-92.865342,36.046864],[-92.865709,36.046888],[-92.866047,36.046864],[-92.866385,36.046793],[-92.866678,36.046746],[-92.866943,36.046686],[-92.867134,36.046699],[-92.867251,36.046782],[-92.867339,36.046925],[-92.867442,36.047093],[-92.867515,36.047224],[-92.867559,36.047367],[-92.867661,36.04751],[-92.867837,36.047677],[-92.868072,36.047845],[-92.868292,36.04794],[-92.868586,36.048012],[-92.868617,36.048017],[-92.868762,36.048036],[-92.868938,36.047977],[-92.869217,36.047917],[-92.869393,36.04793],[-92.869687,36.047966],[-92.869996,36.048026],[-92.870216,36.048074],[-92.870539,36.048098],[-92.870847,36.048134],[-92.871112,36.048134],[-92.871214,36.048129],[-92.871361,36.048123],[-92.871582,36.048075],[-92.871846,36.048052],[-92.872169,36.048028],[-92.872478,36.047957],[-92.872728,36.047874],[-92.872963,36.047731],[-92.873125,36.047612],[-92.873345,36.047564],[-92.873565,36.047529],[-92.87383,36.047445],[-92.87408,36.047398],[-92.8743,36.047446],[-92.874564,36.047494],[-92.874784,36.047578],[-92.875034,36.047673],[-92.875189,36.047742],[-92.875195,36.047745],[-92.875471,36.047859],[-92.875663,36.047937],[-92.876049,36.048005],[-92.876489,36.048005],[-92.876765,36.047927],[-92.876957,36.047827],[-92.877205,36.047704],[-92.877453,36.047637],[-92.877687,36.047649],[-92.877907,36.047649],[-92.87821,36.04756],[-92.878417,36.047504],[-92.878678,36.047549],[-92.878912,36.047627],[-92.879242,36.047773],[-92.879628,36.047896],[-92.880192,36.048042],[-92.880577,36.048143],[-92.880935,36.048166],[-92.88132,36.048155],[-92.881582,36.048211],[-92.881829,36.04839],[-92.882022,36.048581],[-92.8822,36.04876],[-92.882448,36.048939],[-92.882778,36.049073],[-92.883149,36.049197],[-92.883548,36.049286],[-92.88392,36.049343],[-92.884264,36.049376],[-92.884539,36.049366],[-92.884966,36.049299],[-92.885338,36.049277],[-92.885654,36.049311],[-92.88604,36.049367],[-92.886397,36.049479],[-92.886714,36.049658],[-92.886989,36.049781],[-92.887305,36.04986],[-92.887594,36.049905],[-92.887856,36.050006],[-92.888089,36.050129],[-92.888419,36.05033],[-92.888502,36.050487],[-92.888639,36.050711],[-92.888804,36.050923],[-92.889052,36.050991],[-92.889286,36.051091],[-92.889506,36.051159],[-92.889781,36.051237],[-92.890056,36.051304],[-92.890359,36.051372],[-92.890662,36.051428],[-92.890937,36.051439],[-92.891295,36.051417],[-92.891598,36.051306],[-92.891804,36.051138],[-92.891874,36.050948],[-92.892039,36.050747],[-92.892259,36.050569],[-92.892535,36.050491],[-92.892728,36.050491],[-92.892865,36.050558],[-92.892892,36.050692],[-92.892892,36.050871],[-92.89292,36.051039],[-92.892988,36.051173],[-92.893236,36.051207],[-92.893484,36.051218],[-92.89369,36.051274],[-92.89391,36.051286],[-92.894,36.051261],[-92.894117,36.05123],[-92.89431,36.051129],[-92.89453,36.051107],[-92.894846,36.051152],[-92.895122,36.051264],[-92.895438,36.051466],[-92.895658,36.051555],[-92.895851,36.051544],[-92.896071,36.051455],[-92.896236,36.051321],[-92.896416,36.051131],[-92.896512,36.050941],[-92.896581,36.050763],[-92.896678,36.050539],[-92.896719,36.050349],[-92.89672,36.050237],[-92.896692,36.050092],[-92.896692,36.049947],[-92.896775,36.049768],[-92.896913,36.049612],[-92.897175,36.049433],[-92.897354,36.04931],[-92.897533,36.049243],[-92.897767,36.049199],[-92.897987,36.049121],[-92.898222,36.048964],[-92.89847,36.048864],[-92.898662,36.048719],[-92.898745,36.04854],[-92.898828,36.048294],[-92.898883,36.048071],[-92.899035,36.047881],[-92.899228,36.047724],[-92.899366,36.047602],[-92.899435,36.047423],[-92.899573,36.047255],[-92.899779,36.047133],[-92.900041,36.047077],[-92.900399,36.047077],[-92.900715,36.0471],[-92.901128,36.047156],[-92.901527,36.047235],[-92.901816,36.047302],[-92.902036,36.047391],[-92.902229,36.047358],[-92.902289,36.047273],[-92.902339,36.047202],[-92.902367,36.046866],[-92.90245,36.046464],[-92.902575,36.046118],[-92.90274,36.045727],[-92.902934,36.045257],[-92.903141,36.044732],[-92.90321,36.044397],[-92.903224,36.044073],[-92.903417,36.043972],[-92.903747,36.04404],[-92.904187,36.044096],[-92.904477,36.044085],[-92.904834,36.044096],[-92.905178,36.044108],[-92.905495,36.044153],[-92.905908,36.04422],[-92.906321,36.044254],[-92.906637,36.044321],[-92.906857,36.044422],[-92.907008,36.044556],[-92.907132,36.044802],[-92.907173,36.044992],[-92.9072,36.045182],[-92.907242,36.045339],[-92.907324,36.045428],[-92.907448,36.045674],[-92.907571,36.045898],[-92.907653,36.046133],[-92.907653,36.046379],[-92.90746,36.046636],[-92.907267,36.046792],[-92.907088,36.046926],[-92.906881,36.047172],[-92.906922,36.047418],[-92.906964,36.04763],[-92.906936,36.04782],[-92.906825,36.047988],[-92.906825,36.048133],[-92.906949,36.048278],[-92.907059,36.048401],[-92.90721,36.048536],[-92.907499,36.048625],[-92.907829,36.048693],[-92.90805,36.04876],[-92.908325,36.048984],[-92.908448,36.049174],[-92.908641,36.049431],[-92.908764,36.049644],[-92.909012,36.049823],[-92.909287,36.049935],[-92.909672,36.050091],[-92.910058,36.050226],[-92.910388,36.05036],[-92.910704,36.050539],[-92.910993,36.050674],[-92.911337,36.050752],[-92.91164,36.050763],[-92.911943,36.050808],[-92.912218,36.05092],[-92.91252,36.051077],[-92.912782,36.051234],[-92.912988,36.051346],[-92.913291,36.051525],[-92.913456,36.051704],[-92.91369,36.051872],[-92.913937,36.051916],[-92.914024,36.051881],[-92.914185,36.051816],[-92.91424,36.051615],[-92.914406,36.051436],[-92.914585,36.051224],[-92.914819,36.051146],[-92.915067,36.051101],[-92.915342,36.051101],[-92.915686,36.051102],[-92.915728,36.051099],[-92.915989,36.05108],[-92.916209,36.051024],[-92.916499,36.050979],[-92.916801,36.050946],[-92.917022,36.051013],[-92.917242,36.051092],[-92.917517,36.051215],[-92.917765,36.051316],[-92.917957,36.05136],[-92.91837,36.051517],[-92.918604,36.051629],[-92.918838,36.051763],[-92.919127,36.051831],[-92.919333,36.051875],[-92.919526,36.05201],[-92.919677,36.052166],[-92.919938,36.052301],[-92.9202,36.052346],[-92.920503,36.052256],[-92.920737,36.052145],[-92.920957,36.052022],[-92.921205,36.051955],[-92.921618,36.051843],[-92.921935,36.051777],[-92.922279,36.051743],[-92.922596,36.051766],[-92.922816,36.051855],[-92.922995,36.051978],[-92.923146,36.052079],[-92.923297,36.052225],[-92.923366,36.052381],[-92.923448,36.052526],[-92.923544,36.052694],[-92.923696,36.052851],[-92.923916,36.052929],[-92.924205,36.052985],[-92.924521,36.053086],[-92.924797,36.05322],[-92.925168,36.053355],[-92.925416,36.0535],[-92.925608,36.053657],[-92.92587,36.053847],[-92.926145,36.053959],[-92.926392,36.054082],[-92.926585,36.054149],[-92.926833,36.054228],[-92.927094,36.054351],[-92.927328,36.054496],[-92.927548,36.054653],[-92.927823,36.054798],[-92.92814,36.054888],[-92.928525,36.054955],[-92.928856,36.055056],[-92.929365,36.055213],[-92.929778,36.055358],[-92.93019,36.05547],[-92.930645,36.055593],[-92.930892,36.055705],[-92.93125,36.055806],[-92.931525,36.055851],[-92.931759,36.055941],[-92.932007,36.056086],[-92.932241,36.056243],[-92.93253,36.056344],[-92.932874,36.056422],[-92.933232,36.0564],[-92.933493,36.056366],[-92.933686,36.0564],[-92.93392,36.056467],[-92.934264,36.056579],[-92.934636,36.056691],[-92.934911,36.056792],[-92.935159,36.056848],[-92.935365,36.056859],[-92.935764,36.056893],[-92.936122,36.056938],[-92.936398,36.05696],[-92.936742,36.057016],[-92.937031,36.057106],[-92.937375,36.057173],[-92.937705,36.057241],[-92.93798,36.057297],[-92.938187,36.05733],[-92.938421,36.05752],[-92.938558,36.05771],[-92.938737,36.057856],[-92.939026,36.058001],[-92.939315,36.05808],[-92.939618,36.058136],[-92.939907,36.058147],[-92.940182,36.058147],[-92.940444,36.05817],[-92.940829,36.058248],[-92.941228,36.058382],[-92.94171,36.058573],[-92.941889,36.058763],[-92.941875,36.058942],[-92.941765,36.059165],[-92.941585,36.059288],[-92.941338,36.059444],[-92.941186,36.059523],[-92.941007,36.059567],[-92.940952,36.059679],[-92.940952,36.059813],[-92.940924,36.059992],[-92.9408,36.060115],[-92.940649,36.060182],[-92.940401,36.060372],[-92.940235,36.060584],[-92.940222,36.060796],[-92.940304,36.060986],[-92.940414,36.06121],[-92.940428,36.061355],[-92.940414,36.061601],[-92.940496,36.061769],[-92.940703,36.061836],[-92.940868,36.06187],[-92.941005,36.061993],[-92.941129,36.062149],[-92.941212,36.06235],[-92.94117,36.062552],[-92.941074,36.062742],[-92.941005,36.06292],[-92.940949,36.06311],[-92.94088,36.063334],[-92.940756,36.063557],[-92.940618,36.06377],[-92.940398,36.06396],[-92.940095,36.064116],[-92.93982,36.064306],[-92.939599,36.064485],[-92.939516,36.064641],[-92.939489,36.064909],[-92.939502,36.065155],[-92.939571,36.065491],[-92.93975,36.065804],[-92.939928,36.066038],[-92.940052,36.066262],[-92.940162,36.066475],[-92.940217,36.066732],[-92.940203,36.066978],[-92.94023,36.06719],[-92.940382,36.06738],[-92.940602,36.067559],[-92.940739,36.067794],[-92.940877,36.068006],[-92.940959,36.068252],[-92.941028,36.068599],[-92.940986,36.068867],[-92.940959,36.069091],[-92.941261,36.069236],[-92.941454,36.069303],[-92.941743,36.069449],[-92.942018,36.069639],[-92.942307,36.06984],[-92.942569,36.070019],[-92.94294,36.070299],[-92.943188,36.070478],[-92.94345,36.070601],[-92.943656,36.070679],[-92.943821,36.070869],[-92.943903,36.071149],[-92.943958,36.071473],[-92.943931,36.071719],[-92.943848,36.071976],[-92.943765,36.072233],[-92.943724,36.072535],[-92.943778,36.072803],[-92.943875,36.073038],[-92.943971,36.073228],[-92.944026,36.073541],[-92.944026,36.073843],[-92.943957,36.074088],[-92.943956,36.074379],[-92.944135,36.074636],[-92.944465,36.074826],[-92.944686,36.074983],[-92.944809,36.075184],[-92.944919,36.075419],[-92.945029,36.075687],[-92.945057,36.0759],[-92.944974,36.076157],[-92.94496,36.076425],[-92.945098,36.076671],[-92.945304,36.076939],[-92.945538,36.07723],[-92.945758,36.07742],[-92.945951,36.077577],[-92.946074,36.077722],[-92.94624,36.077879],[-92.946487,36.077912],[-92.946804,36.077879],[-92.94719,36.077801],[-92.947438,36.077656],[-92.947768,36.077466],[-92.948057,36.077332],[-92.948443,36.077231],[-92.948966,36.07712],[-92.949338,36.077109],[-92.949848,36.077165],[-92.950182,36.077196],[-92.950206,36.077199],[-92.950591,36.077188],[-92.95099,36.077199],[-92.951459,36.077255],[-92.951872,36.077311],[-92.95223,36.077378],[-92.95267,36.077479],[-92.953014,36.077602],[-92.953317,36.077658],[-92.953579,36.077669],[-92.953723,36.07766],[-92.953923,36.077647],[-92.954295,36.077614],[-92.954694,36.077536],[-92.955011,36.077424],[-92.955342,36.077268],[-92.955617,36.077167],[-92.955892,36.0771],[-92.956113,36.077056],[-92.95636,36.077112],[-92.956663,36.077246],[-92.956939,36.07738],[-92.957145,36.077447],[-92.957379,36.077447],[-92.957668,36.077425],[-92.957944,36.077369],[-92.958288,36.077313],[-92.958797,36.077403],[-92.959211,36.077504],[-92.959637,36.077616],[-92.960202,36.077739],[-92.960656,36.077806],[-92.961083,36.077907],[-92.961482,36.077985],[-92.961826,36.078142],[-92.96206,36.078332],[-92.962349,36.078444],[-92.962735,36.078634],[-92.963244,36.078746],[-92.963809,36.078746],[-92.964208,36.078746],[-92.964676,36.078746],[-92.965227,36.078746],[-92.96575,36.078802],[-92.965957,36.078959],[-92.966329,36.078981],[-92.966673,36.078892],[-92.967086,36.078769],[-92.967361,36.07868],[-92.968064,36.078479],[-92.968601,36.078334],[-92.969138,36.078121],[-92.969703,36.077853],[-92.970198,36.077663],[-92.970515,36.077697],[-92.97079,36.07782],[-92.970942,36.078133],[-92.970983,36.078413],[-92.970942,36.078714],[-92.9709,36.07896],[-92.970872,36.079228],[-92.970817,36.079441],[-92.970776,36.07962],[-92.970707,36.079877],[-92.970583,36.080234],[-92.970555,36.080436],[-92.970569,36.080704],[-92.970624,36.080939],[-92.970707,36.081095],[-92.970872,36.081352],[-92.971037,36.081676],[-92.971174,36.081878],[-92.971326,36.082001],[-92.971574,36.082157],[-92.971808,36.082269],[-92.972056,36.082392],[-92.972317,36.082526],[-92.972524,36.082627],[-92.972785,36.082728],[-92.973129,36.082884],[-92.973419,36.083029],[-92.973598,36.08322],[-92.973653,36.083465],[-92.973666,36.083689],[-92.973721,36.08398],[-92.97379,36.084214],[-92.973831,36.084449],[-92.973886,36.08465],[-92.97401,36.084829],[-92.974106,36.084963],[-92.974313,36.08512],[-92.97452,36.085243],[-92.974767,36.085411],[-92.974988,36.085522],[-92.975235,36.085634],[-92.97547,36.085757],[-92.97569,36.085925],[-92.975827,36.086149],[-92.975827,36.086339],[-92.975758,36.086517],[-92.975621,36.086651],[-92.975414,36.086774],[-92.975235,36.086897],[-92.975097,36.087043],[-92.975015,36.087244],[-92.974959,36.087467],[-92.974835,36.087713],[-92.974684,36.087892],[-92.974532,36.088026],[-92.974312,36.088183],[-92.974133,36.08835],[-92.973913,36.088551],[-92.973651,36.088775],[-92.973444,36.089088],[-92.973334,36.089334],[-92.973251,36.089591],[-92.973168,36.089848],[-92.973044,36.09025],[-92.973017,36.090451],[-92.973058,36.090775],[-92.973072,36.091066],[-92.973058,36.091312],[-92.973044,36.091558],[-92.972989,36.091804],[-92.972892,36.092139],[-92.972754,36.09243],[-92.972603,36.092743],[-92.972506,36.093],[-92.97241,36.09329],[-92.9723,36.093469],[-92.97212,36.09367],[-92.972038,36.093838],[-92.972079,36.093983],[-92.972217,36.094106],[-92.972286,36.094252],[-92.972341,36.094486],[-92.972327,36.094766],[-92.97223,36.095012],[-92.972161,36.095235],[-92.97212,36.095459],[-92.972161,36.095716],[-92.97223,36.095917],[-92.972354,36.096018],[-92.972712,36.096174],[-92.973042,36.096286],[-92.973373,36.096353],[-92.973648,36.096465],[-92.973924,36.096599],[-92.974357,36.096607],[-92.974685,36.096621],[-92.974932,36.096768],[-92.975129,36.096968],[-92.975375,36.097194],[-92.975638,36.097408],[-92.976,36.097541],[-92.976361,36.097608],[-92.976723,36.097648],[-92.97715,36.097595],[-92.977594,36.097542],[-92.977972,36.097408],[-92.978415,36.097235],[-92.978728,36.096968],[-92.978925,36.096662],[-92.979155,36.096355],[-92.979369,36.096128],[-92.979813,36.095968],[-92.980174,36.095942],[-92.980536,36.095968],[-92.980864,36.095968],[-92.981193,36.095942],[-92.98167,36.095929],[-92.98208,36.095929],[-92.982475,36.095889],[-92.982853,36.095889],[-92.983494,36.095969],[-92.983888,36.095956],[-92.984184,36.096049],[-92.984578,36.096169],[-92.984907,36.096262],[-92.985219,36.096142],[-92.985498,36.095942],[-92.985712,36.095889],[-92.985991,36.095889],[-92.986484,36.095889],[-92.986813,36.095889],[-92.987257,36.095943],[-92.987717,36.095929],[-92.988062,36.095929],[-92.988555,36.095969],[-92.988966,36.095983],[-92.989344,36.096036],[-92.989672,36.096116],[-92.989952,36.096223],[-92.990165,36.096316],[-92.99033,36.096463],[-92.990527,36.096623],[-92.990757,36.096743],[-92.99102,36.096837],[-92.991431,36.09697],[-92.991891,36.09717],[-92.992269,36.09733],[-92.992614,36.09745],[-92.993025,36.09761],[-92.99337,36.09769],[-92.993715,36.09773],[-92.994158,36.09765],[-92.994619,36.097517],[-92.995046,36.09741],[-92.995391,36.097384],[-92.995818,36.097397],[-92.996213,36.097397],[-92.996459,36.09741],[-92.996854,36.09745],[-92.997248,36.09753],[-92.997358,36.097527],[-92.997659,36.097517],[-92.998135,36.097437],[-92.998563,36.09733],[-92.99899,36.097384],[-92.999368,36.09741],[-92.999549,36.09749],[-92.999631,36.097624],[-92.999894,36.09777],[-93.00019,36.097837],[-93.000568,36.097904],[-93.001093,36.098011],[-93.00134,36.098104],[-93.001636,36.098211],[-93.001931,36.098317],[-93.00226,36.098371],[-93.002523,36.098451],[-93.002901,36.098651],[-93.00318,36.098784],[-93.003295,36.098891],[-93.003263,36.098997],[-93.003164,36.099131],[-93.003016,36.099318],[-93.002934,36.099491],[-93.002885,36.099731],[-93.002934,36.099984],[-93.003082,36.100171],[-93.003411,36.100331],[-93.003591,36.100585],[-93.003851,36.100742],[-93.003854,36.100745],[-93.00415,36.100718],[-93.004495,36.100518],[-93.004791,36.100358],[-93.004972,36.100224],[-93.005251,36.100118],[-93.005531,36.100038],[-93.005793,36.100011],[-93.006034,36.099984],[-93.006219,36.099904],[-93.00659,36.099807],[-93.006808,36.099692],[-93.007092,36.099595],[-93.007408,36.099515],[-93.007833,36.099488],[-93.008138,36.099559],[-93.008433,36.099692],[-93.008651,36.099807],[-93.008749,36.099922],[-93.008815,36.100117],[-93.008782,36.10032],[-93.008684,36.100497],[-93.00864,36.100736],[-93.008629,36.100984],[-93.00864,36.101197],[-93.008673,36.101444],[-93.008706,36.101683],[-93.008891,36.102011],[-93.009098,36.102205],[-93.009426,36.102365],[-93.009753,36.102382],[-93.00988,36.102367],[-93.010124,36.102338],[-93.010538,36.10225],[-93.010887,36.102188],[-93.011247,36.102134],[-93.011705,36.102134],[-93.012098,36.102152],[-93.012359,36.102205],[-93.012676,36.1024],[-93.013047,36.102727],[-93.013297,36.102948],[-93.013527,36.103108],[-93.013908,36.103232],[-93.014377,36.103373],[-93.014792,36.103435],[-93.015272,36.103391],[-93.01561,36.103417],[-93.016035,36.103488],[-93.016428,36.103585],[-93.017017,36.103647],[-93.01754,36.103691],[-93.017854,36.103779],[-93.01827,36.104018],[-93.018801,36.104355],[-93.01905,36.104557],[-93.019299,36.104691],[-93.019581,36.104799],[-93.02003,36.104839],[-93.020445,36.104839],[-93.021026,36.104812],[-93.021424,36.104758],[-93.021856,36.104637],[-93.022238,36.104489],[-93.02252,36.10434],[-93.022802,36.104273],[-93.023134,36.104246],[-93.023367,36.10399],[-93.023566,36.103747],[-93.023815,36.103491],[-93.024113,36.103289],[-93.024512,36.103154],[-93.02501,36.102939],[-93.025475,36.10279],[-93.026222,36.102615],[-93.027052,36.102548],[-93.027716,36.102467],[-93.028214,36.102332],[-93.028745,36.102116],[-93.029177,36.101995],[-93.029475,36.101981],[-93.029791,36.102197],[-93.030156,36.102587],[-93.030505,36.102951],[-93.030788,36.103315],[-93.03092,36.103571],[-93.03102,36.103826],[-93.031253,36.104136],[-93.031585,36.104433],[-93.032033,36.104864],[-93.032415,36.105079],[-93.032814,36.105268],[-93.03308,36.105429],[-93.03308,36.105618],[-93.032947,36.105793],[-93.032781,36.106063],[-93.032681,36.106345],[-93.032698,36.106763],[-93.032765,36.10706],[-93.032765,36.107356],[-93.032699,36.107598],[-93.032584,36.107812],[-93.032559,36.107931],[-93.032574,36.108063],[-93.032633,36.10823],[-93.032589,36.108552],[-93.032486,36.108802],[-93.032383,36.109005],[-93.032295,36.109255],[-93.032222,36.109589],[-93.032192,36.109828],[-93.032119,36.110114],[-93.03206,36.110412],[-93.032046,36.110711],[-93.032046,36.111116],[-93.032065,36.111111],[-93.032296,36.111056],[-93.032575,36.110973],[-93.032987,36.11083],[-93.033207,36.110758],[-93.033707,36.110698],[-93.034104,36.11071],[-93.034309,36.110829],[-93.034603,36.110948],[-93.034824,36.111032],[-93.03503,36.111079],[-93.035294,36.111127],[-93.035603,36.111222],[-93.035941,36.111294],[-93.036176,36.111377],[-93.036412,36.111461],[-93.037029,36.11158],[-93.037382,36.111627],[-93.037661,36.111663],[-93.038367,36.111746],[-93.038705,36.111794],[-93.038999,36.111913],[-93.039293,36.112056],[-93.039572,36.112056],[-93.03994,36.112068],[-93.04041,36.11208],[-93.040704,36.112103],[-93.041072,36.112127],[-93.041439,36.112163],[-93.041777,36.112175],[-93.042174,36.112234],[-93.042556,36.112377],[-93.042939,36.112484],[-93.043262,36.112413],[-93.043703,36.112365],[-93.044144,36.112341],[-93.044482,36.112341],[-93.044908,36.112364],[-93.045423,36.112436],[-93.045893,36.112471],[-93.046275,36.112495],[-93.046747,36.112572],[-93.047144,36.112639],[-93.047445,36.112727],[-93.047759,36.112849],[-93.048115,36.112927],[-93.048402,36.11296],[-93.048799,36.112993],[-93.049127,36.113015],[-93.049414,36.113015],[-93.049742,36.112982],[-93.050057,36.11297],[-93.05033,36.11287],[-93.050659,36.11277],[-93.051151,36.112792],[-93.051534,36.112837],[-93.051999,36.112847],[-93.052273,36.112881],[-93.052656,36.112936],[-93.053066,36.112936],[-93.053394,36.112936],[-93.053668,36.112936],[-93.053928,36.11288],[-93.054201,36.112802],[-93.054543,36.112636],[-93.054748,36.112513],[-93.05509,36.112347],[-93.055431,36.112102],[-93.055718,36.111814],[-93.056019,36.111536],[-93.056224,36.111381],[-93.056443,36.111181],[-93.056812,36.110903],[-93.057031,36.11077],[-93.057359,36.110515],[-93.057564,36.110326],[-93.057673,36.110115],[-93.057744,36.109917],[-93.05773,36.109902],[-93.057764,36.109763],[-93.057816,36.109623],[-93.057867,36.109477],[-93.05791,36.109324],[-93.057978,36.109157],[-93.058012,36.109039],[-93.058038,36.108914],[-93.058072,36.108754],[-93.058115,36.108594],[-93.058158,36.108462],[-93.0582,36.108323],[-93.05826,36.108149],[-93.058363,36.108017],[-93.058569,36.107871],[-93.058817,36.107634],[-93.05898,36.10746],[-93.059151,36.107293],[-93.059288,36.107168],[-93.059459,36.107084],[-93.059631,36.107029],[-93.059768,36.10698],[-93.05993,36.10689],[-93.060127,36.106799],[-93.060388,36.106701],[-93.060419,36.106694],[-93.060573,36.10666],[-93.06071,36.106618],[-93.06089,36.106527],[-93.06107,36.106479],[-93.061293,36.106423],[-93.061498,36.10636],[-93.06167,36.106263],[-93.061884,36.106158],[-93.062081,36.106096],[-93.062398,36.105998],[-93.062732,36.105915],[-93.062946,36.105838],[-93.063263,36.105706],[-93.063623,36.105559],[-93.063863,36.105462],[-93.064171,36.105337],[-93.064411,36.105232],[-93.064685,36.105121],[-93.064899,36.105058],[-93.065062,36.105044],[-93.065225,36.105058],[-93.065396,36.105099],[-93.065516,36.105155],[-93.065671,36.105218],[-93.065816,36.105266],[-93.065979,36.105294],[-93.066211,36.105252],[-93.06639,36.105141],[-93.066587,36.105057],[-93.066759,36.104981],[-93.066896,36.104897],[-93.067119,36.104765],[-93.067333,36.104667],[-93.067641,36.104556],[-93.067915,36.104451],[-93.068121,36.104368],[-93.068335,36.10434],[-93.068601,36.104291],[-93.068883,36.104242],[-93.069115,36.104193],[-93.06938,36.104158],[-93.069552,36.104158],[-93.069732,36.104172],[-93.069903,36.104179],[-93.0701,36.104158],[-93.070246,36.104109],[-93.070477,36.104019],[-93.070725,36.103886],[-93.071017,36.103754],[-93.071522,36.103629],[-93.071985,36.103531],[-93.07231,36.103454],[-93.072782,36.103329],[-93.073338,36.103134],[-93.073767,36.102988],[-93.074161,36.102862],[-93.074529,36.102785],[-93.074838,36.102667],[-93.075103,36.102556],[-93.075377,36.102472],[-93.075677,36.102367],[-93.0759,36.102305],[-93.076157,36.102214],[-93.076362,36.102103],[-93.076516,36.101991],[-93.076628,36.101887],[-93.076842,36.10181],[-93.077142,36.101768],[-93.07751,36.101782],[-93.077836,36.10181],[-93.078127,36.101844],[-93.078436,36.10183],[-93.078744,36.101774],[-93.078898,36.101746],[-93.079112,36.101649],[-93.07937,36.101579],[-93.079601,36.101537],[-93.079875,36.101502],[-93.080055,36.101474],[-93.080226,36.101467],[-93.080372,36.101453],[-93.080569,36.101425],[-93.080792,36.101439],[-93.080963,36.101439],[-93.081143,36.10139],[-93.081289,36.101279],[-93.081451,36.101202],[-93.081623,36.101077],[-93.081708,36.100952],[-93.081837,36.10082],[-93.082008,36.100667],[-93.082188,36.100513],[-93.08241,36.100305],[-93.082581,36.100131],[-93.082693,36.099971],[-93.082872,36.099797],[-93.083104,36.099685],[-93.083378,36.099574],[-93.083695,36.099414],[-93.08402,36.099253],[-93.084277,36.099121],[-93.084491,36.099031],[-93.084731,36.098947],[-93.084902,36.098912],[-93.085159,36.098884],[-93.085442,36.098856],[-93.08569,36.098842],[-93.085905,36.098863],[-93.086179,36.098876],[-93.086496,36.098841],[-93.086753,36.098806],[-93.086907,36.098751],[-93.087121,36.098695],[-93.087413,36.098618],[-93.08761,36.098576],[-93.087807,36.098521],[-93.087935,36.098486],[-93.088124,36.098451],[-93.088338,36.098423],[-93.08856,36.098416],[-93.088826,36.098395],[-93.089092,36.098388],[-93.089174,36.09839],[-93.089357,36.098394],[-93.089597,36.09838],[-93.089897,36.098359],[-93.09006,36.098338],[-93.090231,36.098345],[-93.090368,36.09838],[-93.090548,36.098442],[-93.090746,36.098491],[-93.090943,36.098525],[-93.091131,36.098539],[-93.091303,36.098546],[-93.091483,36.098546],[-93.091688,36.098532],[-93.092014,36.098455],[-93.092194,36.098378],[-93.092391,36.098302],[-93.092562,36.098204],[-93.092733,36.098134],[-93.09293,36.098051],[-93.09311,36.097988],[-93.09323,36.097953],[-93.093427,36.097911],[-93.093658,36.097876],[-93.093924,36.097883],[-93.094112,36.097911],[-93.094241,36.098008],[-93.094318,36.098133],[-93.094336,36.098307],[-93.09437,36.098425],[-93.09443,36.098599],[-93.094508,36.098717],[-93.094722,36.098849],[-93.094928,36.098912],[-93.095228,36.098974],[-93.095425,36.099029],[-93.095596,36.099113],[-93.095716,36.099168],[-93.095888,36.099217],[-93.096,36.099238],[-93.096033,36.099244],[-93.096162,36.099223],[-93.096342,36.099196],[-93.096607,36.099174],[-93.09683,36.099153],[-93.097002,36.099174],[-93.097267,36.099278],[-93.097531,36.099359],[-93.097737,36.09937],[-93.097928,36.099418],[-93.098119,36.099513],[-93.098325,36.099644],[-93.098575,36.099811],[-93.098796,36.099954],[-93.098957,36.100049],[-93.099207,36.100109],[-93.099428,36.100204],[-93.099678,36.100382],[-93.09984,36.100597],[-93.099972,36.100788],[-93.100075,36.100978],[-93.100149,36.101253],[-93.100252,36.101384],[-93.100386,36.101393],[-93.100429,36.101396],[-93.10084,36.101371],[-93.101252,36.101478],[-93.101752,36.101657],[-93.102311,36.102038],[-93.102782,36.102491],[-93.103062,36.10298],[-93.103327,36.103397],[-93.103607,36.103886],[-93.103769,36.104327],[-93.103828,36.104708],[-93.103858,36.105054],[-93.104005,36.105329],[-93.104211,36.105615],[-93.104506,36.10596],[-93.104844,36.106282],[-93.105315,36.106556],[-93.105874,36.106746],[-93.10655,36.10696],[-93.106844,36.107079],[-93.107227,36.107186],[-93.107697,36.107329],[-93.108197,36.107508],[-93.108653,36.107662],[-93.10905,36.107888],[-93.10955,36.108031],[-93.110079,36.108138],[-93.110565,36.108197],[-93.111064,36.108209],[-93.111593,36.10816],[-93.111976,36.108267],[-93.112329,36.108446],[-93.112564,36.10872],[-93.112667,36.108959],[-93.112741,36.109197],[-93.112756,36.109447],[-93.112786,36.109638],[-93.112875,36.109829],[-93.112978,36.110008],[-93.113184,36.110163],[-93.113449,36.110353],[-93.113684,36.110568],[-93.113875,36.110818],[-93.113949,36.111116],[-93.11395,36.111414],[-93.113921,36.111689],[-93.113863,36.112058],[-93.113716,36.112345],[-93.113466,36.1125],[-93.113025,36.112572],[-93.112496,36.112704],[-93.112041,36.112907],[-93.111571,36.113337],[-93.111322,36.113635],[-93.111175,36.113969],[-93.111102,36.114339],[-93.111,36.114852],[-93.110957,36.115377],[-93.110913,36.115759],[-93.11087,36.116116],[-93.110914,36.116367],[-93.110988,36.116605],[-93.110988,36.116868],[-93.110812,36.117166],[-93.110563,36.117369],[-93.110298,36.117524],[-93.10999,36.117644],[-93.109696,36.117704],[-93.109461,36.117811],[-93.109358,36.118002],[-93.1093,36.118229],[-93.109256,36.118503],[-93.109242,36.118825],[-93.109242,36.119124],[-93.109272,36.119374],[-93.109316,36.11966],[-93.109331,36.119935],[-93.109288,36.120102],[-93.109214,36.120376],[-93.109171,36.120603],[-93.109142,36.120865],[-93.109171,36.12108],[-93.109186,36.121259],[-93.109216,36.121533],[-93.10929,36.121724],[-93.109467,36.121962],[-93.109643,36.122117],[-93.109776,36.12226],[-93.109908,36.122427],[-93.110026,36.12257],[-93.110085,36.122761],[-93.110012,36.12294],[-93.109895,36.123178],[-93.109895,36.123357],[-93.109969,36.123548],[-93.110072,36.123715],[-93.110057,36.123822],[-93.110028,36.123965],[-93.110058,36.124132],[-93.110029,36.124407],[-93.109956,36.124717],[-93.109882,36.125027],[-93.109839,36.125277],[-93.10978,36.125552],[-93.109737,36.125838],[-93.109693,36.126148],[-93.109767,36.126458],[-93.109885,36.126673],[-93.109959,36.126888],[-93.110047,36.127054],[-93.110135,36.127221],[-93.110224,36.127376],[-93.110327,36.127495],[-93.110371,36.12765],[-93.110342,36.127853],[-93.11024,36.128068],[-93.110093,36.128366],[-93.109961,36.128593],[-93.109815,36.128779],[-93.109674,36.128965],[-93.109533,36.129165],[-93.109428,36.129437],[-93.109358,36.129637],[-93.109199,36.129881],[-93.108953,36.130138],[-93.108759,36.130281],[-93.108707,36.13051],[-93.108742,36.130868],[-93.10876,36.13124],[-93.108814,36.131583],[-93.108902,36.13174],[-93.109079,36.131797],[-93.109378,36.131768],[-93.109748,36.131739],[-93.11026,36.131696],[-93.110877,36.131738],[-93.111247,36.131852],[-93.111582,36.132081],[-93.112041,36.132366],[-93.112447,36.132595],[-93.112959,36.132909],[-93.113435,36.133137],[-93.114141,36.133551],[-93.114494,36.133909],[-93.114864,36.134166],[-93.115182,36.134294],[-93.115799,36.134465],[-93.116275,36.134608],[-93.116769,36.134707],[-93.11714,36.134707],[-93.117422,36.134678],[-93.117703,36.134563],[-93.11788,36.134449],[-93.118232,36.134305],[-93.118503,36.134174],[-93.118944,36.134125],[-93.119532,36.134006],[-93.120047,36.133963],[-93.120414,36.133987],[-93.120841,36.134046],[-93.121252,36.134165],[-93.12162,36.134343],[-93.121944,36.134534],[-93.122327,36.134677],[-93.122665,36.134748],[-93.122988,36.134759],[-93.123268,36.134711],[-93.123591,36.13464],[-93.123826,36.134544],[-93.12415,36.134484],[-93.124355,36.134567],[-93.124547,36.134734],[-93.124753,36.134877],[-93.124944,36.135008],[-93.125165,36.135067],[-93.125285,36.13506],[-93.125356,36.135055],[-93.125591,36.135043],[-93.125856,36.135007],[-93.126194,36.135019],[-93.126606,36.13503],[-93.126885,36.135042],[-93.127223,36.135077],[-93.127576,36.135113],[-93.127856,36.135148],[-93.128135,36.135136],[-93.128444,36.135088],[-93.128841,36.13498],[-93.129135,36.134837],[-93.129384,36.134693],[-93.129634,36.134538],[-93.129825,36.134394],[-93.129957,36.134275],[-93.130222,36.134191],[-93.130633,36.134179],[-93.13106,36.134202],[-93.131354,36.134262],[-93.131574,36.134357],[-93.131795,36.1345],[-93.131972,36.134547],[-93.132163,36.134499],[-93.13231,36.134356],[-93.132383,36.134225],[-93.13253,36.134081],[-93.132721,36.133938],[-93.132956,36.133818],[-93.133279,36.13377],[-93.133617,36.133794],[-93.134058,36.133829],[-93.134397,36.133877],[-93.134779,36.134007],[-93.135073,36.134102],[-93.135134,36.134118],[-93.135441,36.134197],[-93.135956,36.134161],[-93.136397,36.134053],[-93.136896,36.133981],[-93.137117,36.133957],[-93.137411,36.133933],[-93.137734,36.133873],[-93.137881,36.133765],[-93.13794,36.133586],[-93.137954,36.133348],[-93.137953,36.133073],[-93.137924,36.132847],[-93.137865,36.132692],[-93.13782,36.132489],[-93.137805,36.132251],[-93.137878,36.132024],[-93.137981,36.131738],[-93.138054,36.131523],[-93.138097,36.13126],[-93.138067,36.13101],[-93.138023,36.130783],[-93.137949,36.130557],[-93.137816,36.13033],[-93.137713,36.130092],[-93.137698,36.129853],[-93.137742,36.129615],[-93.137888,36.129412],[-93.138035,36.129245],[-93.138226,36.129197],[-93.138549,36.129173],[-93.138858,36.129136],[-93.139211,36.129064],[-93.139564,36.129004],[-93.139857,36.128932],[-93.140093,36.128837],[-93.140298,36.128729],[-93.140401,36.128491],[-93.140518,36.128288],[-93.140591,36.128109],[-93.14065,36.127942],[-93.140708,36.127739],[-93.140737,36.127536],[-93.14084,36.127321],[-93.140957,36.127118],[-93.141118,36.126856],[-93.141235,36.126653],[-93.141353,36.126402],[-93.141426,36.126211],[-93.141484,36.126056],[-93.141528,36.125901],[-93.141572,36.125758],[-93.141528,36.125603],[-93.14141,36.125484],[-93.141292,36.125365],[-93.141189,36.125233],[-93.141071,36.12509],[-93.140953,36.124936],[-93.140865,36.124828],[-93.140967,36.124745],[-93.14107,36.124649],[-93.141217,36.124506],[-93.141437,36.124351],[-93.141628,36.124255],[-93.141804,36.124195],[-93.14201,36.124183],[-93.142216,36.124195],[-93.142525,36.124254],[-93.142789,36.124277],[-93.143084,36.124277],[-93.143333,36.124289],[-93.143583,36.124229],[-93.143789,36.124109],[-93.143965,36.12399],[-93.144083,36.123882],[-93.144406,36.123691],[-93.144787,36.1235],[-93.145213,36.123273],[-93.145478,36.123177],[-93.145933,36.123033],[-93.146227,36.122925],[-93.146403,36.122806],[-93.146594,36.122579],[-93.146829,36.122316],[-93.147064,36.12209],[-93.147328,36.121851],[-93.147474,36.121648],[-93.14765,36.121457],[-93.147812,36.121278],[-93.148032,36.121098],[-93.14834,36.120931],[-93.148649,36.120835],[-93.148987,36.120787],[-93.149325,36.120763],[-93.149648,36.120739],[-93.150104,36.120714],[-93.150516,36.120714],[-93.151001,36.120689],[-93.151309,36.120653],[-93.1515,36.120605],[-93.151706,36.120509],[-93.151867,36.120318],[-93.152249,36.119972],[-93.152498,36.119793],[-93.152851,36.119613],[-93.153189,36.119422],[-93.153483,36.119386],[-93.153733,36.119445],[-93.153909,36.119576],[-93.154145,36.119671],[-93.154424,36.119707],[-93.154689,36.119718],[-93.154924,36.119718],[-93.155144,36.119754],[-93.155409,36.119873],[-93.155571,36.120039],[-93.155631,36.120242],[-93.155646,36.120528],[-93.155617,36.120755],[-93.155573,36.121005],[-93.155515,36.121244],[-93.155457,36.121483],[-93.155442,36.121721],[-93.155531,36.122019],[-93.155708,36.122246],[-93.156002,36.122448],[-93.156282,36.122591],[-93.156635,36.122602],[-93.157017,36.122578],[-93.157326,36.122518],[-93.157767,36.12247],[-93.158193,36.122481],[-93.15859,36.122552],[-93.158928,36.122611],[-93.159237,36.122742],[-93.159429,36.122921],[-93.159561,36.123135],[-93.15965,36.12335],[-93.159753,36.123505],[-93.159827,36.123779],[-93.159857,36.124029],[-93.159887,36.124196],[-93.159917,36.124399],[-93.159947,36.124554],[-93.160079,36.124745],[-93.160241,36.124864],[-93.160579,36.124923],[-93.160991,36.124934],[-93.161359,36.124958],[-93.161726,36.124981],[-93.161991,36.125052],[-93.162138,36.125135],[-93.162271,36.12529],[-93.162448,36.125469],[-93.162727,36.125683],[-93.163228,36.126076],[-93.163523,36.126267],[-93.163788,36.126457],[-93.164023,36.126636],[-93.1642,36.126779],[-93.164538,36.12685],[-93.164818,36.126861],[-93.165229,36.126837],[-93.165582,36.126836],[-93.165991,36.12685],[-93.166312,36.126827],[-93.166618,36.126827],[-93.166938,36.126838],[-93.167182,36.126849],[-93.167349,36.126871],[-93.167352,36.126868],[-93.167411,36.12682],[-93.167522,36.126726],[-93.167728,36.126559],[-93.167904,36.126356],[-93.168051,36.126225],[-93.168197,36.126034],[-93.16827,36.125807],[-93.168299,36.12558],[-93.168328,36.125389],[-93.168387,36.125174],[-93.168474,36.125031],[-93.168592,36.125007],[-93.168901,36.125078],[-93.169269,36.125149],[-93.169533,36.125185],[-93.169827,36.12528],[-93.170166,36.125411],[-93.170401,36.125482],[-93.170622,36.125601],[-93.170828,36.125708],[-93.171152,36.125838],[-93.171387,36.125898],[-93.17174,36.125921],[-93.172137,36.125921],[-93.172505,36.12592],[-93.172872,36.125884],[-93.173195,36.125847],[-93.173563,36.125775],[-93.174004,36.125715],[-93.174401,36.125691],[-93.174827,36.125642],[-93.175165,36.125606],[-93.17549,36.125555],[-93.175704,36.125547],[-93.175948,36.125523],[-93.176153,36.125491],[-93.176338,36.125428],[-93.176601,36.125356],[-93.176835,36.1253],[-93.177049,36.125268],[-93.177449,36.12522],[-93.177829,36.125172],[-93.178267,36.125108],[-93.178677,36.125037],[-93.178969,36.125036],[-93.179427,36.125004],[-93.179944,36.125003],[-93.180353,36.124979],[-93.180782,36.124931],[-93.181367,36.124882],[-93.18166,36.124858],[-93.181971,36.124826],[-93.182254,36.124747],[-93.182429,36.124659],[-93.182556,36.124596],[-93.182751,36.124516],[-93.182965,36.124437],[-93.183189,36.124294],[-93.183296,36.124215],[-93.183413,36.12412],[-93.183656,36.124017],[-93.183909,36.123898],[-93.184094,36.123842],[-93.18425,36.123763],[-93.184435,36.123691],[-93.184613,36.123621],[-93.184877,36.123537],[-93.185112,36.123441],[-93.185362,36.123345],[-93.185597,36.123226],[-93.185817,36.123106],[-93.186008,36.122999],[-93.186258,36.122903],[-93.186419,36.122807],[-93.186566,36.122711],[-93.186742,36.12258],[-93.186903,36.122401],[-93.187035,36.122234],[-93.187197,36.12209],[-93.187358,36.121959],[-93.187578,36.121887],[-93.187769,36.121851],[-93.187975,36.121791],[-93.188151,36.121707],[-93.188298,36.121552],[-93.188562,36.121396],[-93.188885,36.121288],[-93.18915,36.121157],[-93.189429,36.121013],[-93.1896,36.120939],[-93.189649,36.120917],[-93.189928,36.120917],[-93.190208,36.120988],[-93.190458,36.121155],[-93.190693,36.121297],[-93.190826,36.121476],[-93.190959,36.121679],[-93.191048,36.121953],[-93.191166,36.122322],[-93.191226,36.122704],[-93.191256,36.12305],[-93.191257,36.123348],[-93.191316,36.123443],[-93.191449,36.123694],[-93.191538,36.12398],[-93.191583,36.12423],[-93.191554,36.124373],[-93.191554,36.124576],[-93.191614,36.124862],[-93.191702,36.125089],[-93.191776,36.125339],[-93.191806,36.125542],[-93.191866,36.125756],[-93.19191,36.125923],[-93.191999,36.126162],[-93.192073,36.12634],[-93.192162,36.126543],[-93.192191,36.126734],[-93.192221,36.126901],[-93.192413,36.127127],[-93.19256,36.127294],[-93.192649,36.12752],[-93.192767,36.127711],[-93.192944,36.127961],[-93.193136,36.128199],[-93.193284,36.128497],[-93.193373,36.128795],[-93.193462,36.129165],[-93.193521,36.129439],[-93.193581,36.129701],[-93.193655,36.129976],[-93.193744,36.130262],[-93.193877,36.130452],[-93.194186,36.130643],[-93.194421,36.130774],[-93.194584,36.131048],[-93.19479,36.131298],[-93.195011,36.13144],[-93.195276,36.131571],[-93.195571,36.131726],[-93.195865,36.131868],[-93.196071,36.131987],[-93.196321,36.132142],[-93.196557,36.132297],[-93.196778,36.132404],[-93.196999,36.132523],[-93.197264,36.132773],[-93.197456,36.132963],[-93.197662,36.133154],[-93.197898,36.133308],[-93.198074,36.13338],[-93.198207,36.133511],[-93.198325,36.133713],[-93.19862,36.133892],[-93.19887,36.134046],[-93.199135,36.134177],[-93.199459,36.134284],[-93.199768,36.134379],[-93.20018,36.134473],[-93.200518,36.134532],[-93.200871,36.13458],[-93.201239,36.134615],[-93.201665,36.134626],[-93.201944,36.13459],[-93.202224,36.134589],[-93.202459,36.134601],[-93.202679,36.1346],[-93.202974,36.134671],[-93.203356,36.134707],[-93.203797,36.134718],[-93.204118,36.134707],[-93.204165,36.134705],[-93.204635,36.134681],[-93.205209,36.134668],[-93.205708,36.134667],[-93.206179,36.134666],[-93.206605,36.134689],[-93.207002,36.134724],[-93.207414,36.134747],[-93.207826,36.134806],[-93.208062,36.134865],[-93.208282,36.134949],[-93.208488,36.135056],[-93.208636,36.13521],[-93.20871,36.135413],[-93.208784,36.135544],[-93.208902,36.135592],[-93.209137,36.135591],[-93.209328,36.135615],[-93.209608,36.135674],[-93.209902,36.135804],[-93.210226,36.135911],[-93.210505,36.135958],[-93.210726,36.135934],[-93.210946,36.135946],[-93.211094,36.136029],[-93.21127,36.136136],[-93.211506,36.136279],[-93.211638,36.136362],[-93.211771,36.136505],[-93.211948,36.136719],[-93.21211,36.136922],[-93.212332,36.137136],[-93.212464,36.137255],[-93.212641,36.137517],[-93.212863,36.137731],[-93.213025,36.137922],[-93.213216,36.138124],[-93.213644,36.138637],[-93.213925,36.138958],[-93.214087,36.139137],[-93.214279,36.139375],[-93.21447,36.139565],[-93.214691,36.139792],[-93.214824,36.139946],[-93.214987,36.140161],[-93.215105,36.140351],[-93.215208,36.140506],[-93.215282,36.140673],[-93.215312,36.14084],[-93.215268,36.141007],[-93.215239,36.141222],[-93.215181,36.14146],[-93.215123,36.141675],[-93.215065,36.141866],[-93.214977,36.142057],[-93.214889,36.1422],[-93.214743,36.142356],[-93.214581,36.142487],[-93.21442,36.142571],[-93.214082,36.142715],[-93.213758,36.142775],[-93.213384,36.142855],[-93.213024,36.1429],[-93.212636,36.142878],[-93.212331,36.142924],[-93.212193,36.143059],[-93.212138,36.143329],[-93.212167,36.143598],[-93.212223,36.143868],[-93.212224,36.144183],[-93.212225,36.144475],[-93.212226,36.144925],[-93.212227,36.145262],[-93.212255,36.145576],[-93.212311,36.145823],[-93.212368,36.146116],[-93.212452,36.146385],[-93.212591,36.14661],[-93.212674,36.146789],[-93.212703,36.147059],[-93.212731,36.147329],[-93.212787,36.147553],[-93.212788,36.147846],[-93.212844,36.148115],[-93.213039,36.148272],[-93.213205,36.148272],[-93.213426,36.148137],[-93.213751,36.148001],[-93.213868,36.147957],[-93.213917,36.147909],[-93.213946,36.147851],[-93.213991,36.14781],[-93.214063,36.147772],[-93.214173,36.147753],[-93.214478,36.14764],[-93.214921,36.147527],[-93.215336,36.147392],[-93.215752,36.147346],[-93.216002,36.147503],[-93.216141,36.147817],[-93.216392,36.148131],[-93.216642,36.148468],[-93.21692,36.148782],[-93.217226,36.149074],[-93.217476,36.149276],[-93.217809,36.1495],[-93.218308,36.149701],[-93.218835,36.14988],[-93.219335,36.150104],[-93.219668,36.150306],[-93.219946,36.150552],[-93.220224,36.150822],[-93.220585,36.151158],[-93.220863,36.151405],[-93.221224,36.151607],[-93.221497,36.151761],[-93.222177,36.15147],[-93.222648,36.151192],[-93.223148,36.150681],[-93.223679,36.149939],[-93.223802,36.149799],[-93.224305,36.149162],[-93.224688,36.148776],[-93.224891,36.148724],[-93.225033,36.148823],[-93.225567,36.149421],[-93.225749,36.149705],[-93.225877,36.150372],[-93.22593,36.150597],[-93.226114,36.151361],[-93.226257,36.15217],[-93.226278,36.152318],[-93.226365,36.153046],[-93.226457,36.153535],[-93.226509,36.153788],[-93.226598,36.154412],[-93.226627,36.154592],[-93.226799,36.155401],[-93.226919,36.155872],[-93.227071,36.155939],[-93.227527,36.156035],[-93.228136,36.156122],[-93.228669,36.156046],[-93.22888,36.155987],[-93.229068,36.155913],[-93.229285,36.155491],[-93.229603,36.154582],[-93.229693,36.154408],[-93.229806,36.154261],[-93.229991,36.154081],[-93.230158,36.153925],[-93.231103,36.15317],[-93.23163,36.152829],[-93.232011,36.15256],[-93.232261,36.152284],[-93.23251,36.152158],[-93.232702,36.152128],[-93.233449,36.152156],[-93.234172,36.152157],[-93.234559,36.152199],[-93.235356,36.15231],[-93.235959,36.152358],[-93.236566,36.152366],[-93.237513,36.15234],[-93.23835,36.152714],[-93.238461,36.153136],[-93.239409,36.153765],[-93.239909,36.154041],[-93.240445,36.154245],[-93.241037,36.154426],[-93.241281,36.154437],[-93.24157,36.154428],[-93.241972,36.154393],[-93.242371,36.154358],[-93.243056,36.154346],[-93.243747,36.154063],[-93.243906,36.153983],[-93.244171,36.153841],[-93.244626,36.153628],[-93.245067,36.153327],[-93.245433,36.153079],[-93.245642,36.152966],[-93.245801,36.152686],[-93.245748,36.15242],[-93.245453,36.151807],[-93.245339,36.151224],[-93.245688,36.150923],[-93.246231,36.15053],[-93.246917,36.150538],[-93.247256,36.149696],[-93.24775,36.149335],[-93.247935,36.149217],[-93.248115,36.149142],[-93.248727,36.148961],[-93.248995,36.148854],[-93.249163,36.148743],[-93.249461,36.148475],[-93.249805,36.148185],[-93.250542,36.148182],[-93.250915,36.148055],[-93.251483,36.147796],[-93.251895,36.147595],[-93.252088,36.147522],[-93.253119,36.147245],[-93.254215,36.147293],[-93.254367,36.147078],[-93.254422,36.147001],[-93.254612,36.146769],[-93.254948,36.146504],[-93.254903,36.145835],[-93.254456,36.145385],[-93.253997,36.144503],[-93.253703,36.143994],[-93.253634,36.143575],[-93.254035,36.143067],[-93.254429,36.142611],[-93.254645,36.142252],[-93.254873,36.141837],[-93.255034,36.141602],[-93.255275,36.141581],[-93.255769,36.141618],[-93.256517,36.14172],[-93.256534,36.141723],[-93.2571,36.141629],[-93.258,36.141458],[-93.258309,36.141421],[-93.258598,36.141351],[-93.258678,36.140983],[-93.258679,36.140708],[-93.258663,36.140366],[-93.25868,36.140228],[-93.258697,36.139933],[-93.25907,36.139664],[-93.259308,36.139449],[-93.259617,36.139194],[-93.25995,36.138975],[-93.260254,36.13862],[-93.260639,36.137402],[-93.262087,36.136648],[-93.262301,36.135649],[-93.262607,36.135455],[-93.263001,36.135242],[-93.263694,36.135531],[-93.263958,36.135641],[-93.264883,36.135612],[-93.265602,36.135525],[-93.265794,36.135491],[-93.265994,36.135362],[-93.265953,36.135141],[-93.265703,36.134571],[-93.265887,36.13412],[-93.265992,36.133903],[-93.266148,36.133579],[-93.266435,36.132859],[-93.266425,36.132395],[-93.266403,36.13223],[-93.266238,36.131782],[-93.266131,36.131577],[-93.265678,36.130832],[-93.265495,36.130618],[-93.265493,36.130183],[-93.265669,36.129811],[-93.266283,36.129203],[-93.26673,36.128756],[-93.266943,36.128512],[-93.266994,36.128375],[-93.267437,36.128297],[-93.267681,36.128247],[-93.267874,36.128235],[-93.268464,36.128319],[-93.268699,36.128355],[-93.269072,36.128429],[-93.269586,36.128513],[-93.270044,36.1286],[-93.270685,36.128772],[-93.271034,36.128816],[-93.271298,36.12885],[-93.271877,36.128717],[-93.272565,36.128527],[-93.273532,36.128058],[-93.274634,36.127379],[-93.274832,36.127277],[-93.275266,36.127085],[-93.27548,36.127003],[-93.27616,36.126749],[-93.276316,36.126704],[-93.276832,36.126581],[-93.277257,36.126505],[-93.278137,36.126494],[-93.278612,36.126554],[-93.278844,36.126584],[-93.279011,36.126605],[-93.279412,36.126185],[-93.27978,36.125765],[-93.280104,36.12523],[-93.280181,36.125099],[-93.280301,36.124925],[-93.280396,36.12472],[-93.280384,36.124546],[-93.28034,36.12433],[-93.280252,36.124075],[-93.279812,36.12349],[-93.27974,36.12331],[-93.27964,36.122916],[-93.279791,36.122521],[-93.280127,36.122182],[-93.280297,36.12172],[-93.280353,36.121244],[-93.28049,36.120683],[-93.281054,36.120203],[-93.281547,36.119939],[-93.282102,36.119674],[-93.282248,36.119581],[-93.282359,36.119481],[-93.28236,36.118787],[-93.282301,36.117944],[-93.282042,36.117361],[-93.281934,36.11715],[-93.281662,36.116699],[-93.280959,36.116401],[-93.280608,36.115976],[-93.280513,36.115803],[-93.280261,36.115093],[-93.280049,36.114627],[-93.279639,36.113896],[-93.279686,36.113332],[-93.279695,36.112994],[-93.279729,36.112618],[-93.279771,36.112038],[-93.279861,36.111565],[-93.280007,36.111145],[-93.28011,36.11091],[-93.280276,36.110743],[-93.280489,36.110526],[-93.280595,36.110431],[-93.280905,36.110241],[-93.281283,36.110062],[-93.281953,36.109831],[-93.283251,36.109479],[-93.284086,36.109093],[-93.284976,36.108731],[-93.285278,36.10823],[-93.285364,36.107783],[-93.285431,36.107639],[-93.285821,36.107164],[-93.28603,36.107038],[-93.286229,36.106902],[-93.286631,36.10684],[-93.287029,36.106778],[-93.288211,36.106967],[-93.288982,36.107101],[-93.289834,36.106934],[-93.290797,36.107119],[-93.291844,36.106816],[-93.292288,36.106646],[-93.292925,36.106582],[-93.294095,36.106484],[-93.29449,36.106163],[-93.294612,36.106061],[-93.295655,36.105085],[-93.297346,36.104988],[-93.29803,36.104667],[-93.298302,36.104283],[-93.298617,36.1038],[-93.298725,36.103452],[-93.298954,36.102816],[-93.299041,36.102701],[-93.299351,36.102448],[-93.29989,36.102205],[-93.300347,36.1021],[-93.300786,36.102041],[-93.30151,36.101926],[-93.302158,36.101672],[-93.302456,36.101383],[-93.302496,36.10067],[-93.302505,36.099658],[-93.302542,36.098833],[-93.302126,36.098393],[-93.301832,36.098134],[-93.301415,36.098032],[-93.301322,36.097628],[-93.301957,36.097158],[-93.302733,36.09707],[-93.3033,36.096704],[-93.303414,36.096307],[-93.303074,36.095537],[-93.302757,36.095096],[-93.302353,36.094461],[-93.302117,36.094081],[-93.301721,36.093692],[-93.301514,36.093413],[-93.301485,36.093001],[-93.301524,36.092784],[-93.30173,36.092581],[-93.301945,36.092413],[-93.302578,36.092227],[-93.30285,36.092069],[-93.303194,36.091799],[-93.303286,36.09163],[-93.303411,36.091299],[-93.303421,36.091123],[-93.303402,36.090936],[-93.303342,36.090783],[-93.303,36.09036],[-93.302836,36.090128],[-93.302683,36.089596],[-93.302706,36.089265],[-93.302762,36.089143],[-93.302931,36.088987],[-93.303079,36.088881],[-93.303693,36.088456],[-93.303789,36.088282],[-93.303835,36.08809],[-93.303745,36.087858],[-93.303619,36.087667],[-93.302836,36.087056],[-93.302154,36.086548],[-93.301225,36.086043],[-93.30042,36.085637],[-93.300218,36.085527],[-93.299929,36.085332],[-93.299618,36.085069],[-93.299377,36.084689],[-93.299322,36.084567],[-93.299082,36.08375],[-93.299008,36.083466],[-93.298976,36.083234],[-93.298971,36.082632],[-93.29882,36.08183],[-93.298694,36.081154],[-93.298681,36.080834],[-93.29872,36.080532],[-93.298898,36.079468],[-93.299148,36.078142],[-93.29926,36.077884],[-93.299351,36.077742],[-93.299561,36.077692],[-93.299939,36.077653],[-93.300128,36.077659],[-93.300388,36.077737],[-93.300969,36.077995],[-93.301557,36.078749],[-93.301883,36.079429],[-93.301982,36.080091],[-93.302382,36.080687],[-93.302969,36.081098],[-93.303605,36.081744],[-93.304113,36.082004],[-93.304617,36.082183],[-93.305053,36.082328],[-93.305286,36.082384],[-93.305615,36.082435],[-93.30607,36.082423],[-93.306578,36.082363],[-93.306735,36.082288],[-93.307299,36.081901],[-93.307877,36.081622],[-93.308439,36.081364],[-93.308692,36.081185],[-93.308868,36.080993],[-93.308981,36.080783],[-93.308913,36.080535],[-93.308777,36.080006],[-93.3088,36.079778],[-93.308852,36.079616],[-93.309037,36.079485],[-93.309261,36.079362],[-93.309472,36.07929],[-93.309735,36.07928],[-93.310411,36.079305],[-93.31081,36.079367],[-93.311268,36.079508],[-93.311633,36.079735],[-93.312169,36.080096],[-93.312476,36.0804],[-93.312687,36.080557],[-93.313405,36.080963],[-93.314147,36.081466],[-93.314294,36.081509],[-93.314374,36.081531],[-93.314679,36.081485],[-93.315673,36.081228],[-93.31607,36.081197],[-93.316155,36.081375],[-93.315947,36.081935],[-93.316135,36.082653],[-93.31642,36.083171],[-93.316789,36.083535],[-93.317457,36.084185],[-93.318016,36.084706],[-93.319179,36.085711],[-93.31956,36.086273],[-93.319699,36.086476],[-93.320027,36.086964],[-93.320085,36.087083],[-93.320318,36.087763],[-93.320438,36.088234],[-93.320589,36.089304],[-93.320756,36.089493],[-93.321015,36.089456],[-93.321146,36.089379],[-93.321675,36.088882],[-93.321841,36.088764],[-93.322115,36.088694],[-93.322661,36.088846],[-93.323483,36.089148],[-93.324296,36.089387],[-93.324479,36.089424],[-93.325556,36.089557],[-93.326389,36.089753],[-93.327347,36.090023],[-93.328272,36.090059],[-93.329308,36.090209],[-93.32951,36.090177],[-93.330987,36.089943],[-93.3315,36.089885],[-93.332782,36.089963],[-93.333861,36.089638],[-93.33429,36.089305],[-93.334484,36.089219],[-93.335168,36.089055],[-93.335516,36.088941],[-93.336228,36.088662],[-93.336448,36.088517],[-93.336796,36.088106],[-93.3372,36.087832],[-93.337612,36.087522],[-93.338473,36.087159],[-93.339195,36.086816],[-93.340075,36.086438],[-93.34045,36.086191],[-93.340705,36.086001],[-93.340899,36.085851],[-93.341211,36.085576],[-93.341308,36.085463],[-93.341436,36.085307],[-93.341641,36.085139],[-93.341981,36.085199],[-93.342448,36.085529],[-93.343574,36.085736],[-93.344932,36.085968],[-93.347163,36.08605],[-93.347752,36.085947],[-93.348319,36.085837],[-93.348493,36.085778],[-93.348856,36.085592],[-93.34898,36.085508],[-93.349415,36.085139],[-93.349982,36.084315],[-93.350565,36.083378],[-93.350695,36.083175],[-93.350847,36.082951],[-93.351269,36.082321],[-93.35157,36.082034],[-93.351763,36.081889],[-93.352207,36.081635],[-93.352462,36.081526],[-93.352753,36.081411],[-93.35329,36.081195],[-93.353699,36.081061],[-93.354274,36.080908],[-93.354631,36.080564],[-93.354714,36.080071],[-93.355088,36.079684],[-93.355274,36.079523],[-93.355508,36.07927],[-93.35618,36.078955],[-93.356474,36.078828],[-93.356924,36.07868],[-93.357181,36.0786],[-93.357961,36.078348],[-93.358344,36.078202],[-93.358725,36.078028],[-93.359333,36.077753],[-93.359941,36.077481],[-93.360535,36.077134],[-93.361222,36.076814],[-93.361692,36.076671],[-93.362458,36.076166],[-93.363091,36.075896],[-93.36355,36.075694],[-93.363774,36.075517],[-93.36389,36.075398],[-93.36406,36.075208],[-93.363976,36.074284],[-93.363954,36.074135],[-93.363753,36.073225],[-93.362899,36.071957],[-93.362495,36.071554],[-93.362339,36.071413],[-93.361987,36.071085],[-93.361396,36.071033],[-93.360681,36.070645],[-93.360144,36.070315],[-93.359916,36.070187],[-93.359503,36.070001],[-93.359305,36.069919],[-93.358788,36.069715],[-93.358229,36.069408],[-93.357822,36.069037],[-93.357729,36.068925],[-93.357511,36.06859],[-93.3574,36.068419],[-93.35733,36.068223],[-93.357284,36.067912],[-93.357388,36.067679],[-93.357633,36.067386],[-93.35804,36.067146],[-93.358179,36.067078],[-93.358649,36.066871],[-93.358919,36.066724],[-93.359155,36.066581],[-93.359603,36.066347],[-93.360142,36.066015],[-93.36029,36.065908],[-93.360394,36.065775],[-93.360496,36.065565],[-93.360637,36.065251],[-93.360707,36.064816],[-93.360713,36.064397],[-93.360747,36.064158],[-93.360951,36.063803],[-93.361135,36.063564],[-93.361319,36.063365],[-93.361588,36.06306],[-93.361751,36.062838],[-93.362001,36.062434],[-93.36255,36.061876],[-93.362652,36.061499],[-93.362826,36.060773],[-93.363069,36.059562],[-93.363235,36.059372],[-93.363467,36.059191],[-93.363936,36.059005],[-93.364433,36.058789],[-93.365101,36.05853],[-93.365467,36.058409],[-93.365928,36.058264],[-93.366486,36.058005],[-93.366654,36.057935],[-93.366913,36.057859],[-93.367219,36.057804],[-93.367514,36.057765],[-93.368137,36.057736],[-93.36859,36.057726],[-93.369022,36.057729],[-93.369542,36.057768],[-93.370381,36.057887],[-93.370812,36.057938],[-93.371026,36.057896],[-93.371256,36.05763],[-93.371295,36.057454],[-93.371282,36.05705],[-93.371186,36.056681],[-93.371052,36.05615],[-93.370956,36.055753],[-93.3711,36.055117],[-93.37159,36.054669],[-93.371717,36.054558],[-93.37235,36.054054],[-93.372545,36.053593],[-93.372729,36.053401],[-93.372994,36.053367],[-93.373219,36.053316],[-93.373473,36.053239],[-93.374042,36.052928],[-93.374413,36.052727],[-93.375152,36.052481],[-93.375843,36.0521],[-93.37683,36.051869],[-93.377479,36.051838],[-93.37814,36.051838],[-93.37889,36.051883],[-93.380347,36.052111],[-93.3812,36.052216],[-93.381769,36.052185],[-93.382132,36.051994],[-93.382243,36.051906],[-93.382496,36.05161],[-93.382908,36.051516],[-93.383604,36.051503],[-93.384139,36.051663],[-93.384593,36.051759],[-93.38502,36.051816],[-93.385432,36.051867],[-93.385684,36.051888],[-93.386086,36.05191],[-93.386443,36.051798],[-93.386641,36.051683],[-93.386828,36.051405],[-93.386853,36.051256],[-93.386797,36.050999],[-93.386731,36.050648],[-93.386735,36.05033],[-93.386972,36.049896],[-93.387104,36.049718],[-93.3875,36.049291],[-93.387886,36.049071],[-93.388195,36.048964],[-93.38857,36.048906],[-93.388765,36.048847],[-93.389198,36.048654],[-93.389386,36.048586],[-93.389793,36.04844],[-93.390016,36.048347],[-93.39045,36.048197],[-93.390654,36.047849],[-93.390964,36.047463],[-93.391368,36.046575],[-93.391546,36.045813],[-93.391745,36.044938],[-93.391962,36.044317],[-93.392036,36.044013],[-93.392028,36.043866],[-93.391879,36.043256],[-93.391601,36.042914],[-93.391423,36.042615],[-93.391382,36.041995],[-93.391771,36.041451],[-93.391839,36.041176],[-93.391808,36.040425],[-93.391886,36.039715],[-93.392234,36.038977],[-93.392267,36.037818],[-93.39231,36.036876],[-93.392186,36.036545],[-93.391809,36.036156],[-93.392113,36.035215],[-93.392366,36.034976],[-93.392832,36.034634],[-93.393382,36.034481],[-93.394177,36.034244],[-93.394845,36.034172],[-93.39547,36.034098],[-93.395758,36.034072],[-93.396273,36.034041],[-93.396647,36.034037],[-93.397453,36.034093],[-93.397754,36.034135],[-93.39805,36.034274],[-93.398327,36.034438],[-93.398626,36.034721],[-93.398902,36.034884],[-93.399213,36.035036],[-93.39966,36.035256],[-93.399927,36.035401],[-93.400308,36.035585],[-93.400874,36.035597],[-93.400997,36.035604],[-93.40118,36.035616],[-93.401585,36.035612],[-93.40202,36.03564],[-93.402211,36.03568],[-93.402717,36.036206],[-93.402877,36.036336],[-93.403096,36.036439],[-93.403303,36.036524],[-93.403488,36.036555],[-93.403741,36.036511],[-93.40425,36.036363],[-93.404501,36.036216],[-93.404903,36.035944],[-93.405504,36.035392],[-93.405721,36.034879],[-93.405869,36.034471],[-93.40614,36.034098],[-93.40672,36.033684],[-93.407161,36.033364],[-93.408177,36.032653],[-93.408319,36.032556],[-93.4086,36.032343],[-93.408898,36.032022],[-93.409252,36.031804],[-93.409449,36.031704],[-93.409701,36.031695],[-93.409954,36.031716],[-93.410468,36.031755],[-93.410656,36.031752],[-93.41109,36.031715],[-93.411458,36.031594],[-93.411737,36.031446],[-93.411876,36.031362],[-93.412332,36.031086],[-93.412466,36.031018],[-93.412973,36.030856],[-93.413792,36.030747],[-93.414243,36.030651],[-93.414668,36.030596],[-93.415517,36.030509],[-93.416687,36.030365],[-93.418011,36.030395],[-93.41844,36.030474],[-93.418741,36.030563],[-93.418928,36.030678],[-93.419369,36.031062],[-93.419842,36.031439],[-93.420283,36.031807],[-93.420697,36.032125],[-93.421174,36.032347],[-93.421521,36.032497],[-93.421966,36.032563],[-93.422495,36.032649],[-93.42315,36.03259],[-93.423935,36.032461],[-93.424833,36.031939],[-93.425215,36.031429],[-93.425434,36.031047],[-93.425605,36.030751],[-93.42576,36.030482],[-93.426032,36.030033],[-93.426393,36.029518],[-93.426854,36.028826],[-93.427214,36.028392],[-93.427335,36.028272],[-93.427578,36.028087],[-93.427955,36.027822],[-93.428367,36.027667],[-93.428789,36.027514],[-93.42899,36.027421],[-93.429131,36.027326],[-93.429314,36.027179],[-93.429517,36.026993],[-93.429959,36.026593],[-93.430429,36.026429],[-93.430807,36.026324],[-93.431006,36.0263],[-93.431732,36.026311],[-93.432276,36.026278],[-93.433637,36.026138],[-93.434378,36.026083],[-93.434818,36.026034],[-93.435551,36.025894],[-93.436132,36.025813],[-93.435995,36.024935],[-93.435839,36.023943],[-93.435807,36.023067],[-93.435738,36.022395],[-93.43577,36.021428],[-93.435715,36.020725],[-93.435688,36.020299],[-93.435692,36.020051],[-93.435776,36.019402],[-93.436085,36.018794],[-93.436376,36.018401],[-93.436586,36.018256],[-93.436831,36.018129],[-93.43795,36.017994],[-93.438159,36.017969],[-93.438514,36.017909],[-93.438698,36.017804],[-93.438995,36.017562],[-93.439131,36.017154],[-93.438856,36.016402],[-93.438632,36.015842],[-93.43845,36.015387],[-93.438358,36.015036],[-93.43852,36.014593],[-93.438837,36.014254],[-93.439139,36.014012],[-93.439491,36.013704],[-93.4399,36.013252],[-93.440231,36.012957],[-93.440365,36.012648],[-93.440435,36.012522],[-93.440622,36.012354],[-93.44089,36.012182],[-93.441082,36.012102],[-93.441752,36.012233],[-93.442383,36.012161],[-93.443319,36.012387],[-93.443964,36.012524],[-93.44482,36.012846],[-93.445029,36.01294],[-93.445368,36.013053],[-93.44572,36.012619],[-93.44579,36.01183],[-93.445785,36.011517],[-93.445695,36.011303],[-93.445053,36.010199],[-93.444561,36.009459],[-93.444172,36.008593],[-93.443618,36.007328],[-93.443329,36.006628],[-93.44322,36.006335],[-93.443357,36.005711],[-93.443421,36.005566],[-93.443701,36.005087],[-93.443931,36.004692],[-93.444223,36.004191],[-93.444619,36.003637],[-93.444708,36.003485],[-93.444881,36.003106],[-93.444948,36.002748],[-93.445019,36.001965],[-93.445116,36.001331],[-93.44516,36.001079],[-93.445262,36.000098],[-93.445292,35.999936],[-93.445427,35.999493],[-93.445585,35.999049],[-93.445796,35.998203],[-93.446085,35.997607],[-93.446474,35.996753],[-93.446527,35.996485],[-93.446615,35.996164],[-93.446635,35.996031],[-93.446929,35.996116],[-93.447267,35.996216],[-93.447791,35.996331],[-93.448333,35.996496],[-93.44873,35.996594],[-93.449065,35.996572],[-93.449219,35.996504],[-93.44932,35.996407],[-93.449497,35.996187],[-93.449661,35.995966],[-93.449861,35.995686],[-93.450015,35.995491],[-93.450138,35.995315],[-93.450226,35.994965],[-93.450089,35.994621],[-93.449896,35.994342],[-93.44936,35.993724],[-93.449294,35.993524],[-93.449007,35.992698],[-93.44869,35.992079],[-93.448479,35.99176],[-93.448218,35.99152],[-93.447687,35.990954],[-93.447406,35.990558],[-93.447298,35.990383],[-93.446971,35.989859],[-93.446769,35.989393],[-93.446763,35.98912],[-93.446893,35.988419],[-93.446952,35.988225],[-93.447462,35.987637],[-93.447653,35.987341],[-93.447692,35.987153],[-93.447795,35.985873],[-93.447736,35.98546],[-93.447592,35.984801],[-93.447166,35.984103],[-93.447089,35.98395],[-93.446974,35.983586],[-93.447005,35.982867],[-93.446959,35.982254],[-93.446966,35.982107],[-93.447028,35.981451],[-93.447073,35.981325],[-93.447576,35.980622],[-93.447687,35.980518],[-93.448124,35.980322],[-93.448364,35.98038],[-93.448863,35.98064],[-93.449024,35.980695],[-93.449448,35.980757],[-93.449658,35.980623],[-93.44976,35.980474],[-93.449873,35.979768],[-93.449978,35.979161],[-93.450067,35.978588],[-93.450225,35.977896],[-93.450461,35.977667],[-93.450581,35.97681],[-93.450723,35.976032],[-93.450805,35.975559],[-93.450858,35.975126],[-93.450806,35.974722],[-93.450683,35.974166],[-93.450498,35.973414],[-93.450524,35.972823],[-93.450771,35.972378],[-93.45091,35.972067],[-93.451221,35.971561],[-93.451364,35.9714],[-93.451483,35.971282],[-93.451713,35.970971],[-93.451965,35.970663],[-93.452414,35.970328],[-93.452731,35.970076],[-93.452865,35.969733],[-93.452842,35.969427],[-93.45242,35.969048],[-93.452447,35.968808],[-93.452692,35.968562],[-93.452896,35.968381],[-93.453031,35.96825],[-93.453296,35.967892],[-93.453384,35.967768],[-93.453657,35.967494],[-93.454002,35.967008],[-93.454148,35.966864],[-93.454606,35.96647],[-93.454719,35.966124],[-93.454737,35.965982],[-93.454731,35.965455],[-93.454682,35.964975],[-93.454624,35.964642],[-93.45455,35.964241],[-93.453649,35.964201],[-93.45332,35.963937],[-93.453649,35.963343],[-93.454006,35.962866],[-93.454084,35.962723],[-93.454184,35.962529],[-93.454355,35.962285],[-93.454744,35.961846],[-93.455009,35.961541],[-93.455381,35.960972],[-93.455594,35.960689],[-93.455822,35.960429],[-93.456112,35.960162],[-93.456259,35.959981],[-93.456414,35.959408],[-93.456768,35.959517],[-93.457901,35.959774],[-93.458819,35.959525],[-93.458956,35.959488],[-93.459999,35.959518],[-93.461047,35.95942],[-93.462374,35.959315],[-93.462744,35.959289],[-93.462964,35.959284],[-93.463153,35.959301],[-93.463666,35.959434],[-93.463971,35.959557],[-93.464407,35.959558],[-93.464724,35.959592],[-93.464908,35.959774],[-93.464703,35.960046],[-93.46448,35.960344],[-93.464393,35.960581],[-93.464234,35.961091],[-93.464072,35.961633],[-93.463907,35.961825],[-93.463603,35.96213],[-93.463522,35.962254],[-93.463552,35.962502],[-93.463843,35.962796],[-93.464197,35.96316],[-93.464744,35.96371],[-93.46495,35.963908],[-93.46535,35.964242],[-93.465879,35.964655],[-93.466042,35.964778],[-93.466439,35.965094],[-93.466757,35.965337],[-93.46719,35.965628],[-93.467398,35.965722],[-93.467558,35.96576],[-93.468281,35.965832],[-93.468359,35.96584],[-93.468555,35.965812],[-93.46913,35.965733],[-93.469553,35.965686],[-93.470438,35.965349],[-93.471124,35.965137],[-93.471715,35.965004],[-93.472244,35.965049],[-93.473234,35.965244],[-93.473554,35.965227],[-93.4739,35.96521],[-93.474502,35.965117],[-93.474964,35.96498],[-93.475428,35.964823],[-93.475985,35.964841],[-93.476479,35.96487],[-93.476668,35.964901],[-93.476959,35.964922],[-93.477087,35.964715],[-93.47724,35.964376],[-93.477389,35.964001],[-93.477451,35.963778],[-93.477327,35.963503],[-93.477239,35.963382],[-93.476868,35.963052],[-93.476543,35.962632],[-93.476022,35.962406],[-93.47551,35.962363],[-93.475273,35.962161],[-93.475263,35.962003],[-93.475346,35.961742],[-93.475591,35.961518],[-93.475962,35.961115],[-93.476214,35.960695],[-93.476418,35.960288],[-93.476513,35.960134],[-93.476769,35.959773],[-93.4771,35.959555],[-93.477504,35.959382],[-93.477861,35.959209],[-93.478305,35.959036],[-93.478833,35.959167],[-93.479191,35.959245],[-93.479195,35.959245],[-93.479425,35.959203],[-93.47968,35.959076],[-93.479991,35.958813],[-93.480108,35.958671],[-93.480177,35.958506],[-93.480056,35.95804],[-93.479577,35.957235],[-93.479351,35.956749],[-93.479215,35.95638],[-93.479188,35.956245],[-93.479132,35.955745],[-93.478958,35.954785],[-93.479072,35.954453],[-93.479319,35.953999],[-93.479331,35.953772],[-93.479278,35.95342],[-93.479232,35.953283],[-93.479137,35.953168],[-93.478969,35.953036],[-93.478214,35.952913],[-93.477944,35.952569],[-93.477783,35.952355],[-93.477728,35.952051],[-93.477766,35.951706],[-93.477828,35.951492],[-93.478093,35.95077],[-93.478226,35.950505],[-93.478443,35.950175],[-93.478516,35.950024],[-93.478645,35.949906],[-93.479407,35.949698],[-93.479789,35.949552],[-93.480136,35.949459],[-93.480608,35.949382],[-93.481138,35.949448],[-93.481406,35.949501],[-93.48161,35.949557],[-93.481878,35.949679],[-93.482674,35.950136],[-93.483264,35.950397],[-93.483909,35.950278],[-93.484063,35.950245],[-93.484658,35.950123],[-93.485029,35.950003],[-93.485229,35.949914],[-93.485298,35.949679],[-93.485077,35.949398],[-93.48495,35.949236],[-93.484992,35.949081],[-93.48509,35.948938],[-93.485262,35.948715],[-93.485604,35.948648],[-93.48597,35.94866],[-93.486185,35.948756],[-93.486473,35.948818],[-93.487055,35.948775],[-93.487574,35.948547],[-93.488143,35.94816],[-93.488666,35.947646],[-93.48922,35.947335],[-93.4893,35.947183],[-93.489362,35.946958],[-93.489299,35.946489],[-93.489309,35.946307],[-93.48926,35.94593],[-93.489187,35.945426],[-93.489267,35.944887],[-93.489551,35.944539],[-93.489732,35.944403],[-93.490277,35.944089],[-93.490462,35.94394],[-93.490738,35.943767],[-93.491413,35.94339],[-93.491782,35.942918],[-93.491887,35.942588],[-93.491979,35.942223],[-93.491973,35.942067],[-93.491931,35.941894],[-93.491109,35.940998],[-93.490766,35.940616],[-93.490512,35.940347],[-93.49011,35.939871],[-93.489934,35.939513],[-93.489788,35.939085],[-93.489622,35.938899],[-93.489469,35.938773],[-93.489091,35.938119],[-93.488659,35.937571],[-93.488323,35.937022],[-93.48813,35.936617],[-93.487562,35.935661],[-93.487571,35.935258],[-93.487691,35.934795],[-93.488093,35.934248],[-93.488458,35.933724],[-93.488774,35.933328],[-93.489028,35.933045],[-93.489232,35.93286],[-93.490038,35.932613],[-93.490658,35.932437],[-93.491298,35.932074],[-93.491826,35.931873],[-93.493081,35.931329],[-93.493716,35.930971],[-93.493745,35.930686],[-93.493695,35.9304],[-93.493775,35.930188],[-93.493894,35.930048],[-93.493957,35.929795],[-93.494653,35.929459],[-93.495176,35.929247],[-93.496306,35.93013],[-93.497074,35.930231],[-93.497185,35.930235],[-93.49738,35.930243],[-93.497584,35.930134],[-93.497794,35.929951],[-93.497835,35.929743],[-93.49781,35.929504],[-93.497787,35.929349],[-93.497692,35.929025],[-93.497252,35.927904],[-93.497248,35.927649],[-93.497553,35.92747],[-93.498154,35.927477],[-93.498593,35.927312],[-93.499123,35.92706],[-93.499295,35.927001],[-93.499798,35.926764],[-93.499968,35.926707],[-93.500201,35.92663],[-93.500836,35.926444],[-93.500985,35.926387],[-93.501361,35.926255],[-93.501553,35.926112],[-93.502025,35.925648],[-93.502338,35.925257],[-93.502628,35.924568],[-93.502713,35.92432],[-93.502846,35.923776],[-93.503054,35.922944],[-93.50345,35.922466],[-93.503999,35.921993],[-93.503905,35.92138],[-93.503867,35.921117],[-93.503815,35.920641],[-93.503812,35.920346],[-93.503881,35.920193],[-93.504289,35.91949],[-93.504372,35.919305],[-93.504589,35.918544],[-93.504625,35.918339],[-93.504616,35.918168],[-93.504571,35.917967],[-93.504413,35.917702],[-93.504155,35.917385],[-93.5038,35.917109],[-93.50328,35.916913],[-93.501569,35.916357],[-93.501185,35.916162],[-93.500798,35.915912],[-93.500563,35.915624],[-93.500428,35.915034],[-93.500264,35.914618],[-93.499945,35.914488],[-93.498972,35.91406],[-93.498096,35.913921],[-93.497351,35.913836],[-93.496968,35.913574],[-93.496653,35.913014],[-93.495921,35.912429],[-93.495624,35.912196],[-93.494988,35.911721],[-93.494683,35.911485],[-93.494035,35.911213],[-93.493491,35.910994],[-93.493299,35.910858],[-93.493246,35.910718],[-93.493207,35.910518],[-93.493155,35.90958],[-93.493075,35.909046],[-93.493015,35.908337],[-93.493008,35.908159],[-93.493261,35.908045],[-93.493745,35.907856],[-93.494159,35.907685],[-93.495152,35.907079],[-93.496252,35.906543],[-93.496891,35.906263],[-93.497276,35.906153],[-93.498007,35.90603],[-93.498201,35.906014],[-93.498361,35.906029],[-93.498942,35.906148],[-93.499188,35.906186],[-93.500193,35.906281],[-93.500667,35.906304],[-93.50074,35.906308],[-93.501604,35.9062],[-93.502317,35.906085],[-93.502987,35.906183],[-93.503171,35.906173],[-93.503394,35.906012],[-93.504319,35.90519],[-93.504926,35.904834],[-93.505375,35.90455],[-93.50575,35.904204],[-93.506056,35.903885],[-93.50639,35.903604],[-93.506602,35.902765],[-93.506732,35.902345],[-93.506774,35.901988],[-93.506891,35.901357],[-93.507032,35.901068],[-93.507338,35.900897],[-93.507671,35.900743],[-93.508494,35.900505],[-93.509024,35.900322],[-93.509484,35.900095],[-93.509999,35.899682],[-93.510413,35.899354],[-93.510725,35.899091],[-93.511117,35.898731],[-93.511275,35.898248],[-93.511488,35.897501],[-93.511761,35.897108],[-93.512218,35.89672],[-93.512316,35.896607],[-93.512725,35.895537],[-93.512892,35.894702],[-93.513029,35.893717],[-93.513105,35.893139],[-93.513026,35.892439],[-93.51318,35.891953],[-93.513484,35.891481],[-93.513684,35.891325],[-93.513937,35.891164],[-93.514138,35.891124],[-93.514535,35.891156],[-93.515137,35.891158],[-93.515448,35.89099],[-93.51606,35.890571],[-93.516482,35.890141],[-93.51667,35.889863],[-93.51682,35.889609],[-93.517121,35.889248],[-93.51766,35.888725],[-93.518497,35.888581],[-93.518906,35.888325],[-93.519359,35.887967],[-93.519656,35.886487],[-93.519872,35.885643],[-93.519963,35.885424],[-93.519917,35.884921],[-93.519851,35.884572],[-93.519846,35.884324],[-93.519891,35.883659],[-93.519928,35.883398],[-93.520056,35.883223],[-93.520219,35.883033],[-93.520611,35.882608],[-93.521007,35.882167],[-93.521312,35.881753],[-93.521433,35.881419],[-93.521463,35.881247],[-93.521323,35.880878],[-93.521276,35.880714],[-93.521335,35.880547],[-93.521605,35.880012],[-93.521704,35.879763],[-93.521911,35.879237],[-93.522104,35.87884],[-93.522075,35.878504],[-93.522037,35.87831],[-93.521825,35.878025],[-93.521316,35.877473],[-93.521053,35.877075],[-93.52092,35.876836],[-93.520908,35.876654],[-93.52088,35.87644],[-93.52082,35.876122],[-93.520855,35.875865],[-93.52095,35.87572],[-93.521184,35.875399],[-93.521301,35.875282],[-93.521444,35.875186],[-93.522032,35.874832],[-93.522311,35.874615],[-93.522454,35.874463],[-93.522593,35.874241],[-93.522783,35.873792],[-93.522692,35.872853],[-93.522672,35.872064],[-93.522657,35.871778],[-93.522629,35.871223],[-93.522603,35.870525],[-93.522612,35.870385],[-93.52268,35.870123],[-93.522998,35.869321],[-93.522956,35.868738],[-93.522925,35.868546],[-93.522763,35.86793],[-93.522815,35.867154],[-93.522882,35.866085],[-93.522904,35.865589],[-93.522743,35.865058],[-93.522543,35.864489],[-93.52248,35.863797],[-93.52244,35.86356],[-93.52245,35.863432],[-93.52251,35.863078],[-93.522629,35.862577],[-93.522948,35.862341],[-93.523441,35.862398],[-93.523872,35.86245],[-93.524242,35.862475],[-93.524798,35.86236],[-93.525126,35.862169],[-93.525307,35.861986],[-93.524995,35.861633],[-93.524655,35.861238],[-93.524666,35.860161],[-93.525076,35.859124],[-93.525375,35.858472],[-93.52553,35.858158],[-93.525759,35.857731],[-93.52611,35.857267],[-93.526189,35.857147],[-93.526398,35.85668],[-93.526531,35.856391],[-93.526701,35.856124],[-93.526899,35.855895],[-93.527148,35.85566],[-93.527373,35.855107],[-93.527312,35.854419],[-93.527459,35.853826],[-93.52749,35.853494],[-93.527649,35.853158],[-93.52761,35.852807],[-93.52752,35.852232],[-93.527529,35.85168],[-93.527576,35.851085],[-93.527709,35.849883],[-93.527725,35.849689],[-93.527797,35.848951],[-93.527983,35.847659],[-93.527914,35.847154],[-93.527891,35.846864],[-93.52778,35.846585],[-93.527528,35.846225],[-93.527187,35.84581],[-93.527438,35.845547],[-93.527538,35.845015],[-93.527175,35.844153],[-93.52679,35.843886],[-93.526323,35.843604],[-93.526149,35.843003],[-93.525964,35.842405],[-93.525684,35.841908],[-93.525406,35.841472],[-93.52527,35.841105],[-93.525406,35.840899],[-93.525545,35.840736],[-93.525872,35.840395],[-93.526286,35.840025],[-93.526358,35.839741],[-93.526414,35.839112],[-93.526698,35.83857],[-93.526935,35.838109],[-93.527103,35.837779],[-93.527272,35.837524],[-93.527591,35.837132],[-93.527828,35.836791],[-93.528149,35.836068],[-93.528466,35.835422],[-93.528949,35.834888],[-93.529389,35.834525],[-93.530144,35.834004],[-93.530419,35.833313],[-93.530484,35.832884],[-93.530262,35.832211],[-93.530187,35.831948],[-93.530011,35.831288],[-93.530003,35.831133],[-93.530135,35.830361],[-93.530254,35.829777],[-93.53031,35.829511],[-93.530423,35.829003],[-93.530429,35.828766],[-93.530378,35.82851],[-93.530245,35.827929],[-93.530523,35.827222],[-93.530352,35.826224],[-93.530007,35.825831],[-93.52964,35.825682],[-93.529492,35.825633],[-93.528796,35.825392],[-93.528439,35.824833],[-93.52857,35.824327],[-93.528742,35.823754],[-93.52903,35.823239],[-93.529246,35.822846],[-93.529489,35.822457],[-93.529742,35.822278],[-93.530131,35.82217],[-93.530316,35.822034],[-93.530425,35.821889],[-93.530748,35.821417],[-93.531284,35.820932],[-93.531414,35.820774],[-93.531494,35.820625],[-93.531661,35.82034],[-93.531931,35.819922],[-93.532181,35.819422],[-93.531999,35.818968],[-93.531925,35.818824],[-93.53147,35.818242],[-93.531162,35.817957],[-93.530524,35.817424],[-93.530181,35.817064],[-93.53006,35.816864],[-93.529948,35.816522],[-93.529902,35.816392],[-93.529784,35.816043],[-93.529459,35.815663],[-93.528637,35.815728],[-93.528116,35.81559],[-93.527261,35.815763],[-93.526597,35.816607],[-93.526202,35.817156],[-93.526078,35.817288],[-93.52577,35.817226],[-93.525405,35.817083],[-93.525016,35.81686],[-93.524702,35.816847],[-93.524482,35.816887],[-93.523859,35.817106],[-93.522287,35.817257],[-93.522129,35.817255],[-93.520851,35.817153],[-93.520028,35.817262],[-93.519511,35.817474],[-93.518871,35.81807],[-93.518238,35.818266],[-93.517992,35.81856],[-93.517665,35.818895],[-93.517316,35.819129],[-93.516634,35.818769],[-93.516323,35.818667],[-93.516045,35.818548],[-93.515492,35.818316],[-93.515065,35.818208],[-93.51484,35.818152],[-93.51413,35.817973],[-93.513644,35.818108],[-93.513243,35.818211],[-93.513067,35.818266],[-93.512892,35.818354],[-93.512527,35.818566],[-93.511966,35.818372],[-93.511449,35.818158],[-93.511262,35.817838],[-93.511134,35.817593],[-93.510785,35.8172],[-93.510632,35.816315],[-93.510588,35.815732],[-93.510587,35.815418],[-93.510614,35.81497],[-93.510623,35.814643],[-93.510783,35.814209],[-93.510483,35.813679],[-93.510373,35.813393],[-93.509665,35.813037],[-93.509313,35.812985],[-93.50882,35.812919],[-93.508595,35.8126],[-93.508468,35.81242],[-93.508361,35.81218],[-93.508266,35.811901],[-93.508188,35.811736],[-93.507992,35.81141],[-93.507353,35.81135],[-93.5067,35.811312],[-93.506428,35.811309],[-93.505945,35.811299],[-93.505487,35.81129],[-93.504895,35.811311],[-93.504462,35.811339],[-93.503516,35.811362],[-93.503068,35.811386],[-93.50153,35.81135],[-93.500717,35.811355],[-93.500485,35.811381],[-93.500109,35.811475],[-93.499223,35.81176],[-93.498775,35.811918],[-93.498256,35.811764],[-93.497523,35.811395],[-93.497509,35.811051],[-93.49753,35.810845],[-93.497709,35.810047],[-93.497487,35.809577],[-93.49747,35.808522],[-93.497895,35.808047],[-93.498041,35.807332],[-93.498074,35.807192],[-93.498228,35.806745],[-93.498333,35.806318],[-93.498388,35.806034],[-93.498558,35.80522],[-93.499095,35.805001],[-93.499261,35.804942],[-93.499883,35.804732],[-93.500348,35.804583],[-93.500515,35.804542],[-93.501148,35.804427],[-93.501977,35.804362],[-93.502186,35.804208],[-93.502198,35.804048],[-93.502139,35.803174],[-93.502124,35.802836],[-93.502111,35.801977],[-93.502014,35.800765],[-93.501535,35.799919],[-93.501216,35.799673],[-93.500746,35.799303],[-93.500646,35.799197],[-93.500483,35.798963],[-93.500336,35.798243],[-93.5003,35.797752],[-93.500757,35.79692],[-93.501013,35.796338],[-93.501086,35.7962],[-93.501285,35.795944],[-93.50171,35.7956],[-93.502064,35.79535],[-93.502192,35.795253],[-93.502629,35.794915],[-93.502686,35.794471],[-93.502855,35.793821],[-93.502623,35.793047],[-93.502574,35.792846],[-93.502509,35.792488],[-93.502516,35.792353],[-93.502624,35.791899],[-93.502735,35.79141],[-93.502551,35.790951],[-93.502318,35.790627],[-93.501735,35.790341],[-93.501496,35.790033],[-93.501804,35.789595],[-93.502252,35.789005],[-93.502551,35.788622],[-93.502625,35.788498],[-93.502824,35.788058],[-93.502563,35.787806],[-93.501871,35.787428],[-93.501849,35.786754],[-93.50214,35.786424],[-93.502023,35.785944],[-93.502131,35.784659],[-93.502134,35.784504],[-93.502096,35.784209],[-93.501932,35.783504],[-93.501958,35.782325],[-93.502153,35.781925],[-93.502546,35.781592],[-93.502546,35.781592],[-93.502101,35.780956],[-93.501701,35.780405],[-93.501573,35.780176],[-93.501273,35.779792],[-93.500891,35.77891],[-93.500351,35.778549],[-93.499759,35.778126],[-93.498909,35.777622],[-93.498061,35.777317],[-93.497589,35.776866],[-93.497092,35.776635],[-93.496681,35.776833],[-93.496313,35.777017],[-93.495523,35.77726],[-93.495164,35.777423],[-93.49483,35.777623],[-93.494706,35.777716],[-93.494137,35.778277],[-93.493856,35.778533],[-93.49355,35.778805],[-93.493401,35.778957],[-93.492893,35.779488],[-93.492048,35.779954],[-93.491468,35.780258],[-93.49049,35.780828],[-93.489728,35.781498],[-93.489279,35.781868],[-93.488931,35.782103],[-93.48841,35.782417],[-93.48771,35.78283],[-93.486762,35.783232],[-93.486426,35.783374],[-93.486114,35.78353],[-93.485439,35.783957],[-93.484457,35.783914],[-93.484081,35.783548],[-93.483916,35.783404],[-93.483632,35.783216],[-93.483362,35.783037],[-93.4832,35.782744],[-93.483094,35.782614],[-93.482856,35.782326],[-93.482759,35.782205],[-93.48251,35.781917],[-93.48226,35.781538],[-93.481638,35.781046],[-93.481263,35.780723],[-93.481134,35.780611],[-93.480849,35.780382],[-93.480201,35.780236],[-93.479557,35.779948],[-93.478893,35.779698],[-93.478745,35.779629],[-93.478396,35.779412],[-93.477961,35.779163],[-93.477611,35.778579],[-93.477501,35.778387],[-93.47722,35.777895],[-93.476888,35.777206],[-93.476641,35.776139],[-93.476569,35.775781],[-93.476439,35.775015],[-93.476316,35.774511],[-93.47561,35.774051],[-93.4754,35.773926],[-93.474914,35.773669],[-93.474557,35.77351],[-93.474045,35.773325],[-93.473613,35.773198],[-93.472955,35.773023],[-93.472639,35.773071],[-93.472201,35.773186],[-93.472021,35.773216],[-93.470657,35.773271],[-93.470405,35.773278],[-93.469645,35.773263],[-93.469105,35.773536],[-93.468024,35.773518],[-93.468022,35.773527],[-93.467996,35.773678],[-93.467934,35.773885],[-93.46776,35.774344],[-93.467451,35.774597],[-93.466884,35.775068],[-93.466453,35.775498],[-93.466341,35.77562],[-93.465853,35.776179],[-93.465714,35.77636],[-93.465528,35.77655],[-93.464983,35.777174],[-93.464523,35.777699],[-93.464431,35.777877],[-93.464422,35.778042],[-93.464592,35.778273],[-93.464417,35.778529],[-93.464232,35.778685],[-93.463995,35.77888],[-93.463828,35.779],[-93.463691,35.779115],[-93.463447,35.779416],[-93.46314,35.779922],[-93.462641,35.780334],[-93.462543,35.780441],[-93.46246,35.780612],[-93.462381,35.781077],[-93.462386,35.781864],[-93.462409,35.782655],[-93.462437,35.782891],[-93.46242,35.783297],[-93.46241,35.7835],[-93.462351,35.78371],[-93.462234,35.784222],[-93.462036,35.784552],[-93.461941,35.784735],[-93.461774,35.785152],[-93.461652,35.785417],[-93.461523,35.785672],[-93.461316,35.786247],[-93.461016,35.786519],[-93.460492,35.786688],[-93.460085,35.787079],[-93.460293,35.787746],[-93.460322,35.787962],[-93.460405,35.78834],[-93.460393,35.788489],[-93.460189,35.788898],[-93.460047,35.789173],[-93.459632,35.789666],[-93.459471,35.790765],[-93.459375,35.791247],[-93.459269,35.791723],[-93.459178,35.792071],[-93.458954,35.792671],[-93.458673,35.792819],[-93.458034,35.793004],[-93.457548,35.793191],[-93.457386,35.793263],[-93.456958,35.793337],[-93.456414,35.793634],[-93.45609,35.793751],[-93.455327,35.793997],[-93.455134,35.794054],[-93.454576,35.794167],[-93.454253,35.794084],[-93.453848,35.794],[-93.453137,35.79389],[-93.452841,35.793946],[-93.452434,35.794062],[-93.45172,35.794121],[-93.451126,35.794141],[-93.450936,35.794174],[-93.450137,35.794424],[-93.449304,35.794847],[-93.449157,35.794902],[-93.4486,35.795109],[-93.448395,35.795184],[-93.448155,35.795282],[-93.447746,35.795423],[-93.447465,35.795607],[-93.446953,35.795976],[-93.446792,35.796161],[-93.44659,35.796327],[-93.446475,35.796476],[-93.446182,35.796898],[-93.445878,35.796942],[-93.445663,35.796776],[-93.445538,35.796687],[-93.445275,35.796552],[-93.44495,35.7964],[-93.444759,35.796273],[-93.444524,35.796107],[-93.444243,35.795909],[-93.443866,35.795602],[-93.443565,35.795371],[-93.443062,35.794843],[-93.442408,35.794169],[-93.441707,35.794208],[-93.441471,35.794279],[-93.441214,35.794331],[-93.441046,35.794366],[-93.440257,35.794148],[-93.439999,35.794334],[-93.439808,35.794573],[-93.439659,35.794777],[-93.439495,35.794973],[-93.439345,35.795143],[-93.439322,35.795434],[-93.439275,35.795598],[-93.4392,35.796198],[-93.43875,35.796734],[-93.438419,35.797211],[-93.438115,35.797963],[-93.437926,35.798117],[-93.43783,35.798225],[-93.43767,35.798489],[-93.437509,35.798727],[-93.437377,35.798923],[-93.437195,35.799224],[-93.43709,35.799657],[-93.436684,35.800008],[-93.436233,35.800251],[-93.43529,35.800479],[-93.435045,35.800539],[-93.434436,35.800762],[-93.434246,35.800889],[-93.434015,35.801079],[-93.43384,35.801271],[-93.433506,35.80173],[-93.433173,35.802024],[-93.432864,35.802278],[-93.431976,35.802506],[-93.430913,35.802677],[-93.430585,35.803005],[-93.430484,35.803208],[-93.430389,35.803551],[-93.430082,35.804057],[-93.429773,35.804311],[-93.429464,35.804564],[-93.429155,35.804818],[-93.428602,35.804827],[-93.428406,35.804821],[-93.427293,35.804825],[-93.425918,35.804613],[-93.424478,35.804792],[-93.424188,35.805079],[-93.423888,35.805346],[-93.423678,35.805536],[-93.423554,35.805618],[-93.423265,35.805851],[-93.422646,35.806106],[-93.422045,35.806198],[-93.421659,35.806292],[-93.421094,35.806611],[-93.420337,35.806993],[-93.420268,35.807232],[-93.420171,35.807379],[-93.419517,35.808102],[-93.419199,35.808529],[-93.418804,35.80902],[-93.417776,35.809465],[-93.417081,35.809916],[-93.416631,35.810351],[-93.416499,35.810495],[-93.416379,35.810633],[-93.415847,35.811196],[-93.415648,35.811438],[-93.415238,35.813459],[-93.415132,35.81394],[-93.415069,35.814154],[-93.414966,35.81431],[-93.414665,35.814469],[-93.414036,35.814645],[-93.413789,35.814783],[-93.413348,35.815062],[-93.413135,35.81518],[-93.412721,35.815445],[-93.411864,35.815826],[-93.411715,35.815951],[-93.411253,35.816358],[-93.411085,35.816453],[-93.41081,35.816617],[-93.410341,35.816853],[-93.410214,35.817038],[-93.410029,35.817377],[-93.409972,35.817589],[-93.410013,35.818125],[-93.409544,35.818595],[-93.409344,35.818756],[-93.409082,35.818958],[-93.408848,35.819179],[-93.408645,35.819561],[-93.408423,35.820087],[-93.408252,35.820703],[-93.407899,35.821322],[-93.407745,35.821775],[-93.40753,35.822105],[-93.40744,35.82231],[-93.407409,35.82254],[-93.406769,35.822924],[-93.405936,35.823251],[-93.405368,35.823614],[-93.405175,35.823756],[-93.40505,35.823858],[-93.404741,35.824112],[-93.404213,35.824767],[-93.403968,35.825004],[-93.403505,35.825128],[-93.403077,35.825244],[-93.402767,35.825311],[-93.402603,35.825367],[-93.402081,35.825581],[-93.401647,35.825891],[-93.400805,35.826034],[-93.400186,35.826153],[-93.399526,35.826295],[-93.399127,35.826427],[-93.398961,35.826504],[-93.39863,35.826735],[-93.398274,35.827012],[-93.397904,35.827394],[-93.397549,35.827629],[-93.396686,35.827659],[-93.395924,35.827774],[-93.395214,35.82784],[-93.394414,35.827946],[-93.393648,35.828052],[-93.393596,35.828059],[-93.392975,35.827863],[-93.392646,35.827869],[-93.391951,35.828011],[-93.39116,35.828363],[-93.390924,35.828823],[-93.390845,35.829026],[-93.390505,35.829154],[-93.390313,35.829247],[-93.390153,35.82924],[-93.390107,35.829243],[-93.38989,35.829253],[-93.389558,35.829236],[-93.388446,35.828795],[-93.38789,35.828551],[-93.387374,35.828537],[-93.386931,35.82869],[-93.38667,35.828902],[-93.38644,35.829054],[-93.385671,35.829767],[-93.385432,35.829896],[-93.384909,35.830206],[-93.384703,35.830284],[-93.38444,35.830327],[-93.383542,35.830607],[-93.38318,35.830735],[-93.382872,35.8312],[-93.382832,35.831342],[-93.382748,35.831804],[-93.382517,35.832024],[-93.382193,35.832331],[-93.381967,35.832535],[-93.381508,35.832773],[-93.381352,35.83288],[-93.381097,35.833137],[-93.3808,35.833492],[-93.380235,35.833976],[-93.380092,35.834108],[-93.379849,35.834329],[-93.379326,35.834468],[-93.378623,35.834752],[-93.378229,35.835071],[-93.378252,35.835364],[-93.378346,35.836015],[-93.378213,35.837231],[-93.378118,35.838101],[-93.377885,35.83869],[-93.377819,35.83888],[-93.377723,35.839114],[-93.37713,35.839756],[-93.376712,35.839882],[-93.375576,35.84016],[-93.374489,35.840542],[-93.374449,35.840777],[-93.374251,35.841938],[-93.374072,35.842115],[-93.373963,35.842255],[-93.373692,35.842758],[-93.373617,35.842896],[-93.373302,35.843237],[-93.37324,35.843357],[-93.373126,35.843732],[-93.372905,35.844041],[-93.372605,35.844191],[-93.371927,35.844535],[-93.37133,35.844733],[-93.370421,35.845153],[-93.368822,35.845356],[-93.367712,35.845648],[-93.366218,35.845714],[-93.36606,35.845744],[-93.365732,35.845873],[-93.365363,35.846106],[-93.36515,35.84654],[-93.364879,35.846743],[-93.36461,35.846916],[-93.364414,35.847108],[-93.36426,35.847482],[-93.364162,35.8478],[-93.36407,35.848022],[-93.363872,35.848529],[-93.363554,35.848686],[-93.363055,35.848683],[-93.362699,35.848553],[-93.362385,35.848469],[-93.362144,35.84844],[-93.361988,35.848431],[-93.360814,35.848451],[-93.360406,35.848456],[-93.359711,35.848481],[-93.359163,35.848474],[-93.358135,35.848608],[-93.357596,35.848654],[-93.357356,35.848578],[-93.357173,35.848572],[-93.356054,35.848032],[-93.355834,35.84794],[-93.355192,35.847776],[-93.354931,35.847688],[-93.354663,35.847608],[-93.354209,35.847445],[-93.354023,35.847382],[-93.353457,35.847312],[-93.352934,35.846833],[-93.352218,35.846403],[-93.351936,35.846334],[-93.351642,35.846303],[-93.35138,35.846421],[-93.351106,35.846561],[-93.350852,35.846767],[-93.350532,35.84703],[-93.350063,35.847322],[-93.349238,35.847446],[-93.348977,35.847505],[-93.348722,35.847542],[-93.348469,35.84761],[-93.348152,35.847717],[-93.347814,35.847797],[-93.347096,35.848126],[-93.346873,35.848219],[-93.346502,35.848333],[-93.346335,35.848401],[-93.346145,35.848422],[-93.345505,35.848658],[-93.344744,35.848755],[-93.344005,35.848786],[-93.34379,35.848753],[-93.343577,35.848722],[-93.343214,35.848615],[-93.342652,35.848303],[-93.342206,35.848156],[-93.341788,35.8482],[-93.341444,35.848298],[-93.341189,35.848461],[-93.340716,35.848942],[-93.340266,35.849209],[-93.339971,35.849386],[-93.339475,35.849829],[-93.33906,35.850349],[-93.338835,35.850904],[-93.338753,35.851109],[-93.33849,35.851329],[-93.338106,35.851758],[-93.337924,35.851977],[-93.33762,35.852327],[-93.337521,35.852434],[-93.337385,35.852524],[-93.337225,35.852671],[-93.336897,35.852884],[-93.336254,35.853098],[-93.335702,35.853113],[-93.335398,35.853141],[-93.334735,35.853152],[-93.334258,35.853031],[-93.333738,35.852893],[-93.333466,35.852862],[-93.332178,35.852595],[-93.331884,35.85254],[-93.331408,35.852176],[-93.331196,35.852039],[-93.330992,35.851852],[-93.330508,35.851304],[-93.330362,35.851137],[-93.329918,35.850681],[-93.329758,35.850472],[-93.329104,35.849538],[-93.328186,35.84861],[-93.328001,35.848437],[-93.327517,35.848043],[-93.327139,35.847646],[-93.326932,35.847407],[-93.326605,35.846892],[-93.326311,35.84644],[-93.326079,35.845951],[-93.325627,35.845736],[-93.325242,35.845863],[-93.324765,35.84685],[-93.324178,35.847095],[-93.323937,35.847233],[-93.323805,35.847303],[-93.322795,35.847761],[-93.322495,35.848039],[-93.322176,35.848367],[-93.321642,35.848587],[-93.321214,35.848674],[-93.320738,35.848799],[-93.320495,35.848883],[-93.320155,35.849053],[-93.319629,35.849836],[-93.319389,35.850146],[-93.319217,35.850412],[-93.319135,35.850559],[-93.318962,35.85078],[-93.318883,35.850911],[-93.318246,35.851355],[-93.317888,35.851428],[-93.317683,35.851277],[-93.317431,35.851068],[-93.317177,35.850517],[-93.317099,35.850355],[-93.317015,35.849652],[-93.317091,35.848403],[-93.316702,35.847464],[-93.315965,35.846945],[-93.315763,35.846601],[-93.31553,35.846326],[-93.315307,35.846041],[-93.315138,35.845865],[-93.314713,35.845481],[-93.314613,35.845346],[-93.314506,35.84511],[-93.314394,35.844792],[-93.314157,35.844119],[-93.314017,35.843686],[-93.313954,35.843495],[-93.313866,35.843297],[-93.31374,35.843177],[-93.31342,35.84305],[-93.313146,35.843012],[-93.313043,35.842972],[-93.31295,35.842928],[-93.312915,35.842881],[-93.312898,35.842825],[-93.312897,35.842769],[-93.312823,35.842725],[-93.312797,35.842699],[-93.312717,35.842654],[-93.312637,35.842624],[-93.31256,35.842622],[-93.312313,35.842616],[-93.312013,35.842605],[-93.311252,35.842222],[-93.310579,35.842057],[-93.30966,35.841883],[-93.309349,35.84183],[-93.30871,35.841947],[-93.308477,35.841967],[-93.307931,35.842014],[-93.307024,35.84214],[-93.306742,35.842348],[-93.306433,35.842601],[-93.305859,35.843061],[-93.305235,35.843414],[-93.304852,35.843464],[-93.30471,35.843393],[-93.304336,35.843209],[-93.30426,35.842859],[-93.30417,35.842391],[-93.304036,35.842123],[-93.303693,35.841421],[-93.303604,35.841218],[-93.303456,35.841038],[-93.303113,35.840187],[-93.303066,35.839725],[-93.303019,35.839597],[-93.302272,35.838212],[-93.301903,35.836849],[-93.301706,35.83634],[-93.3014,35.836001],[-93.301187,35.835418],[-93.301134,35.835287],[-93.300986,35.834992],[-93.30083,35.834747],[-93.300504,35.834313],[-93.300277,35.834214],[-93.299571,35.834026],[-93.299283,35.83391],[-93.298939,35.833803],[-93.298519,35.833725],[-93.297752,35.833713],[-93.296365,35.83359],[-93.295711,35.833635],[-93.295226,35.833453],[-93.295004,35.833337],[-93.294608,35.832614],[-93.294457,35.832191],[-93.294064,35.831921],[-93.293915,35.831825],[-93.293453,35.831467],[-93.29329,35.83136],[-93.292909,35.831025],[-93.292695,35.830872],[-93.292346,35.830611],[-93.291971,35.830394],[-93.291866,35.830209],[-93.291728,35.829828],[-93.291998,35.829431],[-93.29205,35.829273],[-93.292246,35.828914],[-93.292344,35.82852],[-93.292388,35.828134],[-93.292185,35.827411],[-93.291926,35.827222],[-93.291629,35.827099],[-93.291328,35.826951],[-93.290996,35.826783],[-93.290905,35.825816],[-93.290994,35.82552],[-93.291121,35.824894],[-93.291102,35.824319],[-93.291102,35.824319],[-93.290463,35.824151],[-93.290177,35.824078],[-93.289803,35.824013],[-93.289033,35.823981],[-93.28886,35.823948],[-93.288671,35.823941],[-93.287739,35.823691],[-93.287016,35.823138],[-93.286837,35.823019],[-93.286202,35.822475],[-93.285925,35.822138],[-93.285384,35.821954],[-93.285117,35.821912],[-93.284751,35.82196],[-93.284264,35.822018],[-93.283112,35.822206],[-93.282272,35.822455],[-93.282119,35.822505],[-93.281881,35.822556],[-93.281192,35.8226],[-93.281026,35.822616],[-93.280345,35.822701],[-93.280142,35.822681],[-93.279936,35.822682],[-93.278918,35.822648],[-93.278425,35.822415],[-93.278102,35.822134],[-93.276879,35.821787],[-93.275603,35.821319],[-93.275427,35.821279],[-93.275083,35.821244],[-93.274813,35.821197],[-93.27448,35.821166],[-93.273619,35.820744],[-93.272283,35.820288],[-93.271446,35.820069],[-93.270495,35.819868],[-93.269725,35.819437],[-93.269301,35.819093],[-93.269099,35.818936],[-93.268867,35.818747],[-93.268503,35.818414],[-93.268332,35.818223],[-93.268066,35.817926],[-93.267844,35.817678],[-93.267661,35.817512],[-93.267262,35.81719],[-93.266588,35.816671],[-93.266141,35.81649],[-93.265787,35.81636],[-93.265474,35.81625],[-93.265307,35.81619],[-93.264635,35.815961],[-93.263899,35.815733],[-93.263606,35.815661],[-93.263403,35.815605],[-93.263088,35.815493],[-93.262857,35.815399],[-93.262706,35.815354],[-93.262517,35.815308],[-93.262191,35.815238],[-93.262048,35.815351],[-93.261893,35.815467],[-93.261635,35.815751],[-93.261346,35.816146],[-93.260836,35.81667],[-93.260407,35.817091],[-93.260002,35.817477],[-93.259735,35.817719],[-93.259573,35.817859],[-93.259132,35.818096],[-93.258549,35.818449],[-93.2581,35.818631],[-93.25762,35.818958],[-93.25669,35.819326],[-93.256393,35.81945],[-93.255643,35.81972],[-93.255352,35.819818],[-93.254858,35.820008],[-93.254644,35.820114],[-93.254358,35.820327],[-93.253493,35.820843],[-93.252979,35.821202],[-93.252792,35.82134],[-93.252663,35.821421],[-93.252513,35.821519],[-93.252317,35.821598],[-93.251878,35.821687],[-93.251526,35.821534],[-93.25122,35.821001],[-93.251094,35.820363],[-93.251105,35.819477],[-93.25107,35.818999],[-93.251036,35.818808],[-93.250791,35.818213],[-93.250626,35.817948],[-93.250459,35.81772],[-93.250335,35.817594],[-93.250099,35.817435],[-93.249561,35.817519],[-93.249381,35.817538],[-93.248726,35.817686],[-93.248069,35.817342],[-93.245397,35.817253],[-93.244962,35.817107],[-93.244309,35.817091],[-93.243171,35.817066],[-93.242889,35.816537],[-93.242716,35.816208],[-93.242094,35.815704],[-93.241778,35.815306],[-93.241475,35.814928],[-93.241352,35.814809],[-93.240942,35.814616],[-93.240891,35.814465],[-93.240246,35.813966],[-93.23971,35.813498],[-93.239408,35.813368],[-93.238249,35.812867],[-93.237261,35.812905],[-93.236655,35.812886],[-93.235555,35.812834],[-93.233587,35.8128],[-93.232709,35.813309],[-93.23221,35.813321],[-93.231963,35.813344],[-93.231522,35.813431],[-93.230739,35.813588],[-93.230504,35.813613],[-93.228799,35.813693],[-93.228507,35.813689],[-93.227538,35.813594],[-93.226695,35.813494],[-93.226425,35.813458],[-93.225635,35.813221],[-93.22516,35.813098],[-93.224511,35.81295],[-93.224302,35.812917],[-93.223411,35.81284],[-93.222725,35.812886],[-93.221917,35.813214],[-93.221594,35.813548],[-93.221286,35.813914],[-93.221167,35.814063],[-93.221395,35.814685],[-93.221356,35.815532],[-93.220726,35.816007],[-93.220089,35.816466],[-93.219659,35.816818],[-93.21931,35.817299],[-93.218729,35.817354],[-93.218563,35.817393],[-93.21804,35.817581],[-93.217511,35.817848],[-93.217364,35.817949],[-93.217155,35.818092],[-93.217004,35.818254],[-93.216657,35.818785],[-93.216445,35.819874],[-93.216157,35.820801],[-93.216141,35.820963],[-93.216143,35.821745],[-93.215934,35.822198],[-93.21559,35.82251],[-93.215054,35.822746],[-93.214405,35.822938],[-93.214204,35.823011],[-93.213242,35.823398],[-93.212968,35.823615],[-93.212443,35.823983],[-93.212639,35.825112],[-93.21233,35.825365],[-93.211434,35.825894],[-93.210035,35.826205],[-93.209759,35.826333],[-93.2094,35.826499],[-93.2094,35.826501],[-93.209207,35.827203],[-93.209193,35.827573],[-93.209012,35.82964],[-93.208931,35.831184],[-93.208933,35.831942],[-93.208934,35.832194],[-93.209182,35.832708],[-93.209394,35.833189],[-93.209032,35.833736],[-93.208731,35.834462],[-93.208666,35.834631],[-93.208389,35.835227],[-93.20808,35.835894],[-93.20795,35.836084],[-93.207634,35.836418],[-93.207384,35.836662],[-93.207266,35.836757],[-93.206847,35.837028],[-93.206329,35.8372],[-93.206161,35.837266],[-93.205568,35.837517],[-93.204927,35.838028],[-93.204814,35.838134],[-93.204663,35.838312],[-93.20442,35.838633],[-93.204309,35.838842],[-93.204296,35.83928],[-93.204042,35.839296],[-93.203707,35.839547],[-93.203469,35.839768],[-93.20307,35.839899],[-93.202636,35.840065],[-93.202131,35.840198],[-93.201816,35.840294],[-93.200999,35.840462],[-93.200579,35.840559],[-93.200373,35.840609],[-93.199152,35.840904],[-93.198736,35.841124],[-93.198563,35.841221],[-93.198262,35.841368],[-93.198075,35.841522],[-93.197816,35.841833],[-93.197585,35.842232],[-93.197476,35.84283],[-93.197168,35.843588],[-93.196901,35.843823],[-93.196549,35.844348],[-93.195945,35.845118],[-93.195792,35.845251],[-93.195628,35.845353],[-93.19531,35.845613],[-93.194885,35.845654],[-93.194589,35.845706],[-93.19429,35.84579],[-93.19394,35.845888],[-93.193701,35.845971],[-93.193232,35.84618],[-93.192765,35.846399],[-93.192585,35.846453],[-93.191326,35.846647],[-93.190896,35.84667],[-93.190345,35.84666],[-93.190167,35.846656],[-93.189738,35.846598],[-93.18943,35.846472],[-93.188964,35.846322],[-93.188193,35.84621],[-93.187241,35.846638],[-93.186428,35.846952],[-93.186089,35.846932],[-93.185325,35.846929],[-93.18465,35.846869],[-93.184449,35.846815],[-93.18414,35.846789],[-93.183997,35.846496],[-93.183826,35.846136],[-93.183772,35.844871],[-93.183467,35.844335],[-93.182988,35.843878],[-93.182592,35.843541],[-93.182356,35.843377],[-93.182035,35.84315],[-93.181831,35.842744],[-93.181772,35.842541],[-93.181644,35.842242],[-93.181514,35.841534],[-93.181376,35.841059],[-93.181123,35.840403],[-93.180779,35.839716],[-93.180665,35.839547],[-93.180453,35.839273],[-93.180218,35.838964],[-93.180143,35.8388],[-93.18005,35.83857],[-93.179865,35.838237],[-93.179762,35.837994],[-93.179645,35.837784],[-93.179649,35.837599],[-93.179626,35.837421],[-93.179631,35.836964],[-93.179684,35.83681],[-93.179755,35.836253],[-93.180082,35.835764],[-93.180306,35.835403],[-93.180369,35.835281],[-93.180403,35.834733],[-93.180327,35.834402],[-93.179947,35.833659],[-93.17981,35.833375],[-93.179542,35.832751],[-93.179011,35.83247],[-93.178331,35.832266],[-93.177818,35.832028],[-93.176825,35.831691],[-93.176627,35.831245],[-93.176485,35.830558],[-93.176339,35.829972],[-93.176201,35.829253],[-93.176139,35.828985],[-93.176091,35.828861],[-93.175813,35.828336],[-93.175716,35.828172],[-93.175602,35.827998],[-93.175403,35.827699],[-93.175093,35.827447],[-93.174447,35.827218],[-93.1741,35.827009],[-93.173847,35.826867],[-93.173651,35.826768],[-93.173203,35.826408],[-93.172938,35.82598],[-93.172502,35.82505],[-93.17201,35.824447],[-93.171825,35.824075],[-93.171648,35.823933],[-93.171378,35.823765],[-93.170736,35.823335],[-93.169852,35.823224],[-93.169569,35.823159],[-93.169342,35.823071],[-93.169113,35.82297],[-93.168605,35.8227],[-93.168401,35.822624],[-93.167302,35.822413],[-93.166211,35.822492],[-93.165784,35.822522],[-93.165156,35.822531],[-93.165048,35.822144],[-93.165161,35.821634],[-93.164737,35.821121],[-93.164216,35.82089],[-93.163906,35.820637],[-93.163595,35.820385],[-93.163401,35.820041],[-93.162653,35.819381],[-93.162201,35.818985],[-93.162071,35.818832],[-93.16188,35.818648],[-93.16152,35.818118],[-93.161273,35.817627],[-93.160936,35.817152],[-93.160819,35.816285],[-93.160781,35.816095],[-93.160746,35.815906],[-93.160675,35.815095],[-93.160628,35.814862],[-93.160465,35.814378],[-93.160032,35.81432],[-93.159703,35.8143],[-93.159018,35.814281],[-93.158033,35.814291],[-93.155897,35.814425],[-93.155338,35.814247],[-93.15471,35.814023],[-93.154397,35.813994],[-93.154021,35.813965],[-93.153718,35.813952],[-93.153552,35.813948],[-93.153291,35.813955],[-93.152625,35.813904],[-93.152241,35.81401],[-93.151791,35.814168],[-93.151486,35.814261],[-93.150851,35.814469],[-93.150655,35.814524],[-93.150253,35.814581],[-93.149607,35.814633],[-93.149183,35.814571],[-93.148659,35.814062],[-93.148083,35.813551],[-93.147559,35.81304],[-93.14693,35.812232],[-93.146746,35.811955],[-93.146804,35.811668],[-93.146665,35.811267],[-93.146513,35.811071],[-93.146169,35.810932],[-93.145829,35.810885],[-93.1455,35.810872],[-93.145082,35.810809],[-93.144865,35.810753],[-93.144582,35.810713],[-93.144286,35.810743],[-93.143711,35.810806],[-93.143424,35.81107],[-93.143129,35.811404],[-93.143036,35.811519],[-93.142381,35.811863],[-93.141773,35.811841],[-93.141595,35.811839],[-93.141236,35.81183],[-93.140506,35.811712],[-93.139735,35.811733],[-93.139054,35.811752],[-93.137622,35.811988],[-93.136981,35.812433],[-93.136836,35.812859],[-93.136538,35.813729],[-93.136094,35.814093],[-93.13574,35.814093],[-93.134825,35.814103],[-93.134657,35.814094],[-93.134254,35.814061],[-93.133205,35.813988],[-93.132297,35.813889],[-93.13137,35.813814],[-93.12944,35.814005],[-93.128536,35.813821],[-93.12824,35.813788],[-93.12718,35.813575],[-93.126421,35.813307],[-93.12614,35.813202],[-93.126019,35.812981],[-93.126002,35.812377],[-93.126111,35.812079],[-93.126234,35.811847],[-93.126352,35.811558],[-93.126586,35.811017],[-93.126564,35.809802],[-93.12655,35.809351],[-93.126701,35.80858],[-93.126737,35.808303],[-93.126757,35.807591],[-93.126642,35.806903],[-93.126593,35.806692],[-93.126037,35.806021],[-93.125931,35.805834],[-93.12549,35.805104],[-93.125402,35.804896],[-93.125371,35.804734],[-93.125339,35.804394],[-93.125314,35.803961],[-93.125403,35.803075],[-93.125441,35.802874],[-93.125481,35.802746],[-93.125703,35.802313],[-93.125702,35.801682],[-93.125514,35.801224],[-93.125273,35.800571],[-93.124844,35.800048],[-93.124068,35.799463],[-93.123718,35.799092],[-93.123388,35.79877],[-93.123238,35.798639],[-93.123042,35.798468],[-93.122758,35.798178],[-93.122369,35.797824],[-93.122156,35.797815],[-93.121742,35.797813],[-93.121359,35.797784],[-93.121089,35.797778],[-93.120386,35.797828],[-93.120239,35.797781],[-93.119716,35.797651],[-93.119547,35.797608],[-93.118965,35.797453],[-93.118569,35.797336],[-93.117979,35.79719],[-93.11783,35.797055],[-93.117691,35.796929],[-93.117647,35.796566],[-93.117594,35.796379],[-93.117426,35.796048],[-93.117029,35.79535],[-93.116757,35.795206],[-93.116363,35.795037],[-93.116018,35.794907],[-93.115643,35.794779],[-93.115537,35.794684],[-93.115117,35.794355],[-93.114926,35.79409],[-93.114807,35.793914],[-93.114592,35.793556],[-93.114278,35.793367],[-93.11378,35.793047],[-93.113436,35.792757],[-93.113259,35.792597],[-93.113145,35.792493],[-93.112798,35.792131],[-93.112576,35.791957],[-93.112317,35.791793],[-93.112108,35.791631],[-93.111824,35.791286],[-93.111402,35.790915],[-93.110757,35.790532],[-93.110496,35.790404],[-93.110182,35.79019],[-93.110156,35.790041],[-93.11018,35.789856],[-93.110229,35.789687],[-93.110472,35.789054],[-93.110977,35.788104],[-93.111144,35.787802],[-93.11159,35.787441],[-93.111718,35.78733],[-93.112225,35.786843],[-93.112353,35.786717],[-93.112498,35.786534],[-93.112763,35.786006],[-93.113224,35.785125],[-93.113442,35.784063],[-93.113546,35.783285],[-93.11354,35.78299],[-93.113462,35.782395],[-93.113362,35.78212],[-93.113258,35.781633],[-93.113046,35.780698],[-93.113513,35.779857],[-93.11356,35.779681],[-93.113666,35.779286],[-93.113487,35.779036],[-93.113257,35.778815],[-93.112519,35.778803],[-93.112179,35.778846],[-93.111448,35.779018],[-93.110176,35.77928],[-93.109031,35.779349],[-93.108385,35.779516],[-93.108143,35.779564],[-93.107231,35.779783],[-93.107054,35.779844],[-93.106125,35.780154],[-93.105862,35.780226],[-93.105196,35.780443],[-93.104796,35.780579],[-93.104372,35.780618],[-93.103809,35.78065],[-93.101992,35.78048],[-93.100857,35.780014],[-93.100614,35.77944],[-93.100411,35.77896],[-93.099932,35.778496],[-93.099557,35.778494],[-93.099053,35.778431],[-93.09841,35.778626],[-93.097736,35.77887],[-93.097509,35.778964],[-93.097324,35.779021],[-93.096874,35.779461],[-93.096704,35.779605],[-93.096514,35.779765],[-93.095894,35.779764],[-93.095584,35.779511],[-93.095273,35.779259],[-93.094625,35.778685],[-93.094455,35.778586],[-93.094133,35.778588],[-93.093719,35.778798],[-93.093412,35.779008],[-93.093065,35.779414],[-93.092938,35.779622],[-93.092873,35.779795],[-93.092677,35.780359],[-93.092062,35.781013],[-93.091584,35.781775],[-93.091381,35.781906],[-93.091248,35.782017],[-93.090959,35.782161],[-93.090625,35.782299],[-93.089551,35.782654],[-93.08881,35.783162],[-93.088143,35.783056],[-93.087676,35.782763],[-93.08731,35.782484],[-93.087147,35.78216],[-93.086942,35.781797],[-93.086518,35.781238],[-93.086395,35.781105],[-93.086304,35.780986],[-93.085959,35.780535],[-93.084795,35.778947],[-93.084397,35.778007],[-93.084306,35.777832],[-93.084093,35.777505],[-93.083432,35.77659],[-93.08324,35.776331],[-93.082826,35.775295],[-93.082665,35.774916],[-93.08253,35.774463],[-93.082298,35.772804],[-93.082255,35.772653],[-93.081674,35.771488],[-93.081604,35.77136],[-93.08145,35.771103],[-93.081008,35.770384],[-93.080686,35.769918],[-93.080931,35.769787],[-93.08172,35.769367],[-93.082629,35.768812],[-93.083325,35.768228],[-93.083489,35.768052],[-93.083694,35.767689],[-93.084084,35.7668],[-93.084131,35.76664],[-93.084168,35.765588],[-93.084194,35.765011],[-93.084217,35.76486],[-93.084218,35.764697],[-93.084567,35.764363],[-93.085065,35.764097],[-93.085217,35.764014],[-93.085863,35.763616],[-93.086231,35.763179],[-93.086683,35.762903],[-93.088279,35.76237],[-93.089705,35.76204],[-93.090759,35.761864],[-93.09099,35.761785],[-93.091194,35.761647],[-93.091644,35.761378],[-93.091604,35.760973],[-93.091871,35.760567],[-93.092072,35.760262],[-93.092225,35.760068],[-93.092688,35.759547],[-93.092842,35.759407],[-93.093209,35.759148],[-93.093413,35.758742],[-93.093774,35.758316],[-93.094162,35.757612],[-93.094309,35.757427],[-93.094488,35.757215],[-93.094945,35.756746],[-93.095206,35.756514],[-93.095139,35.756036],[-93.095048,35.755634],[-93.094883,35.754564],[-93.09514,35.754012],[-93.096255,35.753648],[-93.096056,35.753024],[-93.095267,35.752666],[-93.095089,35.752605],[-93.09483,35.75256],[-93.094543,35.752459],[-93.094358,35.752364],[-93.094206,35.752277],[-93.094061,35.752114],[-93.093968,35.751979],[-93.093269,35.751024],[-93.092841,35.750664],[-93.092449,35.75049],[-93.091659,35.750263],[-93.091354,35.749824],[-93.091361,35.749671],[-93.0914,35.748853],[-93.091389,35.747507],[-93.091382,35.747212],[-93.091309,35.746608],[-93.091202,35.745645],[-93.090927,35.744599],[-93.090737,35.744052],[-93.091113,35.743853],[-93.091825,35.743251],[-93.092479,35.742594],[-93.093355,35.742062],[-93.093949,35.74162],[-93.094276,35.741331],[-93.094389,35.741189],[-93.094602,35.74083],[-93.094605,35.739158],[-93.094422,35.73877],[-93.094153,35.738204],[-93.09413,35.736656],[-93.094104,35.736491],[-93.093985,35.736183],[-93.093658,35.735495],[-93.093423,35.734788],[-93.093669,35.733512],[-93.09397,35.732355],[-93.094197,35.731347],[-93.094214,35.731163],[-93.094163,35.730534],[-93.094129,35.730293],[-93.094043,35.729731],[-93.09399,35.729396],[-93.094018,35.728417],[-93.093903,35.727516],[-93.09389,35.727372],[-93.093824,35.727164],[-93.093706,35.72663],[-93.09408,35.726285],[-93.094162,35.725836],[-93.094404,35.725415],[-93.094507,35.725182],[-93.094879,35.724404],[-93.094964,35.72419],[-93.095012,35.724035],[-93.095197,35.723491],[-93.09518,35.723227],[-93.095069,35.722261],[-93.095069,35.72226],[-93.09499,35.721652],[-93.094735,35.721323],[-93.094556,35.721028],[-93.094437,35.720893],[-93.094506,35.720359],[-93.094305,35.719714],[-93.094239,35.719583],[-93.09406,35.718889],[-93.093828,35.718718],[-93.093532,35.718497],[-93.092986,35.718137],[-93.092356,35.717579],[-93.09181,35.71705],[-93.091806,35.717054],[-93.091689,35.717194],[-93.091531,35.717381],[-93.091179,35.717758],[-93.091001,35.717929],[-93.090679,35.718198],[-93.090551,35.718349],[-93.090242,35.718601],[-93.089313,35.719359],[-93.088944,35.71936],[-93.086334,35.719344],[-93.085892,35.719412],[-93.08541,35.719511],[-93.085072,35.719559],[-93.084773,35.719579],[-93.083205,35.719607],[-93.081456,35.719782],[-93.080091,35.719815],[-93.079841,35.719846],[-93.079369,35.720112],[-93.078996,35.720573],[-93.078802,35.720848],[-93.078517,35.721231],[-93.077956,35.721468],[-93.07726,35.721633],[-93.07643,35.721744],[-93.075559,35.721666],[-93.074977,35.72163],[-93.074799,35.721605],[-93.074005,35.721563],[-93.072905,35.721325],[-93.071569,35.720987],[-93.071435,35.720758],[-93.071322,35.72062],[-93.071164,35.720517],[-93.070972,35.720352],[-93.070829,35.720262],[-93.070581,35.720219],[-93.069728,35.720366],[-93.06892,35.72075],[-93.067821,35.721136],[-93.066699,35.721648],[-93.066304,35.721644],[-93.065262,35.721631],[-93.06481,35.721735],[-93.064481,35.721787],[-93.064247,35.721835],[-93.063788,35.722051],[-93.063514,35.722275],[-93.063263,35.722811],[-93.063109,35.723409],[-93.062874,35.724351],[-93.062698,35.724723],[-93.062145,35.725972],[-93.062081,35.72617],[-93.061799,35.727029],[-93.061652,35.727532],[-93.06153,35.72803],[-93.061115,35.728477],[-93.060806,35.728982],[-93.060496,35.729487],[-93.059938,35.730247],[-93.059669,35.730669],[-93.059108,35.730942],[-93.057753,35.731055],[-93.057117,35.73113],[-93.056734,35.731159],[-93.055494,35.731329],[-93.054371,35.731458],[-93.053989,35.731512],[-93.053678,35.731767],[-93.053014,35.732164],[-93.05218,35.732991],[-93.052005,35.733334],[-93.051766,35.733832],[-93.051567,35.734013],[-93.04996,35.734295],[-93.049761,35.734365],[-93.049419,35.734437],[-93.049104,35.73453],[-93.048907,35.734983],[-93.048234,35.735899],[-93.047792,35.736823],[-93.047561,35.737089],[-93.04718,35.737204],[-93.046615,35.73743],[-93.045096,35.737798],[-93.044953,35.737893],[-93.044692,35.738089],[-93.044037,35.738152],[-93.042645,35.737585],[-93.041837,35.737842],[-93.041044,35.738074],[-93.039483,35.737863],[-93.038381,35.73771],[-93.037759,35.737782],[-93.03745,35.737827],[-93.037261,35.737861],[-93.036493,35.738046],[-93.036314,35.738073],[-93.035726,35.738146],[-93.035263,35.738477],[-93.035073,35.738655],[-93.034516,35.738813],[-93.033802,35.738539],[-93.032335,35.738043],[-93.031905,35.737901],[-93.030786,35.737557],[-93.030163,35.737345],[-93.029381,35.736971],[-93.02841,35.736277],[-93.026946,35.735935],[-93.025781,35.735567],[-93.024726,35.735031],[-93.02427,35.734799],[-93.023936,35.734549],[-93.02361,35.734355],[-93.023388,35.734281],[-93.022935,35.733562],[-93.022984,35.732205],[-93.023254,35.731285],[-93.021919,35.730163],[-93.021809,35.730061],[-93.021427,35.729764],[-93.021303,35.729665],[-93.020594,35.729045],[-93.020474,35.728826],[-93.020257,35.728448],[-93.020132,35.728247],[-93.019103,35.728123],[-93.018382,35.728033],[-93.018103,35.727909],[-93.017924,35.727659],[-93.017671,35.727452],[-93.017318,35.726544],[-93.017307,35.726377],[-93.017386,35.725822],[-93.017647,35.725076],[-93.017554,35.724785],[-93.017106,35.724567],[-93.016942,35.724513],[-93.015347,35.724069],[-93.014358,35.723684],[-93.013923,35.723505],[-93.013758,35.723451],[-93.013479,35.723382],[-93.012895,35.723271],[-93.012389,35.723359],[-93.012144,35.723445],[-93.011877,35.723544],[-93.011519,35.723688],[-93.010859,35.724051],[-93.01028,35.724448],[-93.010024,35.72464],[-93.00935,35.724701],[-93.008806,35.724989],[-93.00842,35.725206],[-93.007744,35.725181],[-93.007564,35.725183],[-93.006441,35.725343],[-93.005667,35.725454],[-93.004056,35.725418],[-93.003249,35.725271],[-93.00294,35.725273],[-93.002169,35.725517],[-93.0017,35.725776],[-93.001212,35.726013],[-93.00049,35.726353],[-92.999971,35.726619],[-92.99936,35.726718],[-92.998889,35.726818],[-92.998366,35.726831],[-92.998108,35.726772],[-92.997711,35.726705],[-92.997379,35.726615],[-92.996407,35.726331],[-92.995553,35.726349],[-92.9936,35.726294],[-92.992658,35.726092],[-92.991917,35.72611],[-92.991748,35.726184],[-92.991502,35.726308],[-92.990912,35.726693],[-92.990773,35.726822],[-92.990233,35.727482],[-92.98957,35.728321],[-92.98945,35.728681],[-92.989125,35.729457],[-92.989061,35.729592],[-92.988997,35.729723],[-92.988846,35.729925],[-92.988509,35.730306],[-92.988152,35.730644],[-92.987804,35.73078],[-92.986983,35.73107],[-92.986605,35.731208],[-92.986451,35.731257],[-92.985792,35.731523],[-92.984849,35.731728],[-92.984053,35.73189],[-92.983002,35.731778],[-92.982387,35.731665],[-92.981489,35.731115],[-92.980367,35.731004],[-92.979282,35.73127],[-92.978042,35.73127],[-92.977201,35.731353],[-92.97563,35.731682],[-92.975411,35.731785],[-92.975253,35.731898],[-92.975069,35.731934],[-92.974612,35.731968],[-92.974317,35.731999],[-92.973941,35.73201],[-92.973735,35.732017],[-92.973296,35.731792],[-92.972722,35.731451],[-92.972514,35.731061],[-92.972452,35.730935],[-92.972384,35.730328],[-92.972303,35.729776],[-92.972463,35.728994],[-92.972887,35.728593],[-92.973531,35.727852],[-92.973672,35.727698],[-92.973873,35.727392],[-92.973775,35.726562],[-92.973706,35.726168],[-92.973647,35.725924],[-92.973157,35.725207],[-92.972816,35.724718],[-92.972715,35.724515],[-92.972554,35.724184],[-92.972517,35.723997],[-92.972833,35.72374],[-92.973129,35.723533],[-92.973395,35.722929],[-92.973395,35.722615],[-92.973409,35.722482],[-92.973765,35.72195],[-92.973622,35.721587],[-92.973511,35.720523],[-92.974016,35.719642],[-92.974591,35.71939],[-92.974871,35.719259],[-92.975095,35.71914],[-92.975745,35.718779],[-92.976336,35.718534],[-92.976494,35.718462],[-92.976655,35.71834],[-92.9768,35.718175],[-92.976717,35.71758],[-92.976789,35.717111],[-92.976795,35.716983],[-92.97683,35.716528],[-92.976879,35.715536],[-92.97716,35.715209],[-92.977427,35.714842],[-92.977508,35.714711],[-92.977723,35.714314],[-92.977893,35.714184],[-92.978056,35.714055],[-92.978357,35.713325],[-92.978992,35.712701],[-92.979205,35.712651],[-92.9802,35.712426],[-92.981189,35.712478],[-92.981725,35.71211],[-92.981889,35.71186],[-92.981969,35.71161],[-92.981884,35.711204],[-92.981802,35.711035],[-92.981626,35.710785],[-92.981419,35.7104],[-92.981097,35.709789],[-92.980634,35.709049],[-92.980491,35.708927],[-92.980346,35.708824],[-92.980364,35.708589],[-92.980407,35.708299],[-92.980637,35.707054],[-92.980816,35.706033],[-92.980817,35.705141],[-92.980803,35.704992],[-92.98078,35.704458],[-92.980771,35.704228],[-92.980756,35.704002],[-92.980755,35.703759],[-92.980808,35.703452],[-92.980925,35.702794],[-92.980804,35.702447],[-92.980731,35.702303],[-92.980655,35.702093],[-92.980578,35.701947],[-92.980357,35.701699],[-92.980233,35.701561],[-92.980094,35.701365],[-92.979751,35.700928],[-92.979698,35.700535],[-92.979559,35.699172],[-92.979435,35.69836],[-92.979265,35.697977],[-92.978981,35.697402],[-92.978868,35.695894],[-92.978687,35.695155],[-92.979018,35.694587],[-92.979179,35.694325],[-92.979531,35.693899],[-92.979754,35.693649],[-92.980052,35.693295],[-92.980295,35.692973],[-92.980653,35.692529],[-92.981272,35.691945],[-92.981638,35.6917],[-92.98176,35.691089],[-92.981865,35.690917],[-92.981997,35.690724],[-92.982193,35.690293],[-92.982285,35.689989],[-92.982353,35.689621],[-92.982366,35.689324],[-92.982297,35.689049],[-92.982213,35.688864],[-92.982104,35.688591],[-92.982001,35.688138],[-92.981933,35.687527],[-92.981917,35.687392],[-92.981903,35.68725],[-92.981739,35.685895],[-92.981768,35.685514],[-92.981768,35.685361],[-92.981587,35.685045],[-92.981325,35.684795],[-92.980983,35.684698],[-92.980719,35.684655],[-92.979721,35.684581],[-92.979417,35.684603],[-92.97914,35.684524],[-92.978982,35.684294],[-92.978924,35.683776],[-92.978863,35.683499],[-92.978314,35.682725],[-92.977775,35.682259],[-92.977436,35.681981],[-92.977194,35.681652],[-92.976499,35.680735],[-92.976055,35.680457],[-92.97581,35.680315],[-92.97538,35.679982],[-92.974994,35.679389],[-92.974564,35.678909],[-92.974314,35.678334],[-92.974201,35.677335],[-92.974332,35.676961],[-92.974396,35.676738],[-92.974571,35.676339],[-92.974652,35.676215],[-92.97488,35.675733],[-92.974321,35.674856],[-92.974324,35.674468],[-92.974312,35.674091],[-92.974432,35.673332],[-92.974355,35.672525],[-92.973639,35.671977],[-92.973349,35.671763],[-92.973172,35.671664],[-92.972483,35.671366],[-92.971826,35.670953],[-92.971587,35.670439],[-92.971489,35.670223],[-92.970513,35.669228],[-92.96953,35.668735],[-92.968595,35.668396],[-92.968334,35.668304],[-92.968021,35.667316],[-92.967529,35.665928],[-92.967559,35.665161],[-92.967547,35.66483],[-92.967425,35.664275],[-92.967232,35.66398],[-92.967014,35.663703],[-92.966677,35.66331],[-92.966677,35.66331],[-92.966253,35.663195],[-92.965704,35.66311],[-92.965426,35.66306],[-92.965077,35.663019],[-92.964548,35.663001],[-92.964163,35.663055],[-92.963482,35.663199],[-92.962851,35.663571],[-92.962247,35.663753],[-92.961396,35.663843],[-92.960321,35.663753],[-92.95945,35.663421],[-92.959014,35.663371],[-92.95823,35.663463],[-92.957308,35.663776],[-92.956784,35.664299],[-92.956471,35.664738],[-92.955888,35.665759],[-92.956178,35.667112],[-92.956423,35.668958],[-92.95639,35.669808],[-92.955727,35.670901],[-92.955237,35.671523],[-92.955425,35.672328],[-92.955201,35.672821],[-92.954798,35.673058],[-92.953925,35.673168],[-92.952895,35.673222],[-92.95153,35.673938],[-92.950643,35.67435],[-92.950382,35.674492],[-92.950096,35.674659],[-92.949475,35.675028],[-92.948758,35.675016],[-92.948548,35.674965],[-92.946938,35.674481],[-92.946467,35.67607],[-92.94584,35.676782],[-92.944764,35.677767],[-92.944878,35.678418],[-92.944833,35.679077],[-92.943658,35.680293],[-92.943462,35.680363],[-92.942959,35.680446],[-92.942473,35.680498],[-92.941528,35.680283],[-92.941359,35.680281],[-92.940965,35.680339],[-92.940832,35.680535],[-92.940748,35.680662],[-92.940678,35.680826],[-92.940554,35.681124],[-92.940417,35.68143],[-92.940326,35.681561],[-92.939949,35.681572],[-92.939648,35.681594],[-92.939488,35.681653],[-92.93898,35.681909],[-92.93863,35.682392],[-92.93852,35.682552],[-92.938397,35.682714],[-92.93809,35.683232],[-92.93778,35.683484],[-92.937471,35.683737],[-92.93716,35.683989],[-92.936851,35.684241],[-92.936199,35.684633],[-92.935661,35.684942],[-92.934764,35.684905],[-92.934091,35.684961],[-92.933284,35.685362],[-92.933288,35.68556],[-92.933291,35.68593],[-92.933299,35.686059],[-92.933393,35.686789],[-92.93344,35.687274],[-92.93313,35.688031],[-92.932878,35.688563],[-92.932783,35.688783],[-92.932512,35.689297],[-92.932373,35.689559],[-92.932227,35.689843],[-92.931888,35.690304],[-92.931576,35.690757],[-92.931194,35.691269],[-92.930813,35.691726],[-92.930337,35.692328],[-92.930027,35.69258],[-92.929724,35.692959],[-92.929477,35.693362],[-92.929188,35.693761],[-92.928931,35.694126],[-92.928418,35.694775],[-92.928085,35.695225],[-92.927546,35.695863],[-92.92721,35.696379],[-92.927165,35.696744],[-92.927769,35.69859],[-92.927947,35.699616],[-92.927793,35.700739],[-92.927903,35.703166],[-92.927835,35.70375],[-92.927767,35.704559],[-92.927777,35.704979],[-92.92777,35.705211],[-92.927767,35.705364],[-92.927766,35.706288],[-92.928087,35.707506],[-92.928284,35.707808],[-92.928368,35.707977],[-92.928343,35.708227],[-92.928299,35.708396],[-92.928017,35.708752],[-92.927703,35.708943],[-92.927219,35.70902],[-92.926935,35.709078],[-92.926644,35.70917],[-92.92604,35.709335],[-92.924899,35.709557],[-92.924427,35.709857],[-92.923554,35.710429],[-92.922167,35.710538],[-92.921696,35.710883],[-92.92146,35.711241],[-92.921418,35.71143],[-92.921387,35.711563],[-92.92136,35.711759],[-92.921237,35.711991],[-92.921102,35.712255],[-92.921032,35.712383],[-92.920892,35.712555],[-92.920732,35.7128],[-92.920262,35.712983],[-92.919534,35.713264],[-92.918951,35.714413],[-92.918329,35.715312],[-92.918264,35.715454],[-92.918137,35.715891],[-92.918009,35.716477],[-92.917743,35.717629],[-92.917719,35.717881],[-92.917626,35.719031],[-92.917618,35.72],[-92.91787,35.720767],[-92.917968,35.721152],[-92.918052,35.721486],[-92.917781,35.722],[-92.917291,35.724168],[-92.916947,35.724675],[-92.916632,35.725096],[-92.916508,35.725274],[-92.916428,35.725405],[-92.91634,35.725515],[-92.91605,35.725936],[-92.915778,35.726137],[-92.915485,35.726389],[-92.915098,35.726637],[-92.91466,35.726902],[-92.914221,35.727197],[-92.913775,35.727524],[-92.912736,35.728269],[-92.912156,35.729251],[-92.911729,35.729616],[-92.911551,35.729636],[-92.911309,35.72967],[-92.9111,35.72969],[-92.910526,35.729597],[-92.910066,35.729525],[-92.909611,35.729525],[-92.909465,35.729646],[-92.909296,35.729955],[-92.909028,35.73039],[-92.90876,35.730991],[-92.908351,35.731721],[-92.908051,35.732465],[-92.90791,35.732618],[-92.907762,35.732713],[-92.907509,35.732746],[-92.907341,35.732753],[-92.905703,35.732855],[-92.903953,35.732498],[-92.903247,35.732425],[-92.902094,35.732244],[-92.901163,35.732496],[-92.900265,35.733327],[-92.899508,35.734162],[-92.899012,35.73445],[-92.898593,35.734536],[-92.898414,35.734554],[-92.897629,35.734539],[-92.897438,35.73453],[-92.896992,35.734469],[-92.896517,35.734374],[-92.895581,35.733927],[-92.894959,35.733638],[-92.894237,35.733301],[-92.8933,35.732994],[-92.892274,35.733205],[-92.891758,35.733333],[-92.891126,35.733587],[-92.890896,35.733677],[-92.88967,35.733712],[-92.889365,35.733725],[-92.888672,35.733871],[-92.888244,35.734046],[-92.88755,35.734176],[-92.886941,35.734228],[-92.886242,35.734265],[-92.885857,35.734008],[-92.885603,35.733782],[-92.885321,35.733685],[-92.885005,35.73359],[-92.884837,35.733559],[-92.884618,35.733529],[-92.884112,35.73349],[-92.883802,35.73349],[-92.882885,35.733944],[-92.88223,35.734219],[-92.88083,35.73532],[-92.880489,35.737233],[-92.880386,35.737533],[-92.880329,35.738263],[-92.87994,35.738979],[-92.879786,35.739306],[-92.879522,35.739962],[-92.879362,35.740379],[-92.879241,35.74075],[-92.87901,35.741715],[-92.878935,35.742163],[-92.878931,35.742454],[-92.878991,35.743061],[-92.879137,35.743597],[-92.879057,35.743998],[-92.878628,35.744643],[-92.87813,35.745397],[-92.878174,35.745805],[-92.878257,35.746082],[-92.878791,35.746601],[-92.878894,35.746746],[-92.879068,35.747007],[-92.879147,35.747127],[-92.879449,35.74754],[-92.879537,35.747668],[-92.879536,35.74784],[-92.879543,35.748158],[-92.879545,35.748399],[-92.879692,35.749562],[-92.879239,35.749922],[-92.879057,35.750098],[-92.878669,35.750381],[-92.87854,35.75048],[-92.878303,35.750604],[-92.877868,35.750827],[-92.876666,35.751437],[-92.875713,35.752186],[-92.875403,35.752438],[-92.874607,35.753265],[-92.874411,35.753673],[-92.874175,35.754139],[-92.874156,35.754459],[-92.874147,35.754761],[-92.874151,35.755426],[-92.874254,35.755579],[-92.874467,35.755976],[-92.874278,35.756648],[-92.87355,35.758475],[-92.873464,35.758761],[-92.873118,35.759133],[-92.872576,35.759547],[-92.872317,35.759738],[-92.871339,35.760386],[-92.870693,35.760927],[-92.870622,35.761057],[-92.870427,35.761533],[-92.870042,35.7619],[-92.869413,35.7623],[-92.869069,35.762471],[-92.868855,35.762586],[-92.868584,35.762825],[-92.86842,35.763169],[-92.868412,35.763356],[-92.86839,35.763697],[-92.868389,35.76408],[-92.868397,35.764256],[-92.868283,35.764571],[-92.868266,35.764709],[-92.867983,35.764952],[-92.867371,35.765068],[-92.867165,35.765093],[-92.86698,35.765113],[-92.866775,35.76532],[-92.866684,35.765593],[-92.866556,35.767838],[-92.86634,35.769059],[-92.866229,35.769965],[-92.866148,35.77049],[-92.866187,35.770943],[-92.865804,35.771896],[-92.865981,35.772589],[-92.865727,35.772737],[-92.865478,35.772777],[-92.864534,35.772517],[-92.864268,35.772409],[-92.864038,35.772287],[-92.863807,35.772158],[-92.863023,35.771884],[-92.862345,35.771976],[-92.862033,35.772214],[-92.86189,35.772289],[-92.861111,35.772563],[-92.860589,35.772682],[-92.859994,35.772809],[-92.85951,35.772676],[-92.859299,35.772595],[-92.859115,35.772491],[-92.858786,35.77226],[-92.858541,35.77173],[-92.858028,35.771202],[-92.857414,35.771136],[-92.856773,35.771259],[-92.856522,35.771297],[-92.856354,35.771333],[-92.85493,35.771762],[-92.853972,35.772131],[-92.853662,35.77213],[-92.85323,35.771361],[-92.853136,35.770755],[-92.853076,35.770504],[-92.853037,35.770344],[-92.852739,35.769451],[-92.852466,35.768766],[-92.852098,35.768024],[-92.851969,35.767739],[-92.851716,35.767081],[-92.851272,35.766328],[-92.851052,35.76596],[-92.850993,35.765827],[-92.850765,35.765031],[-92.850744,35.764442],[-92.85079,35.763875],[-92.850821,35.763683],[-92.850867,35.763277],[-92.850799,35.763047],[-92.85068,35.762732],[-92.850599,35.762515],[-92.850579,35.762371],[-92.850634,35.762051],[-92.850733,35.761702],[-92.850765,35.761566],[-92.850251,35.760484],[-92.850014,35.76024],[-92.849886,35.7601],[-92.849768,35.759994],[-92.849515,35.7598],[-92.848696,35.759186],[-92.848572,35.759041],[-92.848414,35.758764],[-92.848274,35.758164],[-92.848203,35.757792],[-92.848152,35.75758],[-92.847879,35.756626],[-92.847704,35.756038],[-92.847542,35.755501],[-92.847286,35.754719],[-92.846942,35.754463],[-92.846266,35.754427],[-92.845492,35.754737],[-92.845026,35.755171],[-92.844665,35.755317],[-92.844413,35.7554],[-92.844166,35.755508],[-92.843832,35.755458],[-92.843739,35.755442],[-92.843426,35.755451],[-92.843128,35.755207],[-92.842783,35.754785],[-92.842767,35.754656],[-92.842768,35.754426],[-92.842926,35.754131],[-92.843052,35.75399],[-92.843162,35.753861],[-92.843362,35.753634],[-92.843474,35.753314],[-92.843684,35.75228],[-92.843783,35.751687],[-92.843788,35.751522],[-92.843711,35.751062],[-92.843569,35.750528],[-92.842624,35.750198],[-92.84223,35.750125],[-92.841965,35.750068],[-92.841676,35.750086],[-92.841315,35.750124],[-92.841047,35.750123],[-92.840654,35.750085],[-92.840324,35.749893],[-92.839999,35.749286],[-92.839613,35.74897],[-92.839263,35.748733],[-92.838913,35.748455],[-92.838648,35.748389],[-92.837869,35.748264],[-92.837642,35.748239],[-92.836959,35.74822],[-92.836669,35.748283],[-92.83593,35.748478],[-92.835685,35.748552],[-92.835304,35.74866],[-92.834423,35.748857],[-92.83358,35.748937],[-92.832871,35.748997],[-92.832424,35.748529],[-92.832339,35.748112],[-92.832169,35.747443],[-92.831861,35.74707],[-92.83165,35.746831],[-92.831319,35.74635],[-92.831201,35.746145],[-92.831318,35.745618],[-92.831365,35.745309],[-92.831458,35.745124],[-92.831522,35.744953],[-92.831676,35.744872],[-92.831795,35.744787],[-92.831944,35.74469],[-92.832084,35.744553],[-92.832219,35.74442],[-92.83232,35.744298],[-92.832631,35.743794],[-92.833267,35.742769],[-92.833749,35.742236],[-92.833856,35.741634],[-92.833852,35.741478],[-92.833802,35.741282],[-92.833697,35.740806],[-92.833462,35.739339],[-92.833216,35.73829],[-92.833263,35.737592],[-92.833918,35.736986],[-92.834061,35.736932],[-92.834661,35.736699],[-92.834949,35.736647],[-92.8354,35.736537],[-92.836175,35.736338],[-92.836509,35.736165],[-92.83682,35.735994],[-92.8369,35.735584],[-92.836975,35.735203],[-92.836999,35.734966],[-92.83704,35.734031],[-92.83705,35.733902],[-92.837112,35.73331],[-92.837345,35.7326],[-92.837543,35.73194],[-92.837977,35.731126],[-92.838346,35.730911],[-92.838966,35.730542],[-92.839218,35.730096],[-92.83936,35.729886],[-92.839467,35.729733],[-92.83963,35.729386],[-92.839525,35.728944],[-92.839311,35.728137],[-92.839338,35.727292],[-92.839521,35.726523],[-92.839268,35.726275],[-92.838951,35.726189],[-92.838257,35.725868],[-92.838045,35.725762],[-92.837632,35.72554],[-92.8375,35.725468],[-92.837303,35.725222],[-92.83709,35.724918],[-92.83705,35.724582],[-92.837028,35.724338],[-92.836836,35.724049],[-92.836685,35.723824],[-92.836054,35.723309],[-92.835155,35.722789],[-92.834979,35.722609],[-92.834597,35.722245],[-92.834353,35.722051],[-92.834071,35.721841],[-92.832841,35.721564],[-92.831525,35.721581],[-92.830818,35.7218],[-92.830184,35.722061],[-92.829299,35.721985],[-92.828164,35.721576],[-92.82753,35.720982],[-92.826849,35.720555],[-92.826123,35.72013],[-92.825465,35.720147],[-92.824931,35.720528],[-92.824001,35.720526],[-92.823557,35.720329],[-92.82324,35.720031],[-92.822674,35.719476],[-92.822455,35.719007],[-92.822147,35.718249],[-92.822163,35.717221],[-92.82212,35.716459],[-92.822554,35.715716],[-92.823083,35.715471],[-92.823394,35.714964],[-92.823058,35.714324],[-92.8224,35.71332],[-92.82231,35.712799],[-92.822561,35.712391],[-92.82309,35.712185],[-92.823929,35.712003],[-92.824977,35.71191],[-92.825115,35.71152],[-92.824478,35.710927],[-92.823705,35.710367],[-92.821793,35.709697],[-92.820267,35.709602],[-92.819744,35.709304],[-92.819108,35.708707],[-92.818744,35.708168],[-92.818221,35.707834],[-92.817492,35.707758],[-92.816445,35.707793],[-92.815057,35.707196],[-92.814735,35.706864],[-92.81417,35.706527],[-92.81351,35.706321],[-92.812758,35.706376],[-92.812052,35.706503],[-92.810502,35.706855],[-92.809454,35.70691],[-92.808407,35.706759],[-92.807314,35.706665],[-92.806109,35.706503],[-92.805493,35.706234],[-92.80513,35.705836],[-92.804743,35.705414],[-92.804129,35.70519],[-92.803366,35.7052],[-92.802522,35.70542],[-92.801634,35.705382],[-92.800815,35.70527],[-92.799813,35.704897],[-92.799086,35.704393],[-92.798472,35.703761],[-92.7977,35.703045],[-92.796745,35.702365],[-92.795975,35.70095],[-92.795953,35.700418],[-92.796158,35.700008],[-92.796401,35.69899],[-92.796473,35.698239],[-92.796782,35.697325],[-92.797006,35.696527],[-92.797098,35.695966],[-92.796791,35.694956],[-92.795862,35.694699],[-92.795553,35.694446],[-92.795244,35.694193],[-92.794935,35.693688],[-92.794627,35.693183],[-92.794376,35.692413],[-92.794267,35.691453],[-92.794324,35.6904],[-92.794007,35.689282],[-92.793719,35.688756],[-92.793076,35.688737],[-92.791123,35.68877],[-92.790034,35.689365],[-92.789166,35.690268],[-92.786902,35.690627],[-92.786577,35.690892],[-92.786633,35.691568],[-92.786764,35.692292],[-92.78654,35.693234],[-92.786338,35.693666],[-92.786225,35.694662],[-92.786067,35.695532],[-92.785843,35.696472],[-92.785818,35.697378],[-92.78566,35.6983],[-92.785626,35.69898],[-92.785457,35.699404],[-92.784969,35.699603],[-92.784694,35.699736],[-92.784383,35.699988],[-92.784073,35.70024],[-92.783679,35.70067],[-92.783488,35.701276],[-92.783392,35.701413],[-92.783043,35.701908],[-92.782664,35.702505],[-92.782596,35.70303],[-92.78326,35.703592],[-92.783681,35.704064],[-92.784012,35.704534],[-92.78437,35.705044],[-92.784231,35.705621],[-92.783747,35.706052],[-92.783362,35.70696],[-92.783005,35.707683],[-92.782803,35.708406],[-92.783078,35.709297],[-92.783708,35.709686],[-92.78463,35.710238],[-92.785214,35.710976],[-92.785591,35.711871],[-92.78566,35.71287],[-92.786246,35.71309],[-92.786876,35.713515],[-92.786896,35.71436],[-92.787232,35.715095],[-92.787862,35.715649],[-92.788333,35.71633],[-92.788987,35.716931],[-92.789198,35.717351],[-92.789466,35.718381],[-92.789327,35.719833],[-92.788872,35.721579],[-92.788662,35.722491],[-92.788349,35.723755],[-92.788037,35.724512],[-92.787725,35.725271],[-92.786947,35.725759],[-92.785757,35.725897],[-92.785008,35.726432],[-92.784892,35.727189],[-92.785887,35.728022],[-92.786632,35.729315],[-92.786473,35.729818],[-92.786335,35.73011],[-92.785858,35.730479],[-92.785231,35.730573],[-92.784611,35.730826],[-92.78399,35.731078],[-92.783679,35.73133],[-92.782976,35.731935],[-92.782746,35.732338],[-92.782744,35.733097],[-92.782914,35.733772],[-92.783343,35.734327],[-92.784315,35.735512],[-92.784518,35.735918],[-92.784176,35.736528],[-92.784604,35.737417],[-92.784579,35.738414],[-92.785166,35.739357],[-92.785142,35.739819],[-92.784895,35.740177],[-92.784585,35.740431],[-92.784274,35.740683],[-92.783963,35.740935],[-92.783652,35.741439],[-92.783444,35.743226],[-92.783193,35.744019],[-92.783463,35.744687],[-92.783779,35.745242],[-92.784259,35.746244],[-92.784698,35.747435],[-92.784751,35.747685],[-92.785062,35.747773],[-92.785253,35.747846],[-92.785504,35.748067],[-92.785632,35.748268],[-92.785492,35.748773],[-92.785326,35.749185],[-92.784716,35.749488],[-92.78425,35.749783],[-92.783628,35.750286],[-92.783355,35.750631],[-92.782862,35.751126],[-92.782073,35.751801],[-92.781594,35.752498],[-92.781448,35.753569],[-92.781136,35.754326],[-92.781136,35.754578],[-92.781444,35.755336],[-92.781753,35.755591],[-92.782372,35.756097],[-92.78299,35.756603],[-92.783207,35.757228],[-92.782633,35.75782],[-92.782103,35.758355],[-92.781947,35.75918],[-92.7805,35.76039],[-92.780188,35.760895],[-92.779566,35.761653],[-92.779255,35.761905],[-92.778632,35.762914],[-92.778011,35.763167],[-92.7777,35.763419],[-92.777079,35.76367],[-92.773354,35.76518],[-92.772189,35.766614],[-92.771439,35.767296],[-92.770734,35.767725],[-92.770314,35.768227],[-92.77024,35.769471],[-92.769929,35.769975],[-92.769308,35.770226],[-92.768997,35.770478],[-92.768066,35.770476],[-92.767446,35.770223],[-92.766304,35.769815],[-92.764059,35.770006],[-92.763414,35.770467],[-92.762778,35.771422],[-92.762168,35.772487],[-92.761855,35.773246],[-92.760922,35.774254],[-92.75999,35.774759],[-92.759057,35.775515],[-92.757503,35.776523],[-92.755132,35.778175],[-92.754898,35.777993],[-92.753997,35.777294],[-92.753634,35.776761],[-92.753017,35.776201],[-92.752161,35.77642],[-92.751298,35.777268],[-92.750985,35.778025],[-92.750674,35.778277],[-92.750413,35.779115],[-92.750343,35.780025],[-92.749959,35.781063],[-92.750023,35.782064],[-92.74942,35.785318],[-92.748637,35.785497],[-92.748032,35.785843],[-92.747583,35.786351],[-92.747544,35.78737],[-92.748426,35.788614],[-92.74867,35.789435],[-92.749003,35.790145],[-92.748773,35.790911],[-92.748809,35.791448],[-92.748693,35.792741],[-92.748535,35.793142],[-92.748713,35.793472],[-92.749405,35.793874],[-92.749693,35.794452],[-92.75034,35.795134],[-92.751433,35.796266],[-92.749863,35.79761],[-92.749548,35.798248],[-92.748965,35.798666],[-92.748416,35.799039],[-92.748613,35.800297],[-92.748162,35.801461],[-92.748429,35.801791],[-92.749048,35.802286],[-92.749356,35.802791],[-92.750264,35.803206],[-92.75046,35.803472],[-92.750323,35.803688],[-92.749972,35.80431],[-92.749695,35.804672],[-92.749389,35.805145],[-92.748984,35.805565],[-92.748936,35.806352],[-92.749033,35.807089],[-92.748721,35.807593],[-92.748459,35.808053],[-92.748031,35.808437],[-92.747626,35.808601],[-92.747242,35.809369],[-92.746702,35.809586],[-92.745375,35.810206],[-92.745462,35.810828],[-92.745865,35.811507],[-92.745953,35.811873],[-92.745805,35.812393],[-92.745691,35.812979],[-92.745441,35.813893],[-92.745348,35.814862],[-92.744973,35.815168],[-92.744513,35.815961],[-92.744219,35.816729],[-92.744033,35.817945],[-92.743721,35.818452],[-92.7431,35.818703],[-92.7421,35.818863],[-92.741807,35.819212],[-92.741692,35.819998],[-92.741084,35.820398],[-92.740138,35.821129],[-92.739529,35.821732],[-92.738765,35.821565],[-92.737981,35.821142],[-92.737059,35.821233],[-92.736183,35.821084],[-92.735194,35.821321],[-92.734677,35.821263],[-92.734094,35.820897],[-92.733984,35.8202],[-92.73367,35.819924],[-92.732222,35.81973],[-92.731637,35.819785],[-92.731576,35.819802],[-92.730918,35.819984],[-92.730423,35.820258],[-92.729814,35.820714],[-92.729162,35.821023],[-92.728711,35.821259],[-92.728505,35.82145],[-92.72808,35.821954],[-92.727539,35.822483],[-92.727355,35.823544],[-92.727106,35.82433],[-92.72663,35.825237],[-92.726317,35.825996],[-92.726005,35.8265],[-92.725241,35.827427],[-92.72524,35.827777],[-92.725732,35.828325],[-92.726,35.828694],[-92.726314,35.829077],[-92.726828,35.829775],[-92.727614,35.830178],[-92.728061,35.830583],[-92.728783,35.831055],[-92.72945,35.832159],[-92.729299,35.833412],[-92.729139,35.834237],[-92.729719,35.835482],[-92.729875,35.835884],[-92.730051,35.837221],[-92.729758,35.837385],[-92.727981,35.83782],[-92.727394,35.838569],[-92.72706,35.837561],[-92.726906,35.836646],[-92.726285,35.835346],[-92.725976,35.83484],[-92.725587,35.834686],[-92.725235,35.834144],[-92.72451,35.834005],[-92.721654,35.834567],[-92.720732,35.834637],[-92.720137,35.834804],[-92.719482,35.834794],[-92.718978,35.835146],[-92.718028,35.835507],[-92.717036,35.83569],[-92.71627,35.835706],[-92.715931,35.835705],[-92.715345,35.835665],[-92.71442,35.836049],[-92.712935,35.836327],[-92.711895,35.83652],[-92.711264,35.836665],[-92.710766,35.836939],[-92.709525,35.837396],[-92.708622,35.838126],[-92.706612,35.839316],[-92.705889,35.839625],[-92.705188,35.840174],[-92.70451,35.840925],[-92.703831,35.841509],[-92.703377,35.842446],[-92.702743,35.843344],[-92.702672,35.84424],[-92.70269,35.845307],[-92.70262,35.846206],[-92.702753,35.846718],[-92.703021,35.84751],[-92.703525,35.848014],[-92.703817,35.848492],[-92.703959,35.848973],[-92.703237,35.849703],[-92.702957,35.850192],[-92.702462,35.850635],[-92.701355,35.85141],[-92.700765,35.851757],[-92.700152,35.851988],[-92.699138,35.852114],[-92.698285,35.852721],[-92.697661,35.853476],[-92.696617,35.854062],[-92.695394,35.855673],[-92.69494,35.856499],[-92.694374,35.85723],[-92.694102,35.857486],[-92.69383,35.857817],[-92.693164,35.858338],[-92.692521,35.85851],[-92.691439,35.858397],[-92.69047,35.858266],[-92.689276,35.857952],[-92.687203,35.858093],[-92.68603,35.858144],[-92.683619,35.857937],[-92.681096,35.857671],[-92.680312,35.857101],[-92.679315,35.856544],[-92.678025,35.855691],[-92.677029,35.854985],[-92.676487,35.854375],[-92.676262,35.853781],[-92.675924,35.853246],[-92.675201,35.852374],[-92.674703,35.852041],[-92.673616,35.85141],[-92.672734,35.850871],[-92.671918,35.850427],[-92.670515,35.849553],[-92.670154,35.848943],[-92.669589,35.848387],[-92.668341,35.848366],[-92.667728,35.848308],[-92.666936,35.848887],[-92.666935,35.848903],[-92.666842,35.849791],[-92.666858,35.851231],[-92.666473,35.851636],[-92.66554,35.851838],[-92.6638,35.852557],[-92.663267,35.852772],[-92.66293,35.852908],[-92.662631,35.852901],[-92.661998,35.853284],[-92.661457,35.853551],[-92.660926,35.853856],[-92.660703,35.854331],[-92.6604,35.854894],[-92.66017,35.855443],[-92.660078,35.855885],[-92.660302,35.856514],[-92.660345,35.857123],[-92.660173,35.857501],[-92.660308,35.857891],[-92.659578,35.858904],[-92.658643,35.859769],[-92.6578,35.860542],[-92.658002,35.861225],[-92.658179,35.862094],[-92.658289,35.86311],[-92.658399,35.863758],[-92.658443,35.864238],[-92.658056,35.864588],[-92.657576,35.865139],[-92.657506,35.86586],[-92.657798,35.866323],[-92.657705,35.866859],[-92.657191,35.867678],[-92.656464,35.868102],[-92.655622,35.86856],[-92.65537,35.868967],[-92.654938,35.869428],[-92.654743,35.870548],[-92.654095,35.871404],[-92.653635,35.871547],[-92.653046,35.871176],[-92.652257,35.871045],[-92.65182,35.871393],[-92.651632,35.871803],[-92.65132,35.872307],[-92.650748,35.872592],[-92.650248,35.872922],[-92.649971,35.87403],[-92.649788,35.87425],[-92.649099,35.87416],[-92.648207,35.87425],[-92.647381,35.874428],[-92.646533,35.874698],[-92.645483,35.875184],[-92.644991,35.875492],[-92.644519,35.876144],[-92.644206,35.876596],[-92.643913,35.877213],[-92.643197,35.8777],[-92.642599,35.878095],[-92.642013,35.878314],[-92.641074,35.878674],[-92.640361,35.878762],[-92.639132,35.879286],[-92.637611,35.880424],[-92.63696,35.881402],[-92.636308,35.882415],[-92.635237,35.882486],[-92.634536,35.8824],[-92.633934,35.883374],[-92.633421,35.884642],[-92.632111,35.885817],[-92.630627,35.885458],[-92.629396,35.885101],[-92.628575,35.884562],[-92.627889,35.884454],[-92.627122,35.884483],[-92.625203,35.88495],[-92.62382,35.885018],[-92.622569,35.885449],[-92.621809,35.885792],[-92.620291,35.886096],[-92.618963,35.886391],[-92.617825,35.886714],[-92.617176,35.887075],[-92.616682,35.887817],[-92.61646,35.888881],[-92.616264,35.889333],[-92.615871,35.89015],[-92.615745,35.890607],[-92.615288,35.891361],[-92.614769,35.892337],[-92.614637,35.892824],[-92.614293,35.893819],[-92.614114,35.894305],[-92.614267,35.894736],[-92.614674,35.895761],[-92.614693,35.896602],[-92.614761,35.897098],[-92.614853,35.897479],[-92.614945,35.897939],[-92.615504,35.8988],[-92.615499,35.899735],[-92.615769,35.900617],[-92.616096,35.901283],[-92.615548,35.902623],[-92.614911,35.903441],[-92.614722,35.903821],[-92.614521,35.904547],[-92.614341,35.905024],[-92.614207,35.905303],[-92.614005,35.906578],[-92.613838,35.90713],[-92.613505,35.908141],[-92.612948,35.908585],[-92.612635,35.909089],[-92.612322,35.909593],[-92.612009,35.910099],[-92.610439,35.910662],[-92.607316,35.91051],[-92.605377,35.910386],[-92.605423,35.909577],[-92.605285,35.908986],[-92.604865,35.908584],[-92.60428,35.908334],[-92.603941,35.908049],[-92.60365,35.907644],[-92.603325,35.906938],[-92.602813,35.906287],[-92.602556,35.905941],[-92.602232,35.905081],[-92.602376,35.90432],[-92.602707,35.903881],[-92.602873,35.903442],[-92.602724,35.902991],[-92.602104,35.902737],[-92.601795,35.902483],[-92.601175,35.902226],[-92.599552,35.901428],[-92.598898,35.901044],[-92.598103,35.900602],[-92.597942,35.899858],[-92.59717,35.899454],[-92.596608,35.899243],[-92.595933,35.898267],[-92.595912,35.897714],[-92.595891,35.897313],[-92.59579,35.896501],[-92.595604,35.89612],[-92.59514,35.895201],[-92.594999,35.894878],[-92.594463,35.894416],[-92.593975,35.893633],[-92.593814,35.893021],[-92.593458,35.892596],[-92.592669,35.892179],[-92.592295,35.891986],[-92.591757,35.891601],[-92.591174,35.891008],[-92.590278,35.889565],[-92.589928,35.889181],[-92.589508,35.888893],[-92.588855,35.888185],[-92.588435,35.887726],[-92.587874,35.887361],[-92.587359,35.887245],[-92.586539,35.887032],[-92.58579,35.886876],[-92.585134,35.886703],[-92.583636,35.885992],[-92.582933,35.885737],[-92.579207,35.885472],[-92.578562,35.88514],[-92.577723,35.884824],[-92.577037,35.884705],[-92.576726,35.884703],[-92.575045,35.883239],[-92.574511,35.881928],[-92.574424,35.88128],[-92.573947,35.881186],[-92.573331,35.88159],[-92.571968,35.881452],[-92.571832,35.881438],[-92.571084,35.881066],[-92.569634,35.88045],[-92.567862,35.880369],[-92.5672,35.880903],[-92.566403,35.881234],[-92.565562,35.881064],[-92.564602,35.880776],[-92.562202,35.88036],[-92.559886,35.880385],[-92.558685,35.880207],[-92.557316,35.879573],[-92.556417,35.87943],[-92.555859,35.879392],[-92.555302,35.87946],[-92.554704,35.87957],[-92.554082,35.87982],[-92.55377,35.880072],[-92.553215,35.880205],[-92.551592,35.880821],[-92.551274,35.880993],[-92.55074,35.881618],[-92.549767,35.882313],[-92.548308,35.882472],[-92.547964,35.883095],[-92.547849,35.883588],[-92.547846,35.884093],[-92.547954,35.884844],[-92.547839,35.885358],[-92.547835,35.886115],[-92.547774,35.886541],[-92.547205,35.88763],[-92.546974,35.888754],[-92.546736,35.889566],[-92.546372,35.889876],[-92.545882,35.890066],[-92.545412,35.890427],[-92.545005,35.890736],[-92.544487,35.890879],[-92.54401,35.890859],[-92.543813,35.890896],[-92.543441,35.890967],[-92.542987,35.890929],[-92.542533,35.890835],[-92.541877,35.890828],[-92.540976,35.890638],[-92.540602,35.890478],[-92.540284,35.890234],[-92.539606,35.889765],[-92.53914,35.889486],[-92.538811,35.889115],[-92.538445,35.888185],[-92.538193,35.887489],[-92.537708,35.886692],[-92.537541,35.886155],[-92.537352,35.885773],[-92.537015,35.885199],[-92.536807,35.884473],[-92.536447,35.884021],[-92.536258,35.883657],[-92.536202,35.882857],[-92.535876,35.882607],[-92.53443,35.882108],[-92.533917,35.881802],[-92.533451,35.881647],[-92.532493,35.881548],[-92.531817,35.881203],[-92.531404,35.880996],[-92.531095,35.880743],[-92.530562,35.880229],[-92.530167,35.879801],[-92.52969,35.879782],[-92.52937,35.880035],[-92.528902,35.880184],[-92.528414,35.880331],[-92.527991,35.880478],[-92.527369,35.880476],[-92.526367,35.880657],[-92.525546,35.881097],[-92.525112,35.881519],[-92.524565,35.881982],[-92.524252,35.882485],[-92.523314,35.882531],[-92.523008,35.882852],[-92.523005,35.88324],[-92.522606,35.88363],[-92.52238,35.883995],[-92.522378,35.884247],[-92.522133,35.884523],[-92.521546,35.885015],[-92.521128,35.885507],[-92.520603,35.886305],[-92.520315,35.887577],[-92.520475,35.88813],[-92.520176,35.888787],[-92.51965,35.889326],[-92.518548,35.88991],[-92.517646,35.890278],[-92.516991,35.890408],[-92.516289,35.890406],[-92.515261,35.890401],[-92.513556,35.890129],[-92.512197,35.89075],[-92.51112,35.890937],[-92.51091,35.890936],[-92.510584,35.890705],[-92.509723,35.890113],[-92.509117,35.889844],[-92.508092,35.889232],[-92.506221,35.888972],[-92.506195,35.887207],[-92.505628,35.886591],[-92.505128,35.886141],[-92.504583,35.885638],[-92.50363,35.884913],[-92.503635,35.88411],[-92.503438,35.883413],[-92.503095,35.882208],[-92.503489,35.881335],[-92.503976,35.88037],[-92.503981,35.879478],[-92.504329,35.878622],[-92.504369,35.877313],[-92.504413,35.876339],[-92.504288,35.874941],[-92.504459,35.874442],[-92.504408,35.873592],[-92.504169,35.873106],[-92.503509,35.87204],[-92.503201,35.871531],[-92.503101,35.871161],[-92.502587,35.870519],[-92.501964,35.869382],[-92.501466,35.868826],[-92.501288,35.868232],[-92.500973,35.8676],[-92.500683,35.866767],[-92.500505,35.866153],[-92.499987,35.865171],[-92.49952,35.864441],[-92.499084,35.864112],[-92.498555,35.863174],[-92.498127,35.862505],[-92.497834,35.861986],[-92.497364,35.86165],[-92.496746,35.861143],[-92.496663,35.860626],[-92.496581,35.860101],[-92.496329,35.859263],[-92.495775,35.858702],[-92.495735,35.858179],[-92.49543,35.857364],[-92.495842,35.856843],[-92.49612,35.856199],[-92.495399,35.854975],[-92.495105,35.854637],[-92.495108,35.854628],[-92.495428,35.853467],[-92.495543,35.851896],[-92.495483,35.850816],[-92.495627,35.850172],[-92.495679,35.849431],[-92.495799,35.848805],[-92.495847,35.848539],[-92.495359,35.848271],[-92.494893,35.848195],[-92.494475,35.848098],[-92.494174,35.847698],[-92.494246,35.847412],[-92.494661,35.847233],[-92.495602,35.846717],[-92.496142,35.846169],[-92.496776,35.845374],[-92.497361,35.845092],[-92.49755,35.844674],[-92.497785,35.844213],[-92.498098,35.843709],[-92.498106,35.842444],[-92.497799,35.841938],[-92.497714,35.840748],[-92.498015,35.839987],[-92.498566,35.839397],[-92.498866,35.838823],[-92.498573,35.838265],[-92.497755,35.837741],[-92.496892,35.837312],[-92.497013,35.836142],[-92.496606,35.835676],[-92.495973,35.836118],[-92.495302,35.836451],[-92.494526,35.836596],[-92.492268,35.836882],[-92.49042,35.837154],[-92.489283,35.836889],[-92.487902,35.836336],[-92.487213,35.836196],[-92.487164,35.83675],[-92.486797,35.837046],[-92.486431,35.837229],[-92.485816,35.837339],[-92.484513,35.837759],[-92.483463,35.837958],[-92.482924,35.838084],[-92.482482,35.838215],[-92.481865,35.838454],[-92.481407,35.838711],[-92.481055,35.839086],[-92.481127,35.839787],[-92.480691,35.840268],[-92.479663,35.840579],[-92.479085,35.840689],[-92.478834,35.839676],[-92.477587,35.838385],[-92.477131,35.838298],[-92.476779,35.838438],[-92.475063,35.838519],[-92.473062,35.838823],[-92.471575,35.839245],[-92.470957,35.838726],[-92.470394,35.838954],[-92.469796,35.838976],[-92.468487,35.839022],[-92.467866,35.838897],[-92.466815,35.838893],[-92.466172,35.838854],[-92.465848,35.838767],[-92.465535,35.839018],[-92.465009,35.839426],[-92.464686,35.839722],[-92.464492,35.839843],[-92.464082,35.84012],[-92.463714,35.840574],[-92.463197,35.840903],[-92.462874,35.841129],[-92.462487,35.841231],[-92.462106,35.841279],[-92.461778,35.841386],[-92.46122,35.841487],[-92.460767,35.84187],[-92.459667,35.842792],[-92.458382,35.842488],[-92.45789,35.842259],[-92.457109,35.842018],[-92.456639,35.841685],[-92.454965,35.841499],[-92.454032,35.841822],[-92.453303,35.842121],[-92.451753,35.842871],[-92.450389,35.843067],[-92.450257,35.843058],[-92.449844,35.843029],[-92.448914,35.842876],[-92.446937,35.84298],[-92.446545,35.843268],[-92.446511,35.843293],[-92.446565,35.84424],[-92.446172,35.845183],[-92.446364,35.845731],[-92.446552,35.846009],[-92.44699,35.846176],[-92.44748,35.846519],[-92.447919,35.846728],[-92.448458,35.847312],[-92.448091,35.848038],[-92.447816,35.849094],[-92.447899,35.849606],[-92.448077,35.85006],[-92.448385,35.850314],[-92.448629,35.850759],[-92.448952,35.85106],[-92.449296,35.85154],[-92.449777,35.852849],[-92.449953,35.853858],[-92.450317,35.854531],[-92.450597,35.854956],[-92.451005,35.855557],[-92.451427,35.856371],[-92.451634,35.856678],[-92.451755,35.856902],[-92.451967,35.85709],[-92.452677,35.857641],[-92.45341,35.857933],[-92.454099,35.858312],[-92.454683,35.858827],[-92.455099,35.859394],[-92.455327,35.859873],[-92.455635,35.860779],[-92.455189,35.861615],[-92.454536,35.861919],[-92.45389,35.862472],[-92.453415,35.86323],[-92.452848,35.863347],[-92.451884,35.863189],[-92.45123,35.863664],[-92.450277,35.864838],[-92.450544,35.865762],[-92.45052,35.866205],[-92.4506,35.866702],[-92.450781,35.867266],[-92.450219,35.867926],[-92.449211,35.867308],[-92.44894,35.867086],[-92.44858,35.866997],[-92.448269,35.866995],[-92.447648,35.866992],[-92.446842,35.866923],[-92.445582,35.867037],[-92.444599,35.866604],[-92.443907,35.866515],[-92.443466,35.866531],[-92.442943,35.866391],[-92.442673,35.865998],[-92.442214,35.865586],[-92.441798,35.864953],[-92.441087,35.864659],[-92.440227,35.864655],[-92.439871,35.864601],[-92.439157,35.864548],[-92.438422,35.86468],[-92.437623,35.864881],[-92.437055,35.865169],[-92.436448,35.864894],[-92.435608,35.864924],[-92.435136,35.864946],[-92.434191,35.865061],[-92.433376,35.865409],[-92.432696,35.865721],[-92.432222,35.866012],[-92.431204,35.866131],[-92.429992,35.866213],[-92.429342,35.866262],[-92.428518,35.866418],[-92.427977,35.866522],[-92.427262,35.86657],[-92.426869,35.867098],[-92.426584,35.867606],[-92.426363,35.868117],[-92.426522,35.868663],[-92.426379,35.86905],[-92.425877,35.869577],[-92.424795,35.869554],[-92.42423,35.869885],[-92.423576,35.870587],[-92.423226,35.871025],[-92.422768,35.871498],[-92.422159,35.871937],[-92.421637,35.872268],[-92.421113,35.872917],[-92.420478,35.873883],[-92.419941,35.874136],[-92.419214,35.873855],[-92.418416,35.873172],[-92.418009,35.872614],[-92.417622,35.872312],[-92.417147,35.872062],[-92.416498,35.872041],[-92.415649,35.872738],[-92.414287,35.87249],[-92.413313,35.872555],[-92.412618,35.872727],[-92.411903,35.872936],[-92.411014,35.873089],[-92.41004,35.87312],[-92.408133,35.873411],[-92.407158,35.873564],[-92.406443,35.87363],[-92.406074,35.873752],[-92.405705,35.873838],[-92.40524,35.874104],[-92.404637,35.874245],[-92.404056,35.874497],[-92.40343,35.874729],[-92.402804,35.874944],[-92.402022,35.875249],[-92.401485,35.875499],[-92.400993,35.875751],[-92.400523,35.875967],[-92.400166,35.876074],[-92.399585,35.876233],[-92.398603,35.876303],[-92.39778,35.87617],[-92.397179,35.876059],[-92.396511,35.875929],[-92.39571,35.875707],[-92.394151,35.875516],[-92.393557,35.875324],[-92.392316,35.875065],[-92.390836,35.874719],[-92.389836,35.874462],[-92.389189,35.874459],[-92.388321,35.8742],[-92.387318,35.874267],[-92.385545,35.874395],[-92.384787,35.874481],[-92.383915,35.874711],[-92.382698,35.875467],[-92.381814,35.875462],[-92.381123,35.875587],[-92.380187,35.875988],[-92.379546,35.876334],[-92.378833,35.876619],[-92.378357,35.876914],[-92.377437,35.877247],[-92.376986,35.877788],[-92.376577,35.878298],[-92.376473,35.878676],[-92.376466,35.87912],[-92.376456,35.879167],[-92.376455,35.879172],[-92.376365,35.879631],[-92.376464,35.879862],[-92.376619,35.880703],[-92.376653,35.881578],[-92.376679,35.882144],[-92.376485,35.88269],[-92.376058,35.883238],[-92.375442,35.883767],[-92.3751,35.884367],[-92.37457,35.884808],[-92.37446,35.885303],[-92.374736,35.885893],[-92.374812,35.886673],[-92.374422,35.887244],[-92.374187,35.887712],[-92.374057,35.888209],[-92.373897,35.888553],[-92.373952,35.889058],[-92.37388,35.88963],[-92.373257,35.88988],[-92.372943,35.890383],[-92.37263,35.890634],[-92.372045,35.891262],[-92.371627,35.891814],[-92.371624,35.892251],[-92.371163,35.89304],[-92.371056,35.893576],[-92.370825,35.89408],[-92.371442,35.894369],[-92.372412,35.894593],[-92.372962,35.895504],[-92.373388,35.89648],[-92.373544,35.897168],[-92.373787,35.897539],[-92.373904,35.897718],[-92.374518,35.898194],[-92.37497,35.898478],[-92.375204,35.898716],[-92.375293,35.898938],[-92.375418,35.89922],[-92.375723,35.899679],[-92.37594,35.899933],[-92.376191,35.900229],[-92.376969,35.90081],[-92.378139,35.901968],[-92.378942,35.902173],[-92.379953,35.902397],[-92.380611,35.902443],[-92.381416,35.902675],[-92.381827,35.902938],[-92.381843,35.903349],[-92.381634,35.903654],[-92.381256,35.903972],[-92.380877,35.904428],[-92.380723,35.904932],[-92.380643,35.905648],[-92.380545,35.906045],[-92.380468,35.906319],[-92.380353,35.906625],[-92.380108,35.906852],[-92.379467,35.907139],[-92.379954,35.907353],[-92.380262,35.907607],[-92.380571,35.907861],[-92.380876,35.908623],[-92.381185,35.908877],[-92.381798,35.909892],[-92.382107,35.910146],[-92.382724,35.910654],[-92.383033,35.910908],[-92.38365,35.911416],[-92.38388,35.911897],[-92.383898,35.912242],[-92.383998,35.912439],[-92.384571,35.912938],[-92.385322,35.913712],[-92.385521,35.914108],[-92.386112,35.914463],[-92.386628,35.91479],[-92.387041,35.914972],[-92.387037,35.915477],[-92.386313,35.916125],[-92.385589,35.916579],[-92.384729,35.917068],[-92.38396,35.917614],[-92.383303,35.918178],[-92.383388,35.918783],[-92.383698,35.919443],[-92.383874,35.919976],[-92.38398,35.920745],[-92.384045,35.921185],[-92.384092,35.921363],[-92.384075,35.921832],[-92.384022,35.922293],[-92.383944,35.922568],[-92.383752,35.922916],[-92.383562,35.923202],[-92.383397,35.923374],[-92.383383,35.923496],[-92.383483,35.923589],[-92.383746,35.923755],[-92.384159,35.924034],[-92.384459,35.924351],[-92.384659,35.924695],[-92.384785,35.925324],[-92.384606,35.925738],[-92.384266,35.925937],[-92.383848,35.926077],[-92.383407,35.926555],[-92.383403,35.927033],[-92.383375,35.927567],[-92.383586,35.927951],[-92.383958,35.929769],[-92.384682,35.93054],[-92.386007,35.930322],[-92.38644,35.930251],[-92.387653,35.93055],[-92.388259,35.93081],[-92.389023,35.931033],[-92.389628,35.931311],[-92.390019,35.931669],[-92.390328,35.931923],[-92.390431,35.932359],[-92.390045,35.932778],[-92.389386,35.933183],[-92.389048,35.93358],[-92.389085,35.934274],[-92.389374,35.934697],[-92.389683,35.934954],[-92.390137,35.935093],[-92.390654,35.935457],[-92.391229,35.935971],[-92.391536,35.936478],[-92.391757,35.937011],[-92.392294,35.93739],[-92.39273,35.937382],[-92.393602,35.937365],[-92.394544,35.937354],[-92.395027,35.937075],[-92.395453,35.936842],[-92.396337,35.936863],[-92.397264,35.936443],[-92.398033,35.936495],[-92.398898,35.936609],[-92.399488,35.937347],[-92.399917,35.937784],[-92.400226,35.938038],[-92.400749,35.938589],[-92.40111,35.939091],[-92.402438,35.939129],[-92.402787,35.93923],[-92.403185,35.939369],[-92.403302,35.939438],[-92.40346,35.939576],[-92.403541,35.939687],[-92.403596,35.939874],[-92.403642,35.940091],[-92.403658,35.940607],[-92.403289,35.941074],[-92.403028,35.941237],[-92.4029,35.941557],[-92.402906,35.94205],[-92.403066,35.942574],[-92.403042,35.9432],[-92.402558,35.943559],[-92.40194,35.943946],[-92.401732,35.944366],[-92.401157,35.945168],[-92.40203,35.946135],[-92.403112,35.947301],[-92.403378,35.947924],[-92.403601,35.948701],[-92.404085,35.94901],[-92.404278,35.949612],[-92.405108,35.950196],[-92.405424,35.9512],[-92.404976,35.95182],[-92.403886,35.952516],[-92.403293,35.952813],[-92.402749,35.953051],[-92.402376,35.95339],[-92.402078,35.953828],[-92.401652,35.954709],[-92.401474,35.955429],[-92.401328,35.956747],[-92.401626,35.958135],[-92.401914,35.95897],[-92.401991,35.959003],[-92.40182,35.959101],[-92.400973,35.959193],[-92.399865,35.95974],[-92.399063,35.960252],[-92.39767,35.961332],[-92.396371,35.962393],[-92.395251,35.962809],[-92.395372,35.963288],[-92.395936,35.964014],[-92.39699,35.964288],[-92.398372,35.964536],[-92.398707,35.965655],[-92.399166,35.967332],[-92.400104,35.968245],[-92.399989,35.969379],[-92.400527,35.971065],[-92.398646,35.973213],[-92.399463,35.973512],[-92.401052,35.973484],[-92.401392,35.973905],[-92.401519,35.974255],[-92.403052,35.974605],[-92.403961,35.97493],[-92.404904,35.97511],[-92.406947,35.976283],[-92.407083,35.976996],[-92.407072,35.978511],[-92.405292,35.980765],[-92.405199,35.981639],[-92.405483,35.983054],[-92.406103,35.983309],[-92.40637,35.983377],[-92.406819,35.983491],[-92.40764,35.983477],[-92.408298,35.98348],[-92.40858,35.983499],[-92.409524,35.983326],[-92.411295,35.981843],[-92.412843,35.98165],[-92.413186,35.982578],[-92.413636,35.982735],[-92.414506,35.98315],[-92.415101,35.983991],[-92.416939,35.985222],[-92.417582,35.985376],[-92.418797,35.986579],[-92.420377,35.987422],[-92.420685,35.987929],[-92.420679,35.988688],[-92.420381,35.990195],[-92.419179,35.990189],[-92.417869,35.990189],[-92.41549,35.990101],[-92.413984,35.990757],[-92.413312,35.991693],[-92.411896,35.991738],[-92.410209,35.991809],[-92.409756,35.992194],[-92.409484,35.993268],[-92.409336,35.994162],[-92.408437,35.994137],[-92.407654,35.994115],[-92.407138,35.994142],[-92.406879,35.994236],[-92.407054,35.995972],[-92.407166,35.99668],[-92.408286,35.997657],[-92.409241,35.998656],[-92.409081,36.001015],[-92.408764,36.001773],[-92.408581,36.002106],[-92.408133,36.003032],[-92.40781,36.004547],[-92.407079,36.005844],[-92.405255,36.006469],[-92.404916,36.007179],[-92.405656,36.007846],[-92.406646,36.008712],[-92.406616,36.00982],[-92.40706,36.011231],[-92.407753,36.012129],[-92.40798,36.012784],[-92.407558,36.013246],[-92.406714,36.013107],[-92.40587,36.012914],[-92.404794,36.012354],[-92.403436,36.011774],[-92.401092,36.011447],[-92.40044,36.011322],[-92.398429,36.011071],[-92.396904,36.010617],[-92.395944,36.010554],[-92.395324,36.010298],[-92.394393,36.010041],[-92.393773,36.009785],[-92.393154,36.009275],[-92.392534,36.00902],[-92.391298,36.008004],[-92.390208,36.00748],[-92.388317,36.007454],[-92.386016,36.007217],[-92.384463,36.006957],[-92.383843,36.006701],[-92.382738,36.00608],[-92.38104,36.006019],[-92.380501,36.006208],[-92.38011,36.006682],[-92.379313,36.006935],[-92.378838,36.006771],[-92.378555,36.006674],[-92.377618,36.006646],[-92.376426,36.006476],[-92.374962,36.006747],[-92.373821,36.007028],[-92.373084,36.007896],[-92.37162,36.008308],[-92.370287,36.00858],[-92.369125,36.008166],[-92.367993,36.0072],[-92.36736,36.006363],[-92.367061,36.00543],[-92.366873,36.004749],[-92.365504,36.003445],[-92.364964,36.002724],[-92.364796,36.002164],[-92.364028,36.002297],[-92.363233,36.001874],[-92.36089,36.000047],[-92.359687,35.997883],[-92.35863,35.997801],[-92.357931,35.997225],[-92.355525,35.998472],[-92.354809,35.999881],[-92.354978,36.002267],[-92.353915,36.003005],[-92.353429,36.003128],[-92.353303,36.003258],[-92.353184,36.003443],[-92.353145,36.003688],[-92.353176,36.004795],[-92.352857,36.006319],[-92.351545,36.00768],[-92.351151,36.008954],[-92.350759,36.010351],[-92.351861,36.011478],[-92.352181,36.012586],[-92.352994,36.013363],[-92.353612,36.013872],[-92.353294,36.014627],[-92.352982,36.014878],[-92.352668,36.015131],[-92.352044,36.01538],[-92.351731,36.015631],[-92.350968,36.016454],[-92.350062,36.016832],[-92.349643,36.017846],[-92.34957,36.019363],[-92.349112,36.020161],[-92.349189,36.020711],[-92.349698,36.02123],[-92.349941,36.021581],[-92.350124,36.02194],[-92.350433,36.022194],[-92.350753,36.022635],[-92.351045,36.023462],[-92.351041,36.023967],[-92.350718,36.024384],[-92.350857,36.024987],[-92.35103,36.025231],[-92.351506,36.025923],[-92.351893,36.026342],[-92.352381,36.026794],[-92.352548,36.029788],[-92.35264,36.029917],[-92.352905,36.029988],[-92.353689,36.030071],[-92.354365,36.030163],[-92.354823,36.030154],[-92.355187,36.030109],[-92.355453,36.030081],[-92.355681,36.0301],[-92.355916,36.030239],[-92.355967,36.030313],[-92.356276,36.030567],[-92.356729,36.030876],[-92.357422,36.031313],[-92.358135,36.031587],[-92.358133,36.03184],[-92.358266,36.032305],[-92.358568,36.032649],[-92.359013,36.032899],[-92.359247,36.033054],[-92.360298,36.033368],[-92.36009,36.034077],[-92.360198,36.034528],[-92.360595,36.034817],[-92.362448,36.035095],[-92.363132,36.03485],[-92.36402,36.034688],[-92.364119,36.034953],[-92.364636,36.035665],[-92.364695,36.03627],[-92.364628,36.036677],[-92.364202,36.037072],[-92.36462,36.037687],[-92.364636,36.038237],[-92.36523,36.039207],[-92.365212,36.039849],[-92.36504,36.040311],[-92.364469,36.040546],[-92.364985,36.041137],[-92.365411,36.041372],[-92.365831,36.041563],[-92.366039,36.041941],[-92.365951,36.042369],[-92.36561,36.042863],[-92.364788,36.042892],[-92.364077,36.043565],[-92.363596,36.044337],[-92.36291,36.044868],[-92.362272,36.045378],[-92.362197,36.045856],[-92.362812,36.046141],[-92.363304,36.046527],[-92.363613,36.046781],[-92.363922,36.047035],[-92.364423,36.047554],[-92.363663,36.047807],[-92.362524,36.047988],[-92.36173,36.048793],[-92.361527,36.049233],[-92.361723,36.049552],[-92.36181,36.050281],[-92.361927,36.051124],[-92.361923,36.051697],[-92.362325,36.052082],[-92.362622,36.052494],[-92.362929,36.05305],[-92.362798,36.053741],[-92.362462,36.054312],[-92.362305,36.054608],[-92.362123,36.055153],[-92.362921,36.055371],[-92.363231,36.055625],[-92.363402,36.056122],[-92.36366,36.056818],[-92.363796,36.057132],[-92.363537,36.057437],[-92.362901,36.057898],[-92.362425,36.058375],[-92.362376,36.058718],[-92.362887,36.059667],[-92.362811,36.060057],[-92.36226,36.060169],[-92.361659,36.060242],[-92.360788,36.06037],[-92.359768,36.060408],[-92.359713,36.060362],[-92.359459,36.060154],[-92.359187,36.060136],[-92.35873,36.060134],[-92.357804,36.060183],[-92.357145,36.060295],[-92.356883,36.060751],[-92.3566,36.060882],[-92.356453,36.061607],[-92.356192,36.06193],[-92.355838,36.062156],[-92.355224,36.062498],[-92.355079,36.062912],[-92.354765,36.063162],[-92.354075,36.063294],[-92.353922,36.064237],[-92.35351,36.064418],[-92.353197,36.064668],[-92.353195,36.064923],[-92.353504,36.065177],[-92.353809,36.065936],[-92.354118,36.06619],[-92.354309,36.066455],[-92.354513,36.06681],[-92.354508,36.067486],[-92.353738,36.067683],[-92.35317,36.067955],[-92.352884,36.068622],[-92.353097,36.069622],[-92.352012,36.070049],[-92.351749,36.070588],[-92.3519,36.070981],[-92.352209,36.071236],[-92.352829,36.071491],[-92.35404,36.071822],[-92.354811,36.072194],[-92.355211,36.072708],[-92.35524,36.072715],[-92.355868,36.072862],[-92.356479,36.072809],[-92.357486,36.073033],[-92.358417,36.073543],[-92.359037,36.073799],[-92.360278,36.07431],[-92.360901,36.074314],[-92.361719,36.074467],[-92.362,36.074322],[-92.362259,36.07419],[-92.362775,36.073566],[-92.363383,36.073376],[-92.363963,36.073519],[-92.364329,36.073827],[-92.36471,36.074237],[-92.364946,36.07459],[-92.365605,36.075272],[-92.366096,36.075764],[-92.366154,36.076532],[-92.36742,36.076922],[-92.368193,36.077066],[-92.368817,36.077105],[-92.369481,36.077264],[-92.370169,36.077462],[-92.370566,36.077507],[-92.371147,36.07751],[-92.370883,36.078329],[-92.371135,36.079171],[-92.371233,36.080305],[-92.371296,36.080445],[-92.371053,36.081195],[-92.371111,36.082205],[-92.371107,36.082709],[-92.37136,36.083116],[-92.371437,36.083613],[-92.370794,36.084056],[-92.370551,36.084379],[-92.369676,36.084543],[-92.369223,36.084721],[-92.368909,36.084972],[-92.368596,36.085223],[-92.368283,36.085474],[-92.367968,36.085979],[-92.367373,36.086418],[-92.365802,36.08634],[-92.365163,36.086217],[-92.36423,36.086212],[-92.363654,36.086285],[-92.363603,36.086713],[-92.363802,36.087476],[-92.363501,36.087943],[-92.362965,36.088479],[-92.362652,36.08873],[-92.362027,36.088979],[-92.361403,36.089228],[-92.360778,36.089477],[-92.36002,36.089674],[-92.359618,36.089672],[-92.358536,36.088735],[-92.358161,36.0886],[-92.357548,36.088845],[-92.357029,36.089013],[-92.356096,36.088846],[-92.355578,36.088176],[-92.355252,36.087437],[-92.354663,36.086925],[-92.35335,36.087272],[-92.352074,36.087661],[-92.351449,36.087913],[-92.350889,36.088031],[-92.350513,36.08816],[-92.349979,36.088268],[-92.349886,36.088661],[-92.34971,36.089159],[-92.349376,36.089398],[-92.348293,36.089349],[-92.34714,36.089429],[-92.346819,36.089411],[-92.346503,36.089367],[-92.346229,36.089255],[-92.345923,36.089158],[-92.34568,36.089123],[-92.345395,36.089131],[-92.345178,36.089195],[-92.344896,36.089646],[-92.344583,36.089897],[-92.34418,36.090348],[-92.34404,36.091334],[-92.343735,36.091892],[-92.343689,36.092169],[-92.343527,36.092869],[-92.342683,36.093678],[-92.342369,36.093928],[-92.342056,36.094179],[-92.341431,36.094428],[-92.340855,36.094815],[-92.340309,36.09504],[-92.338928,36.095807],[-92.339123,36.096446],[-92.338921,36.096689],[-92.338296,36.096937],[-92.337361,36.096932],[-92.33673,36.096345],[-92.334875,36.096414],[-92.334564,36.096412],[-92.333006,36.096403],[-92.332695,36.096402],[-92.332073,36.096398],[-92.330824,36.096644],[-92.330511,36.096894],[-92.330197,36.097145],[-92.330016,36.097615],[-92.330626,36.100109],[-92.329908,36.100051],[-92.329037,36.10017],[-92.328613,36.100422],[-92.32799,36.100608],[-92.328295,36.10118],[-92.328598,36.101802],[-92.328508,36.102313],[-92.329002,36.102935],[-92.329212,36.103207],[-92.329833,36.103463],[-92.330141,36.103717],[-92.330451,36.103971],[-92.330756,36.10473],[-92.331682,36.105747],[-92.331987,36.106506],[-92.331985,36.106759],[-92.332187,36.107208],[-92.332337,36.107545],[-92.33305,36.108151],[-92.333722,36.108454],[-92.333611,36.10879],[-92.333085,36.109086],[-92.331652,36.109286],[-92.331338,36.109536],[-92.331167,36.110167],[-92.331228,36.110568],[-92.331586,36.111442],[-92.331711,36.11202],[-92.331936,36.112571],[-92.332693,36.112776],[-92.333098,36.113249],[-92.332859,36.113841],[-92.332508,36.114398],[-92.332137,36.114953],[-92.331766,36.115615],[-92.331594,36.116108],[-92.331536,36.117392],[-92.331267,36.117876],[-92.330329,36.118377],[-92.329702,36.118879],[-92.32939,36.118877],[-92.328297,36.118875],[-92.327519,36.119119],[-92.326235,36.119763],[-92.325695,36.120161],[-92.3247,36.120872],[-92.323383,36.121318],[-92.323439,36.122635],[-92.323119,36.123643],[-92.323059,36.124167],[-92.323475,36.125028],[-92.323543,36.125412],[-92.324977,36.124917],[-92.325602,36.124669],[-92.325916,36.124418],[-92.326736,36.124075],[-92.327167,36.123918],[-92.328086,36.124694],[-92.328169,36.12508],[-92.328553,36.125429],[-92.329605,36.125629],[-92.330314,36.125716],[-92.331023,36.125339],[-92.331846,36.125344],[-92.332245,36.125517],[-92.332668,36.125634],[-92.33285,36.126303],[-92.333373,36.126734],[-92.333844,36.126727],[-92.334617,36.126993],[-92.334612,36.127498],[-92.334466,36.128167],[-92.334415,36.129016],[-92.334366,36.12962],[-92.334534,36.130349],[-92.335709,36.131027],[-92.335879,36.131596],[-92.336129,36.132127],[-92.336334,36.132082],[-92.336443,36.132059],[-92.337081,36.131639],[-92.337369,36.131196],[-92.337613,36.130756],[-92.338018,36.130046],[-92.338332,36.129793],[-92.338645,36.129542],[-92.339273,36.129041],[-92.341142,36.129051],[-92.34176,36.129559],[-92.34207,36.129813],[-92.34331,36.13058],[-92.343474,36.13065],[-92.343755,36.130771],[-92.344586,36.130776],[-92.345179,36.13059],[-92.345725,36.130392],[-92.346819,36.130274],[-92.34776,36.130137],[-92.348508,36.129556],[-92.348535,36.128988],[-92.348934,36.128589],[-92.349248,36.128338],[-92.349703,36.127664],[-92.350813,36.127334],[-92.351352,36.127878],[-92.351788,36.128074],[-92.352375,36.12838],[-92.352984,36.128611],[-92.353595,36.1289],[-92.354613,36.128912],[-92.355143,36.129353],[-92.355465,36.129888],[-92.355773,36.130395],[-92.357341,36.130516],[-92.35764,36.130657],[-92.358259,36.131166],[-92.358569,36.13142],[-92.359501,36.131677],[-92.359809,36.132186],[-92.360432,36.132189],[-92.362303,36.131947],[-92.363551,36.131699],[-92.363865,36.131448],[-92.364178,36.131197],[-92.36419,36.12968],[-92.364508,36.128925],[-92.364822,36.128674],[-92.365445,36.128677],[-92.36622,36.128433],[-92.368259,36.127428],[-92.368691,36.127173],[-92.37013,36.127185],[-92.371347,36.127365],[-92.372393,36.12744],[-92.372927,36.127957],[-92.373603,36.128596],[-92.373549,36.129903],[-92.374157,36.129988],[-92.374778,36.130243],[-92.375088,36.130497],[-92.375397,36.130751],[-92.375959,36.130923],[-92.376328,36.131261],[-92.376085,36.132051],[-92.375879,36.132814],[-92.376137,36.133205],[-92.376658,36.13349],[-92.377244,36.133741],[-92.377613,36.133954],[-92.378795,36.13456],[-92.378166,36.135314],[-92.377631,36.135836],[-92.378016,36.13667],[-92.378461,36.137337],[-92.378771,36.137594],[-92.37908,36.137848],[-92.37939,36.138102],[-92.379697,36.138608],[-92.381198,36.138941],[-92.38159,36.139051],[-92.382133,36.139205],[-92.382497,36.139128],[-92.383122,36.138878],[-92.384059,36.138631],[-92.384798,36.1387],[-92.385615,36.138891],[-92.386234,36.139399],[-92.386699,36.140592],[-92.386311,36.141212],[-92.386285,36.141867],[-92.387026,36.142286],[-92.387512,36.142841],[-92.388068,36.143959],[-92.38867,36.144487],[-92.388496,36.144953],[-92.387876,36.145365],[-92.387743,36.145727],[-92.38771,36.147401],[-92.387359,36.148763],[-92.388499,36.150063],[-92.388836,36.150497],[-92.389112,36.150636],[-92.389573,36.150789],[-92.389876,36.151039],[-92.389868,36.151954],[-92.389487,36.153169],[-92.389335,36.153495],[-92.388947,36.153978],[-92.388774,36.154425],[-92.388472,36.154942],[-92.388605,36.155083],[-92.389227,36.155338],[-92.389786,36.155708],[-92.390157,36.155848],[-92.390467,36.156102],[-92.390775,36.156608],[-92.391085,36.156865],[-92.391604,36.157462],[-92.392636,36.15763],[-92.393258,36.157885],[-92.394261,36.158062],[-92.395436,36.158401],[-92.396407,36.158728],[-92.397429,36.158648],[-92.397749,36.158546],[-92.398413,36.158153],[-92.39899,36.157844],[-92.400143,36.157402],[-92.400952,36.156901],[-92.401363,36.157221],[-92.401889,36.157742],[-92.402603,36.158437],[-92.402913,36.158693],[-92.403399,36.159232],[-92.404279,36.159595],[-92.404894,36.159902],[-92.404979,36.160349],[-92.404818,36.161153],[-92.403988,36.162992],[-92.403451,36.164063],[-92.403092,36.164865],[-92.403199,36.165276],[-92.40359,36.165995],[-92.404102,36.166279],[-92.404412,36.166535],[-92.404722,36.166789],[-92.405298,36.166912],[-92.405518,36.16781],[-92.406085,36.168744],[-92.406964,36.169124],[-92.407889,36.169397],[-92.408415,36.169722],[-92.408749,36.170093],[-92.409059,36.170349],[-92.409467,36.17062],[-92.410129,36.170659],[-92.41121,36.170592],[-92.411352,36.170609],[-92.412142,36.170705],[-92.412684,36.170536],[-92.413999,36.170962],[-92.415414,36.17057],[-92.417727,36.170759],[-92.418965,36.171263],[-92.419139,36.170766],[-92.42021,36.169786],[-92.424127,36.170355],[-92.425264,36.170252],[-92.425465,36.170233],[-92.42617,36.169869],[-92.427942,36.169364],[-92.43276,36.168169],[-92.432515,36.167921],[-92.432437,36.167762],[-92.432402,36.167645],[-92.432403,36.167568],[-92.432461,36.167488],[-92.432584,36.16736],[-92.432707,36.167225],[-92.432867,36.167093],[-92.43299,36.166994],[-92.433171,36.166842],[-92.433418,36.16664],[-92.433671,36.166459],[-92.433881,36.166214],[-92.434012,36.166064],[-92.434254,36.165784],[-92.434266,36.165765],[-92.434324,36.165696],[-92.43445,36.165629],[-92.434686,36.165451],[-92.434878,36.165333],[-92.435056,36.165131],[-92.435175,36.164964],[-92.435382,36.164858],[-92.435514,36.164823],[-92.435647,36.164776],[-92.435765,36.164717],[-92.43578,36.164657],[-92.435767,36.164514],[-92.435782,36.164395],[-92.435915,36.164288],[-92.436048,36.164205],[-92.436211,36.164122],[-92.436432,36.164052],[-92.436668,36.163969],[-92.436889,36.163935],[-92.437109,36.163912],[-92.437316,36.163817],[-92.437537,36.163711],[-92.437759,36.163605],[-92.438009,36.16357],[-92.43823,36.163524],[-92.438451,36.163513],[-92.438642,36.163454],[-92.438907,36.163407],[-92.439099,36.163325],[-92.43932,36.163254],[-92.439542,36.16316],[-92.439836,36.16309],[-92.440101,36.163055],[-92.440219,36.163068],[-92.440322,36.163032],[-92.440499,36.162914],[-92.440691,36.162867],[-92.440868,36.162832],[-92.441133,36.162762],[-92.441354,36.162656],[-92.441635,36.162538],[-92.441856,36.162443],[-92.442077,36.162325],[-92.44224,36.162278],[-92.442519,36.16222],[-92.44274,36.162197],[-92.442902,36.16221],[-92.443064,36.162175],[-92.443241,36.16214],[-92.443418,36.162093],[-92.443595,36.162022],[-92.443757,36.161915],[-92.443934,36.161845],[-92.444302,36.161775],[-92.444538,36.16174],[-92.444759,36.161682],[-92.445068,36.161623],[-92.445304,36.161541],[-92.445569,36.161459],[-92.445791,36.16134],[-92.445998,36.161234],[-92.446277,36.1612],[-92.446571,36.161201],[-92.446792,36.161202],[-92.447057,36.161191],[-92.447278,36.161168],[-92.447498,36.161169],[-92.447733,36.161194],[-92.448042,36.161196],[-92.448425,36.161186],[-92.448778,36.161211],[-92.449072,36.1612],[-92.449337,36.16119],[-92.449689,36.161203],[-92.450028,36.161109],[-92.45025,36.161003],[-92.451193,36.160757],[-92.45137,36.160674],[-92.451561,36.160651],[-92.451812,36.160593],[-92.452033,36.160522],[-92.452283,36.160428],[-92.452475,36.160357],[-92.452682,36.160287],[-92.453035,36.160265],[-92.4533,36.160242],[-92.453506,36.160243],[-92.454036,36.160126],[-92.454301,36.16002],[-92.454582,36.159902],[-92.454847,36.159808],[-92.455039,36.159701],[-92.455216,36.159559],[-92.455423,36.159452],[-92.455615,36.159346],[-92.455733,36.159275],[-92.45591,36.159228],[-92.456072,36.159169],[-92.456308,36.159111],[-92.456646,36.159076],[-92.457014,36.159102],[-92.45722,36.159127],[-92.457425,36.159187],[-92.45769,36.159212],[-92.457881,36.159225],[-92.458057,36.159262],[-92.458263,36.15931],[-92.458498,36.159359],[-92.458659,36.159396],[-92.458777,36.159408],[-92.459012,36.159349],[-92.459189,36.159267],[-92.459485,36.159125],[-92.459766,36.158912],[-92.46009,36.158734],[-92.460253,36.158604],[-92.46046,36.158473],[-92.460681,36.158391],[-92.460843,36.158332],[-92.46105,36.158249],[-92.461286,36.158143],[-92.461507,36.158037],[-92.461714,36.157942],[-92.462023,36.157824],[-92.462274,36.15773],[-92.462554,36.15766],[-92.462878,36.157637],[-92.463113,36.157639],[-92.463451,36.157628],[-92.463731,36.157629],[-92.463995,36.157619],[-92.464378,36.15762],[-92.464761,36.157574],[-92.465173,36.157469],[-92.465424,36.157339],[-92.465601,36.157256],[-92.465808,36.157162],[-92.466029,36.157055],[-92.466353,36.156914],[-92.466604,36.156831],[-92.466928,36.156725],[-92.467194,36.156643],[-92.467474,36.156561],[-92.467783,36.156467],[-92.468107,36.156349],[-92.468373,36.156255],[-92.468594,36.15616],[-92.468786,36.156078],[-92.469037,36.155959],[-92.46917,36.155817],[-92.469318,36.155651],[-92.469407,36.15552],[-92.469556,36.155318],[-92.469689,36.155115],[-92.469793,36.154937],[-92.469927,36.154735],[-92.470017,36.154521],[-92.470136,36.154318],[-92.470255,36.15414],[-92.470388,36.154057],[-92.470609,36.153963],[-92.47086,36.153868],[-92.471111,36.153714],[-92.471288,36.153632],[-92.471509,36.153549],[-92.47176,36.153348],[-92.471923,36.153169],[-92.472086,36.152991],[-92.472322,36.152849],[-92.472558,36.152755],[-92.472898,36.152565],[-92.473237,36.152448],[-92.473517,36.15233],[-92.473754,36.152152],[-92.473961,36.151974],[-92.474138,36.151819],[-92.47436,36.151677],[-92.474625,36.151607],[-92.474964,36.151501],[-92.475229,36.151395],[-92.475539,36.151313],[-92.475892,36.151183],[-92.476217,36.151077],[-92.476496,36.151031],[-92.476732,36.150984],[-92.476953,36.150878],[-92.477204,36.150795],[-92.477587,36.150749],[-92.47791,36.150727],[-92.478249,36.15068],[-92.478588,36.150563],[-92.478912,36.150385],[-92.479134,36.150267],[-92.479473,36.150197],[-92.479856,36.150091],[-92.47998,36.150069],[-92.48018,36.150033],[-92.480503,36.15001],[-92.480812,36.150024],[-92.48115,36.150085],[-92.481414,36.150181],[-92.481648,36.15029],[-92.481869,36.150338],[-92.482162,36.150399],[-92.482427,36.1504],[-92.482692,36.150378],[-92.483001,36.150307],[-92.483222,36.150249],[-92.483517,36.15019],[-92.483782,36.150096],[-92.484077,36.150026],[-92.484445,36.149884],[-92.484666,36.149802],[-92.484946,36.149731],[-92.48524,36.149721],[-92.48549,36.149722],[-92.485785,36.149711],[-92.486034,36.149736],[-92.486255,36.149749],[-92.486461,36.149654],[-92.486638,36.149619],[-92.486903,36.149609],[-92.487182,36.149658],[-92.487431,36.149778],[-92.487519,36.149886],[-92.487694,36.150065],[-92.487826,36.150209],[-92.48803,36.150436],[-92.488205,36.150604],[-92.488249,36.150736],[-92.488218,36.150879],[-92.48829,36.151082],[-92.488466,36.151214],[-92.488642,36.151322],[-92.488876,36.151454],[-92.489022,36.151598],[-92.489154,36.151753],[-92.489329,36.151873],[-92.489594,36.151946],[-92.48977,36.151947],[-92.490064,36.151984],[-92.49021,36.15208],[-92.490254,36.152199],[-92.490223,36.152366],[-92.49009,36.152509],[-92.489972,36.152651],[-92.489853,36.152806],[-92.489734,36.152936],[-92.489557,36.153031],[-92.48941,36.15309],[-92.489262,36.153173],[-92.489129,36.153256],[-92.488952,36.15341],[-92.488745,36.153552],[-92.488538,36.153707],[-92.488376,36.153813],[-92.488213,36.15392],[-92.488051,36.154038],[-92.487947,36.154169],[-92.488019,36.154336],[-92.488062,36.154551],[-92.488046,36.154742],[-92.488044,36.155052],[-92.488057,36.155279],[-92.488027,36.155458],[-92.487922,36.155708],[-92.487803,36.15591],[-92.487684,36.156124],[-92.48758,36.156326],[-92.487402,36.156528],[-92.487342,36.156659],[-92.487312,36.156814],[-92.487326,36.156969],[-92.48731,36.157148],[-92.487235,36.157374],[-92.48713,36.157613],[-92.487026,36.157779],[-92.486893,36.157946],[-92.486715,36.158195],[-92.486566,36.158397],[-92.486374,36.158504],[-92.486182,36.158658],[-92.486034,36.158836],[-92.485797,36.159014],[-92.48562,36.159145],[-92.485442,36.159323],[-92.485191,36.159572],[-92.485057,36.159774],[-92.484938,36.159917],[-92.484702,36.160143],[-92.484598,36.160297],[-92.484449,36.160475],[-92.484316,36.160666],[-92.484123,36.16088],[-92.483975,36.161046],[-92.483856,36.161284],[-92.483737,36.161474],[-92.483588,36.1617],[-92.48344,36.161914],[-92.48335,36.162117],[-92.483275,36.162367],[-92.483141,36.162617],[-92.483037,36.162795],[-92.482918,36.162985],[-92.482814,36.16314],[-92.482681,36.163318],[-92.482533,36.163425],[-92.482414,36.163592],[-92.482236,36.163805],[-92.482044,36.163936],[-92.48194,36.164138],[-92.481835,36.164352],[-92.481672,36.164542],[-92.481554,36.164697],[-92.481508,36.164888],[-92.481551,36.165031],[-92.481727,36.165127],[-92.481845,36.16514],[-92.482006,36.165212],[-92.482167,36.165332],[-92.482299,36.165428],[-92.482548,36.165512],[-92.482842,36.165561],[-92.483092,36.165586],[-92.483328,36.165575],[-92.483651,36.165577],[-92.484063,36.165614],[-92.484416,36.165652],[-92.484724,36.165713],[-92.484974,36.165761],[-92.485209,36.165846],[-92.485399,36.165966],[-92.485663,36.166086],[-92.486015,36.166207],[-92.486309,36.16628],[-92.486559,36.166329],[-92.486634,36.166336],[-92.486809,36.166354],[-92.487015,36.166331],[-92.487191,36.166296],[-92.487442,36.166249],[-92.487751,36.166203],[-92.488134,36.166145],[-92.488458,36.166086],[-92.488708,36.166016],[-92.4889,36.165897],[-92.489033,36.16585],[-92.48915,36.165934],[-92.489296,36.166078],[-92.489442,36.166281],[-92.489529,36.166413],[-92.489675,36.166592],[-92.489792,36.166796],[-92.489952,36.16694],[-92.490128,36.167036],[-92.490422,36.167061],[-92.490717,36.167038],[-92.490982,36.166968],[-92.491247,36.166885],[-92.491498,36.166803],[-92.491749,36.166673],[-92.491956,36.166519],[-92.492104,36.166305],[-92.492296,36.166162],[-92.492488,36.166056],[-92.492695,36.165937],[-92.492975,36.165819],[-92.493226,36.165642],[-92.493433,36.165499],[-92.493625,36.165357],[-92.493817,36.165238],[-92.494038,36.16518],[-92.494215,36.165192],[-92.494552,36.165301],[-92.494802,36.165374],[-92.495066,36.16547],[-92.49533,36.165579],[-92.49555,36.165699],[-92.495755,36.165783],[-92.496035,36.165808],[-92.4963,36.165786],[-92.496579,36.165715],[-92.496859,36.165669],[-92.49711,36.165586],[-92.497361,36.16548],[-92.497494,36.165314],[-92.497672,36.165135],[-92.497834,36.165053],[-92.4981,36.164923],[-92.498321,36.164804],[-92.498543,36.164638],[-92.498676,36.164508],[-92.498942,36.164342],[-92.499177,36.164259],[-92.499428,36.164189],[-92.499723,36.164094],[-92.499988,36.164012],[-92.500282,36.163989],[-92.500562,36.164014],[-92.500826,36.164087],[-92.501193,36.164184],[-92.501502,36.164209],[-92.501811,36.164211],[-92.502179,36.164164],[-92.502414,36.164118],[-92.502606,36.164035],[-92.502798,36.163905],[-92.50299,36.16375],[-92.503227,36.163548],[-92.503434,36.163382],[-92.5037,36.163193],[-92.503892,36.163062],[-92.504142,36.16298],[-92.504437,36.162898],[-92.504716,36.162911],[-92.504878,36.163007],[-92.505039,36.163139],[-92.505229,36.163306],[-92.505389,36.16351],[-92.505491,36.163641],[-92.505681,36.163893],[-92.505753,36.164108],[-92.505825,36.164311],[-92.505971,36.164502],[-92.506147,36.16467],[-92.506337,36.164778],[-92.506558,36.164791],[-92.506779,36.164768],[-92.506941,36.164709],[-92.507089,36.164614],[-92.507266,36.164531],[-92.507545,36.164461],[-92.50787,36.164367],[-92.508223,36.164344],[-92.50862,36.164394],[-92.508943,36.164467],[-92.509266,36.164539],[-92.509471,36.1646],[-92.509633,36.164708],[-92.509823,36.164864],[-92.510013,36.165008],[-92.510247,36.165164],[-92.510467,36.165272],[-92.510702,36.165404],[-92.510966,36.16556],[-92.511244,36.165764],[-92.51145,36.165777],[-92.511346,36.165896],[-92.511198,36.166074],[-92.511035,36.16624],[-92.510887,36.166371],[-92.510754,36.166537],[-92.510664,36.166752],[-92.51056,36.16699],[-92.51047,36.167192],[-92.510322,36.167382],[-92.510233,36.167537],[-92.510189,36.167665],[-92.510188,36.167675],[-92.510137,36.167809],[-92.510136,36.16798],[-92.510107,36.168139],[-92.510035,36.168298],[-92.509894,36.168434],[-92.509781,36.168536],[-92.509738,36.168672],[-92.509765,36.168831],[-92.50982,36.169025],[-92.509876,36.169173],[-92.509973,36.16931],[-92.510126,36.16947],[-92.51035,36.169664],[-92.510517,36.169824],[-92.510628,36.169961],[-92.510725,36.170166],[-92.51085,36.170394],[-92.511025,36.170564],[-92.511297,36.170702],[-92.511497,36.170814],[-92.511643,36.170908],[-92.511758,36.171088],[-92.511778,36.171242],[-92.511756,36.17137],[-92.511755,36.17154],[-92.511764,36.171771],[-92.511816,36.171959],[-92.511888,36.172172],[-92.51195,36.17242],[-92.512022,36.172608],[-92.512179,36.172831],[-92.51242,36.172977],[-92.512756,36.17308],[-92.513082,36.173158],[-92.513208,36.173168],[-92.513419,36.173117],[-92.51363,36.173007],[-92.513873,36.172846],[-92.514074,36.172719],[-92.514275,36.172575],[-92.514402,36.172464],[-92.514581,36.172379],[-92.514782,36.172269],[-92.514993,36.172117],[-92.515173,36.171938],[-92.515311,36.17176],[-92.515407,36.171564],[-92.51544,36.171393],[-92.515567,36.171172],[-92.515706,36.170942],[-92.515855,36.170678],[-92.515971,36.170508],[-92.51613,36.170389],[-92.51634,36.170432],[-92.516477,36.170493],[-92.516644,36.170673],[-92.516727,36.170801],[-92.51679,36.170946],[-92.516894,36.171109],[-92.517072,36.171169],[-92.517105,36.171168],[-92.517294,36.171162],[-92.517515,36.171145],[-92.517746,36.171129],[-92.517999,36.171113],[-92.518199,36.171089],[-92.518504,36.171107],[-92.518809,36.171099],[-92.518999,36.171117],[-92.519262,36.171161],[-92.519356,36.171238],[-92.519471,36.171341],[-92.519596,36.171487],[-92.519764,36.171581],[-92.520059,36.171625],[-92.520364,36.171558],[-92.520649,36.171508],[-92.520933,36.171543],[-92.521238,36.17157],[-92.52149,36.171614],[-92.521721,36.171691],[-92.52191,36.171795],[-92.522141,36.171958],[-92.522434,36.172112],[-92.522703,36.172227],[-92.522739,36.172242],[-92.523022,36.172362],[-92.523326,36.172508],[-92.523515,36.172586],[-92.523757,36.172604],[-92.524052,36.172648],[-92.524283,36.1727],[-92.524525,36.172761],[-92.524703,36.172813],[-92.524956,36.172873],[-92.525176,36.172977],[-92.525238,36.173113],[-92.525216,36.173258],[-92.525257,36.173421],[-92.525309,36.1736],[-92.525339,36.173788],[-92.525296,36.173958],[-92.525253,36.174163],[-92.525283,36.174368],[-92.525356,36.174547],[-92.525523,36.174719],[-92.52567,36.174813],[-92.525912,36.174908],[-92.526164,36.174969],[-92.526416,36.174987],[-92.526721,36.175014],[-92.527016,36.175032],[-92.527279,36.175016],[-92.527637,36.175],[-92.527869,36.17501],[-92.528184,36.175054],[-92.528584,36.175115],[-92.528826,36.175133],[-92.529057,36.175125],[-92.529321,36.175101],[-92.529478,36.175084],[-92.529657,36.175153],[-92.529835,36.17529],[-92.529992,36.175445],[-92.530149,36.175582],[-92.530348,36.175719],[-92.530495,36.175848],[-92.530694,36.176036],[-92.530893,36.176174],[-92.530945,36.176319],[-92.530943,36.176515],[-92.530984,36.176712],[-92.530994,36.176908],[-92.531035,36.177104],[-92.531097,36.177284],[-92.531127,36.177429],[-92.531158,36.177634],[-92.531178,36.17777],[-92.531335,36.177908],[-92.531587,36.178045],[-92.531744,36.178165],[-92.531838,36.178311],[-92.531911,36.178456],[-92.532015,36.178704],[-92.532129,36.178926],[-92.532264,36.179208],[-92.532875,36.179219],[-92.533085,36.179246],[-92.533348,36.179306],[-92.5336,36.179393],[-92.533778,36.179479],[-92.533988,36.179548],[-92.534146,36.179574],[-92.534346,36.179592],[-92.534599,36.179567],[-92.53482,36.17956],[-92.535115,36.179544],[-92.53543,36.179553],[-92.535651,36.179588],[-92.535767,36.17964],[-92.535776,36.179811],[-92.535786,36.179981],[-92.535774,36.180144],[-92.535773,36.180365],[-92.535793,36.180553],[-92.535823,36.180707],[-92.535875,36.180818],[-92.535959,36.180998],[-92.536032,36.181117],[-92.536125,36.18128],[-92.536198,36.181417],[-92.536208,36.181545],[-92.536113,36.18157],[-92.535882,36.181578],[-92.535713,36.18162],[-92.535576,36.18167],[-92.535417,36.181789],[-92.535238,36.181891],[-92.535069,36.181958],[-92.534952,36.18206],[-92.53492,36.182231],[-92.534876,36.182444],[-92.534844,36.182632],[-92.534801,36.182734],[-92.534654,36.18275],[-92.534475,36.182767],[-92.534264,36.182826],[-92.534042,36.182919],[-92.533915,36.183012],[-92.533809,36.183123],[-92.533714,36.183276],[-92.533587,36.183412],[-92.533502,36.183539],[-92.533406,36.183701],[-92.533394,36.18394],[-92.533404,36.184094],[-92.533403,36.184239],[-92.533423,36.184341],[-92.533464,36.184512],[-92.533537,36.184692],[-92.53362,36.184828],[-92.533693,36.185025],[-92.533787,36.185085],[-92.534008,36.18518],[-92.534333,36.185309],[-92.534606,36.185395],[-92.534922,36.185448],[-92.535153,36.185466],[-92.535385,36.185501],[-92.535542,36.185536],[-92.535731,36.185605],[-92.535931,36.185716],[-92.536162,36.185854],[-92.53634,36.185982],[-92.536486,36.186128],[-92.536612,36.186231],[-92.536748,36.186342],[-92.536895,36.186411],[-92.537053,36.186497],[-92.537178,36.186583],[-92.537325,36.186695],[-92.537335,36.186857],[-92.537281,36.187053],[-92.537196,36.18724],[-92.537068,36.187393],[-92.537015,36.187564],[-92.536993,36.187743],[-92.537024,36.187845],[-92.537149,36.187974],[-92.537264,36.188162],[-92.537273,36.18835],[-92.537283,36.188478],[-92.537272,36.188631],[-92.537197,36.188802],[-92.537122,36.189049],[-92.537047,36.189245],[-92.536951,36.189398],[-92.536824,36.189551],[-92.536718,36.189687],[-92.536675,36.189798],[-92.536632,36.190003],[-92.536641,36.190182],[-92.536609,36.190353],[-92.536513,36.190489],[-92.536355,36.190591],[-92.536312,36.190761],[-92.536289,36.190949],[-92.536288,36.191111],[-92.536288,36.191273],[-92.536328,36.191478],[-92.536359,36.191666],[-92.536379,36.191785],[-92.536315,36.191939],[-92.53623,36.192058],[-92.536135,36.192185],[-92.536029,36.192279],[-92.535986,36.192398],[-92.535954,36.192543],[-92.535911,36.192679],[-92.535857,36.192884],[-92.535824,36.193114],[-92.535813,36.193276],[-92.535811,36.193481],[-92.535863,36.19372],[-92.535977,36.193934],[-92.536049,36.194156],[-92.536048,36.194335],[-92.536016,36.19454],[-92.536014,36.194745],[-92.535939,36.195001],[-92.535864,36.195239],[-92.535715,36.195571],[-92.535576,36.195835],[-92.53547,36.195989],[-92.535364,36.196193],[-92.535299,36.196389],[-92.535267,36.196525],[-92.535203,36.19673],[-92.53517,36.196926],[-92.535126,36.197139],[-92.535073,36.197318],[-92.53503,36.197446],[-92.534997,36.1976],[-92.534965,36.197787],[-92.534932,36.198017],[-92.53492,36.198145],[-92.53493,36.198291],[-92.534929,36.198436],[-92.534939,36.198606],[-92.535012,36.198726],[-92.535116,36.19888],[-92.53521,36.198991],[-92.535293,36.199154],[-92.535345,36.199308],[-92.535355,36.199444],[-92.535322,36.199598],[-92.53529,36.199751],[-92.535247,36.199887],[-92.535246,36.200033],[-92.535277,36.200152],[-92.53535,36.200297],[-92.535433,36.200451],[-92.535612,36.200572],[-92.535706,36.200623],[-92.535864,36.200683],[-92.536053,36.200735],[-92.536274,36.200779],[-92.5364,36.200831],[-92.536483,36.200908],[-92.536441,36.201027],[-92.53644,36.201155],[-92.536471,36.201266],[-92.536523,36.201377],[-92.536575,36.201488],[-92.536606,36.201608],[-92.536626,36.201719],[-92.536688,36.201856],[-92.536793,36.202027],[-92.536855,36.202181],[-92.536865,36.202334],[-92.536779,36.202496],[-92.536652,36.202649],[-92.536556,36.202794],[-92.536492,36.202973],[-92.536449,36.203118],[-92.536353,36.203297],[-92.536289,36.203501],[-92.536165,36.203773],[-92.536163,36.203777],[-92.536308,36.203868],[-92.536444,36.203945],[-92.536602,36.204014],[-92.536738,36.204151],[-92.536916,36.204323],[-92.537104,36.204511],[-92.537261,36.204665],[-92.53744,36.204768],[-92.537629,36.204837],[-92.537797,36.204881],[-92.538007,36.204933],[-92.538228,36.204993],[-92.538428,36.205045],[-92.538712,36.205106],[-92.538964,36.205124],[-92.539133,36.205168],[-92.539216,36.205236],[-92.539364,36.205279],[-92.539574,36.205289],[-92.539753,36.205289],[-92.539974,36.205282],[-92.540259,36.20524],[-92.540522,36.205181],[-92.540754,36.205131],[-92.540976,36.205106],[-92.541186,36.205107],[-92.541376,36.205133],[-92.541576,36.205151],[-92.541754,36.205152],[-92.541944,36.205153],[-92.542186,36.205128],[-92.542387,36.205103],[-92.542544,36.205095],[-92.542755,36.20507],[-92.543018,36.20508],[-92.543271,36.205081],[-92.543482,36.205073],[-92.543671,36.2051],[-92.543871,36.20516],[-92.544039,36.205263],[-92.544249,36.205332],[-92.54448,36.20541],[-92.54468,36.205496],[-92.544837,36.205582],[-92.544973,36.205693],[-92.545173,36.205805],[-92.545372,36.205934],[-92.545519,36.206045],[-92.545792,36.206157],[-92.546013,36.206235],[-92.546233,36.206313],[-92.546464,36.20639],[-92.546706,36.206425],[-92.546875,36.206409],[-92.547075,36.206384],[-92.547264,36.206427],[-92.547369,36.20653],[-92.547506,36.206607],[-92.547673,36.206702],[-92.547789,36.206813],[-92.547967,36.206908],[-92.548219,36.206977],[-92.548404,36.206983],[-92.548514,36.206987],[-92.548862,36.20698],[-92.549146,36.206972],[-92.54942,36.20693],[-92.549652,36.206855],[-92.549916,36.206753],[-92.550169,36.20666],[-92.550391,36.206576],[-92.550676,36.206491],[-92.550907,36.206433],[-92.551108,36.206408],[-92.55136,36.206417],[-92.551623,36.206435],[-92.551834,36.206419],[-92.552087,36.206309],[-92.552236,36.206173],[-92.552395,36.205994],[-92.552564,36.205893],[-92.552795,36.205885],[-92.553058,36.205903],[-92.553322,36.205913],[-92.553553,36.205913],[-92.553743,36.205948],[-92.553963,36.205983],[-92.554247,36.206044],[-92.554542,36.206071],[-92.554774,36.206054],[-92.555027,36.205996],[-92.555238,36.205928],[-92.555428,36.205827],[-92.555618,36.205682],[-92.555925,36.205521],[-92.556147,36.2053],[-92.556316,36.205122],[-92.556486,36.204926],[-92.556634,36.204722],[-92.556741,36.204526],[-92.556837,36.204347],[-92.556911,36.204194],[-92.557123,36.203998],[-92.557292,36.203845],[-92.557472,36.203684],[-92.55761,36.203548],[-92.557716,36.203437],[-92.557853,36.20331],[-92.557917,36.203207],[-92.557991,36.203088],[-92.558066,36.202909],[-92.558162,36.202765],[-92.558299,36.202714],[-92.55851,36.202689],[-92.558794,36.202707],[-92.559067,36.202708],[-92.55931,36.202701],[-92.559541,36.202684],[-92.559804,36.202719],[-92.560046,36.202746],[-92.560242,36.20274],[-92.56031,36.202738],[-92.560489,36.202696],[-92.56071,36.202663],[-92.560942,36.202707],[-92.561141,36.202741],[-92.561331,36.20281],[-92.561467,36.202871],[-92.561625,36.202888],[-92.561815,36.202889],[-92.562057,36.202898],[-92.562246,36.202916],[-92.562499,36.202874],[-92.5627,36.202773],[-92.562858,36.20262],[-92.562922,36.202441],[-92.563081,36.202279],[-92.56324,36.202169],[-92.56343,36.202093],[-92.563662,36.202008],[-92.563894,36.201873],[-92.564063,36.201745],[-92.564327,36.201772],[-92.564589,36.201815],[-92.564789,36.201859],[-92.565042,36.201911],[-92.565346,36.202006],[-92.565546,36.202075],[-92.565746,36.202127],[-92.566009,36.202213],[-92.566282,36.202342],[-92.566449,36.202462],[-92.566585,36.202616],[-92.566595,36.20283],[-92.566594,36.203009],[-92.566624,36.203248],[-92.566686,36.203453],[-92.566812,36.203633],[-92.566948,36.203752],[-92.567073,36.203915],[-92.567188,36.204061],[-92.567324,36.204206],[-92.567471,36.2043],[-92.567629,36.204403],[-92.567849,36.204507],[-92.567986,36.204567],[-92.568133,36.204653],[-92.56829,36.204739],[-92.56849,36.204842],[-92.568594,36.20491],[-92.56873,36.205065],[-92.568835,36.20521],[-92.56895,36.205373],[-92.569075,36.205544],[-92.569232,36.205758],[-92.569368,36.205912],[-92.569525,36.206091],[-92.569651,36.206228],[-92.569766,36.20634],[-92.569944,36.206511],[-92.570133,36.206665],[-92.570363,36.206837],[-92.570625,36.207034],[-92.570919,36.207189],[-92.571076,36.207351],[-92.571191,36.207514],[-92.571265,36.207599],[-92.571306,36.207719],[-92.571284,36.207847],[-92.571241,36.20806],[-92.571156,36.208273],[-92.57106,36.208444],[-92.570975,36.208614],[-92.570889,36.208844],[-92.570772,36.209134],[-92.570665,36.209398],[-92.570548,36.209568],[-92.570411,36.20973],[-92.570262,36.209908],[-92.570093,36.210027],[-92.569924,36.210103],[-92.569776,36.210205],[-92.569681,36.210359],[-92.569648,36.210538],[-92.569679,36.210725],[-92.569783,36.210965],[-92.569908,36.211136],[-92.570055,36.211316],[-92.570149,36.211453],[-92.570158,36.211598],[-92.570126,36.211785],[-92.570083,36.211956],[-92.570018,36.21216],[-92.569996,36.212374],[-92.569974,36.212629],[-92.569951,36.212902],[-92.569929,36.213158],[-92.569916,36.213466],[-92.569904,36.21373],[-92.569892,36.214003],[-92.569912,36.214242],[-92.569942,36.214541],[-92.569836,36.214694],[-92.569635,36.214813],[-92.569413,36.214957],[-92.569223,36.215127],[-92.569032,36.215357],[-92.568926,36.215501],[-92.568799,36.215689],[-92.568692,36.215876],[-92.56867,36.216072],[-92.568722,36.216209],[-92.568869,36.21632],[-92.568994,36.216466],[-92.569088,36.21662],[-92.569214,36.216791],[-92.569308,36.216919],[-92.569412,36.217039],[-92.569528,36.217151]]],"sen1floods":{"source":"OPERA","source_full":"OPERA DSWx-HLS (Sentinel-2 / Landsat-8, 7 Apr 2025, +38 h from crest)","field":"snapshot @ DSWx overpass (model frame nearest 2025-04-07 16:48 UTC)","thresh_m":0.15,"overpass_utc":"2025-04-07T16:48Z","legend":{"hit":"#2ca02c","miss":"#1f77b4","false_alarm":"#d62728"},"chips":[{"id":"OPERA DSWx-HLS \u00b7 7 Apr 2025 (T+38 h)","corners":{"nw":[-93.534917,36.218416],"ne":[-92.323293,36.217699],"se":[-92.328004,35.663251],"sw":[-93.531193,35.663954]},"img":"data:image/png;base64,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","csi":0.166,"pod":0.604,"far":0.814,"n_flood":25985}]},"hwms":null}
\ No newline at end of file
+{"id":"buffalo_natl_river_2025","title":"Buffalo National River","event":"Record spring flood \u00b7 Apr 2025","subtitle":"30 m CREST + masked subgrid channel + karst interflow (tau 0.5 h); median gage NSE +0.518, 3 of 4 gauges positive","config":"crest_bf_tau05_mc","note":"63,200 cfs at USGS 07056000 \u2014 99.95th pct of record","flood_type":null,"region":"AR","crs":"EPSG:32615","corners":{"nw":[-93.5349166,36.2184164],"ne":[-92.3222922,36.2176929],"se":[-92.3270253,35.6613522],"sw":[-93.5311806,35.6620611]},"center":[-92.92885,35.941408],"zoom":8.06,"pitch":55,"bearing":0,"vmax_cm":780.1,"peak_m":9.02,"fps":8,"start":"2025-04-01T00:00Z","palette":[[0.0,"#01BAFD"],[0.167,"#0280FF"],[0.333,"#0446FA"],[0.5,"#0211FB"],[0.667,"#3F0CF5"],[0.833,"#7E0AF1"],[1.0,"#BF04E7"]],"frames":[{"t":"2025-04-02T05:30Z","th":29.5,"img":"data:image/png;base64,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"},{"t":"2025-04-02T08:00Z","th":32.0,"img":"data:image/png;base64,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"},{"t":"2025-04-02T10:30Z","th":34.5,"img":"data:image/png;base64,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"},{"t":"2025-04-02T13:00Z","th":37.0,"img":"data:image/png;base64,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"},{"t":"2025-04-02T16:00Z","th":40.0,"img":"data:image/png;base64,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"},{"t":"2025-04-02T18:30Z","th":42.5,"img":"data:image/png;base64,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"},{"t":"2025-04-02T21:00Z","th":45.0,"img":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgcAAAEmCAYAAAD2uTM1AAAJM0lEQVR42u3dz2scZRzA4e+bNGRJQyK1IApFRBA8ePHkVfyvA+LFg6dePAhCESnopS0mJMuGdPt6SLeZbHc3s5uZzcy8z3PxIh5GyPvZ92dKJ9MAAJjZ8QkAAHEAAIgDAEAcAADiAAAQBwCAOAAAxAEAIA4AAHEAAIgDAEAcAADiAAAQBwCAOAAAxAEAIA4AAHEAAIgDAEAcAACIAwBAHAAA4gAAEAcAgDgAAMQBACAOAABxAACIAwBAHAAA4gAAEAcAgDgAAMQBACAOAABxAACIAwBAHAAA4gAAEAcAAOIAABAHAIA4AADEAQAgDgAAcQAAiAMAQBwAAOIAABAHAIA4gKalv1L2FQDEAXyQv8rJVwAQBwCAOAAAxAHbNw7r9wDiACoOwvo9gDgAAMQBAIA4YC1v7T0AEAdQ9cjeAwBxAH32xi2JAOKAa1PT/xER8WTLtyRe+e6AOKCrdns4/X85gIF1z7ILIA6gOfsGVgBxABXp9x1T8gDiAG7k796lYpcjAMQBROeWI9JzMxcA4oBh+3e9Y4z5+xUzF4tmJ7rwGJVLqQBxQGzzlcW+H8v7vMFjjItmJ7rwGJVLqQBxQDT5yuL5HYO/Y3kA4sAnKMxhzwb/c1PoAOIAIiJevt87cBgpLgQCgDiAZ5W9A49rznaMRQSAOIDo2GbBcPoAEAeER5cIpw8AcUB4dKkj0smSew1WbWR87UlngJV/W9PJ1Feg+y4i1957AECYOQjrx4MnDADEQVg/JgrdJ2L/CCAOIOwTCftHAHEAYbkHQBxArHzxMCz3CBtAHLAdXXxpcf7FQ+vs9rEA4oAt6sNLi8vW2WczDJMF8bDoF/UsMvr29PSlOALEAUMzaWlwm80wjBbEw6Jf1LPIWDeIHnrmYt/sACAO6NogfF+jSL1eG3dCAEAc9Naow4OYtXEAcUDLqk8Q/zfA9wC2vS9gYl0fQBz02VnkW08Qf5JTiRsl09+VKBqvGNzrLGmMzGwAiIM+OzKQRUTkLytRdLDim1jSABAHYWNhuJwnNlu+uLC8ACAOiE5tQGxjr8GqewLmly/WfeHRHQSAOGArv6pLXv9u41KmNu8JcAcBIA5wrK+GIZ6eAEAccA9DPD0BgDgIL+YBgDgIywedkf6osTQxFl8A4sDMQDHytzWWJg7EF4A4MDPAOtxZACAOeuOV3fwxfx10tHAZ1GPxBiAOoidLCk/t5o8610Fvet/D1IwBgDiIAS4plDjANXU74q4ZAwBx8JDauj63xAFunGz6BBAHA9DU9bkGwYjjnD6KLZs+AcRBWKYQWwCIAwBAHAAA4oDiXdlXASAOSufu/9v2GtpPMH850pnvDCAO+sLd/9HKKY35y5GOfGcAcUA/nc5dG30e2SkNAHHApNAp8IvIcVy5NnocOQ6FAYA4CDcfbvxeQE+kn5c8KjX/CJIlFwBxEC7jKUL+aYuPSnlgCUAcEGZoIm42MXpgCUAcEGXM0Nx1gsEmRgBxQHhnAgBx8GCsY/ueAIiDW+quYxv0mv2eAIgDg14hv+bfJBEFIA4oPmzOK/HxJJs5ABAHFM/NhwDiIPryYA8AMOA4cNwNAMRBa67MQgBAGXEwrjno7w13FiK9aPG0gKgCEAe9M3v5r+D9CfnrFk8L7FnaARAH4TpeABAHAABFxoHrkMNxUgDEQXVDnTcAwnINAOJg2Ya6V94DcDIBAMsKVU/X3OFfwvT6XqS4jPwhEiwpAIgDovvT6y9bnvHYj/RhtuVRJIEAIA7oumcN32lw1+BvzwGAOKAgk8gGfwDEAddOU45RA2EwtuwAIA7CTvlBfK/jhpYnDsw8AIiDcId/p77XZEUkXAguACwrlGfV0sBjwQWAOAAAxAEAMJw4sAkxPBoFgDgImxA3Mns06tSbEABYVhi+yzVmBY6zoAJAHAzevhkUAMQBACAOAABxULrXNTcPbnoSwQkGAMRBz3xac/Pg7oZ7DnbtVQBAHPTXmV/5AIiD8LRvxdGCX/n/uLMAgJLjwNO+H/vCnQUAlBYHNswBgDi45ZUfxgBQbhwsugL4M9PmERExMYMCQIlx4Arg5Ubvv83F/SMh/bojNABoVUonU18BAAj3HAAA4gAAEAcAgDgAAMQBACAOAABx0H2XLjsCQBwQLoICQBwAAOIAABAHAIA4AAAQBwCAOAAAxAEAIA4AgHbj4NztfwAgDqoO3f4HAOKgSbOZh9NkBgIAxEHczDwc5xRjSxQAIA6qDixRAIA4CM80A4A4CM80A4A4AADEAQBQahyUuL7+1p4CAMRB3Lm+Pi1owHxkTwEA4uBuu4UOmGYRABAH/ZdeXN/IOPtnmEUAgNVjZzqZ+goAQAxv5sCUPwCIgzDlDwDiAAB4yDjwbgAAiIPwbgAAiAMAAHFAf0wsbwGIA4MPVSPLWwBlxsH4HgP0fTdOGnwAoINxcFBjgF724JONkwBQ6LLCrggIj1wB0Os4uKj/Bz4931n+754ZKIrjxkuA8PASABCDnzlIvzTwTPLUrAEADCYO8o852WeA0AMQBwYdABAH4RQD7f9/aioCxSRAS3HQ5lGzK3+8aTECF/13BANAA3HQ5lGzPTMBxHbvTjD7BOBtBcLdCQB0LA7eJNO4AFBMHNR55fBJ9isOAIqJA68cAoA4AADEAQAgDsJ9BQAgDsJ9BQAgDgAAcQBDZ5kLoEdx4F57tsEyF0BP4uAscpz7m01s9y2Fu8JUsAJR8m3zD+0oUvg7zEO9pbDswSUPMQFh5qB9lwoAAIqOg/Tn3MNK+zV/ib0VEcR2lhQA2G4c5G82fFjJs7qE55kBnFYAAMQBACAOAABxAACIAwBAHEBfpN92HHEEEAdwI//wzhFHAHEAAIgDAEAcAADiAAAQBwCAOAAAxAEAIA4AAHEAAIgDAEAcAADiAAAQBwCAOAAAxAEAIA4AAHEAAIgDAABxAACIAwBAHAAA4gAAEAcAgDgAAMQBACAOAABxAACIAwBAHAAA4gAAEAcAgDgAAMQBACAOAABxAACIAwBAHAAA4gAAQBwAAOIAABAHAIA4AADEAQAgDgAAcQAAiAMAQBwAAOIAABAHAIA4AADEAQAgDgAAcQAAiAMAQBwAAOIAABAHAIA4AAAQBwCAOAAAxAEAIA4AAHEAADTpf2R7qbNIKIwlAAAAAElFTkSuQmCC"},{"t":"2025-04-02T23:30Z","th":47.5,"img":"data:image/png;base64,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"},{"t":"2025-04-03T02:00Z","th":50.0,"img":"data:image/png;base64,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"},{"t":"2025-04-03T04:30Z","th":52.5,"img":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgcAAAEmCAYAAAD2uTM1AAAWl0lEQVR42u3dT6td13kH4HddSZWQhCSki4QlbJMYxyQ0BYd0EJIOSgadlQ5a8gX6EQr9DB130kEGnXZQyCTQGkJa4pDSBhvqYmMb29hGMjKSkISkXlX33tWBdK3j4/Nn73P2n7X3fp5RBpF8de7Ze/3WWu96V0pvHAQAwJEdHwEAIBwAAMIBACAcALCN+5F9CMIBADx3LpIPQTgAABAOAADhAIBtPVCPIBwAwKyz6hGEAwB4aLVAOACAWWesFggHAIBwAAAREXEj2UIQDgBgxtVsC0E4AAAQDgAA4QAAEA4AAOEAABAOAADhAAAQDgAA4QCACdh3qZNwAACzjrvUSTgAYDqetLQq8MRqg3AAwDCdaGlV4ITVBuEAABAOACjI9cKvcd6zzSAcANCta4Vf43zKNoNwAMAopU+SFQDhAIDBDuS/bn4gz99qeYVCTwXhAID25D9taCC/0+FqgZ4KwgEALbrf0Cz8YjZgCwcAjMK5GrPwrk4T3FGzIBwAMAxdnSawCiEcAFCG9OmIZuwH0y5aFA4AWO1xtYEyvzyiGfuxaRctCgcArHZSdb9wAAAIBwAMxN3N9vXThyr4EQ4AxunCZvv6+VUV/AgHADH1AkEQDgBCgSAIBwBMk8uThAMACvOk58HZ5UnCAQDbS79acWKhbh3DCYOzcADA4OWfrjixMKQ6htuOZQoHADTv1oAH2EuOZQoHADRv1wCLcADQj/uq6hEOoFdaxFKccxX28ptqavRIEEE4gNAilhhLU6ObDQTb00uCyJA6Kh4IOMIBAE9daTHYDukkwjFHJIUDgNDBD4QDhsP+JcQQOvilz2puSbTR3fCJ94VwwDSctrwHQ5Bfqrkl0UZ3Qx0ThQMAwnYFwgEAMantCoQDMFOBru0teba+3OBY42PPKcIBZiowfKeWPFuXNzjW2PZxxT7Ch4mJcACNuatL4qQNfQa9V/Hn77pZUJvh4/Mlz6yJiXAAjbnQcZdEs5sortvgGFcToqNmQXstfp+XPSsv6mwqHECM7Gy02c20fdnxSlXbz8ypFr/PdZ8VrZSFAybK2WiG7nLHs96hPzN1BnytlIUDpim9pz4AYkpbWQZ84QDWyd/dcNalVSubuplsZS1ya8PPpc1n0fFM4QCih6XV9PaOl0+4/TCaXCofavjY3fBzaXOb46RVBuEAovvisPz6Yao1I9ozk4mxHg2MhpbKmwwfdYJG1b38Ia66KUwUDoh+q5yHvlzfZHHYohnRKTOZGOvRwD4Gqvszf9e9BUGgTtCoupe/bKa/X3CTI3UKwgHR7lL8uj08pwdg/UB1r6GtgzMz//t8A8H2fo0Bfn5Voo8juY4BCweEBjGbeGQ5kQKXmc83tELV9Iz43Iq/b3575UpOCv4QDhiW689mNacjCQhsNaiOsU7k4Qb/pkXbKwr+EA4YlGszM7PTFV9gigXpuuNf9LTqccagjnAAwxwEICZQXLdtIaOtDeEAYGsPDCZRwvHPo4LGbYsKbW0IB9C09C9LqsZXvdxc6TxsZ3scTKaydVVlFa7OMcsmC0jVIHXzbk1vHPgUGMZMxrYBgJWDcAUx6gng6+5Z+UI4CFcQ8zW3vRiJafdgOJ+TzwThAGZdysIXUavy/U7HgVKrX5+JcABmLkTZHUAvCpRhCxfhAA+2mQtRrdL9hm2qNqWPWvx8beEKB4wwYXuw2Xbg+XCDgWe+2+bVDVcVNO6pJL9i1UY4IBRJthhsFr2MV20V7A/s5b1vsImaRaj51e0GnvTJFrPabRr3PHLmH30OiAmtTlgNYEpuplyrERBYOSC6rMYOqxNMYCAuzZCCgeI9hIOYXjU2jN3sQDzWIsI2twhWhfc6LaFtfwkHRFl3to/xPoCujxcqIhuHqyNdyj/dU/Cv0330uMmJcED0fvPc7J3tF0b4QqxyvPDzmVC0anCvEjSsutCQ9JudyQTN9N87VhaEA8LNc2V5cSYUrRrc9TGgQ/lPDld+39L741npy390mL6x9bAgqKcPU259ZUHthHAQCgvDtkC0c0xwzwuGlgfU1zpY6dv2+avz5+e3HhYE9W2PlobCZ+GAiHiQptsvvY2lx1UzivnZTN0bHs1WotbV2gVK/9HTNkCbAXrb1bIqf94NkKHPAc2/FCx1w/NAOOVitgeRe9kq9B7CyoFbyDp132yaGqZe5d5XDZFggHBAp8556Uxitg8IB4TqWTDbFwS924QDH0Gonu1J+qBCsZPGRYxpVaPUEz6LguC6d9vtBooVBRDhwEuIefk7FY4+aVzEkFY1Hix5XxxV/Y+pBuDSzPP7cMP3ZBOTqwPvaOHAS4hwZa2g3YFN25UvKzw8P/LbG8/0+J6cDVzeB8JBDPQO+nBPRDS6bXBaeBO0Z9xp6LkroV357JL70GbHfQVB7wPhoPgv+CX3vFeaWdg2GF/gix5XgC7WeO5upVz0cvbsknuV7Yim6nP2G+i8aMVVODDTwf6gwPe1C7KGMuPbzan4HgIHNVYPmgrax6Pcz8X7QzgIxxXH6X99BDH2C7KiQoEe9QfaY5FqNR/b9r1V4ntPUyfhIBxXjNF2inMCRGfAcKlZtN18bNv31rI/vxfZMywcQNiuYSvr9vavN1y8O5U6llUhqK3Bez9ynIrkGRYOAKLVvf1rzRTvpt/tTGs2uyoEtTV4tx0KrEgIBwCLrlROb242yOcfHaZeGx1FhyeoxloHZUXClc2Eq3mBKK74Wo0VVg5Ch75Sk//8fupDnzMxraO6N3topCYYIByEjlwlvzDn91PP+Jwp1GxBZZNH7a5MuJGa2gPhgJGZP4d9K2Vnk2P8vT62nTFXWYHba2HAaGJF6lpO6eOOZvnb1BrstTjgNr2Camsy1ByM0d6z4z5T/3c/jqw9MlQIKFbGsHIQ5V+vuq2RB4P070uqyef/3YIBdb4/fXTmK6Edb1PBYN1S/MyqXvrMxXBYOQCcQPGy/yzl/JIL4bByQAz4bgoXrMQoTqC4l2T9qYODlus5nhldMFC0KBwQ07ubQhGje0mime2C9GnPS+hXcloZktZ91+s+C1MJ1lazhAOATcNlfjn3c/nT7My2y5BUJUy4LRPhAIgmj6d27c4Ai+dOLricaP7YZBtbLlV/V2fNuhEOgOjomuA2XGxu5p/e6fFypjORvhYQTrRQy3FuTSCJkXeVRDigIPcci2IY8vcPU3HHFjcprKsaLIbQP0F9kXBAjLNHxHnHo4jyuvZVcauAYHu8ocAAwgG9s2cZjm7F8BuG7RYabPuoxLe8z2DCgS8rTPfo1t0B3FcQNVZASu/5cCzSN25DRTiwFwUD1vVLvYtCtwtbzOpXXQQ0/1k1cczwWGxfJ1BC7U7bLc/3I5v0CQfTfnnCWF7qR7Pi2dlx6YVuq65Sr/NZrdrKabqPQcm1O00N6McjmfQJB1FUQdOILwFKH7U441AYxVFdwHx9wN5Avxt1vtMHG27z1BlM+9xuqPpzzg7oe94JwsGQXlwTXqrKr7Q449CiNKyMNVxMuGpw7uI5rvOd3nRSUWd2fKLHZ2yTWfyi37uVWeEg1CdAjGZboY9QvWpwHsNzPKSBcn4VYL9GrYbr2YUDIEZ/B0FsW/Hf9KDY1yC7yX/3i5mtva4GykcNfD7zqwDHG6rVQDgAiBORGh88Fvx96eMOKvo3+Xe8sMXW3tHJj6NQMlODsLLd82mDNcJBKKiDgapScLfuVMCzvyN/u6X6mnW3FLZZhHd08uMolMzUIPTe7hnhIKbWOOa2+wAEKTpbVVg3EB89p4uey+ORWinam/2+z3f8nK/FaKuTY1cXIykYRDio6FLNGcgUTkMcjxRPZu6hFxbGPVuPDroaLvo55gfi2f/PpZzWzuKbekZLKIw8E6mTd4t6AYSDGPdpiOstr3icmLmH/nhHLy7an613Zb6r4bKfY9Uy/dkOjg+O8d3S1bNq0iAcUKBrDe+5rnvQHRElWu6RsChA3DcARd3aiK6eVb1PhANi/I1zPOhEgdsb56bzvax1AsNtqAgHtOpeyo3sQ2qlWoabhRbYnjCYxZotgNZOYETHRY8IB2Efa/ifV1OXvJzy8i/ClQq/z9KfsS6D5iYrGnVOOO0VtF13xjPKkMOB5e3NPq9VR5TMGGj7GWvyVMS6oHkj5Y2uNV70jGyyolHnhNO2oflWhX/nA883thWIDY4omTGEgrUYz7bB1Zw2WvHq8xjfrQ23e3YX/Dvn2yWrP0A4AGKbgrWWVpHSf+2YvdYd5GPDmoF17ZIftfA7dpRZOABGrKVVpPzHz9v77vz8MA+2iVMX9Q6b1nwc/e7W/fk27lpwlFk4CEWIZbuu3TNR/4bA6G7J/PCvd1Ir2xVdzF67KKzdtuZDXRaTCQe+7FG7+ZEiJKLFGwKj4yXzrmavXwjXUVKbbYQDotlLURQhERNcpYgt98lfyOkb9z7MSJ8NKDwcNHj3hD4ULHsm0hsHPgWA6HmL1UoqVg4ACp41za8ktN0zRDBAOAAa9bn99Kbll+bqKZo+7XFQ4Vr0JuqLHEVEOCjQHS9tOvBiNuuMgdUWHZu5Fj1arC9yFBHhoEAXvbRpV3p3LoCqPo+tOhNGT91Mq6wY3DbZQDgIbW0hqjTIiclUn9cJPrsFBPO7Gw7my1YMlt3tIBAy6HAw9at9Fz3wN8wE2E5+eQKrU0eDbNvB527Dz+OFFn43jiMyunDgat9YeJEMRIOrUX3PItvoe3Cho+fkwgCex01rCPasLlBSOFApC9HpalTfs8iGuzOm92fCxrr3yc25YGKP3uSMQsPBbd9HYHP5tZmwsW7WfCWn9PZO/up44CUrc9B/OFi0nHnZwxkRlvSIzttsdyj9tpxrm/Prh0lDISgpHCiKibVLeg3ct57e3BE0puh2ypWPwnU9IP/4MA0yhJew7fnQxAFHGWngvvX8k0MhbEoOliyRPzaobL2vXkKDoKPOi/c7/n3OFrNa2UQ4gIHJWzbUYRhB6lzHv8/ZYlbFiggH0IJ7DVfFz87k7J9HZ50Jo9BGaVWOp9qeQDiAsqR7MfxjZ/sGlyjxaGpEtXquM0IkwgFE0Tf4DdHYVihuFdrjwGVsCAdAuL+jH7uFBjaXsSEcAFHCsnSMv3dH+nTNjHxoFfmPI7e5ypA+qfB3C5vCAdH9rXEw+31ZVFH/ZcFL0IVVuK+9gGrm502/G0CvkJOR4lR7P2b+VoUVjLPqGIQDQiMoev2+LKqoP1/4GFZaeKnY1Cj/aCC9Qk57nyAcAEM5gne0ylFae/RjBlMQDgChZSwW9CnY+ecNtyltbyIcAIukf21hyf9o0FGoFo33l1jQp+DwJ8n2JsIB0NysMP9ZC0v+R4POkkK1ShXwpYSnNwr5WZf0l0jvphxXHHukx2ckvXHgUwDGE57MnMHKAVCwu+3O0NN7c3//GILB0V0dbt4krBwAUXOv2qVMMdhruJ2sIKwcAFHWXQjp9ztmpeHIJWwfDlQow2jkHx4aoKLAFYWo2Wtim78DGgkHWmkCUeAxwJjgisKyXhNWJRjctsJRk4/7ki0Ua0jPp2EQRhAOjpp8nIsUjwQEiKaWmJt0bkBDrlkyjKwg0YUiYOCLFhtBlVwj1XR7Y+2ScVohyr2EBohibj8tpUbq3oI+DxV7MaT/qXiiRNMnhINwCQ0xieV9lrs9nDbNcX7zFsj5D50oQTiAsLwvpFRyaaB3Djz0O0Q4gBj9Xq8aBCEpNijKhtGFgykWvuxL+zGlvWohRUgCaoaDKRa+6F/PWENKWDZvfWKhrwu2FcKSJsSEGxpZNv/mxOKczwThoEjp46eVzemTBiqcLWkyJGMamNoI5rfaOfWQ/tOlVriyGaBdN1KOqwM5ofAgsntosHIQCgeBll0d0NFFwQDhIBQOwgCktxYsc+8J06EIExQkwlTlHyzotHdqIGH6bmHdEG/O/TyKMJlkOHBvAFBXk7euXihsS+FKFgYQDtwbAIRbV0E4AMK++BRcTz4XEA4YrAcGtyPpnQ3O0NsXX+yaLQIQDkKv+8FyPOwr+fuu8QWmFA62KWLadnA/YfCBZdKnlt9BOIgBFjEZ3JmqFSeK0u+fbkGk97Yb3PPLFZbfb484QLhTBeEAvJC/ejh+scXPsGGxW+2aghUnivIPn25B5O92sLd+acT79+5UIdytEI3v5Vec1ae3dvLCZi0RT2+Xc7sZAIxg5aDGcv/SYBARggHhZAXAOMJB+q2rSwknKwgXuoFw8Hw14MeOXQHhQjcQDoDQjQ8QDiCGc4Khj3bC13JKH7UcEO4IIEDf4aDNvTgdC4kWj5QtaidcJXjc2LJfwCstH/e7WNhxwnvCCkwvHLS5F6epEW34fMVgVSV4XNWLv5bzPi+wrQCle9FgFX20NweEg8rue9nAYJye0GqedsnQUjh4XOHh0tgImvWlPf7QLhkKDgcnPVzQucu2TQA1BzBee5a2v/ai+vlh7c/j2N8d+AxBOIDypHc3XOo/tWD1bcrbBpfrv6oO/vaYlRQoMhzoS86Ug8GvU87f23Cpf1FPhQlvGxz+ua1KGM+VzQAlcO07hG0FgHA6CoQDWCN95qhfm1sog/3hHzzd/kzvuGIeytpWOIjsbDG+R7TuVsqxO1e78SSylu1Q2srBg8jx0C+CaL55TYXbF5fOeO9uMRMu4eKwmX/7mGbE6d+2XKHYXVDUeSKSGy1BQSJ043rKca2wEwY3UnaBFFDOysFjxxqZmB6DwbG/X9I06CgYrGmylN43kwYrB238xR+lvNH99fuRW70OGgDoZ+Vgo2AQEYIBo/FkYKtlrmUGHGWElvVVAf9gw0H+tGAOCAfQ78P3Tzm3MtifrTnIH1T8+10GBcIB0K7Dn6XU6GBf4/jlzj/OBJOqvSFOLf7/pd9oHgShIBEACCsHQCggjCabMwHCARRh96/2xzE43U259wLCKrUQ850Hz2z/M6c3bWNA2FYA0ls7Of/g0GkCIKwcABER8Y1g0POWws7fHJi9g5UDYKMH7IOU83fcZQCElQPg2YxfMACEAyD6aMv8pYuSAOEApmvRWsTlzVco0q8EC0A4gBjcef7PZwbwhi8nyz+19QEIB1B9Vv32hmfqzzTcg+BFAzggHEAR8uvPjxCmdy2/b+2WzxCEAxhTUPhez7P3xyNoPbzb4Gd4T9AA4QAGLH3cwEB2sv5WRfpsxAPoeVstIBzAgOVv1xvIthnUd375/M/ml8Y1gL72l/9ntQB0SAQAwsoBUDvlK5YEhAMgmiiWvCFUAMIBMOuqoj5AOIAo/vz+/TKPLKYPrDJAKEgEAMLKATBZs/c3PAirBCAcAI0a4hXKs/c3nA21CCAcAI26rNAPEA4AAOEA6NzDHmoB9p7+N4/9w6E6BAinFQCeuplyXLFVAmHlAOAZwQCEAwBAOAAAEA6gKI96ajx0S1tkQDiAft1bMhif7qnx0O7TeoI/+JnTCEA4rQAxxtWH07obAmHlAELPguh19QEQDoAGnDGQA8IBACAcAADCAQAgHACF+0IvA0A4gMlI768Z+Pcjxwtr7ka4JzwAwgGMRn7t2cB/4/kAv/OLmWOSxyucijjvYiVAOIDxufp8gD/8i/WBIH1otQAQDoAZ+VWrBYBwAAAIBwCAcAAACAcAgHAAAAgHAIBwAAAIBwCAcAAACAcAgHAAAAgHAIBwAAAIBwCAcAAM135kHwIgHADPHY/kQwCEAwBAOAAAhAMAQDgAAIQDAEA4AACEAwBAOAAASvD/TxzBVK84+jEAAAAASUVORK5CYII="},{"t":"2025-04-03T07:30Z","th":55.5,"img":"data:image/png;base64,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"},{"t":"2025-04-03T10:00Z","th":58.0,"img":"data:image/png;base64,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"},{"t":"2025-04-03T12:30Z","th":60.5,"img":"data:image/png;base64,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"},{"t":"2025-04-03T15:00Z","th":63.0,"img":"data:image/png;base64,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"},{"t":"2025-04-03T17:30Z","th":65.5,"img":"data:image/png;base64,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"},{"t":"2025-04-03T20:00Z","th":68.0,"img":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgcAAAEmCAYAAAD2uTM1AAAU/klEQVR42u3dTYtcV3oH8Od0S5HobtSmZdqMhG1mzIwZkyw8TCAhLySr7EIWCbPINl8h5DPkG2Qxi2yyyG4IBBITmAmeISEZ7IWDh7GRjS0sY+EWbtFS1JG6TxbqtkrlqupbVffc199vO2O9lLru+d/nPOc5Kb11EgAA5zZ8BACAcAAACAcAgHAAwDruR/YhCAcA8My1SD4E4QAAQDgAAIQDANZ1pB9BOACASTv6EYQDAHigWiAcAMCkbdUC4QAAEA4AICIi7iRbCMIBAEy4kW0hCAcAAMIBACAcAADCAQAgHAAAwgEAIBwAAMIBACAcADACT1zqJBwAwKRLLnUSDgAIVYFQbRAOAAhVgVBtEA4AAOEAgHCNc/OObTMIBwCEa5wnXLHNIBwAMEjpk6QCIBwA0NuF/Kf1L+T51cIVihPbD8IBAMXkP65pIf+qwWrBpu0H4QCAco5qegt/IVuwhQMABmFnibfwxw2V8+/pWRAOAOiHyw2V8/dUIYQDADohfeqNXTgAYBwqbgfkV7yxCwcAhO0AhAMAQDgAoEMOV9vXT7f0AyAcAAzT7mr7+vk1/QAIBwDD9cT4X4QDACZd0iCIcAAA4fIk4QCAsLURLk8SDgAoJ/1swYmFZRd7WxvCAQD9l/9owYmFPi32LlYSDgAo4KDHC6yLlYQDAAq4boFFOABox5GueoQDaFX60F4kHbNTYS//cU0B4pEggnAA35C/q1RK9PPWw7s1BNurc4LIY6EB4QCgf/YLBltXLiMcAIQJfiAcUMRDDzeIPkzwu73klkSJ6Ya2LoQDRmJLKRJ64eUltyRKDDyydSEcAADCAQAgHEB04/Y1GKrjOd+tVY41HvueIhzQJLevQRlX5ny3VjnWeKXw97SNhkMnPoQDqM1XpiSOWt+75rtaASjZcPjZnO/sphcT4QDq8kLDUxJtu4xnEYsWqwlDCCfzKgE3TTYVDmBoZ6Ntu4zblw1XqkqH0ZLhRCVAOABnoxmFFxt+6xVGEQ4YuvQr/QEQGvUQDuCZ/P0V37qMamVVdwcQSEuU5w9W/FxKbnP4ngsHEC1sR6R3Nzx8wu2HwkdEXF/xcym5zWHbUTiANh7M+c3TtNRbyyNvMr3T9L9ZneGjRNDwNo5wwNIPhb4/OOp8MM96a7nqTaZ3uvxvdjTxfbs/47tXosox7228jT4Gx4CFA6IbpfiL3qKU8eBihzW90e9MfN+u1fDdO1pisZ2uSrRxzNDJC+EAb1EreejNgg7a7ejQnp0F3+/p4Ub7OdliQDigX87HqW5FEhCIIY4jbjo0zxpupFKIcECvTI5T3ar4ANMsSBfHEZewZVFHOIAY5JYJhIFMtjaEA4D1PbCYRBe2Ys4bGtdtZLS1IRxA3dK/zOkaX7TF4ErnfttucTE5HkkwqbIVs99SU6btw2aeremtE58C0YtBNrYNAFQOwhXEhH4CeM59zxiEg3AFMVHH5TAwFNc8YxAOIGq5HIYYbeVOjwkIB0Co3E16QaAcJPcyCAfozYAo0el+R1WhpPRRwc/XvQzCAQNciPVmsO7Cc2uFhWe6sfXGilUF4baS/B1VG+GA0CRZMNjMOl++aDJb30qOSqTz3ZsdAvJr6y086ZM13mrX+U7VeVeIe0cQDhhldeL8ITxrKMuiyWx9Kzkqkc63V+btM7+65q97d8VwUee9CO5YQDig0xPabBNQ0t0O9gbs96hkrjKFcBDGmsLQTC7EQ20iLDkWeFFlyjhihIPo7wUzQzyrfdLwQ0kT2TDcGGiTW1tTQE0fRTjokaPIz10wM8Sz2lVuc7s9EYoWbalUCRq2PqhJentjNEEzvbfE3/VEAHfxEgCzH6wfpJy/N6BAfxz5uS3Nx5Gnw3a6lfK6J0iiSu+E5l2Vg9BYGLYFCvw57bFS2KCCQcQ3e51mVOGKB4MIp3qEgxE4SuPYFmiqc3pRP8H0n3PZPVa9Cr0Pvem/Nvwbhhsgsa3QjbfVTSkXfB/Oeoh2PA9QOWDoD0JvFPg+VCcYIBwQ7pTHUVNAOAhjg8HbPkMKgp5twgFhbHC0c9wrxnCqA1WNrv+5ZwXBi55tBzUMZjPWWTjoLT+80epxL+Oi6VNV48Gc58V5j86QqjHXJ76/q94O6WiicNBbfni7zZW13ppLOFzxrXh7zvNi6D06Xbkd0gwT4aDzDpIf0ipvVOtuG7iy1tv+pHs1fe92OzDEqM9Vy7aCoHsihIPOfzmvZz+kVd6obBuEqk2Nb3x7S3zvuh7gL7U0rKuOhV0zq3AQthRwPG6cJqs2t9dcaNt44xtagK+rOdrCjnDguGLj/tdHMEgvz1loH/juRN2TFqOhbQnN2MIBjitGk5PiPHRi9NtJwnz5SYvrVj7n/ffHkVUAhQMI2zVEyebcOzXv/Y8lzC8KQaUW75Ozq5ttPQgHAFFyb/9GPXv/6T9GdvPiohBUavEWCoQDgGjhSuX0i9UW+fy7p6nVY7nRYEOvrTlc2Uz07finbQPw/UXlIJz1JmruJ5gejqTrnbG528IcBsEA4SCGNTY0BjbbYHo40rbPmY76vNAivj/iQWpOQwgHxLDPYX+ZsiamGP600HUf5lUqcCXm5tdR+ftWTunjht7y1+k1KHnDad3/Np4ZoedgiB5FHuWM7+m/9/HZsSdgcUBRgUTloKfTxsLlH18nyn+f000+/fcWDJj18/P2BacRxtaJX1cwuKh6c3/if7/tYjhUDoB1Fx1l3v67nfLcMdegckAYZ0s0tP/rPH5910hHofsvNC0iHBDupiDGdTQufdry4rznbd20RuEAoFPyK7mdy5+6/GZ75K0b4QBYx/2WF5J7PWyeuzzjcqLpo4QltlyqLvo73roRDoB1XGt5IamxLJ/+p8XLma5Eei4gXCrQyzG96JvginBAaw4di6If8m+etht0Zh3vXWX7oWqwMD8B4YBoa89yV8MV0Y3Jess66ECw3awpMIBwQOvsWYajW9H/gWHXOxpsdeIjHDjHChaMaG+7qo7GwCr3FvRh5oOZJPQiHEjP0M2HehONbutsVy3arpj+rOqYxbAZ6/cJ3O/Awlx6JokXPuGgc479UBIGTa2z0E5+h7re6LZou2KZz2rRYnZS08mD6MipEC98DCocVG1oGvAlQOlWwfKr8becL7RXLji3HwPs3ThtYKHr23fMi5Zw0KsH14jLVfm1gk1VlyT9sK1Qb+Bu+7u6zKLexOjvvn3HZv2761UQDkK5CsL9Fb6rg2jqe7TE1MZFfy/3pwgHADMXjroXxbYW2VV+3y8mtvaaWijrmBEx3ZtxqaZeDYQDgLgcqfbFY8avlz5u4HjjKn+Pl9bY2js/+XEeSibe3heOe75qsUY4CA11MOAy+5MLTgWc/Rr524X6ax5c8Gcs2YR3fvLjPJRMvL23Pu4Z4SDGdp/8gfsABCla6YeYtRCff09nfS83C1Qlpm1f8OuXOu3U1MVIGgYRDqLM2NQxnIa4FCkeR/46JAgLgl6sOdVw1p9jeiGe/P9cz6nytcND0NS8CP0CCAcx7A7rzwpXPC5H+vot7lIkE82in7M/2joeNz3VcN6fY1GZ3r0dYaw9wgHLuVnznutFb5iOiIbLjKLsWflZAeLIAhSr9EY4iopwQNQx6cyQI6KD2xsjqh4sdQJj2/cV4YAovDdcR5PVI294nXCnow22wueFip3AiIabHhEOdMoP4PParemB5Kx1N9yo8O/Z9b3iJmf2r/L9ubdEAOvS/QNbvqP0ORx4w1jt81r0EHogcBFl94rrPCJ3USXr85RXutb4ceT0QVr/mua9JQL1ulW5Kket9WVQUEpvnfgUAEo4SHnpY9OxYAtPpQ49B0B0fN85/feGt9eocZ7Kon+7i4KB/h+EAyA6sO+cf/vZeN+NH5/m3vYgNdEjsGrPx1bFa+lVFRhMONCEWN1t456J1aYURsGS+YTTv9pIve1ButLA77duz4f5AowmHGhCrO7ls/KkJiSioZMo0UDJvCn3fW+8oGFbIXo4jCgMh6GHPu9JRetapIUVlT5V5uo8kuoFjXBaAaC7C75tA0LlACB60+NTesqgYIBwANTqrmbVKNXjE4WnDJ4YYoZwMD73PLRpwH721tkHs6ZJLqoYuGQJ4WCg9jy0KSt9OBVAdZ9HZwcCXa642M87keRlA+FggBxBpIC8E+PpPl8m+HRhINCq8ybmnUia97IhENLrcDD20Z6zvvB3vAmwpm+NoDp1vsiWDj51D49qat6E44j0OhwY7RkrXbMLscR8jMcth/AScw+aWmR3B/x9PFZdoEvh4MQPJESTI38vtxzCa65kpF8vETamu/sPVeYaHQ+NcBDVZ6/7hIGV5deXCBvbkZ4LE7sqc9B+OJhVznTEKvRbMHTp7e5c27xUmOjCZ/ex6gZDDweXla3ion6LGqaspZ9veJiMUYcvDsp/cOq7D8IBK6thylr+fQ/iUbo29bPzWDVqCPK3n1Y60rsNh/7J/gzNiggHMBAqdbHWlmfXQsKbDYf+yemLmhURDiC6fz7em9wog1T6NOWZw9KqDDl66GcG4QC69VA/jP4fOzNlr/3qwSs5zRyWVmXI0Za3f4QD6N5Dve+GNmXvoKOnANyPgHAAhPs72nG9o4HNZWwIB0C0fX9HjGQc72cXvJH3rY/jIOWSfQTpkwoVjAfCpnCARjKi1S76WT87Bx0uQXetw/3mBW/kE3/e9J89mBVyPae4Uu6Xz69WqGBs62MQDjC/nGi1i37Wz85ux9ewu/3cP8+/05NZIZueJwgHQPSkSfC84mE8OggHABFhAFMJM/oLNv5pxW1Kx1IRDoBZ0r8WKPmfLzoa1aL2a+1nzCk4/cPkWCrCAVDfW2H+kwIl//NFZ06jWp9uGEz/1pE/65y+gvRhyvGCbRta/I6kt058CsBwwpM3Z1A5ADrsq7Jv6OnW1K8/hGDw6Kw65OZNhANgkE1nhUvj+bUBlt6vngUcjZ8IB0A02HSWfrnhrRSoIRyY2w6DkX946q00BjJdE1oNBztKXABh1gTCQY3Oz0bfl3gh3OwICAfx7Gz0tUglbxsDotmbHe8l32cQDmqwpSQGg7HX8ImBKic1ulwBqbtfwLhknFYI1zRDOKkRfemRmrWNWrFfIL1fsSJj6BPCQbimmWhl9j0xlsFKtbq2+vMhv2F8MsIBdNOm8BcjG6wUjh+CcEA4Gw7h+CGsHg7G+HDV7OPhLKQAwoHkG5p98AYZjjTG+v0qGpaxraA5DTql6YFjexroYrpfRcMywkE3pY+evs2kj2t4q9GcRp9c8/O60JdlKh3pXZdaMYC1M7114lMAuutuyrHfk6rEg8hfT4MFlYPQOAiUsd+j7QrBAOEgNA5CD6R3ZpS5HxUM02PqzdFwiHAA9FH+wek3g/PVgmG6zt6crt3iejDVp6DhkFGGA6kYWNZhjY1+XWuqvO5EBsKBVAwsb9cCCrYVgOh8Bz3f9JmhTSAc0F9HFrdz6b0VztA31UHft0bEmyocIByEWfe9tWN761z+rdPkBktgPOHg4RoL9LqLu9vSYK70ifI7CAdt2Vpjgba4M1YLThSlXz7dgki/Wm9xz69eXH5f9/cAhAOIPuxfb/xkjT/Dis1uS/cULDhRlH/4dAsif7/83noTvwcQA7lb4XHkqm/16Z2NPHNYS8TTQSgukQGAAVQOlij3zw0GEW6XI5ysABhIOEi/cHUp4WQFgHAwUQ34vVMPShgit6CCcACEaXzhFlQQDiAGeoKhjXHCN3NKtwoHhHuOEwJth4OSZUUTC4mCE/hmjROuEjzurDkv4LXCx/32Onac8FBYgfGFg5JlRUONKOH2gsWqSvC44Sx/uJ0RhAMYlJctVqoAQLfDgYcNqAIAIwoHxxX2bz1soF5fCtxAl8PBFT0D0LgXBW5AzwEM1yMndp57UP34dOnPY/NvT3yGIBxA96T3Vyz1X51Rfbs74m2D/eUfVSd/s6mSAp0MB0asMuZg8NOU8xsrlvpnzVTYH++2wemf2qqE4VzZDNAFrn2HsK0AEK59B+EALpA+ddSv5BZKb//wD59uf6b3XDEP3dpWOIlc29x8YtQXM/k5Ii64nGrPkU/ofuXgKHI88A9B1H8xU4XbF9PP5rzxfrXGm/BxBxpxJ/7u6cPhVEzm/nvFmpdTudESNCRCIz5LOW527C31q5TjBW/OQFcqB8eONTIyLQaDuUODqgaDO96kIVQOCvzCt1Je6f76J5GLXgcNALRTOVgpGESEYMBgPFYtA4QDYNJlQRcQDoBlvnz/mHPlEz1R+AhouAwKEA6gdac/StUqCzsVKxBLbGNs/P1EMKk6G+Lq7P9fetvwIAgNiQBAqBwARK3DmQDhADrhxb94MozFqQv7/1V6IaYnD26v36SZfm4bA8K2ApDe2cj5B6dOPwChcgBERETXgsHGX594eweVA2ClL9gHKefvucsACJUD4OyNXzAAhAOgFV+4KAkQDmC8Zk00fGn1CsXGP2TBAhAOIPp2nn+yMrBZ750Np3+ZbH0AwgFUld5d8Uz9ds2XLr2kdwEQDqAT8pvPjhCm9+3rr+1LnyEIBzCkoPCGt/e1vVjjZ3goaIBwAD2WPmpnIUufVvh9T3p638GusAbCAfRY/s6SC9md1cPExj8/+2/zKxV+35obHEt6/c//T7UATEgEAELlAFg65WuWBIQDIOpolrwrVADCATBpX1MfIBxAGQc1voE/6ubpgfSBKgMIB0B112t8A7/azdMDbpgE4QAYm9sTlYGjUCUA4QCoVR8b/V6eqAzshCoBCAdAaPQDEA4AAOEA+u1BC70AZ6cnNv/uVB8ChPHJAE99kXK8ZKsEQuUA4IxgAMIBACAcAAAIB9ApD1saPHTPWGRAOIB2Hc5ZjLdaGjy097Sf4Dd+5DQCEE4rQAyx+rBluiEQKgcQZhZEq9UHQDgAarBtIQeEAwBAOAAAhAMAQDgAovt3IwAIBzAO6dcXLPxP4uJLkw6FB0A4gMHIr58t/HeeLfAbP5k4JnmpwqmIXRcrAcIBDM+NZwv86Z9dHAjSh6oFgHAATMjfVS0AhAMAQDgAAIQDAEA4AACEAwBAOAAAhAMAQDgAAIQDAEA4AACEAwBAOAAAhAMAQDgAAIQDoL+eRPYhAMIB8MylSD4EQDgAAIQDAEA4AACEAwBAOAAAhAMAQDgAAIQDAKAL/h9LkSkfDCnaUQAAAABJRU5ErkJggg=="},{"t":"2025-04-03T23:00Z","th":71.0,"img":"data:image/png;base64,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"},{"t":"2025-04-04T01:30Z","th":73.5,"img":"data:image/png;base64,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"},{"t":"2025-04-04T04:00Z","th":76.0,"img":"data:image/png;base64,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"},{"t":"2025-04-04T06:30Z","th":78.5,"img":"data:image/png;base64,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"},{"t":"2025-04-04T09:00Z","th":81.0,"img":"data:image/png;base64,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"},{"t":"2025-04-04T11:30Z","th":83.5,"img":"data:image/png;base64,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"},{"t":"2025-04-04T14:00Z","th":86.0,"img":"data:image/png;base64,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"},{"t":"2025-04-04T17:00Z","th":89.0,"img":"data:image/png;base64,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"},{"t":"2025-04-04T19:30Z","th":91.5,"img":"data:image/png;base64,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"},{"t":"2025-04-04T22:00Z","th":94.0,"img":"data:image/png;base64,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"},{"t":"2025-04-05T00:30Z","th":96.5,"img":"data:image/png;base64,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"},{"t":"2025-04-05T03:00Z","th":99.0,"img":"data:image/png;base64,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"},{"t":"2025-04-05T05:30Z","th":101.5,"img":"data:image/png;base64,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"},{"t":"2025-04-05T08:30Z","th":104.5,"img":"data:image/png;base64,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"},{"t":"2025-04-05T11:00Z","th":107.0,"img":"data:image/png;base64,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"},{"t":"2025-04-05T13:30Z","th":109.5,"img":"data:image/png;base64,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"},{"t":"2025-04-05T16:00Z","th":112.0,"img":"data:image/png;base64,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"},{"t":"2025-04-05T18:30Z","th":114.5,"img":"data:image/png;base64,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"},{"t":"2025-04-05T21:00Z","th":117.0,"img":"data:image/png;base64,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"},{"t":"2025-04-06T00:00Z","th":120.0,"img":"data:image/png;base64,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"},{"t":"2025-04-06T02:30Z","th":122.5,"img":"data:image/png;base64,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"},{"t":"2025-04-06T05:00Z","th":125.0,"img":"data:image/png;base64,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"},{"t":"2025-04-06T07:30Z","th":127.5,"img":"data:image/png;base64,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"},{"t":"2025-04-06T10:00Z","th":130.0,"img":"data:image/png;base64,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"},{"t":"2025-04-06T12:30Z","th":132.5,"img":"data:image/png;base64,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"},{"t":"2025-04-06T15:30Z","th":135.5,"img":"data:image/png;base64,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"},{"t":"2025-04-06T18:00Z","th":138.0,"img":"data:image/png;base64,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"},{"t":"2025-04-06T20:30Z","th":140.5,"img":"data:image/png;base64,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"},{"t":"2025-04-06T23:00Z","th":143.0,"img":"data:image/png;base64,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"},{"t":"2025-04-07T01:30Z","th":145.5,"img":"data:image/png;base64,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"},{"t":"2025-04-07T04:00Z","th":148.0,"img":"data:image/png;base64,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"},{"t":"2025-04-07T06:30Z","th":150.5,"img":"data:image/png;base64,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"},{"t":"2025-04-07T09:30Z","th":153.5,"img":"data:image/png;base64,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"},{"t":"2025-04-07T12:00Z","th":156.0,"img":"data:image/png;base64,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"},{"t":"2025-04-07T14:30Z","th":158.5,"img":"data:image/png;base64,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"},{"t":"2025-04-07T17:00Z","th":161.0,"img":"data:image/png;base64,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"},{"t":"2025-04-07T19:30Z","th":163.5,"img":"data:image/png;base64,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"},{"t":"2025-04-07T22:00Z","th":166.0,"img":"data:image/png;base64,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"},{"t":"2025-04-08T01:00Z","th":169.0,"img":"data:image/png;base64,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"},{"t":"2025-04-08T03:30Z","th":171.5,"img":"data:image/png;base64,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"},{"t":"2025-04-08T06:00Z","th":174.0,"img":"data:image/png;base64,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"},{"t":"2025-04-08T08:30Z","th":176.5,"img":"data:image/png;base64,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"},{"t":"2025-04-08T11:00Z","th":179.0,"img":"data:image/png;base64,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"},{"t":"2025-04-08T13:30Z","th":181.5,"img":"data:image/png;base64,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"},{"t":"2025-04-08T16:30Z","th":184.5,"img":"data:image/png;base64,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"},{"t":"2025-04-08T19:00Z","th":187.0,"img":"data:image/png;base64,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"},{"t":"2025-04-08T21:30Z","th":189.5,"img":"data:image/png;base64,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"},{"t":"2025-04-09T00:00Z","th":192.0,"img":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgcAAAEmCAYAAAD2uTM1AAAwzklEQVR42u2df6wlZZnnn+c97cBgT3dPQ2BoA0SMsPYCEQIE0xB1ZqJGiYM6YHCi4zro6qpxZ8S4s0E3umbVDBM1anCAVVczEnElQBoiBBYMdCBAgADBAGkIdOgOne626TRtt92nnv3j3nNvnXOrTv16q+qtqs/nv9bLvefUj/f9vs+P76N651gAAAAAJjguAQAAACAOAAAAAHEAAAAAiAMAAKjCPjEuAuIAAABgmTWiXATEAQAAAADiAAAAcrBHSTEgDgAAAGKst+kUw37qERAHAAAAcVZTj4A4AAAAIFqAOAAAABCiBYgDAAAAAMQBAACsQB92pBAQBwAAAMvYeREpBMQBAAAAAOIAAAAAEAcAAACAOAAAAADEAQAAACAOAAAAAHEAAAAAiAMAAABAHAAAQP/RpxVHRsQBAADAMrbRcGREHAAAwGA4Us+oZ7eZEdJ1oXrnmKsAAAAARA4AAAAAcQAAAFV4OfCiwQPdSTPoI2GPxF7F0w4AALl4Q+BFg8dIkJ/PXR+ZbBiJbB+L/LkT+X0kMjKxc5WaAwAAgFwb0/NqdmrPuxfGYjIS1S3ObFOkpBUAAKA/G/nd/lMNdQsDvbfm9Eie7ozRQpTDNkXqbgsvXUPkAAAA2mePmqxvNlowunps4ytH+CsgDgAAwCv7xWS1sMEK3QoAAAALFBEGh5rpJohbMQfXFfDa8jXQB8LtWCByAAAAIERYhMgBAADMZW/xIjl9qT/Dk9znI2/fRV/QzqVeiBwAAMB8DorJ0dQVlGKHmpzYvbZMIgcAADAfhEH5lskTu+nXgDgAAABpu4iwl6xJ1wV6R9gpGMQBAECXTqPPlNtURt8cl9uMjlqIGoy+N0YkFMTOSXc+tHeHHVGg5gAAAKDOjfZRZ/OEghA5gKB4VTkJAHRxs/ld7N09Qtg/OLbH7s827ZwwQBwMnbVGkRFAB7G3xN7dVQEWC3akTmFKZPlkQ+z+nOR/nS2bWiKtAAAA/eawmLwuQGEU6ucicgAAAN42ic0pUYAdLaclQ92AZz6X3ucMcQAAAFL7uF+pMF552/SmPvrhghPg6NpkR8Do4pRNOND+fX1JTV8Io55KH3NmF0XKVEaAJhbOVRiyAAwZ9+WxRd+eHrWsTzizsyLWBiIHMEgQBgBe6LJvwawwEBHxIQz0MX8pgEbSCTWmdhAHAAANoQ+Hk38ef2F5g9UnA8yLvzJ/49Mn/H9mO9tf5EH3Vfh44+TUkr44c01qTO2QVgAAqDkHbifTNiw+Rx3vVZN1NVzTsZiM/EUn9V41e0cNn3O3mhxb7zNF5AB6hbsRQxgIizzCQJ/3Ex4eXV1TqmB37PPtbrjYL2nUsUdhMHUaH/lNW9YiDEREjjXVrfXeB8QB9EoIRJdRkwAd4uWFBd5ONV0RMi5z8L1ylPj8u1sqiub4KbXoiXU852/vWvmdy6ZeyqRG9GFndkrB7+Ohm8T9qvrvsDcV+NyvFf97pBWGhuewGQD0jD1qsr7iifeAmBxTfJ3Rp5zZGd3tONAX1OyNHU0hzewNRA6GRovCQLfkUPa7mfcA0h8Hvy6y3sPmdky5dSYoYbCz+FrUWWGQsDcgDqDQRq3Pld+87T9YsfAlQFdPYCKNOvgVTUnog8tCvUq9g/v1sgCqmgPXuwM7GByfo1ZkZjZD/Hp0HdIKAACQLgBuV4veu7hRBjg3QO9Ss78O51DhbhWL3t/91C3iAACgS4v2i2p2tIic4GlDxHUU6FaAxh6sG2w63HYbtQQAPrBTTL0JA5FirqOB11Hoo+l1Tfpswhp0sL+tz4nfF3EAXnk19pCltcTMFO9El+vUghO9j1oCqHkxfLKD0+/2pTjhPVX8u/zpZTV4HMy2ITaUUnC3F6yhWKxXsHPSCxrttIQ16Oh+REySBk0lfl/SCoKLGACAzw3ocWf21ma7CdzNYuJEbK0Te3u9f1u3OLNNDG4ictA3QhMGR9oL1+m9pDAGvaj9zGwI8xf0roKn66eqRVbShEG882Fi6uSr2yK6RDR6v2jdwkBEBGGAOOh39GDRy10GPD2xNsvSGt3OwB/Rx1TLuBSGgp2Xb5OardDPquvJ6yHgbi32PNsFsd/7hvnvnvtFsnDL7VI4FpttHyx9aEhJkeojntJTr3V7XSCtAO3ympi8nnQIdHjQ0U61PD3xPovu5uXWe3UvH3Pmc1JinjSJ3u/MLuzZ9d2uJhuKPaNEDqBdEAbQwqAjadgsx+v3mxUG426dUN0XImtjhHLeNIkc1SHxdF/OKMeG4s8o4gAk1Ru9ZIX46Nr8L78+3Z/6gCDSOTD/Hj3kenGPpjaFPJbo22eezX3tCYroe07b6D7Rx53pA9m/0zZGknsGRY76D3dzfdfaLqpPPCEOQKp4o9uZKx/O8adc7gfWNpY7dc3rZ26NZ3P+3CuIiNaiCudH+acfHvCwqNfkC1BkU9Cn3MqQ8pqV77f+ptxzWZdlsJ0Zaa55LAUiBfa2HNctRzRTn58eTjXPoTG6pEEb7TvniJTPR4Y4AO89s+4nYVWA+8q5ZokMd1Ns4csI39rbcl6iE/B8aN1EyPPwIP348sI7VTCX1xegxtRA3kJEe0/ydckquI0+NP87TtaTpBHrIXYQ5IounLryWs0TMrrF2ehfx7WvofauOSLl+04pSKS4ari8ouZt800YXatPq5WNdkiLxUWDfocecJbrxBjgCGG3WSy6OKfAyDlque3vpA86m+pwyPPf3KNm7+SZlwaLZokcDKm46lAO5d7x9huvfvMJC23rwkBEEAbF6j7KCoPUU3fMw6NyXjzmPnrcpUdW/K7cwkAk96jlNGEwunrcyLsfFwYf+cCBXH9zhTDYX886leUFoY93tGalRNEskYOhcVCsL5ahAK2xQ01OrC7S9AU1e2PJ35MQJXOfjywxfJwUBbtbzf4KoTn3/mxVszeVrIt6Wk3+qCJ/XKh16VpEGXEAYb+cv1Ozt7CAQcKJey3PRaF36QlndtbyJuVuMLPjneQRCKMfRjb+rNNGuqSOCejwsldN1g3zOUMcgIRofjR1qsmZSwWovQ5FmKXifRNKq+N5WS3LcREE+2SQQZkfTZ1m8gqDA9gYg4TfHeJjTHAJYRCqD0dqHU9LwiCrrmBeuyDiAEC6680Q3OyEV/E9GBQt1fzUlqPeW+35DW2zzZo8Oa9dEHEA+S7u56LmHvpdzbxg+tzwNrLo0poXc3LnxdgXYIRoT8Z70TGL4zxV+UvTGOM5+W0Z12F3QjeJ5822S1NZdWu4nxVxUOem8gPX3KJ/XLkXbDLJbelFH4tNwo9JbT12Yoln+WW10bfqaZNyt6e8XHNSDLnDq3s50QfJmvZy7amti1mpr1H+z+x+vmw4ps+28wxmnZ5XTGOccFLKdZi0fx7rocMjw6RoaSprB9qy83RCuF+2Y0BHQSJIF1ofdYuzTs1b3yfW5iYGDUULFkWBPuksyUo8ZNzPzAqPt4ZGHGrntbc2NZWTyIFn/t97d/brtDkKRGFv6tgIVYRB+IvwMxVP5XFv/SaFgacalRCFQZJ1e+84kmHDnuF7UUQY6MPlTZsQB575y9uP1671Ps/9gbze8Dsbeql392jxOEx3RauC8/R6aj2qdAXo87FJfw+mvJuxGhXfkwtrO4V+dX5acTKd1dZKYlpydjBUnvkHtaUsq27Kq4odHEbfL1+7ZueVF62kFSB8AfOIMzu3xcjBpE++LuOdw2K5RRhI4TRY330yajTq0YedVdlgpjb/VSJ2Wnfvgz6tZhsW/1Hweuudal3rckAcDJWaNyS9S23eGNPGGYChij6nZm+m80ECr0+Ya/g1oO9duabJk4W11+8jtDJC16n5pJopDA41HFLvsDBwN+e7ViuEwdDTFgntvW7z9DWpEpYv1Ekw2VBeSWjl6/F8A92u9Xk+ZAiD0b9MpzLcFz10TK2x1lIVRA7A/02+V22pvSfUz3i/M7swX/hS73NmF0WK7e/An+tn1doKU+vfRWb/7pR0nr9BRdKBEefuFrHob4TIAXSzDSa177fmAUmVIg0pwmBixqJ3LP7+A7IkDBLNThYLI7tk1jS6emz6YsLnLSEM9D7Xu2iBuyk5AlJVGMSL/wo/rxWEgd6d7++6n2b3t+s99T3nZep8JsKgcidITITlfk6+khIZ8DjifCjCgMhBn9mrJn9mhcxXKm1w10Q2/szyguluEos+2J0XSR93lsf4ZXDFmCBB5bzbOKUfEpOjir3L+pgzO7vkc1uDt4qP6a5NTojVp5zZGcnXz20Wiy4WfA4GxVgs6zSTu4VnnWlTwkBEZPwZp+6WhROevqBTwiDNInR0dT2uiZkWriUd4aQFe1+EweJCdWOA9RMnths+LyIM3FUV3rWjiq8jpYWByFIdwujb/taHIpt6YhRvoaanMZvmRGGwuK40IQyIHATu+DdVfc7YYgDpdedJxhhzqdM7JKetsbtdLXpvgWvfw7qZIvVR1BxAPY5/L8Zu1D09LDzf3mxdQFruuqm6CpDBd55IhTHmWYcN3VKy3qTAvINCwkBEOi0MUoZpDUEYIA7aUOiSPzQdbwe0jVp4sWhk4EwVchQKjb67HFrUR9M/Q57PV7UGoql8ozAEKvzT42/DKvy0TZHWZTE++mGBosDrkn92tq2wE8yJ1IY8TZG0Qh8MQMCL/bOdRV4ewpvbUJc9s3iuc8pTm7Ti+yQUDY5+ENn4c4tFybvVRtcckfFVI+1b4bA+oyavE7FT59zfHqS+EAdNslNNjl9s9blDzd7dceGwS63sqGipMx99nE0VUenTarYx5kffwWuvL6rZKQhN8OfzEETPfmxN5CAgpBUGy/E9W9xLCgN3Qw3zySeOi28wna2ujgsDEZGiwiCxg2TOoCn3C//frzPCIGli4GvtdxrU6QcgFSbwVXomKvo85BEG7lc137sCa2IeYaB3DTT9VsNAOsSBJwfCpEEbqT//oOt+1KDKonR5DaNic7RblV04EsOHcxa16CMz32/xxZ1MnitjIz2v3kJCClEnDaZ6vagvU5zSG+k7W3rfJhP49rUjkDKnrspyjZO+oDa1yexRiy7tlunPPNt295nIWi9u3OPJHGp2PTjW//NNWsHDiWRq4ZlMSDsgJsf02E2rrgmF5KUB2n82n1ebm1PvgNmTu00teh/vF5GDUE4k60zlcM+FgYh4EwZHujUcaGLn7MMyN3RhUJtJFYS/rp0azrNZ1gUyjzBIShnmGXSm99ccyRsvfobt7UXcEAfiwUJVmp142CtWzb9WbrNYUiguzcWs9oWqZKW0j8l7eeYm6IMrfyar7Sot3TK+chT2sK7fxD73IUHIVCxu7ISvx1412V/+Xs+m9pJEUHRJ9vpdu9fBpINkQ3siDXEg3bZQXXqWvte9U16u8aWvmsh6U92qJnvVJoq6q5X7VURNnkmUdsHKn8k6eWWO1w4xqvH1sdl7Yp/7qA4I8kNi+lSYtSOT4sZ4bUiWr8fomuUcfmI9jeTsLirCOlNZXf5ezxYnN/7+zwjxOi2YEQfSQKtNBsdfeqT1Gzz+QsOnPA/pgDxua3a2W97gUuZFuJ8ndweEePKpLGp2NvSdXg676nv81TCjGvpY8ubvfmwmR4nGPfP1GTV3W/Hr7G6tsQOiQKorPmjN/kIadbuMF+TFU3Zp5lQrom4low+5DjQFhHgTE3MpSIRBoY86s3MinZo/IT0yy5oUtOb0vdeX1OzkGq/DEbGsFJDkCQmvC/BeJV3jJg3MMEsTr2mHjGcMzxAiB4281Gk97frRiBxo/EG7PuV6LPbAF20ztHMWTmDzhMGSn8KBcqeExixfkzaGSUFrzhalWoWBiFQWBiLSiDCIt+KNc973pGvc5Gad9rcOLn9+91+6tZ7oI/7TJ392WY73cZ1lts3aKaadaA0mchDwxblTzd6FwpQW57CLSPI8+X1isobCT/HknT/+rNMyG4CdYCIneSi2vFvNR9GmNOnw+aqamGfRU2Ey46wTaJUBY/F6g6KthL13MmzJGll/o9N1NkQO2iNNGOQ2FhkaE2Ewp3K8VAFOUrFZDmGQNIWxL5MV9aWE6vIXyn23MsJARMTOjXQiDNyPq7lCNi4MRKSy9ffaxTqYiqJI5k1mjEW99LmEex47ofsqtpstRCzaSlhaGOSocylToyF1TAXdrdZ09KGIMPDhFIk4KGr3u1vx967iVphkjphR3Oh+WW7jmUxh1IecBTFZ0edCkZBGsDe2992iTyS7XiZaT8NS5CFTFMX8UuzNpisKHndbalREn3I2abVOalUs2t5Y+73McRrP5V3w8YUUzFSrq2+ONZ2kNrvmFElaAWRw6Ye0h/wFtTY3Tmmj+G/A6F1qXWzP7Mz13eJMXl/e86PRz/qgs3h7r9ssFl1c7d3Sh5zZ+ZHWua7oY87s7OnOlkqmaTkLm4kcCIM2JIT0Q1Mq2vcLXLfhTs+EgT6cEX713DY5FGGgH4msiBmWD0bfGpttirQpYZDkLFroWZjx/agqDERE7PzFYujJuhIzafN13ePCIKnFVJ+M/Z08bZklZi8QOYDwmVN8qE86szMXX6S+zXt4RU1OKPFS96G9s+SJ1jZF6m4Sm6SUQOZb9I4Cu041FRr7KtYUERn9KLLxp53SyhjaAvBktjIbfZ82wiA44OmEPWexsDMjXRoJ3DVhkDDKeKrI6YRy36c2YXCwvoiJbomZ2pTMFdumBZFYtzBosyhu9N2Fdr48I6gzJ2GmCAOfufrCLY01dSD5dEbMLQzGzVh61+W6SeQgEDUqfXKUPL7712RistSb+5LUDgrSlhnPJMoR2jRDvVfN3mHqq11vEtlzPzZLK1oNcaJkbRMdO1RPRM1BhTyzbTQt7Cm+v+cDYnwJg9lT6r6M65Y0vWxX7H97tZzJkteX7Sstzr/YPxBd0LLt89IpLqPFMY8wqNp2a6uLX7slO19PffyTlF/0CVW9YiGie9kHDljoEyV9CYMVJnkdqicicgD1P2RN58BbsqPVe9RWjPBu87pXrXDuuA9E7a6RUq02pPR3uze2iQduyVz2BJ52/xq9r9KNegoiB9DJmhC9zzVfHFdwUfRl9ZokDMr0l7cxRKdq1fjo2op1Prty5NALmI/l3UCSzKQKc4JpUyPE9T63JAzm1l8lvAPuwzXWYqXcv7In8LT711lhICJdc3QlciA12JkO1dp3Mixoshj9u1n0d6qh9bf7GryiV0Rm1zvy+FCJP71sbH+4MYwpk3q/M7vQX0rNXTm26OpRN8erl6jZYLaC9GdwEtPQagprApSdo9Bk8WSfDKcyDiXuZrHokkXX0K4Zg5URJreKRe+vcG+3qclJplOmbTMHIFoZ+0pcGCS1nezF+jWJJoVBkp88NMvoB37D0ZmWwTmEgTcr3z4ZTmVFK2N1gH0WBpM0YRVhoE85WxooFjdtyyEM9IF+zN6h5iDW86v3zdzUdZyOfU0TK3Wim/jJp+VzPfUR5+4TfiVcoVKnj/z4c+VTJ+7WerpzlirSd7R/TzLrDTLcTPXOhf8/aVDYvNkjK+YsZBB9ZE6Kb0f3RHhaPY+dWz0tYmdEGp+pU6Q2xd7WjxZoxIHIUpucXcRApcamiWUtRrETnZ1imrgxJ5m47Cy+yNkZkaZtYqNvjAubEpWaPJkyEyJ+vfT+9M3A3mOaZKrUNpXCunmu0WHJNJgqO60y9/OTVb+SYV07mf6aat60SnRS8Bc/lc5a7EqVds4T2zsIuZ+XG6xmp5m6G2PPfAWTrqQphtHly2Kq04WQiIMKlfVrMIdpnKKLUd5WsTI+C0eSc5N6l9r4qpEWdXr0lXaZCv2eaGpvsamNb4VLXlrhbNbn39dd743URTt2LdoIoetWtUqi5KCYblWTbYu/Y3G8tL0t0kz//hweBZW7S3wKyI+WL1qOLhNdiiDOmdky+uaCyB99LdlrZFLIvMKXoK7pvhQkBlxQd5FJcL7iACndFG32d+vv1Foddb1Drc2TbdXPu+TzMVNomejRv0ttIgQkr6na6tg61rf5IhlpBTvNQ9fRvOLMAU9IHWbkYIMgDGDly3D99Glq9C2/joZ5+/TtFNPZSYZthjVbFQaeQ97uugZOzDOfd8nn4yjRuNNqXBgs5bRzCgN9fPH5WD2zjs0IA/eT8E6rK4pJj0jptIK3CN0hsUTfiAGPTh+MONBHnU0WZ18PVS2fM5ZTPO1v/1j6xf6PFf7bwkVYPenqiK6YPsWN/5vf/mw7azpHPG+UsZ03v/7Ft3AZCtEn6/WlSCxOjNfBJHRi6OOucFRoMjI5axBd9J+0nWjTXclrQuLcgxA24KNEl6a7Aj4HIL0O9fo2dPHWX53Wx1/HNQ09zOxpwI/UOChsEnYum9opYqYzMQ6ra/BPp+2HAXEAID00sqk668BXjhUCYlJjMBbzmeosM5nQXR/ZbPQsqPfnKWd2Bqd70gopkxBh2Iy+Pe5sXrDqrIMywqCuWe+NbAZPNPPZ00LgIrLgoppT+OkzGT87u569vFx8qI+5xN/Z5GTC6AqnbU+1zGo5FpFS7crQN3HA/PlwOByGUBt/ObkOIE+hWV3FaFUWcfHlyJmyqMdPWt5cBXMOSvJdo+HrWrqbxOJFcHPncRSwV5+Iv9QWxtmx2bF0ip0b6ejayOIj4H1P1ExyG9UtMwKsTIpnxl9Af5su6tytYpWHVBVpV15s+3U/WyjMLDpoy30ystH/qFbfs+IaIw4Coya1mTRz3f26hxGP14k/wxVpp9CsaDGa+9XK++g2L/5vLycs4vFrsSimUl3vkqjiyJmyqMcX6szTZNo7suiTMLomJq6OCzO9oVsXv8Ocaxl9UDRvtEkfWr5+o+/ENokjYnGzq/hGntoWl2GGNP6UU9toWpcQT5qOapvyCTD36TnCesZfwN4+53cezmEa5ZNFv4voYwuFmXay6ehH+Q8J0XVOx19LOJDsKeCYuKmbqZDO1xzonWoTh7Gh4n5hNtcateHcJcggiv70PmdBuorGCzvjQ3O2q8kG0yIDedxPzaKPF3+39AFneW109fLI7IaWcv2vqOU2GJt83nvUksaT516vGp7WCgMvSGyrMh26zejqsY2vLN+yWHbz8E58Ewz9XY1XzO9Vi5/yK4/TzrnZZW7eh8VSo2UgneuKyYgQ2ilO7Hz2j16mFRAGUIYqwkBEZCIMVuQym/Z+KCsM4gY0O8sPyCpSmzHVSrfOND5no3LIOUsYLM7oyDzVVxAGk/x2V8YaT92jf0gPucdTLCvwIQxaSlFGl4rK76lxxCERsjlAl0jhEPLJM4OPFk/DSzUKoRLPvZeZS7H43+u9almTIVML7FK8HaY6LXwVQOYJoZfoklpyLIzlt6Xm+ikfkzhn0yv2v9PTG3Z+pEuzHuqgRr+L0ffn1xnYu5uPevgehY44KFugVKJSdbAcM7BwasXBQ0un0ITBR9HF/byW+siMvfM7TO09pj4Lf6d62hcLIKeKIiWcLqmJY2GpTWLxO00GKsVF0dTUwRkRlzjttOqGcHPGu3BSN1MH489n13T4mqbaxCh0ag58nYKPIXcI1Z3yvLBNLegFdqYGwIfbXp6fc5vF0oSUPuRMIhG7oMbU4WKxYuV1pIODeoo4ONb+WR52lmUdLh10cA3pGhM5mPiOp73Q24gizI6u9tav30VqFgZLYefQT14F2ikzhcE2NX0+QRgkRGqit+mKSF88nF2HMJiabTErDLbPfI68B4yCwkAf898Dn+hn8Ur6u13bppUnIjfzM0nCIKldPPN+Bmbt3jVh0HtxMBmkkRgqK7hIVzbuiPGBD/zBQrxOdrqpbFObvIxJCzXETiYNhZ1Lvdg3tVTrEBfdJ5nKKOFn1kxvoLpVbeIBYG8ylVfLPXdzC+aKDrfa4G8xn2eCY2dH6v7J4xCtg7LUeqx/H0vBnNDC5rQmh1DK8TP2FlPZn/08l4k45HEQTTW1ysnoX/Pd37gBFmkFqcGjvO80HJa++m/22ZW3rCEt01JEJz4pLpf3/U41WWMSfFvjpPXtoJhE5etcingWSAupyCIt1lmeLfqcWpKRkcTdAF/fwH1PGxzWwNquv1OLjxDXh5x5b0HMsZeMvjO28T+OFJ8DCONmzbwYXn4nw3wgxGd9Xu45tgk2YtK1TyzXKbgB3H8fW/S/Kvhy3CQWfTCltiNDyLifm0UfVXX/ObLo3zJE6u7laFDX1kSpUIfTmdqiwYsDz5POvFzwe9XsHYEU/zzhrJJ/PYDkmMmR5RkQQNHwZCxzK387yWmyhHOhtFGoGTDeTvdlxIHgcxD40xFeaDUYYfCoH2Gw6YMHh1eXsD9A74IdgdaH5DETOkYWcsp71SbFseJjZsrB/PepaWGwlMfeq8kW1DmFwVQRXh3P64buborewv7rhhlZdV013vE6YS70m/ThhN7umDNd3uIzvSPmRHeOn4jBlpuOVhGRsz70x87fj9E3cxaGrQ4wn5+jOrtqYVWtrBbV3cvFsQUiE1LKNbKE0ZG7Jf9/M7p6/rNkbzSVsVQ+keYqwpvzvPowUuoD8bURhlJzEFC+sPBm9Y2xja/KUL9zioP0UWe+RECjPcpDewk72AMtbYS/t6vpdhU7d/oZmy3cTDRsWmsyt5gvtAPBDWbR5fOdFvUfIpvnaCgdm52QmNoJJb2COACAMsVcIJ2sJ6qzoFGfcKaPjCX6hB87ZXddZEXHjksPTZu8H8KujWz8Kcd73eWag7xmGH3w6ufRDI9ghMG4RA75tXrqJCaWv7V//prqiersdLCzIl0hDA6WSGf8fGGQU5YwKJUiyBAGQ0jfzgqDyjMPXu3HNeuUOKi9ZSUEXpPcc+AHqfITXlx3u7+X0d2W83e1WQBYZmOsqf897lzorsu5qOb5/Huavb5NbIJ6r5Yaqx19dHHyZ9ZgK0+zFtw/L9dL1N4mKjWmQZKepRzCtPLMg7X92KdaTSvoXWr21zXnsarOhw+BPWr6rNbrLS9MoizdThfaLPum6mwaygc30ssO/Z5pMycNVYuRlnTfE6HVyEHdwiA+Hz6PTWawrLdlb/ka2uiCrmIv+l3KTt5MW8hSrveUtXRoJwVfwiDrlHWcdSdiuJ8x5Ikisq4Izcz7NPru2EJta7cztXpEqMo45kDNktxQ3oOp8a+hbWjPFXhBa2ija8v8pZb7nDEMSO9PFomp9Swp17uz3QU+0xcjUXk5PGGpVyQszKtFZW/6Z3U3mNWSRvDUup04xKvqOrNGVNY38xyP/2uNVsOHK45cr7j+JXnXhD6OuT1xsGv6IWxdNYa+ob2ZkGlj1/rCSJOEwLzTqd63cjF2vzCeaRGRN4T37Nr1KQvzrKdATCxktQ16NzybOVnr3TlE1qK3SdkhXl1aZ+aZO60YUDTHaCvLv6Cu99jnoD5aGScf6Bk1O70lG9PfqPkq6oH+UMtwFwg+PTUVhdqpVvdYb+gBPXpOgksreBMGO/Mrt8lIZ4SBlJvJ3peXWpJbkez8SN3mgK/DTtzdxHNtxYr0lO8Ff+LQOCck7uVUm/Bs5BkhnPfkO/Sx7iu+f48EpOud3/1knvzxpu4r+dIZ0SWi82auzzMlmfvg3J3zxdlb8gVrop+2o+6Ssl2tkEXu8aZLPfuLBYbuV8v/fXRxANch7TnhRCtVayv0zgZaGeO1AhNX0zkh8egjHlIdCc/G+IvZ+f8VHV4prbtdrL1Zmt8xp14mbwF76vffQVoBCEGVF3OruyM8QrU41ufU4rlkUiCSfxpkqM/a30dm/yehbqIHY4ClBxb3K1JO0kBb5141+YPkmqFC5MD34eHb9RZNJg5HGvKJr05hcKSEC11GCDfUE5Ktnvl3n4VBkXbEEIRByTbBRGEgkt7y1nVHvo5FJ5eEQd77myUM8jiGrjNtUhg0Kg5GXwu7Y2H85ZE2bb3bZkVrnrxjJ09dz+uUV7w+ki886CWEK2FOY+z8PZ1UrtccaUprc5UK/iRe0o5ZPh5N+GwcGJBPxJw6EL0ndv19tYEmtQy/0r7gI60A3Xc/k5ry+87CPtUkTeTcriYbWhQML6uF2N7YGSH0mDM7u4boT+yd1S3ObFPYEaZCzrZ71Jrya0h6/9ztatF7axre9bSabWznfao1cjD6Ov4GvaSnwmCqwHSdqawRDbqwKGlUd5vCYCzehcFS8dhE+CSxe/F/nx1qtLd74fZahMHMOxuMMJjzbuUVBvqkq10YxAuTp56xxfcveq+lrhOFDO6SrsPG9t7neiMHfS2g8X3aA+njOGCQxgvW9Fk1Oy3nmtOXCNjAn1d90pmd6UHwlCxiLfTMDbGV0X05IUpQtzB4rSN5sPgJBmEgnbYN3oWngJdRwVJPwVqhRdq3MCgRZfIyDdKTMJjnShgyc4VBVq1E3AeiZBFrH4WBV3EQfXukTbvW1TWG1jvrCla3zlsHriZV07gBULwa/LjYQtDkWOGAzai6ah6Wt1hVBlIcaue1kG6oeyBWlgBso2PsoFiZjipMkPI+yF1s2fKQGxtfOSLy0PTLfai++1n29KxPOERi1TXkXA9ryLZyAnFSS2GnLk6Nbfh+xv/exCFWOtjSnDRRVp9pQLSPK1yzo0XjHVWYICUUeUSXVrxAbVWpAsRCsa2cuCA/u9Xk2I6sE1n1A0fE6t5YWs2hh2he1VBtit7vzC4MZy1xtfiF56CyMGj65AbtbcD3h3tKtvMi9Z3ayLLlhoJ0RRhsU0uKUukDsec/RRjos/6ewcLC4JDHyEOCMBj9sMD7UIch1Bxh4NMvJiRh0HmfA33EmZfQIECVzfyXZtGHVbEbFjqKQILpqNirtmJMd1N7U4Y/gT7uLD56e/bfg6k5iLt66W/9nQLt3Ejdr4VT1kAZXRtZLfnSw8V+Z+eFQSh2wz6Z7SopUtBZpzDYHn63i7uxhndqnjDYVtM1aUEYTKJ+Wf4EEyEwcVy0t0Y65elB5AAAxGcr3Ymk2oRefrwXikbChjwEj8FLAD2nSWEQmtd+xol8yhNfUtrLQmKPWvwzpQmDuT4J82YE/C77tF5pjHXbpkxFI2FpwmA83Mh0vyMHDVT2DsEpC+obEjVpZZPXZKVvR5eq7Lt03R90ZhdQqwQw3MhBw72kdQkDfZyedmmzDa6u5+XU2POSZOi11sJPY3QQhEGgm9HPzJgSOUBx4L6Is1/pxWymilWfxsJXhtAGF6pRyqR1jfoG8Ej0sVhhb5Yor+g78OeXHcm9hrrbh7neUpAIAND2QvySmp08LbbcZrHo4uKboPuZ2dRGC0KLcE/TCo3YYQIwDClfi+c+QrreFuDbFlvZTl4ZhYku0lIRHYSBlJ95ILQINyoO3CerOb7Z6YQvAYq40dUyDGmy0KVMSfQyYbAp8XRXGJ81et/yfZryg9mqJmuL3UPdrvW7BfaZo5Of67/84EHSCp378AG6SkHDz8CjzuwcngHA3RCAboWUQj1ogJBOIy8rwiB0ah5rrVtnfn8fhMFidMinmyxU2CQ3C5GDxknq7QYAYRaC4L8CzWz+Xxpb9C8j7kdQkYOBC4Mi7TQA4rHQyd1g/Xj2utjvjjAICoRBVXGwv9mXMNPutAf8/sZVPJQhs7O/z2B0eU8q2o/p0UZ7pMAam1aYephOEulSqrRoh0SD+3B+cbC6YbfBd3asQ6GJB2z2b7yy8O/RdzpuMBWqfzmDWCDUiEJabQWppuKsbfE9P7rg/WpwH24urbA4ltP9c0+dEpt4wGb/xgkL/x7/Y4mw2J6ATsWHWJ+CAQ8DAGhKHOhWNTlpYSOLvjlS9+lqvgfyWj8WMH3R/wad2598fXkx4z1ffQynnWBYU+JeICgAhG4FAAAJ3Mtgv1jTqdDc7FWTdR4jjXg71LtJPuzMzhtey7QjJOrhRQeA5sizEQYiDNxPEqJsOYWBPpLT5wBhUCtDFAZEDoBTp+SozVhPYaKEVvy7lnsCgRNy9GpwkYNZ5XM/DmNFw2ecOsVbbQZI/6rLpaFWReg+q7sd0em1OLALsdYlfBZ72H/N4gyC+RFIH6zDwxIHhwa4uO6mpqAvRB8KZHHGqAagW5TpkOt41NGVCckOKlx/7DDCyrMtkO76iA1MwrQ+FgqCpTNpBIRgPxig1b8jXJ+f0TerGTi5L5X87xcdBOucQR99bNpON7rCNXqP9TkiNJ3frNcQNpfZNAKOhSB0K4T5BZ9Xs1NN9QU1e2M4UQC9R61zFtEAfVobHnFm5/o/6Ohjzuxs6p0AcQBCKyCEz+jqsY2v7OAEup1qnZlz0fH2NYDeiQN3s1h0CS8lAAAArYyLIAxSbvAvjFw+4XOrPCoWhM4TIHIAACAli2dHHoX6PrGgCh13qw2lgwmIHAi+BoIPA4APRqJep6aG1gGBMADEgTDQQ/BhmIfeXV2Y6B2IG6EnHKAznHjpEUMcSHJeTZ9ZWNDpTe+J+VHJCJH9VXVhYu/mJCZNVNDDSraxfkFxdvxqlSIOJNnRzU5fWNDtzSzs0sHhU1ddst+mzI8CjxC5XyYUVe4Y5sKuT5ZwJ6W1LpmTWL8AKEiUjMjIgJzM9EFndgEmLQAAUGMroz7tIfdcZV5DfPrVrhKfpcfCQH+78roiDKDQM/Qi4XcY2DP/Es+8F3FgGz3kni+MVA5k5EZ3ptyw+PSr4wgVTl3Xt4chBNwN+C3Uwhy/An14QRhWFe92SvY7pc+ymAo1H/3YFP9pbHYy+0in0wr6jNqk/gF6uOkd3W5EZ3RNZOPPlBxAtU2tTE5bH3Jm5xPZAYA+OyQWcA9zt845AT2enHIYhDDY1f6JrJUR3Ue3n+opLQxEShW76eMIAwAgcgDMlZBehpDpDgAAIgdzlMcWDyfOMfk6Ya5Ed0AYiLuZd3buunif4/oAkQPwzHY12UCdBQAAMJVxLqNro+EocYRBb1pKAQCGJw48F9Lp8+m/b/wpx4Y5hA32MU8b7GvNh73t7ZGO/ue43r+7h3ZCAGg5raB3q/nw1k+t2n4rVdvQIEfEZFVGvQApnWLsVZN1XC+AQUUO5gqDlyuariAMoI6H/ao5J/dVOQoJEQbFQBgAkFaY4g0sCq3d0Our1V/oPf0NTUffGPFcCi5/ABByQeKrCZtQgToFvYP8auIGeEW1+gt7J8IOhBZNAMSB1GJrnPlDaxM2oQJzEezdbGJ9Bq9+6aSbJgDgcyB48QMAAAiRg2BBGICQ46eWZpnRt8dcQ4AhiIPa+8QBPKOPlPRmSMjxu1sGLBj+ovhSNf4yBagAYaYVdqkVqSMA6JXy/urYoq+X3KDwVACA3kYOEAYwYKLPrhJssgM5BT1HsSbAMGsOAELjBDb4ULA3cy8AEAcASQ/7rRT51XYy77J51oGF50KfYDgWQFCtjPqcGsoeKj9Hd6rZu3iOQOYPp1rPMwIQfuRgv5it50ZAdWaFQR4XTb035WeqTDh8uf1TtPvKcmfPvImmgxt9nSYMdlCTANBPEySA0JT3dZFFnwxsnPg+MVlToycIZmQARA4aVfwAHaNNYeB+YsnvW15hUPYkjTAAIHIw9xdvVbM3lcjtHRHLNT4XYB5jMRnxHAEABBU5mBUGuYYxiQjCALwQgjA4RHcEACAO5ouF06kQhoFxFEIXABAHAFDk5ful5Yos6IM11+uM80U49CUq+gEQBwBQK9GHNVdkwS6INHe9Tt4X/6cxYZIzBWMnJ0f/Om2ABAC0MgKU4rCYvI4UAQAQOQCACQgD8Wl6xkUAQBzgbw9BcdylR/rx/AXQCeE+GVkuu+I4q6sLLb0fzxQAIa0AAPqoMzsnIoIBAKQVAGCBWoTBkfLRB/elMad3ACIHAFDqBXtGDY8PABAiBwCA+RcAIA4AoFU2/u0fCfMDAOIAQIY8VGqGp//vn5SOUIy+Tv0AAAg1BwDSRD//ao/+CLvU5DhSFAAgRA4AWlfPD5XsqV/t2TgJYQAAiAOAMLDzl1sI9SnMd8RHBAQAEAcAvREKZ2BCJAFFQPRJxBoA4gCgw+jz7ZyY+zxm2c5ErAEgDgC6vJGdWvDEvKP8ph6fH5E2ZrmrnE7LJgDdCgDQ0sJwr5q9IyYsXlWTtRRFAgiRAwDozGb+tN/0wZQwEBGEAQDiAAA6hm0suXnTPQAAiAMAEPwTAABxANAAezyewA+JhTphkhsNgDgAgLys93gCP0qUCZMAgDgAgPYjAzFPBP1YRJQAgFZGAPD6Yj3qzM7BpAcAhMgBACyAMAAAxAEANMdYCPkDAOIAABZf2Osjk1GDBYtHxEY/Wqg/GF1DHQKAUHMAACDLsx5OpFsBgMgBAMAEhAEA4gAAAAAQBwAAAACIA4Cg2N9SF8IebJEBAHEA0Cr6hEvejFe3ZJu8aP38Jx+mGwEA6FYA6B8HxOQYoXgQAITIAYCQRhARQRiUOCG9SFoFAHEAEAqr2chDwE6hTRMAcQAAAACIAwAAAEAcAAAAAOIAAFJ5haI7AEAcAAwGfSZj4x+LyQkZRXd7EQ8AgDgA6A12+uLGv315g5+MWV74R46uiHVU7AMAJkgAvPzPqtlpiAIAECIHALAAwgAAEAcAAACAOAAAAADEAQAAACAOAAAKclBo3QRAHAAAxDiaoVcAiAMAAABAHAAAAADiAAAAABAHAAAAgDgAAAAAxAEAAAAgDgAAAABxAAAAAIgDAAAAQBwAQLvoEw7rYABAHADAMnZWhHUwACAOAAAAAHEAAAAAiAMAAABAHAAAAADiAAAAABAHAAAAgDgAAAAAxAEAAAAEwf8Hwp15hzohR6IAAAAASUVORK5CYII="}],"gages":[{"site":"07056000","name":"Buffalo River near St. Joe, AR","lon":-92.747222,"lat":35.983056,"metrics":{"nse":0.7997,"rise_nse":0.7611,"peak_err_m":-0.8653,"peak_dt_h":-1.25,"rmse_m":1.1554,"da_km2":2147.1,"model_rise_m":7.8008,"obs_rise_m":8.8514,"obs_peak_utc":"2025-04-06T02:45"},"sim":[["2025-04-01T05:00Z",0.0],["2025-04-01T05:30Z",0.0],["2025-04-01T06:00Z",0.0],["2025-04-01T06:30Z",0.0],["2025-04-01T07:00Z",0.0],["2025-04-01T07:30Z",0.0],["2025-04-01T08:00Z",0.0],["2025-04-01T08:30Z",0.0],["2025-04-01T09:00Z",0.0],["2025-04-01T09:30Z",0.0],["2025-04-01T10:00Z",0.0],["2025-04-01T10:30Z",0.0],["2025-04-01T11:00Z",0.0],["2025-04-01T11:30Z",0.0],["2025-04-01T12:00Z",0.0],["2025-04-01T12:30Z",0.0],["2025-04-01T13:00Z",0.0],["2025-04-01T13:30Z",0.0],["2025-04-01T14:00Z",0.0],["2025-04-01T14:30Z",0.0],["2025-04-01T15:00Z",0.0],["2025-04-01T15:30Z",0.0],["2025-04-01T16:00Z",0.0],["2025-04-01T16:30Z",0.0],["2025-04-01T17:00Z",0.0],["2025-04-01T17:30Z",0.0],["2025-04-01T18:00Z",0.0],["2025-04-01T18:30Z",0.0],["2025-04-01T19:00Z",0.0],["2025-04-01T19:30Z",0.0],["2025-04-01T20:00Z",0.0],["2025-04-01T20:30Z",0.0],["2025-04-01T21:00Z",0.0],["2025-04-01T21:30Z",0.0],["2025-04-01T22:00Z",0.0],["2025-04-01T22:30Z",0.0],["2025-04-01T23:00Z",0.0],["2025-04-01T23:30Z",0.0],["2025-04-02T00:00Z",0.0],["2025-04-02T00:30Z",0.0],["2025-04-02T01:00Z",0.0],["2025-04-02T01:30Z",0.0],["2025-04-02T02:00Z",0.0],["2025-04-02T02:30Z",0.0],["2025-04-02T03:00Z",0.0],["2025-04-02T03:30Z",0.0],["2025-04-02T04:00Z",0.0],["2025-04-02T04:30Z",0.0],["2025-04-02T05:00Z",0.0],["2025-04-02T05:30Z",0.0],["2025-04-02T06:00Z",0.0],["2025-04-02T06:30Z",0.0],["2025-04-02T07:00Z",0.0],["2025-04-02T07:30Z",0.0],["2025-04-02T08:00Z",0.0],["2025-04-02T08:30Z",0.0],["2025-04-02T09:00Z",0.0],["2025-04-02T09:30Z",0.0],["2025-04-02T10:00Z",0.0],["2025-04-02T10:30Z",0.0],["2025-04-02T11:00Z",0.0],["2025-04-02T11:30Z",0.0],["2025-04-02T12:00Z",0.0],["2025-04-02T12:30Z",0.0],["2025-04-02T13:00Z",0.0],["2025-04-02T13:30Z",0.0],["2025-04-02T14:00Z",0.0],["2025-04-02T14:30Z",0.0],["2025-04-02T15:00Z",0.0],["2025-04-02T15:30Z",0.0],["2025-04-02T16:00Z",0.0],["2025-04-02T16:30Z",0.0],["2025-04-02T17:00Z",0.0],["2025-04-02T17:30Z",0.0],["2025-04-02T18:00Z",0.0],["2025-04-02T18:30Z",0.0],["2025-04-02T19:00Z",0.0],["2025-04-02T19:30Z",0.0],["2025-04-02T20:00Z",0.0],["2025-04-02T20:30Z",0.0],["2025-04-02T21:00Z",0.0],["2025-04-02T21:30Z",0.022],["2025-04-02T22:00Z",0.062],["2025-04-02T22:30Z",0.065],["2025-04-02T23:00Z",0.062],["2025-04-02T23:30Z",0.06],["2025-04-03T00:00Z",0.058],["2025-04-03T00:30Z",0.055],["2025-04-03T01:00Z",0.052],["2025-04-03T01:30Z",0.05],["2025-04-03T02:00Z",0.047],["2025-04-03T02:30Z",0.044],["2025-04-03T03:00Z",0.042],["2025-04-03T03:30Z",0.039],["2025-04-03T04:00Z",0.036],["2025-04-03T04:30Z",0.033],["2025-04-03T05:00Z",0.03],["2025-04-03T05:30Z",0.028],["2025-04-03T06:00Z",0.025],["2025-04-03T06:30Z",0.022],["2025-04-03T07:00Z",0.019],["2025-04-03T07:30Z",0.017],["2025-04-03T08:00Z",0.014],["2025-04-03T08:30Z",0.011],["2025-04-03T09:00Z",0.008],["2025-04-03T09:30Z",0.005],["2025-04-03T10:00Z",0.003],["2025-04-03T10:30Z",0.003],["2025-04-03T11:00Z",0.002],["2025-04-03T11:30Z",0.002],["2025-04-03T12:00Z",0.002],["2025-04-03T12:30Z",0.002],["2025-04-03T13:00Z",0.002],["2025-04-03T13:30Z",0.002],["2025-04-03T14:00Z",0.003],["2025-04-03T14:30Z",0.003],["2025-04-03T15:00Z",0.003],["2025-04-03T15:30Z",0.003],["2025-04-03T16:00Z",0.003],["2025-04-03T16:30Z",0.003],["2025-04-03T17:00Z",0.003],["2025-04-03T17:30Z",0.003],["2025-04-03T18:00Z",0.003],["2025-04-03T18:30Z",0.003],["2025-04-03T19:00Z",0.003],["2025-04-03T19:30Z",0.003],["2025-04-03T20:00Z",0.003],["2025-04-03T20:30Z",0.004],["2025-04-03T21:00Z",0.004],["2025-04-03T21:30Z",0.004],["2025-04-03T22:00Z",0.005],["2025-04-03T22:30Z",0.005],["2025-04-03T23:00Z",0.005],["2025-04-03T23:30Z",0.005],["2025-04-04T00:00Z",0.005],["2025-04-04T00:30Z",0.006],["2025-04-04T01:00Z",0.008],["2025-04-04T01:30Z",0.008],["2025-04-04T02:00Z",0.008],["2025-04-04T02:30Z",0.008],["2025-04-04T03:00Z",0.008],["2025-04-04T03:30Z",0.008],["2025-04-04T04:00Z",0.008],["2025-04-04T04:30Z",0.008],["2025-04-04T05:00Z",0.008],["2025-04-04T05:30Z",0.008],["2025-04-04T06:00Z",0.008],["2025-04-04T06:30Z",0.008],["2025-04-04T07:00Z",0.008],["2025-04-04T07:30Z",0.008],["2025-04-04T08:00Z",0.008],["2025-04-04T08:30Z",0.008],["2025-04-04T09:00Z",0.008],["2025-04-04T09:30Z",0.008],["2025-04-04T10:00Z",0.008],["2025-04-04T10:30Z",0.008],["2025-04-04T11:00Z",0.008],["2025-04-04T11:30Z",0.008],["2025-04-04T12:00Z",0.008],["2025-04-04T12:30Z",0.011],["2025-04-04T13:00Z",0.013],["2025-04-04T13:30Z",0.046],["2025-04-04T14:00Z",0.1],["2025-04-04T14:30Z",0.105],["2025-04-04T15:00Z",0.106],["2025-04-04T15:30Z",0.106],["2025-04-04T16:00Z",0.106],["2025-04-04T16:30Z",0.106],["2025-04-04T17:00Z",0.106],["2025-04-04T17:30Z",0.106],["2025-04-04T18:00Z",0.106],["2025-04-04T18:30Z",0.106],["2025-04-04T19:00Z",0.106],["2025-04-04T19:30Z",0.107],["2025-04-04T20:00Z",0.108],["2025-04-04T20:30Z",0.112],["2025-04-04T21:00Z",0.115],["2025-04-04T21:30Z",0.117],["2025-04-04T22:00Z",0.118],["2025-04-04T22:30Z",0.119],["2025-04-04T23:00Z",0.12],["2025-04-04T23:30Z",0.122],["2025-04-05T00:00Z",1.144],["2025-04-05T00:30Z",1.395],["2025-04-05T01:00Z",1.412],["2025-04-05T01:30Z",1.407],["2025-04-05T02:00Z",1.399],["2025-04-05T02:30Z",1.395],["2025-04-05T03:00Z",1.505],["2025-04-05T03:30Z",2.484],["2025-04-05T04:00Z",3.055],["2025-04-05T04:30Z",3.273],["2025-04-05T05:00Z",3.279],["2025-04-05T05:30Z",3.152],["2025-04-05T06:00Z",2.967],["2025-04-05T06:30Z",2.762],["2025-04-05T07:00Z",2.561],["2025-04-05T07:30Z",2.379],["2025-04-05T08:00Z",2.428],["2025-04-05T08:30Z",3.482],["2025-04-05T09:00Z",4.047],["2025-04-05T09:30Z",4.254],["2025-04-05T10:00Z",4.297],["2025-04-05T10:30Z",4.266],["2025-04-05T11:00Z",4.215],["2025-04-05T11:30Z",4.172],["2025-04-05T12:00Z",4.133],["2025-04-05T12:30Z",4.086],["2025-04-05T13:00Z",4.039],["2025-04-05T13:30Z",4.019],["2025-04-05T14:00Z",4.039],["2025-04-05T14:30Z",4.102],["2025-04-05T15:00Z",4.219],["2025-04-05T15:30Z",4.426],["2025-04-05T16:00Z",4.727],["2025-04-05T16:30Z",5.062],["2025-04-05T17:00Z",5.375],["2025-04-05T17:30Z",5.629],["2025-04-05T18:00Z",5.828],["2025-04-05T18:30Z",5.981],["2025-04-05T19:00Z",6.102],["2025-04-05T19:30Z",6.195],["2025-04-05T20:00Z",6.285],["2025-04-05T20:30Z",6.371],["2025-04-05T21:00Z",6.465],["2025-04-05T21:30Z",6.594],["2025-04-05T22:00Z",6.762],["2025-04-05T22:30Z",6.969],["2025-04-05T23:00Z",7.188],["2025-04-05T23:30Z",7.391],["2025-04-06T00:00Z",7.559],["2025-04-06T00:30Z",7.684],["2025-04-06T01:00Z",7.762],["2025-04-06T01:30Z",7.801],["2025-04-06T02:00Z",7.801],["2025-04-06T02:30Z",7.769],["2025-04-06T03:00Z",7.715],["2025-04-06T03:30Z",7.637],["2025-04-06T04:00Z",7.543],["2025-04-06T04:30Z",7.434],["2025-04-06T05:00Z",7.312],["2025-04-06T05:30Z",7.176],["2025-04-06T06:00Z",7.027],["2025-04-06T06:30Z",6.863],["2025-04-06T07:00Z",6.691],["2025-04-06T07:30Z",6.508],["2025-04-06T08:00Z",6.32],["2025-04-06T08:30Z",6.125],["2025-04-06T09:00Z",5.93],["2025-04-06T09:30Z",5.731],["2025-04-06T10:00Z",5.535],["2025-04-06T10:30Z",5.34],["2025-04-06T11:00Z",5.152],["2025-04-06T11:30Z",4.969],["2025-04-06T12:00Z",4.797],["2025-04-06T12:30Z",4.633],["2025-04-06T13:00Z",4.481],["2025-04-06T13:30Z",4.336],["2025-04-06T14:00Z",4.203],["2025-04-06T14:30Z",4.078],["2025-04-06T15:00Z",3.957],["2025-04-06T15:30Z",3.842],["2025-04-06T16:00Z",3.734],["2025-04-06T16:30Z",3.629],["2025-04-06T17:00Z",3.531],["2025-04-06T17:30Z",3.438],["2025-04-06T18:00Z",3.35],["2025-04-06T18:30Z",3.268],["2025-04-06T19:00Z",3.191],["2025-04-06T19:30Z",3.117],["2025-04-06T20:00Z",3.045],["2025-04-06T20:30Z",2.977],["2025-04-06T21:00Z",2.912],["2025-04-06T21:30Z",2.85],["2025-04-06T22:00Z",2.789],["2025-04-06T22:30Z",2.732],["2025-04-06T23:00Z",2.678],["2025-04-06T23:30Z",2.627],["2025-04-07T00:00Z",2.576],["2025-04-07T00:30Z",2.529],["2025-04-07T01:00Z",2.484],["2025-04-07T01:30Z",2.439],["2025-04-07T02:00Z",2.397],["2025-04-07T02:30Z",2.357],["2025-04-07T03:00Z",2.318],["2025-04-07T03:30Z",2.281],["2025-04-07T04:00Z",2.246],["2025-04-07T04:30Z",2.213],["2025-04-07T05:00Z",2.18],["2025-04-07T05:30Z",2.15],["2025-04-07T06:00Z",2.121],["2025-04-07T06:30Z",2.094],["2025-04-07T07:00Z",2.066],["2025-04-07T07:30Z",2.041],["2025-04-07T08:00Z",2.018],["2025-04-07T08:30Z",1.993],["2025-04-07T09:00Z",1.971],["2025-04-07T09:30Z",1.949],["2025-04-07T10:00Z",1.929],["2025-04-07T10:30Z",1.908],["2025-04-07T11:00Z",1.89],["2025-04-07T11:30Z",1.871],["2025-04-07T12:00Z",1.853],["2025-04-07T12:30Z",1.836],["2025-04-07T13:00Z",1.819],["2025-04-07T13:30Z",1.803],["2025-04-07T14:00Z",1.787],["2025-04-07T14:30Z",1.772],["2025-04-07T15:00Z",1.757],["2025-04-07T15:30Z",1.743],["2025-04-07T16:00Z",1.73],["2025-04-07T16:30Z",1.716],["2025-04-07T17:00Z",1.703],["2025-04-07T17:30Z",1.691],["2025-04-07T18:00Z",1.68],["2025-04-07T18:30Z",1.669],["2025-04-07T19:00Z",1.658],["2025-04-07T19:30Z",1.647],["2025-04-07T20:00Z",1.638],["2025-04-07T20:30Z",1.628],["2025-04-07T21:00Z",1.619],["2025-04-07T21:30Z",1.61],["2025-04-07T22:00Z",1.602],["2025-04-07T22:30Z",1.593],["2025-04-07T23:00Z",1.585],["2025-04-07T23:30Z",1.577],["2025-04-08T00:00Z",1.569],["2025-04-08T00:30Z",1.562],["2025-04-08T01:00Z",1.555],["2025-04-08T01:30Z",1.548],["2025-04-08T02:00Z",1.541],["2025-04-08T02:30Z",1.534],["2025-04-08T03:00Z",1.528],["2025-04-08T03:30Z",1.522],["2025-04-08T04:00Z",1.516],["2025-04-08T04:30Z",1.51],["2025-04-08T05:00Z",1.504],["2025-04-08T05:30Z",1.498],["2025-04-08T06:00Z",1.493],["2025-04-08T06:30Z",1.487],["2025-04-08T07:00Z",1.482],["2025-04-08T07:30Z",1.478],["2025-04-08T08:00Z",1.473],["2025-04-08T08:30Z",1.468],["2025-04-08T09:00Z",1.463],["2025-04-08T09:30Z",1.458],["2025-04-08T10:00Z",1.454],["2025-04-08T10:30Z",1.449],["2025-04-08T11:00Z",1.445],["2025-04-08T11:30Z",1.44],["2025-04-08T12:00Z",1.437],["2025-04-08T12:30Z",1.433],["2025-04-08T13:00Z",1.429],["2025-04-08T13:30Z",1.425],["2025-04-08T14:00Z",1.421],["2025-04-08T14:30Z",1.417],["2025-04-08T15:00Z",1.414],["2025-04-08T15:30Z",1.41],["2025-04-08T16:00Z",1.406],["2025-04-08T16:30Z",1.403],["2025-04-08T17:00Z",1.4],["2025-04-08T17:30Z",1.397],["2025-04-08T18:00Z",1.394],["2025-04-08T18:30Z",1.391],["2025-04-08T19:00Z",1.388],["2025-04-08T19:30Z",1.385],["2025-04-08T20:00Z",1.382],["2025-04-08T20:30Z",1.379],["2025-04-08T21:00Z",1.376],["2025-04-08T21:30Z",1.373],["2025-04-08T22:00Z",1.37],["2025-04-08T22:30Z",1.368],["2025-04-08T23:00Z",1.365],["2025-04-08T23:30Z",1.363],["2025-04-09T00:00Z",1.36]],"obs":[["2025-04-01T05:00Z",0.021],["2025-04-01T05:15Z",0.021],["2025-04-01T05:30Z",0.021],["2025-04-01T05:45Z",0.021],["2025-04-01T06:00Z",0.021],["2025-04-01T06:15Z",0.021],["2025-04-01T06:30Z",0.021],["2025-04-01T06:45Z",0.021],["2025-04-01T07:00Z",0.021],["2025-04-01T07:15Z",0.021],["2025-04-01T07:30Z",0.021],["2025-04-01T07:45Z",0.021],["2025-04-01T08:00Z",0.018],["2025-04-01T08:15Z",0.018],["2025-04-01T08:30Z",0.021],["2025-04-01T08:45Z",0.018],["2025-04-01T09:00Z",0.018],["2025-04-01T09:15Z",0.018],["2025-04-01T09:30Z",0.018],["2025-04-01T09:45Z",0.018],["2025-04-01T10:00Z",0.018],["2025-04-01T10:15Z",0.018],["2025-04-01T10:30Z",0.018],["2025-04-01T10:45Z",0.018],["2025-04-01T11:00Z",0.018],["2025-04-01T11:15Z",0.018],["2025-04-01T11:30Z",0.018],["2025-04-01T11:45Z",0.018],["2025-04-01T12:00Z",0.018],["2025-04-01T12:15Z",0.018],["2025-04-01T12:30Z",0.015],["2025-04-01T12:45Z",0.018],["2025-04-01T13:00Z",0.015],["2025-04-01T13:15Z",0.015],["2025-04-01T13:30Z",0.015],["2025-04-01T13:45Z",0.015],["2025-04-01T14:00Z",0.015],["2025-04-01T14:15Z",0.015],["2025-04-01T14:30Z",0.015],["2025-04-01T14:45Z",0.015],["2025-04-01T15:00Z",0.015],["2025-04-01T15:15Z",0.015],["2025-04-01T15:30Z",0.015],["2025-04-01T15:45Z",0.015],["2025-04-01T16:00Z",0.015],["2025-04-01T16:15Z",0.015],["2025-04-01T16:30Z",0.015],["2025-04-01T16:45Z",0.015],["2025-04-01T17:00Z",0.015],["2025-04-01T17:15Z",0.018],["2025-04-01T17:30Z",0.015],["2025-04-01T17:45Z",0.015],["2025-04-01T18:00Z",0.015],["2025-04-01T18:15Z",0.015],["2025-04-01T18:30Z",0.015],["2025-04-01T18:45Z",0.015],["2025-04-01T19:00Z",0.012],["2025-04-01T19:15Z",0.015],["2025-04-01T19:30Z",0.012],["2025-04-01T19:45Z",0.012],["2025-04-01T20:00Z",0.015],["2025-04-01T20:15Z",0.015],["2025-04-01T20:30Z",0.012],["2025-04-01T20:45Z",0.015],["2025-04-01T21:00Z",0.015],["2025-04-01T21:15Z",0.012],["2025-04-01T21:30Z",0.015],["2025-04-01T21:45Z",0.012],["2025-04-01T22:00Z",0.012],["2025-04-01T22:15Z",0.012],["2025-04-01T22:30Z",0.012],["2025-04-01T22:45Z",0.012],["2025-04-01T23:00Z",0.012],["2025-04-01T23:15Z",0.012],["2025-04-01T23:30Z",0.012],["2025-04-01T23:45Z",0.012],["2025-04-02T00:00Z",0.009],["2025-04-02T00:15Z",0.012],["2025-04-02T00:30Z",0.012],["2025-04-02T00:45Z",0.009],["2025-04-02T01:00Z",0.009],["2025-04-02T01:15Z",0.012],["2025-04-02T01:30Z",0.009],["2025-04-02T01:45Z",0.012],["2025-04-02T02:00Z",0.009],["2025-04-02T02:15Z",0.009],["2025-04-02T02:30Z",0.009],["2025-04-02T02:45Z",0.012],["2025-04-02T03:00Z",0.009],["2025-04-02T03:15Z",0.009],["2025-04-02T03:30Z",0.009],["2025-04-02T03:45Z",0.009],["2025-04-02T04:00Z",0.006],["2025-04-02T04:15Z",0.009],["2025-04-02T04:30Z",0.009],["2025-04-02T04:45Z",0.009],["2025-04-02T05:00Z",0.009],["2025-04-02T05:15Z",0.009],["2025-04-02T05:30Z",0.009],["2025-04-02T05:45Z",0.009],["2025-04-02T06:00Z",0.009],["2025-04-02T06:15Z",0.006],["2025-04-02T06:30Z",0.009],["2025-04-02T06:45Z",0.006],["2025-04-02T07:00Z",0.009],["2025-04-02T07:15Z",0.006],["2025-04-02T07:30Z",0.009],["2025-04-02T07:45Z",0.006],["2025-04-02T08:00Z",0.009],["2025-04-02T08:15Z",0.009],["2025-04-02T08:30Z",0.006],["2025-04-02T08:45Z",0.006],["2025-04-02T09:00Z",0.006],["2025-04-02T09:15Z",0.006],["2025-04-02T09:30Z",0.006],["2025-04-02T09:45Z",0.006],["2025-04-02T10:00Z",0.006],["2025-04-02T10:15Z",0.006],["2025-04-02T10:30Z",0.006],["2025-04-02T10:45Z",0.003],["2025-04-02T11:00Z",0.006],["2025-04-02T11:15Z",0.006],["2025-04-02T11:30Z",0.006],["2025-04-02T11:45Z",0.006],["2025-04-02T12:00Z",0.006],["2025-04-02T12:15Z",0.003],["2025-04-02T12:30Z",0.003],["2025-04-02T12:45Z",0.006],["2025-04-02T13:00Z",0.003],["2025-04-02T13:15Z",0.006],["2025-04-02T13:30Z",0.003],["2025-04-02T13:45Z",0.003],["2025-04-02T14:00Z",0.003],["2025-04-02T14:15Z",0.0],["2025-04-02T14:30Z",0.003],["2025-04-02T14:45Z",0.003],["2025-04-02T15:00Z",0.003],["2025-04-02T15:15Z",0.003],["2025-04-02T15:30Z",0.003],["2025-04-02T15:45Z",0.003],["2025-04-02T16:00Z",0.003],["2025-04-02T16:15Z",0.003],["2025-04-02T16:30Z",0.003],["2025-04-02T16:45Z",0.003],["2025-04-02T17:00Z",0.0],["2025-04-02T17:15Z",0.003],["2025-04-02T17:30Z",0.003],["2025-04-02T17:45Z",0.003],["2025-04-02T18:00Z",0.003],["2025-04-02T18:15Z",0.003],["2025-04-02T18:30Z",0.003],["2025-04-02T18:45Z",0.003],["2025-04-02T19:00Z",0.003],["2025-04-02T19:15Z",0.003],["2025-04-02T19:30Z",0.003],["2025-04-02T19:45Z",0.0],["2025-04-02T20:00Z",0.003],["2025-04-02T20:15Z",0.009],["2025-04-02T20:30Z",0.024],["2025-04-02T20:45Z",0.046],["2025-04-02T21:00Z",0.055],["2025-04-02T21:15Z",0.07],["2025-04-02T21:30Z",0.085],["2025-04-02T21:45Z",0.101],["2025-04-02T22:00Z",0.116],["2025-04-02T22:15Z",0.131],["2025-04-02T22:30Z",0.168],["2025-04-02T22:45Z",0.213],["2025-04-02T23:00Z",0.253],["2025-04-02T23:15Z",0.274],["2025-04-02T23:30Z",0.29],["2025-04-02T23:45Z",0.293],["2025-04-03T00:00Z",0.299],["2025-04-03T00:15Z",0.305],["2025-04-03T00:30Z",0.329],["2025-04-03T00:45Z",0.402],["2025-04-03T01:00Z",0.527],["2025-04-03T01:15Z",0.637],["2025-04-03T01:30Z",0.716],["2025-04-03T01:45Z",0.756],["2025-04-03T02:00Z",0.774],["2025-04-03T02:15Z",0.771],["2025-04-03T02:30Z",0.762],["2025-04-03T02:45Z",0.75],["2025-04-03T03:00Z",0.735],["2025-04-03T03:15Z",0.722],["2025-04-03T03:30Z",0.716],["2025-04-03T03:45Z",0.707],["2025-04-03T04:00Z",0.704],["2025-04-03T04:15Z",0.716],["2025-04-03T04:30Z",0.716],["2025-04-03T04:45Z",0.728],["2025-04-03T05:00Z",0.747],["2025-04-03T05:15Z",0.765],["2025-04-03T05:30Z",0.796],["2025-04-03T05:45Z",0.86],["2025-04-03T06:00Z",0.945],["2025-04-03T06:15Z",1.045],["2025-04-03T06:30Z",1.146],["2025-04-03T06:45Z",1.228],["2025-04-03T07:00Z",1.301],["2025-04-03T07:15Z",1.353],["2025-04-03T07:30Z",1.402],["2025-04-03T07:45Z",1.442],["2025-04-03T08:00Z",1.475],["2025-04-03T08:15Z",1.512],["2025-04-03T08:30Z",1.551],["2025-04-03T08:45Z",1.579],["2025-04-03T09:00Z",1.609],["2025-04-03T09:15Z",1.646],["2025-04-03T09:30Z",1.664],["2025-04-03T09:45Z",1.689],["2025-04-03T10:00Z",1.704],["2025-04-03T10:15Z",1.719],["2025-04-03T10:30Z",1.728],["2025-04-03T10:45Z",1.734],["2025-04-03T11:00Z",1.737],["2025-04-03T11:15Z",1.731],["2025-04-03T11:30Z",1.731],["2025-04-03T11:45Z",1.719],["2025-04-03T12:00Z",1.719],["2025-04-03T12:15Z",1.71],["2025-04-03T12:30Z",1.701],["2025-04-03T12:45Z",1.689],["2025-04-03T13:00Z",1.676],["2025-04-03T13:15Z",1.661],["2025-04-03T13:30Z",1.652],["2025-04-03T13:45Z",1.64],["2025-04-03T14:00Z",1.625],["2025-04-03T14:15Z",1.625],["2025-04-03T14:30Z",1.612],["2025-04-03T14:45Z",1.603],["2025-04-03T15:00Z",1.606],["2025-04-03T15:15Z",1.609],["2025-04-03T15:30Z",1.609],["2025-04-03T15:45Z",1.615],["2025-04-03T16:00Z",1.628],["2025-04-03T16:15Z",1.637],["2025-04-03T16:30Z",1.649],["2025-04-03T16:45Z",1.655],["2025-04-03T17:00Z",1.661],["2025-04-03T17:15Z",1.664],["2025-04-03T17:30Z",1.67],["2025-04-03T17:45Z",1.676],["2025-04-03T18:00Z",1.67],["2025-04-03T18:15Z",1.673],["2025-04-03T18:30Z",1.673],["2025-04-03T18:45Z",1.664],["2025-04-03T19:00Z",1.658],["2025-04-03T19:15Z",1.646],["2025-04-03T19:30Z",1.637],["2025-04-03T19:45Z",1.631],["2025-04-03T20:00Z",1.618],["2025-04-03T20:15Z",1.612],["2025-04-03T20:30Z",1.603],["2025-04-03T20:45Z",1.594],["2025-04-03T21:00Z",1.582],["2025-04-03T21:15Z",1.573],["2025-04-03T21:30Z",1.564],["2025-04-03T21:45Z",1.554],["2025-04-03T22:00Z",1.539],["2025-04-03T22:15Z",1.527],["2025-04-03T22:30Z",1.521],["2025-04-03T22:45Z",1.512],["2025-04-03T23:00Z",1.5],["2025-04-03T23:15Z",1.49],["2025-04-03T23:30Z",1.475],["2025-04-03T23:45Z",1.469],["2025-04-04T00:00Z",1.466],["2025-04-04T00:15Z",1.451],["2025-04-04T00:30Z",1.445],["2025-04-04T00:45Z",1.436],["2025-04-04T01:00Z",1.436],["2025-04-04T01:15Z",1.42],["2025-04-04T01:30Z",1.411],["2025-04-04T01:45Z",1.411],["2025-04-04T02:00Z",1.396],["2025-04-04T02:15Z",1.39],["2025-04-04T02:30Z",1.387],["2025-04-04T02:45Z",1.381],["2025-04-04T03:00Z",1.378],["2025-04-04T03:15Z",1.366],["2025-04-04T03:30Z",1.362],["2025-04-04T03:45Z",1.353],["2025-04-04T04:00Z",1.353],["2025-04-04T04:15Z",1.347],["2025-04-04T04:30Z",1.347],["2025-04-04T04:45Z",1.335],["2025-04-04T05:00Z",1.332],["2025-04-04T05:15Z",1.329],["2025-04-04T05:30Z",1.323],["2025-04-04T05:45Z",1.323],["2025-04-04T06:00Z",1.32],["2025-04-04T06:15Z",1.317],["2025-04-04T06:30Z",1.308],["2025-04-04T06:45Z",1.311],["2025-04-04T07:00Z",1.308],["2025-04-04T07:15Z",1.301],["2025-04-04T07:30Z",1.301],["2025-04-04T07:45Z",1.301],["2025-04-04T08:00Z",1.292],["2025-04-04T08:15Z",1.295],["2025-04-04T08:30Z",1.292],["2025-04-04T08:45Z",1.289],["2025-04-04T09:00Z",1.289],["2025-04-04T09:15Z",1.286],["2025-04-04T09:30Z",1.28],["2025-04-04T09:45Z",1.277],["2025-04-04T10:00Z",1.28],["2025-04-04T10:15Z",1.274],["2025-04-04T10:30Z",1.277],["2025-04-04T10:45Z",1.274],["2025-04-04T11:00Z",1.274],["2025-04-04T11:15Z",1.262],["2025-04-04T11:30Z",1.274],["2025-04-04T11:45Z",1.271],["2025-04-04T12:00Z",1.283],["2025-04-04T12:15Z",1.295],["2025-04-04T12:30Z",1.326],["2025-04-04T12:45Z",1.353],["2025-04-04T13:00Z",1.396],["2025-04-04T13:15Z",1.43],["2025-04-04T13:30Z",1.478],["2025-04-04T13:45Z",1.542],["2025-04-04T14:00Z",1.612],["2025-04-04T14:15Z",1.695],["2025-04-04T14:30Z",1.814],["2025-04-04T14:45Z",1.932],["2025-04-04T15:00Z",2.039],["2025-04-04T15:15Z",2.103],["2025-04-04T15:30Z",2.143],["2025-04-04T15:45Z",2.179],["2025-04-04T16:00Z",2.176],["2025-04-04T16:15Z",2.161],["2025-04-04T16:30Z",2.128],["2025-04-04T16:45Z",2.085],["2025-04-04T17:00Z",2.039],["2025-04-04T17:15Z",1.999],["2025-04-04T17:30Z",1.969],["2025-04-04T17:45Z",1.942],["2025-04-04T18:00Z",1.92],["2025-04-04T18:15Z",1.917],["2025-04-04T18:30Z",1.917],["2025-04-04T18:45Z",1.935],["2025-04-04T19:00Z",1.948],["2025-04-04T19:15Z",1.966],["2025-04-04T19:30Z",1.99],["2025-04-04T19:45Z",2.018],["2025-04-04T20:00Z",2.051],["2025-04-04T20:15Z",2.091],["2025-04-04T20:30Z",2.143],["2025-04-04T20:45Z",2.192],["2025-04-04T21:00Z",2.262],["2025-04-04T21:15Z",2.344],["2025-04-04T21:30Z",2.426],["2025-04-04T21:45Z",2.53],["2025-04-04T22:00Z",2.64],["2025-04-04T22:15Z",2.749],["2025-04-04T22:30Z",2.856],["2025-04-04T22:45Z",2.929],["2025-04-04T23:00Z",3.018],["2025-04-04T23:15Z",3.066],["2025-04-04T23:30Z",3.13],["2025-04-04T23:45Z",3.188],["2025-04-05T00:00Z",3.261],["2025-04-05T00:15Z",3.325],["2025-04-05T00:30Z",3.444],["2025-04-05T00:45Z",3.536],["2025-04-05T01:00Z",3.648],["2025-04-05T01:15Z",3.761],["2025-04-05T01:30Z",3.856],["2025-04-05T01:45Z",3.956],["2025-04-05T02:00Z",4.066],["2025-04-05T02:15Z",4.167],["2025-04-05T02:30Z",4.261],["2025-04-05T02:45Z",4.331],["2025-04-05T03:00Z",4.395],["2025-04-05T03:15Z",4.441],["2025-04-05T03:30Z",4.478],["2025-04-05T03:45Z",4.474],["2025-04-05T04:00Z",4.481],["2025-04-05T04:15Z",4.493],["2025-04-05T04:30Z",4.487],["2025-04-05T04:45Z",4.493],["2025-04-05T05:00Z",4.542],["2025-04-05T05:15Z",4.578],["2025-04-05T05:30Z",4.596],["2025-04-05T05:45Z",4.688],["2025-04-05T06:00Z",4.755],["2025-04-05T06:15Z",4.849],["2025-04-05T06:30Z",4.926],["2025-04-05T06:45Z",4.996],["2025-04-05T07:00Z",5.118],["2025-04-05T07:15Z",5.203],["2025-04-05T07:30Z",5.279],["2025-04-05T07:45Z",5.334],["2025-04-05T08:00Z",5.474],["2025-04-05T08:15Z",5.566],["2025-04-05T08:30Z",5.691],["2025-04-05T08:45Z",5.764],["2025-04-05T09:00Z",5.843],["2025-04-05T09:15Z",5.947],["2025-04-05T09:30Z",5.989],["2025-04-05T09:45Z",6.078],["2025-04-05T10:00Z",6.151],["2025-04-05T10:15Z",6.197],["2025-04-05T10:30Z",6.245],["2025-04-05T10:45Z",6.3],["2025-04-05T11:00Z",6.364],["2025-04-05T11:15Z",6.373],["2025-04-05T11:30Z",6.44],["2025-04-05T11:45Z",6.453],["2025-04-05T12:00Z",6.517],["2025-04-05T12:15Z",6.571],["2025-04-05T12:30Z",6.629],["2025-04-05T12:45Z",6.709],["2025-04-05T13:00Z",6.733],["2025-04-05T13:15Z",6.797],["2025-04-05T13:30Z",6.904],["2025-04-05T13:45Z",6.952],["2025-04-05T14:00Z",7.032],["2025-04-05T14:15Z",7.105],["2025-04-05T14:30Z",7.19],["2025-04-05T14:45Z",7.306],["2025-04-05T15:00Z",7.321],["2025-04-05T15:15Z",7.361],["2025-04-05T15:30Z",7.452],["2025-04-05T15:45Z",7.489],["2025-04-05T16:00Z",7.556],["2025-04-05T16:15Z",7.638],["2025-04-05T16:30Z",7.699],["2025-04-05T16:45Z",7.775],["2025-04-05T17:00Z",7.855],["2025-04-05T17:15Z",7.91],["2025-04-05T17:30Z",7.986],["2025-04-05T17:45Z",8.047],["2025-04-05T18:00Z",8.092],["2025-04-05T18:15Z",8.15],["2025-04-05T18:30Z",8.233],["2025-04-05T18:45Z",8.251],["2025-04-05T19:00Z",8.3],["2025-04-05T19:15Z",8.364],["2025-04-05T19:30Z",8.394],["2025-04-05T19:45Z",8.406],["2025-04-05T20:00Z",8.422],["2025-04-05T20:15Z",8.434],["2025-04-05T20:30Z",8.455],["2025-04-05T20:45Z",8.434],["2025-04-05T21:00Z",8.461],["2025-04-05T21:15Z",8.464],["2025-04-05T21:30Z",8.495],["2025-04-05T21:45Z",8.48],["2025-04-05T22:00Z",8.544],["2025-04-05T22:15Z",8.522],["2025-04-05T22:30Z",8.544],["2025-04-05T22:45Z",8.522],["2025-04-05T23:00Z",8.559],["2025-04-05T23:15Z",8.632],["2025-04-05T23:30Z",8.614],["2025-04-05T23:45Z",8.669],["2025-04-06T00:00Z",8.681],["2025-04-06T00:15Z",8.696],["2025-04-06T00:30Z",8.751],["2025-04-06T00:45Z",8.784],["2025-04-06T01:00Z",8.793],["2025-04-06T01:15Z",8.8],["2025-04-06T01:30Z",8.803],["2025-04-06T01:45Z",8.839],["2025-04-06T02:00Z",8.836],["2025-04-06T02:15Z",8.839],["2025-04-06T02:30Z",8.851],["2025-04-06T02:45Z",8.87],["2025-04-06T03:00Z",8.848],["2025-04-06T03:15Z",8.833],["2025-04-06T03:30Z",8.833],["2025-04-06T03:45Z",8.818],["2025-04-06T04:00Z",8.803],["2025-04-06T04:15Z",8.778],["2025-04-06T04:30Z",8.766],["2025-04-06T04:45Z",8.717],["2025-04-06T05:00Z",8.702],["2025-04-06T05:15Z",8.675],["2025-04-06T05:30Z",8.662],["2025-04-06T05:45Z",8.614],["2025-04-06T06:00Z",8.589],["2025-04-06T06:15Z",8.568],["2025-04-06T06:30Z",8.486],["2025-04-06T06:45Z",8.461],["2025-04-06T07:00Z",8.403],["2025-04-06T07:15Z",8.373],["2025-04-06T07:30Z",8.291],["2025-04-06T07:45Z",8.26],["2025-04-06T08:00Z",8.23],["2025-04-06T08:15Z",8.156],["2025-04-06T08:30Z",8.108],["2025-04-06T08:45Z",8.025],["2025-04-06T09:00Z",7.974],["2025-04-06T09:15Z",7.907],["2025-04-06T09:30Z",7.827],["2025-04-06T09:45Z",7.751],["2025-04-06T10:00Z",7.687],["2025-04-06T10:15Z",7.614],["2025-04-06T10:30Z",7.522],["2025-04-06T10:45Z",7.425],["2025-04-06T11:00Z",7.352],["2025-04-06T11:15Z",7.312],["2025-04-06T11:30Z",7.151],["2025-04-06T11:45Z",7.059],["2025-04-06T12:00Z",6.952],["2025-04-06T12:15Z",6.834],["2025-04-06T12:30Z",6.733],["2025-04-06T12:45Z",6.608],["2025-04-06T13:00Z",6.486],["2025-04-06T13:15Z",6.358],["2025-04-06T13:30Z",6.23],["2025-04-06T13:45Z",6.084],["2025-04-06T14:00Z",5.992],["2025-04-06T14:15Z",5.84],["2025-04-06T14:30Z",5.739],["2025-04-06T14:45Z",5.584],["2025-04-06T15:00Z",5.474],["2025-04-06T15:15Z",5.328],["2025-04-06T15:30Z",5.224],["2025-04-06T15:45Z",5.087],["2025-04-06T16:00Z",5.026],["2025-04-06T16:15Z",4.883],["2025-04-06T16:30Z",4.791],["2025-04-06T16:45Z",4.657],["2025-04-06T17:00Z",4.569],["2025-04-06T17:15Z",4.502],["2025-04-06T17:30Z",4.404],["2025-04-06T17:45Z",4.356],["2025-04-06T18:00Z",4.282],["2025-04-06T18:15Z",4.209],["2025-04-06T18:30Z",4.139],["2025-04-06T18:45Z",4.115],["2025-04-06T19:00Z",4.057],["2025-04-06T19:15Z",3.999],["2025-04-06T19:30Z",3.901],["2025-04-06T19:45Z",3.883],["2025-04-06T20:00Z",3.847],["2025-04-06T20:15Z",3.856],["2025-04-06T20:30Z",3.77],["2025-04-06T20:45Z",3.731],["2025-04-06T21:00Z",3.7],["2025-04-06T21:15Z",3.655],["2025-04-06T21:30Z",3.63],["2025-04-06T21:45Z",3.578],["2025-04-06T22:00Z",3.575],["2025-04-06T22:15Z",3.563],["2025-04-06T22:30Z",3.511],["2025-04-06T22:45Z",3.493],["2025-04-06T23:00Z",3.456],["2025-04-06T23:15Z",3.441],["2025-04-06T23:30Z",3.417],["2025-04-06T23:45Z",3.386],["2025-04-07T00:00Z",3.386],["2025-04-07T00:15Z",3.335],["2025-04-07T00:30Z",3.325],["2025-04-07T00:45Z",3.307],["2025-04-07T01:00Z",3.28],["2025-04-07T01:15Z",3.255],["2025-04-07T01:30Z",3.228],["2025-04-07T01:45Z",3.243],["2025-04-07T02:00Z",3.216],["2025-04-07T02:15Z",3.179],["2025-04-07T02:30Z",3.161],["2025-04-07T02:45Z",3.149],["2025-04-07T03:00Z",3.139],["2025-04-07T03:15Z",3.094],["2025-04-07T03:30Z",3.091],["2025-04-07T03:45Z",3.063],["2025-04-07T04:00Z",3.066],["2025-04-07T04:15Z",3.051],["2025-04-07T04:30Z",3.027],["2025-04-07T04:45Z",3.002],["2025-04-07T05:00Z",2.975],["2025-04-07T05:15Z",2.963],["2025-04-07T05:30Z",2.987],["2025-04-07T05:45Z",2.978],["2025-04-07T06:00Z",2.911],["2025-04-07T06:15Z",2.914],["2025-04-07T06:30Z",2.886],["2025-04-07T06:45Z",2.871],["2025-04-07T07:00Z",2.89],["2025-04-07T07:15Z",2.853],["2025-04-07T07:30Z",2.838],["2025-04-07T07:45Z",2.856],["2025-04-07T08:00Z",2.78],["2025-04-07T08:15Z",2.789],["2025-04-07T08:30Z",2.755],["2025-04-07T08:45Z",2.798],["2025-04-07T09:00Z",2.78],["2025-04-07T09:15Z",2.734],["2025-04-07T09:30Z",2.716],["2025-04-07T09:45Z",2.731],["2025-04-07T10:00Z",2.716],["2025-04-07T10:15Z",2.691],["2025-04-07T10:30Z",2.667],["2025-04-07T10:45Z",2.67],["2025-04-07T11:00Z",2.655],["2025-04-07T11:15Z",2.618],["2025-04-07T11:30Z",2.649],["2025-04-07T11:45Z",2.621],["2025-04-07T12:00Z",2.6],["2025-04-07T12:15Z",2.627],["2025-04-07T12:30Z",2.582],["2025-04-07T12:45Z",2.615],["2025-04-07T13:00Z",2.551],["2025-04-07T13:15Z",2.536],["2025-04-07T13:30Z",2.533],["2025-04-07T13:45Z",2.533],["2025-04-07T14:00Z",2.487],["2025-04-07T14:15Z",2.521],["2025-04-07T14:30Z",2.505],["2025-04-07T14:45Z",2.454],["2025-04-07T15:00Z",2.463],["2025-04-07T15:15Z",2.475],["2025-04-07T15:30Z",2.448],["2025-04-07T15:45Z",2.438],["2025-04-07T16:00Z",2.417],["2025-04-07T16:15Z",2.423],["2025-04-07T16:30Z",2.414],["2025-04-07T16:45Z",2.39],["2025-04-07T17:00Z",2.38],["2025-04-07T17:15Z",2.374],["2025-04-07T17:30Z",2.359],["2025-04-07T17:45Z",2.335],["2025-04-07T18:00Z",2.344],["2025-04-07T18:15Z",2.35],["2025-04-07T18:30Z",2.341],["2025-04-07T18:45Z",2.323],["2025-04-07T19:00Z",2.362],["2025-04-07T19:15Z",2.298],["2025-04-07T19:30Z",2.289],["2025-04-07T19:45Z",2.286],["2025-04-07T20:00Z",2.28],["2025-04-07T20:15Z",2.259],["2025-04-07T20:30Z",2.286],["2025-04-07T20:45Z",2.271],["2025-04-07T21:00Z",2.231],["2025-04-07T21:15Z",2.234],["2025-04-07T21:30Z",2.222],["2025-04-07T21:45Z",2.21],["2025-04-07T22:00Z",2.201],["2025-04-07T22:15Z",2.201],["2025-04-07T22:30Z",2.204],["2025-04-07T22:45Z",2.21],["2025-04-07T23:00Z",2.192],["2025-04-07T23:15Z",2.164],["2025-04-07T23:30Z",2.149],["2025-04-07T23:45Z",2.179],["2025-04-08T00:00Z",2.173],["2025-04-08T00:15Z",2.137],["2025-04-08T00:30Z",2.143],["2025-04-08T00:45Z",2.14],["2025-04-08T01:00Z",2.103],["2025-04-08T01:15Z",2.097],["2025-04-08T01:30Z",2.1],["2025-04-08T01:45Z",2.085],["2025-04-08T02:00Z",2.109],["2025-04-08T02:15Z",2.057],["2025-04-08T02:30Z",2.063],["2025-04-08T02:45Z",2.042],["2025-04-08T03:00Z",2.067],["2025-04-08T03:15Z",2.051],["2025-04-08T03:30Z",2.033],["2025-04-08T03:45Z",2.045],["2025-04-08T04:00Z",2.021],["2025-04-08T04:15Z",2.006],["2025-04-08T04:30Z",1.996],["2025-04-08T04:45Z",2.003],["2025-04-08T05:00Z",1.987],["2025-04-08T05:15Z",2.024],["2025-04-08T05:30Z",2.015],["2025-04-08T05:45Z",1.966],["2025-04-08T06:00Z",1.981],["2025-04-08T06:15Z",1.981],["2025-04-08T06:30Z",1.96],["2025-04-08T06:45Z",1.957],["2025-04-08T07:00Z",1.942],["2025-04-08T07:15Z",1.972],["2025-04-08T07:30Z",1.96],["2025-04-08T07:45Z",1.942],["2025-04-08T08:00Z",1.951],["2025-04-08T08:15Z",1.935],["2025-04-08T08:30Z",1.905],["2025-04-08T08:45Z",1.92],["2025-04-08T09:00Z",1.926],["2025-04-08T09:15Z",1.896],["2025-04-08T09:30Z",1.917],["2025-04-08T09:45Z",1.914],["2025-04-08T10:00Z",1.875],["2025-04-08T10:15Z",1.859],["2025-04-08T10:30Z",1.881],["2025-04-08T10:45Z",1.884],["2025-04-08T11:00Z",1.878],["2025-04-08T11:15Z",1.856],["2025-04-08T11:30Z",1.856],["2025-04-08T11:45Z",1.859],["2025-04-08T12:00Z",1.847],["2025-04-08T12:15Z",1.844],["2025-04-08T12:30Z",1.823],["2025-04-08T12:45Z",1.832],["2025-04-08T13:00Z",1.829],["2025-04-08T13:15Z",1.817],["2025-04-08T13:30Z",1.795],["2025-04-08T13:45Z",1.795],["2025-04-08T14:00Z",1.829],["2025-04-08T14:15Z",1.789],["2025-04-08T14:30Z",1.78],["2025-04-08T14:45Z",1.771],["2025-04-08T15:00Z",1.798],["2025-04-08T15:15Z",1.777],["2025-04-08T15:30Z",1.777],["2025-04-08T15:45Z",1.756],["2025-04-08T16:00Z",1.771],["2025-04-08T16:15Z",1.759],["2025-04-08T16:30Z",1.743],["2025-04-08T16:45Z",1.756],["2025-04-08T17:00Z",1.756],["2025-04-08T17:15Z",1.737],["2025-04-08T17:30Z",1.731],["2025-04-08T17:45Z",1.74],["2025-04-08T18:00Z",1.771],["2025-04-08T18:15Z",1.774],["2025-04-08T18:30Z",1.75],["2025-04-08T18:45Z",1.734],["2025-04-08T19:00Z",1.765],["2025-04-08T19:15Z",1.737],["2025-04-08T19:30Z",1.692],["2025-04-08T19:45Z",1.686],["2025-04-08T20:00Z",1.686],["2025-04-08T20:15Z",1.704],["2025-04-08T20:30Z",1.664],["2025-04-08T20:45Z",1.701],["2025-04-08T21:00Z",1.664],["2025-04-08T21:15Z",1.686],["2025-04-08T21:30Z",1.704],["2025-04-08T21:45Z",1.676],["2025-04-08T22:00Z",1.64],["2025-04-08T22:15Z",1.646],["2025-04-08T22:30Z",1.667],["2025-04-08T22:45Z",1.646],["2025-04-08T23:00Z",1.667],["2025-04-08T23:15Z",1.652],["2025-04-08T23:30Z",1.67],["2025-04-08T23:45Z",1.643],["2025-04-09T00:00Z",1.682]]},{"site":"07055780","name":"Buffalo River at Carver Access nr Hasty, AR","lon":-93.04275,"lat":35.983139,"metrics":{"nse":0.6486,"rise_nse":0.4904,"peak_err_m":-0.2927,"peak_dt_h":-0.25,"rmse_m":1.0312,"da_km2":null,"model_rise_m":6.6094,"obs_rise_m":6.8793,"obs_peak_utc":"2025-04-05T21:15"},"sim":[["2025-04-01T05:00Z",0.0],["2025-04-01T05:30Z",0.0],["2025-04-01T06:00Z",0.0],["2025-04-01T06:30Z",0.0],["2025-04-01T07:00Z",0.0],["2025-04-01T07:30Z",0.0],["2025-04-01T08:00Z",0.0],["2025-04-01T08:30Z",0.0],["2025-04-01T09:00Z",0.0],["2025-04-01T09:30Z",0.0],["2025-04-01T10:00Z",0.0],["2025-04-01T10:30Z",0.0],["2025-04-01T11:00Z",0.0],["2025-04-01T11:30Z",0.0],["2025-04-01T12:00Z",0.0],["2025-04-01T12:30Z",0.0],["2025-04-01T13:00Z",0.0],["2025-04-01T13:30Z",0.0],["2025-04-01T14:00Z",0.0],["2025-04-01T14:30Z",0.0],["2025-04-01T15:00Z",0.0],["2025-04-01T15:30Z",0.0],["2025-04-01T16:00Z",0.0],["2025-04-01T16:30Z",0.0],["2025-04-01T17:00Z",0.0],["2025-04-01T17:30Z",0.0],["2025-04-01T18:00Z",0.0],["2025-04-01T18:30Z",0.0],["2025-04-01T19:00Z",0.0],["2025-04-01T19:30Z",0.0],["2025-04-01T20:00Z",0.0],["2025-04-01T20:30Z",0.0],["2025-04-01T21:00Z",0.0],["2025-04-01T21:30Z",0.0],["2025-04-01T22:00Z",0.0],["2025-04-01T22:30Z",0.0],["2025-04-01T23:00Z",0.0],["2025-04-01T23:30Z",0.0],["2025-04-02T00:00Z",0.0],["2025-04-02T00:30Z",0.0],["2025-04-02T01:00Z",0.0],["2025-04-02T01:30Z",0.0],["2025-04-02T02:00Z",0.0],["2025-04-02T02:30Z",0.0],["2025-04-02T03:00Z",0.0],["2025-04-02T03:30Z",0.0],["2025-04-02T04:00Z",0.0],["2025-04-02T04:30Z",0.0],["2025-04-02T05:00Z",0.0],["2025-04-02T05:30Z",0.0],["2025-04-02T06:00Z",0.0],["2025-04-02T06:30Z",0.0],["2025-04-02T07:00Z",0.0],["2025-04-02T07:30Z",0.0],["2025-04-02T08:00Z",0.0],["2025-04-02T08:30Z",0.0],["2025-04-02T09:00Z",0.0],["2025-04-02T09:30Z",0.0],["2025-04-02T10:00Z",0.0],["2025-04-02T10:30Z",0.0],["2025-04-02T11:00Z",0.0],["2025-04-02T11:30Z",0.0],["2025-04-02T12:00Z",0.0],["2025-04-02T12:30Z",0.0],["2025-04-02T13:00Z",0.0],["2025-04-02T13:30Z",0.0],["2025-04-02T14:00Z",0.0],["2025-04-02T14:30Z",0.0],["2025-04-02T15:00Z",0.0],["2025-04-02T15:30Z",0.0],["2025-04-02T16:00Z",0.0],["2025-04-02T16:30Z",0.0],["2025-04-02T17:00Z",0.0],["2025-04-02T17:30Z",0.0],["2025-04-02T18:00Z",0.0],["2025-04-02T18:30Z",0.0],["2025-04-02T19:00Z",0.0],["2025-04-02T19:30Z",0.001],["2025-04-02T20:00Z",0.002],["2025-04-02T20:30Z",0.001],["2025-04-02T21:00Z",0.0],["2025-04-02T21:30Z",0.0],["2025-04-02T22:00Z",0.0],["2025-04-02T22:30Z",0.0],["2025-04-02T23:00Z",0.0],["2025-04-02T23:30Z",0.0],["2025-04-03T00:00Z",0.0],["2025-04-03T00:30Z",0.0],["2025-04-03T01:00Z",0.0],["2025-04-03T01:30Z",0.0],["2025-04-03T02:00Z",0.0],["2025-04-03T02:30Z",0.0],["2025-04-03T03:00Z",0.0],["2025-04-03T03:30Z",0.0],["2025-04-03T04:00Z",0.0],["2025-04-03T04:30Z",0.0],["2025-04-03T05:00Z",0.0],["2025-04-03T05:30Z",0.0],["2025-04-03T06:00Z",0.0],["2025-04-03T06:30Z",0.0],["2025-04-03T07:00Z",0.0],["2025-04-03T07:30Z",0.0],["2025-04-03T08:00Z",0.0],["2025-04-03T08:30Z",0.0],["2025-04-03T09:00Z",0.0],["2025-04-03T09:30Z",0.0],["2025-04-03T10:00Z",0.0],["2025-04-03T10:30Z",0.0],["2025-04-03T11:00Z",0.0],["2025-04-03T11:30Z",0.0],["2025-04-03T12:00Z",0.0],["2025-04-03T12:30Z",0.0],["2025-04-03T13:00Z",0.0],["2025-04-03T13:30Z",0.0],["2025-04-03T14:00Z",0.0],["2025-04-03T14:30Z",0.0],["2025-04-03T15:00Z",0.0],["2025-04-03T15:30Z",0.0],["2025-04-03T16:00Z",0.0],["2025-04-03T16:30Z",0.0],["2025-04-03T17:00Z",0.0],["2025-04-03T17:30Z",0.0],["2025-04-03T18:00Z",0.0],["2025-04-03T18:30Z",0.0],["2025-04-03T19:00Z",0.0],["2025-04-03T19:30Z",0.0],["2025-04-03T20:00Z",0.0],["2025-04-03T20:30Z",0.0],["2025-04-03T21:00Z",0.0],["2025-04-03T21:30Z",0.0],["2025-04-03T22:00Z",0.0],["2025-04-03T22:30Z",0.0],["2025-04-03T23:00Z",0.0],["2025-04-03T23:30Z",0.0],["2025-04-04T00:00Z",0.0],["2025-04-04T00:30Z",0.0],["2025-04-04T01:00Z",0.0],["2025-04-04T01:30Z",0.0],["2025-04-04T02:00Z",0.0],["2025-04-04T02:30Z",0.0],["2025-04-04T03:00Z",0.0],["2025-04-04T03:30Z",0.0],["2025-04-04T04:00Z",0.0],["2025-04-04T04:30Z",0.0],["2025-04-04T05:00Z",0.0],["2025-04-04T05:30Z",0.0],["2025-04-04T06:00Z",0.0],["2025-04-04T06:30Z",0.0],["2025-04-04T07:00Z",0.0],["2025-04-04T07:30Z",0.0],["2025-04-04T08:00Z",0.0],["2025-04-04T08:30Z",0.0],["2025-04-04T09:00Z",0.0],["2025-04-04T09:30Z",0.0],["2025-04-04T10:00Z",0.0],["2025-04-04T10:30Z",0.0],["2025-04-04T11:00Z",0.0],["2025-04-04T11:30Z",0.0],["2025-04-04T12:00Z",0.0],["2025-04-04T12:30Z",0.006],["2025-04-04T13:00Z",0.04],["2025-04-04T13:30Z",0.045],["2025-04-04T14:00Z",0.043],["2025-04-04T14:30Z",0.041],["2025-04-04T15:00Z",0.038],["2025-04-04T15:30Z",0.035],["2025-04-04T16:00Z",0.033],["2025-04-04T16:30Z",0.03],["2025-04-04T17:00Z",0.027],["2025-04-04T17:30Z",0.024],["2025-04-04T18:00Z",0.021],["2025-04-04T18:30Z",0.019],["2025-04-04T19:00Z",0.017],["2025-04-04T19:30Z",0.016],["2025-04-04T20:00Z",0.015],["2025-04-04T20:30Z",0.017],["2025-04-04T21:00Z",0.018],["2025-04-04T21:30Z",0.021],["2025-04-04T22:00Z",0.024],["2025-04-04T22:30Z",0.024],["2025-04-04T23:00Z",0.025],["2025-04-04T23:30Z",0.026],["2025-04-05T00:00Z",0.028],["2025-04-05T00:30Z",0.051],["2025-04-05T01:00Z",0.12],["2025-04-05T01:30Z",0.145],["2025-04-05T02:00Z",0.147],["2025-04-05T02:30Z",0.148],["2025-04-05T03:00Z",0.149],["2025-04-05T03:30Z",0.149],["2025-04-05T04:00Z",0.149],["2025-04-05T04:30Z",2.494],["2025-04-05T05:00Z",2.533],["2025-04-05T05:30Z",2.379],["2025-04-05T06:00Z",2.203],["2025-04-05T06:30Z",2.064],["2025-04-05T07:00Z",1.987],["2025-04-05T07:30Z",2.102],["2025-04-05T08:00Z",2.17],["2025-04-05T08:30Z",3.295],["2025-04-05T09:00Z",3.562],["2025-04-05T09:30Z",3.623],["2025-04-05T10:00Z",3.66],["2025-04-05T10:30Z",3.678],["2025-04-05T11:00Z",3.66],["2025-04-05T11:30Z",3.613],["2025-04-05T12:00Z",3.531],["2025-04-05T12:30Z",3.418],["2025-04-05T13:00Z",3.293],["2025-04-05T13:30Z",3.197],["2025-04-05T14:00Z",3.324],["2025-04-05T14:30Z",3.625],["2025-04-05T15:00Z",3.838],["2025-04-05T15:30Z",4.039],["2025-04-05T16:00Z",4.324],["2025-04-05T16:30Z",4.66],["2025-04-05T17:00Z",5.051],["2025-04-05T17:30Z",5.406],["2025-04-05T18:00Z",5.715],["2025-04-05T18:30Z",6.004],["2025-04-05T19:00Z",6.258],["2025-04-05T19:30Z",6.445],["2025-04-05T20:00Z",6.547],["2025-04-05T20:30Z",6.594],["2025-04-05T21:00Z",6.609],["2025-04-05T21:30Z",6.598],["2025-04-05T22:00Z",6.551],["2025-04-05T22:30Z",6.481],["2025-04-05T23:00Z",6.398],["2025-04-05T23:30Z",6.289],["2025-04-06T00:00Z",6.148],["2025-04-06T00:30Z",5.969],["2025-04-06T01:00Z",5.758],["2025-04-06T01:30Z",5.523],["2025-04-06T02:00Z",5.285],["2025-04-06T02:30Z",5.043],["2025-04-06T03:00Z",4.812],["2025-04-06T03:30Z",4.594],["2025-04-06T04:00Z",4.387],["2025-04-06T04:30Z",4.188],["2025-04-06T05:00Z",3.998],["2025-04-06T05:30Z",3.82],["2025-04-06T06:00Z",3.65],["2025-04-06T06:30Z",3.492],["2025-04-06T07:00Z",3.34],["2025-04-06T07:30Z",3.203],["2025-04-06T08:00Z",3.078],["2025-04-06T08:30Z",2.965],["2025-04-06T09:00Z",2.861],["2025-04-06T09:30Z",2.769],["2025-04-06T10:00Z",2.684],["2025-04-06T10:30Z",2.606],["2025-04-06T11:00Z",2.535],["2025-04-06T11:30Z",2.471],["2025-04-06T12:00Z",2.41],["2025-04-06T12:30Z",2.357],["2025-04-06T13:00Z",2.307],["2025-04-06T13:30Z",2.26],["2025-04-06T14:00Z",2.219],["2025-04-06T14:30Z",2.18],["2025-04-06T15:00Z",2.144],["2025-04-06T15:30Z",2.111],["2025-04-06T16:00Z",2.08],["2025-04-06T16:30Z",2.053],["2025-04-06T17:00Z",2.025],["2025-04-06T17:30Z",2.002],["2025-04-06T18:00Z",1.98],["2025-04-06T18:30Z",1.958],["2025-04-06T19:00Z",1.938],["2025-04-06T19:30Z",1.919],["2025-04-06T20:00Z",1.9],["2025-04-06T20:30Z",1.884],["2025-04-06T21:00Z",1.867],["2025-04-06T21:30Z",1.852],["2025-04-06T22:00Z",1.837],["2025-04-06T22:30Z",1.823],["2025-04-06T23:00Z",1.81],["2025-04-06T23:30Z",1.797],["2025-04-07T00:00Z",1.784],["2025-04-07T00:30Z",1.772],["2025-04-07T01:00Z",1.762],["2025-04-07T01:30Z",1.751],["2025-04-07T02:00Z",1.74],["2025-04-07T02:30Z",1.73],["2025-04-07T03:00Z",1.722],["2025-04-07T03:30Z",1.712],["2025-04-07T04:00Z",1.704],["2025-04-07T04:30Z",1.695],["2025-04-07T05:00Z",1.687],["2025-04-07T05:30Z",1.679],["2025-04-07T06:00Z",1.671],["2025-04-07T06:30Z",1.664],["2025-04-07T07:00Z",1.656],["2025-04-07T07:30Z",1.649],["2025-04-07T08:00Z",1.643],["2025-04-07T08:30Z",1.636],["2025-04-07T09:00Z",1.63],["2025-04-07T09:30Z",1.623],["2025-04-07T10:00Z",1.617],["2025-04-07T10:30Z",1.611],["2025-04-07T11:00Z",1.606],["2025-04-07T11:30Z",1.601],["2025-04-07T12:00Z",1.596],["2025-04-07T12:30Z",1.591],["2025-04-07T13:00Z",1.586],["2025-04-07T13:30Z",1.581],["2025-04-07T14:00Z",1.576],["2025-04-07T14:30Z",1.571],["2025-04-07T15:00Z",1.567],["2025-04-07T15:30Z",1.563],["2025-04-07T16:00Z",1.56],["2025-04-07T16:30Z",1.556],["2025-04-07T17:00Z",1.552],["2025-04-07T17:30Z",1.548],["2025-04-07T18:00Z",1.544],["2025-04-07T18:30Z",1.541],["2025-04-07T19:00Z",1.538],["2025-04-07T19:30Z",1.534],["2025-04-07T20:00Z",1.531],["2025-04-07T20:30Z",1.528],["2025-04-07T21:00Z",1.525],["2025-04-07T21:30Z",1.522],["2025-04-07T22:00Z",1.52],["2025-04-07T22:30Z",1.517],["2025-04-07T23:00Z",1.515],["2025-04-07T23:30Z",1.512],["2025-04-08T00:00Z",1.509],["2025-04-08T00:30Z",1.507],["2025-04-08T01:00Z",1.504],["2025-04-08T01:30Z",1.502],["2025-04-08T02:00Z",1.5],["2025-04-08T02:30Z",1.497],["2025-04-08T03:00Z",1.495],["2025-04-08T03:30Z",1.493],["2025-04-08T04:00Z",1.491],["2025-04-08T04:30Z",1.489],["2025-04-08T05:00Z",1.487],["2025-04-08T05:30Z",1.485],["2025-04-08T06:00Z",1.483],["2025-04-08T06:30Z",1.481],["2025-04-08T07:00Z",1.48],["2025-04-08T07:30Z",1.478],["2025-04-08T08:00Z",1.477],["2025-04-08T08:30Z",1.475],["2025-04-08T09:00Z",1.473],["2025-04-08T09:30Z",1.472],["2025-04-08T10:00Z",1.47],["2025-04-08T10:30Z",1.469],["2025-04-08T11:00Z",1.467],["2025-04-08T11:30Z",1.465],["2025-04-08T12:00Z",1.464],["2025-04-08T12:30Z",1.463],["2025-04-08T13:00Z",1.461],["2025-04-08T13:30Z",1.46],["2025-04-08T14:00Z",1.458],["2025-04-08T14:30Z",1.457],["2025-04-08T15:00Z",1.456],["2025-04-08T15:30Z",1.455],["2025-04-08T16:00Z",1.453],["2025-04-08T16:30Z",1.452],["2025-04-08T17:00Z",1.451],["2025-04-08T17:30Z",1.45],["2025-04-08T18:00Z",1.448],["2025-04-08T18:30Z",1.447],["2025-04-08T19:00Z",1.446],["2025-04-08T19:30Z",1.445],["2025-04-08T20:00Z",1.444],["2025-04-08T20:30Z",1.443],["2025-04-08T21:00Z",1.442],["2025-04-08T21:30Z",1.441],["2025-04-08T22:00Z",1.44],["2025-04-08T22:30Z",1.44],["2025-04-08T23:00Z",1.438],["2025-04-08T23:30Z",1.438],["2025-04-09T00:00Z",1.437]],"obs":[["2025-04-01T05:00Z",0.043],["2025-04-01T05:15Z",0.043],["2025-04-01T05:30Z",0.043],["2025-04-01T05:45Z",0.04],["2025-04-01T06:00Z",0.04],["2025-04-01T06:15Z",0.04],["2025-04-01T06:30Z",0.04],["2025-04-01T06:45Z",0.043],["2025-04-01T07:00Z",0.04],["2025-04-01T07:15Z",0.04],["2025-04-01T07:30Z",0.043],["2025-04-01T07:45Z",0.04],["2025-04-01T08:00Z",0.043],["2025-04-01T08:15Z",0.043],["2025-04-01T08:30Z",0.04],["2025-04-01T08:45Z",0.04],["2025-04-01T09:00Z",0.04],["2025-04-01T09:15Z",0.04],["2025-04-01T09:30Z",0.04],["2025-04-01T09:45Z",0.04],["2025-04-01T10:00Z",0.04],["2025-04-01T10:15Z",0.04],["2025-04-01T10:30Z",0.04],["2025-04-01T10:45Z",0.04],["2025-04-01T11:00Z",0.04],["2025-04-01T11:15Z",0.04],["2025-04-01T11:30Z",0.04],["2025-04-01T11:45Z",0.04],["2025-04-01T12:00Z",0.037],["2025-04-01T12:15Z",0.04],["2025-04-01T12:30Z",0.04],["2025-04-01T12:45Z",0.037],["2025-04-01T13:00Z",0.037],["2025-04-01T13:15Z",0.037],["2025-04-01T13:30Z",0.03],["2025-04-01T13:45Z",0.03],["2025-04-01T14:00Z",0.027],["2025-04-01T14:15Z",0.027],["2025-04-01T14:30Z",0.027],["2025-04-01T14:45Z",0.04],["2025-04-01T15:00Z",0.037],["2025-04-01T15:15Z",0.015],["2025-04-01T15:30Z",0.037],["2025-04-01T15:45Z",0.015],["2025-04-01T16:00Z",0.027],["2025-04-01T16:15Z",0.024],["2025-04-01T16:30Z",0.018],["2025-04-01T16:45Z",0.027],["2025-04-01T17:00Z",0.018],["2025-04-01T17:15Z",0.027],["2025-04-01T17:30Z",0.027],["2025-04-01T17:45Z",0.015],["2025-04-01T18:00Z",0.018],["2025-04-01T18:15Z",0.021],["2025-04-01T18:30Z",0.027],["2025-04-01T18:45Z",0.034],["2025-04-01T19:00Z",0.015],["2025-04-01T19:15Z",0.021],["2025-04-01T19:30Z",0.015],["2025-04-01T19:45Z",0.03],["2025-04-01T20:00Z",0.009],["2025-04-01T20:15Z",0.034],["2025-04-01T20:30Z",0.015],["2025-04-01T20:45Z",0.034],["2025-04-01T21:00Z",0.018],["2025-04-01T21:15Z",0.021],["2025-04-01T21:30Z",0.012],["2025-04-01T21:45Z",0.015],["2025-04-01T22:00Z",0.018],["2025-04-01T22:15Z",0.024],["2025-04-01T22:30Z",0.021],["2025-04-01T22:45Z",0.027],["2025-04-01T23:00Z",0.018],["2025-04-01T23:15Z",0.024],["2025-04-01T23:30Z",0.03],["2025-04-01T23:45Z",0.03],["2025-04-02T00:00Z",0.03],["2025-04-02T00:15Z",0.034],["2025-04-02T00:30Z",0.03],["2025-04-02T00:45Z",0.03],["2025-04-02T01:00Z",0.034],["2025-04-02T01:15Z",0.034],["2025-04-02T01:30Z",0.027],["2025-04-02T01:45Z",0.034],["2025-04-02T02:00Z",0.034],["2025-04-02T02:15Z",0.034],["2025-04-02T02:30Z",0.034],["2025-04-02T02:45Z",0.03],["2025-04-02T03:00Z",0.03],["2025-04-02T03:15Z",0.03],["2025-04-02T03:30Z",0.024],["2025-04-02T03:45Z",0.021],["2025-04-02T04:00Z",0.024],["2025-04-02T04:15Z",0.015],["2025-04-02T04:30Z",0.024],["2025-04-02T04:45Z",0.015],["2025-04-02T05:00Z",0.021],["2025-04-02T05:15Z",0.012],["2025-04-02T05:30Z",0.024],["2025-04-02T05:45Z",0.015],["2025-04-02T06:00Z",0.021],["2025-04-02T06:15Z",0.021],["2025-04-02T06:30Z",0.018],["2025-04-02T06:45Z",0.021],["2025-04-02T07:00Z",0.006],["2025-04-02T07:15Z",0.021],["2025-04-02T07:30Z",0.021],["2025-04-02T07:45Z",0.009],["2025-04-02T08:00Z",0.006],["2025-04-02T08:15Z",0.012],["2025-04-02T08:30Z",0.003],["2025-04-02T08:45Z",0.021],["2025-04-02T09:00Z",0.015],["2025-04-02T09:15Z",0.003],["2025-04-02T09:30Z",0.012],["2025-04-02T09:45Z",0.006],["2025-04-02T10:00Z",0.012],["2025-04-02T10:15Z",0.009],["2025-04-02T10:30Z",0.012],["2025-04-02T10:45Z",0.012],["2025-04-02T11:00Z",0.015],["2025-04-02T11:15Z",0.0],["2025-04-02T11:30Z",0.006],["2025-04-02T11:45Z",0.012],["2025-04-02T12:00Z",0.009],["2025-04-02T12:15Z",0.012],["2025-04-02T12:30Z",0.015],["2025-04-02T12:45Z",0.024],["2025-04-02T13:00Z",0.018],["2025-04-02T13:15Z",0.027],["2025-04-02T13:30Z",0.015],["2025-04-02T13:45Z",0.012],["2025-04-02T14:00Z",0.015],["2025-04-02T14:15Z",0.015],["2025-04-02T14:30Z",0.021],["2025-04-02T14:45Z",0.024],["2025-04-02T15:00Z",0.024],["2025-04-02T15:15Z",0.021],["2025-04-02T15:30Z",0.024],["2025-04-02T15:45Z",0.027],["2025-04-02T16:00Z",0.021],["2025-04-02T16:15Z",0.024],["2025-04-02T16:30Z",0.021],["2025-04-02T16:45Z",0.024],["2025-04-02T17:00Z",0.021],["2025-04-02T17:15Z",0.024],["2025-04-02T17:30Z",0.027],["2025-04-02T17:45Z",0.012],["2025-04-02T18:00Z",0.024],["2025-04-02T18:15Z",0.03],["2025-04-02T18:30Z",0.037],["2025-04-02T18:45Z",0.03],["2025-04-02T19:00Z",0.061],["2025-04-02T19:15Z",0.067],["2025-04-02T19:30Z",0.07],["2025-04-02T19:45Z",0.073],["2025-04-02T20:00Z",0.064],["2025-04-02T20:15Z",0.082],["2025-04-02T20:30Z",0.082],["2025-04-02T20:45Z",0.094],["2025-04-02T21:00Z",0.107],["2025-04-02T21:15Z",0.11],["2025-04-02T21:30Z",0.134],["2025-04-02T21:45Z",0.146],["2025-04-02T22:00Z",0.165],["2025-04-02T22:15Z",0.186],["2025-04-02T22:30Z",0.213],["2025-04-02T22:45Z",0.244],["2025-04-02T23:00Z",0.271],["2025-04-02T23:15Z",0.302],["2025-04-02T23:30Z",0.381],["2025-04-02T23:45Z",0.57],["2025-04-03T00:00Z",0.756],["2025-04-03T00:15Z",0.902],["2025-04-03T00:30Z",1.012],["2025-04-03T00:45Z",1.109],["2025-04-03T01:00Z",1.189],["2025-04-03T01:15Z",1.292],["2025-04-03T01:30Z",1.375],["2025-04-03T01:45Z",1.414],["2025-04-03T02:00Z",1.436],["2025-04-03T02:15Z",1.445],["2025-04-03T02:30Z",1.442],["2025-04-03T02:45Z",1.436],["2025-04-03T03:00Z",1.426],["2025-04-03T03:15Z",1.417],["2025-04-03T03:30Z",1.402],["2025-04-03T03:45Z",1.39],["2025-04-03T04:00Z",1.378],["2025-04-03T04:15Z",1.366],["2025-04-03T04:30Z",1.35],["2025-04-03T04:45Z",1.341],["2025-04-03T05:00Z",1.332],["2025-04-03T05:15Z",1.32],["2025-04-03T05:30Z",1.305],["2025-04-03T05:45Z",1.295],["2025-04-03T06:00Z",1.286],["2025-04-03T06:15Z",1.274],["2025-04-03T06:30Z",1.265],["2025-04-03T06:45Z",1.256],["2025-04-03T07:00Z",1.247],["2025-04-03T07:15Z",1.241],["2025-04-03T07:30Z",1.25],["2025-04-03T07:45Z",1.283],["2025-04-03T08:00Z",1.344],["2025-04-03T08:15Z",1.411],["2025-04-03T08:30Z",1.475],["2025-04-03T08:45Z",1.512],["2025-04-03T09:00Z",1.539],["2025-04-03T09:15Z",1.551],["2025-04-03T09:30Z",1.554],["2025-04-03T09:45Z",1.551],["2025-04-03T10:00Z",1.539],["2025-04-03T10:15Z",1.533],["2025-04-03T10:30Z",1.521],["2025-04-03T10:45Z",1.506],["2025-04-03T11:00Z",1.5],["2025-04-03T11:15Z",1.484],["2025-04-03T11:30Z",1.466],["2025-04-03T11:45Z",1.454],["2025-04-03T12:00Z",1.442],["2025-04-03T12:15Z",1.43],["2025-04-03T12:30Z",1.411],["2025-04-03T12:45Z",1.399],["2025-04-03T13:00Z",1.393],["2025-04-03T13:15Z",1.372],["2025-04-03T13:30Z",1.369],["2025-04-03T13:45Z",1.353],["2025-04-03T14:00Z",1.344],["2025-04-03T14:15Z",1.338],["2025-04-03T14:30Z",1.326],["2025-04-03T14:45Z",1.32],["2025-04-03T15:00Z",1.311],["2025-04-03T15:15Z",1.301],["2025-04-03T15:30Z",1.292],["2025-04-03T15:45Z",1.283],["2025-04-03T16:00Z",1.274],["2025-04-03T16:15Z",1.268],["2025-04-03T16:30Z",1.259],["2025-04-03T16:45Z",1.253],["2025-04-03T17:00Z",1.244],["2025-04-03T17:15Z",1.234],["2025-04-03T17:30Z",1.225],["2025-04-03T17:45Z",1.216],["2025-04-03T18:00Z",1.213],["2025-04-03T18:15Z",1.207],["2025-04-03T18:30Z",1.201],["2025-04-03T18:45Z",1.192],["2025-04-03T19:00Z",1.186],["2025-04-03T19:15Z",1.18],["2025-04-03T19:30Z",1.173],["2025-04-03T19:45Z",1.164],["2025-04-03T20:00Z",1.137],["2025-04-03T20:15Z",1.152],["2025-04-03T20:30Z",1.152],["2025-04-03T20:45Z",1.143],["2025-04-03T21:00Z",1.143],["2025-04-03T21:15Z",1.137],["2025-04-03T21:30Z",1.131],["2025-04-03T21:45Z",1.125],["2025-04-03T22:00Z",1.119],["2025-04-03T22:15Z",1.113],["2025-04-03T22:30Z",1.113],["2025-04-03T22:45Z",1.106],["2025-04-03T23:00Z",1.1],["2025-04-03T23:15Z",1.1],["2025-04-03T23:30Z",1.094],["2025-04-03T23:45Z",1.088],["2025-04-04T00:00Z",1.079],["2025-04-04T00:15Z",1.085],["2025-04-04T00:30Z",1.073],["2025-04-04T00:45Z",1.079],["2025-04-04T01:00Z",1.076],["2025-04-04T01:15Z",1.079],["2025-04-04T01:30Z",1.079],["2025-04-04T01:45Z",1.076],["2025-04-04T02:00Z",1.073],["2025-04-04T02:15Z",1.073],["2025-04-04T02:30Z",1.073],["2025-04-04T02:45Z",1.07],["2025-04-04T03:00Z",1.07],["2025-04-04T03:15Z",1.073],["2025-04-04T03:30Z",1.076],["2025-04-04T03:45Z",1.076],["2025-04-04T04:00Z",1.079],["2025-04-04T04:15Z",1.082],["2025-04-04T04:30Z",1.082],["2025-04-04T04:45Z",1.088],["2025-04-04T05:00Z",1.088],["2025-04-04T05:15Z",1.094],["2025-04-04T05:30Z",1.097],["2025-04-04T05:45Z",1.103],["2025-04-04T06:00Z",1.109],["2025-04-04T06:15Z",1.116],["2025-04-04T06:30Z",1.122],["2025-04-04T06:45Z",1.128],["2025-04-04T07:00Z",1.14],["2025-04-04T07:15Z",1.146],["2025-04-04T07:30Z",1.152],["2025-04-04T07:45Z",1.161],["2025-04-04T08:00Z",1.167],["2025-04-04T08:15Z",1.173],["2025-04-04T08:30Z",1.183],["2025-04-04T08:45Z",1.186],["2025-04-04T09:00Z",1.192],["2025-04-04T09:15Z",1.198],["2025-04-04T09:30Z",1.201],["2025-04-04T09:45Z",1.204],["2025-04-04T10:00Z",1.21],["2025-04-04T10:15Z",1.213],["2025-04-04T10:30Z",1.216],["2025-04-04T10:45Z",1.216],["2025-04-04T11:00Z",1.219],["2025-04-04T11:15Z",1.219],["2025-04-04T11:30Z",1.219],["2025-04-04T11:45Z",1.21],["2025-04-04T12:00Z",1.234],["2025-04-04T12:15Z",1.234],["2025-04-04T12:30Z",1.244],["2025-04-04T12:45Z",1.244],["2025-04-04T13:00Z",1.262],["2025-04-04T13:15Z",1.289],["2025-04-04T13:30Z",1.344],["2025-04-04T13:45Z",1.384],["2025-04-04T14:00Z",1.408],["2025-04-04T14:15Z",1.436],["2025-04-04T14:30Z",1.469],["2025-04-04T14:45Z",1.497],["2025-04-04T15:00Z",1.524],["2025-04-04T15:15Z",1.545],["2025-04-04T15:30Z",1.564],["2025-04-04T15:45Z",1.591],["2025-04-04T16:00Z",1.615],["2025-04-04T16:15Z",1.631],["2025-04-04T16:30Z",1.643],["2025-04-04T16:45Z",1.649],["2025-04-04T17:00Z",1.649],["2025-04-04T17:15Z",1.652],["2025-04-04T17:30Z",1.655],["2025-04-04T17:45Z",1.661],["2025-04-04T18:00Z",1.661],["2025-04-04T18:15Z",1.664],["2025-04-04T18:30Z",1.658],["2025-04-04T18:45Z",1.661],["2025-04-04T19:00Z",1.664],["2025-04-04T19:15Z",1.664],["2025-04-04T19:30Z",1.664],["2025-04-04T19:45Z",1.667],["2025-04-04T20:00Z",1.67],["2025-04-04T20:15Z",1.673],["2025-04-04T20:30Z",1.679],["2025-04-04T20:45Z",1.667],["2025-04-04T21:00Z",1.692],["2025-04-04T21:15Z",1.707],["2025-04-04T21:30Z",1.725],["2025-04-04T21:45Z",1.753],["2025-04-04T22:00Z",1.792],["2025-04-04T22:15Z",1.841],["2025-04-04T22:30Z",1.896],["2025-04-04T22:45Z",1.954],["2025-04-04T23:00Z",2.009],["2025-04-04T23:15Z",2.067],["2025-04-04T23:30Z",2.134],["2025-04-04T23:45Z",2.213],["2025-04-05T00:00Z",2.31],["2025-04-05T00:15Z",2.438],["2025-04-05T00:30Z",2.606],["2025-04-05T00:45Z",2.786],["2025-04-05T01:15Z",3.149],["2025-04-05T01:30Z",3.331],["2025-04-05T02:00Z",3.661],["2025-04-05T02:15Z",3.813],["2025-04-05T02:30Z",3.95],["2025-04-05T02:45Z",4.078],["2025-04-05T03:00Z",4.203],["2025-04-05T03:15Z",4.31],["2025-04-05T03:30Z",4.404],["2025-04-05T03:45Z",4.487],["2025-04-05T04:00Z",4.566],["2025-04-05T04:15Z",4.621],["2025-04-05T04:30Z",4.673],["2025-04-05T04:45Z",4.721],["2025-04-05T05:00Z",4.752],["2025-04-05T05:15Z",4.798],["2025-04-05T05:30Z",4.831],["2025-04-05T05:45Z",4.868],["2025-04-05T06:00Z",4.901],["2025-04-05T06:15Z",4.916],["2025-04-05T06:30Z",4.947],["2025-04-05T06:45Z",4.968],["2025-04-05T07:00Z",4.987],["2025-04-05T07:30Z",4.996],["2025-04-05T08:00Z",5.032],["2025-04-05T08:15Z",5.057],["2025-04-05T08:30Z",5.081],["2025-04-05T08:45Z",5.105],["2025-04-05T09:00Z",5.124],["2025-04-05T09:15Z",5.115],["2025-04-05T09:30Z",5.121],["2025-04-05T09:45Z",5.136],["2025-04-05T10:00Z",5.124],["2025-04-05T10:15Z",5.115],["2025-04-05T10:30Z",5.096],["2025-04-05T10:45Z",5.047],["2025-04-05T11:00Z",5.017],["2025-04-05T11:15Z",4.971],["2025-04-05T11:30Z",4.907],["2025-04-05T11:45Z",4.859],["2025-04-05T12:00Z",4.798],["2025-04-05T12:15Z",4.73],["2025-04-05T12:30Z",4.679],["2025-04-05T12:45Z",4.618],["2025-04-05T13:00Z",4.557],["2025-04-05T13:15Z",4.508],["2025-04-05T13:30Z",4.465],["2025-04-05T13:45Z",4.426],["2025-04-05T14:00Z",4.417],["2025-04-05T14:15Z",4.435],["2025-04-05T14:30Z",4.471],["2025-04-05T14:45Z",4.517],["2025-04-05T15:00Z",4.569],["2025-04-05T15:15Z",4.648],["2025-04-05T15:30Z",4.734],["2025-04-05T15:45Z",4.828],["2025-04-05T16:00Z",4.956],["2025-04-05T16:15Z",5.084],["2025-04-05T16:30Z",5.24],["2025-04-05T16:45Z",5.401],["2025-04-05T17:00Z",5.553],["2025-04-05T17:15Z",5.727],["2025-04-05T17:30Z",5.883],["2025-04-05T17:45Z",6.038],["2025-04-05T18:00Z",6.181],["2025-04-05T18:15Z",6.319],["2025-04-05T18:30Z",6.434],["2025-04-05T18:45Z",6.529],["2025-04-05T19:00Z",6.639],["2025-04-05T19:15Z",6.693],["2025-04-05T19:30Z",6.773],["2025-04-05T19:45Z",6.831],["2025-04-05T20:00Z",6.837],["2025-04-05T20:15Z",6.873],["2025-04-05T20:30Z",6.879],["2025-04-05T20:45Z",6.858],["2025-04-05T21:00Z",6.882],["2025-04-05T21:15Z",6.888],["2025-04-05T21:30Z",6.876],["2025-04-05T21:45Z",6.864],["2025-04-05T22:00Z",6.858],["2025-04-05T22:15Z",6.864],["2025-04-05T22:30Z",6.843],["2025-04-05T22:45Z",6.815],["2025-04-05T23:00Z",6.8],["2025-04-05T23:15Z",6.77],["2025-04-05T23:30Z",6.745],["2025-04-05T23:45Z",6.696],["2025-04-06T00:00Z",6.642],["2025-04-06T00:15Z",6.593],["2025-04-06T00:30Z",6.526],["2025-04-06T00:45Z",6.468],["2025-04-06T01:00Z",6.395],["2025-04-06T01:15Z",6.328],["2025-04-06T01:30Z",6.279],["2025-04-06T01:45Z",6.194],["2025-04-06T02:00Z",6.105],["2025-04-06T02:15Z",6.038],["2025-04-06T02:30Z",5.986],["2025-04-06T02:45Z",5.892],["2025-04-06T03:00Z",5.794],["2025-04-06T03:15Z",5.706],["2025-04-06T03:30Z",5.608],["2025-04-06T03:45Z",5.496],["2025-04-06T04:00Z",5.386],["2025-04-06T04:15Z",5.267],["2025-04-06T04:30Z",5.139],["2025-04-06T04:45Z",5.011],["2025-04-06T05:00Z",4.88],["2025-04-06T05:15Z",4.74],["2025-04-06T05:30Z",4.606],["2025-04-06T05:45Z",4.462],["2025-04-06T06:00Z",4.337],["2025-04-06T06:15Z",4.206],["2025-04-06T06:30Z",4.09],["2025-04-06T06:45Z",3.984],["2025-04-06T07:00Z",3.865],["2025-04-06T07:15Z",3.773],["2025-04-06T07:30Z",3.682],["2025-04-06T07:45Z",3.609],["2025-04-06T08:00Z",3.536],["2025-04-06T08:15Z",3.463],["2025-04-06T08:30Z",3.402],["2025-04-06T08:45Z",3.344],["2025-04-06T09:00Z",3.301],["2025-04-06T09:15Z",3.255],["2025-04-06T09:30Z",3.213],["2025-04-06T09:45Z",3.173],["2025-04-06T10:00Z",3.136],["2025-04-06T10:15Z",3.106],["2025-04-06T10:30Z",3.072],["2025-04-06T10:45Z",3.042],["2025-04-06T11:00Z",3.005],["2025-04-06T11:15Z",2.978],["2025-04-06T11:30Z",2.944],["2025-04-06T11:45Z",2.917],["2025-04-06T12:00Z",2.893],["2025-04-06T12:15Z",2.862],["2025-04-06T12:30Z",2.844],["2025-04-06T12:45Z",2.829],["2025-04-06T13:00Z",2.798],["2025-04-06T13:15Z",2.78],["2025-04-06T13:30Z",2.755],["2025-04-06T13:45Z",2.737],["2025-04-06T14:00Z",2.71],["2025-04-06T14:15Z",2.691],["2025-04-06T14:30Z",2.673],["2025-04-06T14:45Z",2.658],["2025-04-06T15:00Z",2.633],["2025-04-06T15:15Z",2.624],["2025-04-06T15:30Z",2.603],["2025-04-06T15:45Z",2.588],["2025-04-06T16:00Z",2.569],["2025-04-06T16:15Z",2.554],["2025-04-06T16:30Z",2.533],["2025-04-06T16:45Z",2.524],["2025-04-06T17:00Z",2.509],["2025-04-06T17:15Z",2.493],["2025-04-06T17:30Z",2.475],["2025-04-06T17:45Z",2.46],["2025-04-06T18:00Z",2.444],["2025-04-06T18:15Z",2.432],["2025-04-06T18:30Z",2.417],["2025-04-06T18:45Z",2.408],["2025-04-06T19:00Z",2.387],["2025-04-06T19:15Z",2.387],["2025-04-06T19:30Z",2.356],["2025-04-06T19:45Z",2.353],["2025-04-06T20:00Z",2.335],["2025-04-06T20:15Z",2.332],["2025-04-06T20:30Z",2.316],["2025-04-06T20:45Z",2.307],["2025-04-06T21:00Z",2.295],["2025-04-06T21:15Z",2.283],["2025-04-06T21:30Z",2.277],["2025-04-06T21:45Z",2.259],["2025-04-06T22:00Z",2.246],["2025-04-06T22:15Z",2.231],["2025-04-06T22:30Z",2.222],["2025-04-06T22:45Z",2.213],["2025-04-06T23:00Z",2.201],["2025-04-06T23:15Z",2.185],["2025-04-06T23:30Z",2.179],["2025-04-06T23:45Z",2.17],["2025-04-07T00:00Z",2.158],["2025-04-07T00:15Z",2.152],["2025-04-07T00:30Z",2.143],["2025-04-07T00:45Z",2.131],["2025-04-07T01:00Z",2.121],["2025-04-07T01:15Z",2.112],["2025-04-07T01:30Z",2.103],["2025-04-07T01:45Z",2.091],["2025-04-07T02:00Z",2.079],["2025-04-07T02:15Z",2.076],["2025-04-07T02:30Z",2.063],["2025-04-07T02:45Z",2.051],["2025-04-07T03:15Z",2.042],["2025-04-07T03:30Z",2.03],["2025-04-07T03:45Z",2.018],["2025-04-07T04:00Z",2.006],["2025-04-07T04:15Z",1.999],["2025-04-07T04:30Z",1.993],["2025-04-07T04:45Z",1.981],["2025-04-07T05:00Z",1.975],["2025-04-07T05:15Z",1.972],["2025-04-07T05:30Z",1.96],["2025-04-07T05:45Z",1.951],["2025-04-07T06:00Z",1.945],["2025-04-07T06:15Z",1.942],["2025-04-07T06:30Z",1.929],["2025-04-07T06:45Z",1.92],["2025-04-07T07:00Z",1.917],["2025-04-07T07:15Z",1.908],["2025-04-07T07:30Z",1.899],["2025-04-07T07:45Z",1.893],["2025-04-07T08:00Z",1.887],["2025-04-07T08:15Z",1.881],["2025-04-07T08:30Z",1.875],["2025-04-07T08:45Z",1.865],["2025-04-07T09:00Z",1.859],["2025-04-07T09:15Z",1.853],["2025-04-07T09:30Z",1.847],["2025-04-07T09:45Z",1.838],["2025-04-07T10:00Z",1.835],["2025-04-07T10:15Z",1.832],["2025-04-07T10:30Z",1.826],["2025-04-07T10:45Z",1.814],["2025-04-07T11:00Z",1.807],["2025-04-07T11:15Z",1.804],["2025-04-07T11:30Z",1.798],["2025-04-07T11:45Z",1.789],["2025-04-07T12:00Z",1.783],["2025-04-07T12:15Z",1.777],["2025-04-07T12:30Z",1.771],["2025-04-07T12:45Z",1.768],["2025-04-07T13:00Z",1.759],["2025-04-07T13:15Z",1.756],["2025-04-07T13:30Z",1.75],["2025-04-07T13:45Z",1.74],["2025-04-07T14:00Z",1.734],["2025-04-07T14:15Z",1.731],["2025-04-07T14:30Z",1.728],["2025-04-07T14:45Z",1.722],["2025-04-07T15:00Z",1.719],["2025-04-07T15:15Z",1.713],["2025-04-07T15:30Z",1.71],["2025-04-07T15:45Z",1.707],["2025-04-07T16:00Z",1.701],["2025-04-07T16:15Z",1.692],["2025-04-07T16:30Z",1.689],["2025-04-07T16:45Z",1.689],["2025-04-07T17:00Z",1.679],["2025-04-07T17:15Z",1.679],["2025-04-07T17:30Z",1.673],["2025-04-07T17:45Z",1.667],["2025-04-07T18:00Z",1.661],["2025-04-07T18:15Z",1.658],["2025-04-07T18:30Z",1.655],["2025-04-07T18:45Z",1.649],["2025-04-07T19:00Z",1.646],["2025-04-07T19:15Z",1.637],["2025-04-07T19:30Z",1.634],["2025-04-07T19:45Z",1.634],["2025-04-07T20:00Z",1.625],["2025-04-07T20:15Z",1.618],["2025-04-07T20:30Z",1.618],["2025-04-07T20:45Z",1.612],["2025-04-07T21:00Z",1.606],["2025-04-07T21:15Z",1.6],["2025-04-07T21:30Z",1.597],["2025-04-07T21:45Z",1.597],["2025-04-07T22:00Z",1.591],["2025-04-07T22:15Z",1.588],["2025-04-07T22:30Z",1.582],["2025-04-07T22:45Z",1.582],["2025-04-07T23:00Z",1.573],["2025-04-07T23:15Z",1.57],["2025-04-07T23:30Z",1.57],["2025-04-07T23:45Z",1.561],["2025-04-08T00:00Z",1.554],["2025-04-08T00:15Z",1.551],["2025-04-08T00:30Z",1.548],["2025-04-08T00:45Z",1.545],["2025-04-08T01:00Z",1.536],["2025-04-08T01:15Z",1.533],["2025-04-08T01:30Z",1.53],["2025-04-08T01:45Z",1.527],["2025-04-08T02:00Z",1.524],["2025-04-08T02:15Z",1.515],["2025-04-08T02:30Z",1.509],["2025-04-08T02:45Z",1.506],["2025-04-08T03:00Z",1.503],["2025-04-08T03:15Z",1.503],["2025-04-08T03:30Z",1.497],["2025-04-08T03:45Z",1.494],["2025-04-08T04:00Z",1.49],["2025-04-08T04:15Z",1.484],["2025-04-08T04:30Z",1.481],["2025-04-08T04:45Z",1.478],["2025-04-08T05:00Z",1.475],["2025-04-08T05:15Z",1.472],["2025-04-08T05:30Z",1.469],["2025-04-08T05:45Z",1.463],["2025-04-08T06:00Z",1.46],["2025-04-08T06:15Z",1.46],["2025-04-08T06:30Z",1.454],["2025-04-08T06:45Z",1.451],["2025-04-08T07:00Z",1.448],["2025-04-08T07:15Z",1.442],["2025-04-08T07:30Z",1.442],["2025-04-08T07:45Z",1.439],["2025-04-08T08:00Z",1.433],["2025-04-08T08:15Z",1.433],["2025-04-08T08:30Z",1.426],["2025-04-08T08:45Z",1.426],["2025-04-08T09:00Z",1.42],["2025-04-08T09:15Z",1.42],["2025-04-08T09:30Z",1.414],["2025-04-08T09:45Z",1.408],["2025-04-08T10:00Z",1.408],["2025-04-08T10:15Z",1.402],["2025-04-08T10:30Z",1.399],["2025-04-08T10:45Z",1.399],["2025-04-08T11:00Z",1.393],["2025-04-08T11:15Z",1.39],["2025-04-08T11:30Z",1.39],["2025-04-08T11:45Z",1.381],["2025-04-08T12:00Z",1.381],["2025-04-08T12:15Z",1.378],["2025-04-08T12:30Z",1.375],["2025-04-08T12:45Z",1.372],["2025-04-08T13:00Z",1.366],["2025-04-08T13:15Z",1.362],["2025-04-08T13:30Z",1.362],["2025-04-08T13:45Z",1.356],["2025-04-08T14:00Z",1.353],["2025-04-08T14:15Z",1.347],["2025-04-08T14:30Z",1.347],["2025-04-08T14:45Z",1.347],["2025-04-08T15:00Z",1.341],["2025-04-08T15:15Z",1.341],["2025-04-08T15:30Z",1.338],["2025-04-08T15:45Z",1.332],["2025-04-08T16:00Z",1.335],["2025-04-08T16:15Z",1.329],["2025-04-08T16:30Z",1.326],["2025-04-08T16:45Z",1.323],["2025-04-08T17:00Z",1.317],["2025-04-08T17:15Z",1.317],["2025-04-08T17:30Z",1.314],["2025-04-08T17:45Z",1.308],["2025-04-08T18:00Z",1.308],["2025-04-08T18:15Z",1.305],["2025-04-08T18:30Z",1.301],["2025-04-08T18:45Z",1.295],["2025-04-08T19:00Z",1.298],["2025-04-08T19:15Z",1.295],["2025-04-08T19:45Z",1.292],["2025-04-08T20:00Z",1.286],["2025-04-08T20:15Z",1.286],["2025-04-08T20:30Z",1.28],["2025-04-08T20:45Z",1.277],["2025-04-08T21:00Z",1.274],["2025-04-08T21:15Z",1.271],["2025-04-08T21:30Z",1.271],["2025-04-08T21:45Z",1.268],["2025-04-08T22:00Z",1.265],["2025-04-08T22:15Z",1.265],["2025-04-08T22:30Z",1.262],["2025-04-08T22:45Z",1.256],["2025-04-08T23:00Z",1.253],["2025-04-08T23:15Z",1.253],["2025-04-08T23:30Z",1.25],["2025-04-08T23:45Z",1.247],["2025-04-09T00:00Z",1.244]]},{"site":"07055646","name":"Buffalo River near Boxley, AR","lon":-93.405,"lat":35.938889,"metrics":{"nse":0.3878,"rise_nse":0.3947,"peak_err_m":0.1044,"peak_dt_h":0.75,"rmse_m":0.3994,"da_km2":148.7,"model_rise_m":1.8984,"obs_rise_m":2.4628,"obs_peak_utc":"2025-04-05T16:45"},"sim":[["2025-04-01T05:00Z",0.0],["2025-04-01T05:30Z",0.0],["2025-04-01T06:00Z",0.0],["2025-04-01T06:30Z",0.0],["2025-04-01T07:00Z",0.0],["2025-04-01T07:30Z",0.0],["2025-04-01T08:00Z",0.0],["2025-04-01T08:30Z",0.0],["2025-04-01T09:00Z",0.0],["2025-04-01T09:30Z",0.0],["2025-04-01T10:00Z",0.0],["2025-04-01T10:30Z",0.0],["2025-04-01T11:00Z",0.0],["2025-04-01T11:30Z",0.0],["2025-04-01T12:00Z",0.0],["2025-04-01T12:30Z",0.0],["2025-04-01T13:00Z",0.0],["2025-04-01T13:30Z",0.0],["2025-04-01T14:00Z",0.0],["2025-04-01T14:30Z",0.0],["2025-04-01T15:00Z",0.0],["2025-04-01T15:30Z",0.0],["2025-04-01T16:00Z",0.0],["2025-04-01T16:30Z",0.0],["2025-04-01T17:00Z",0.0],["2025-04-01T17:30Z",0.0],["2025-04-01T18:00Z",0.0],["2025-04-01T18:30Z",0.0],["2025-04-01T19:00Z",0.0],["2025-04-01T19:30Z",0.0],["2025-04-01T20:00Z",0.0],["2025-04-01T20:30Z",0.0],["2025-04-01T21:00Z",0.0],["2025-04-01T21:30Z",0.0],["2025-04-01T22:00Z",0.0],["2025-04-01T22:30Z",0.0],["2025-04-01T23:00Z",0.0],["2025-04-01T23:30Z",0.0],["2025-04-02T00:00Z",0.0],["2025-04-02T00:30Z",0.0],["2025-04-02T01:00Z",0.0],["2025-04-02T01:30Z",0.0],["2025-04-02T02:00Z",0.0],["2025-04-02T02:30Z",0.0],["2025-04-02T03:00Z",0.0],["2025-04-02T03:30Z",0.0],["2025-04-02T04:00Z",0.0],["2025-04-02T04:30Z",0.0],["2025-04-02T05:00Z",0.0],["2025-04-02T05:30Z",0.0],["2025-04-02T06:00Z",0.0],["2025-04-02T06:30Z",0.0],["2025-04-02T07:00Z",0.0],["2025-04-02T07:30Z",0.0],["2025-04-02T08:00Z",0.0],["2025-04-02T08:30Z",0.0],["2025-04-02T09:00Z",0.0],["2025-04-02T09:30Z",0.0],["2025-04-02T10:00Z",0.0],["2025-04-02T10:30Z",0.0],["2025-04-02T11:00Z",0.0],["2025-04-02T11:30Z",0.0],["2025-04-02T12:00Z",0.0],["2025-04-02T12:30Z",0.0],["2025-04-02T13:00Z",0.0],["2025-04-02T13:30Z",0.0],["2025-04-02T14:00Z",0.0],["2025-04-02T14:30Z",0.0],["2025-04-02T15:00Z",0.0],["2025-04-02T15:30Z",0.0],["2025-04-02T16:00Z",0.0],["2025-04-02T16:30Z",0.0],["2025-04-02T17:00Z",0.0],["2025-04-02T17:30Z",0.0],["2025-04-02T18:00Z",0.0],["2025-04-02T18:30Z",0.0],["2025-04-02T19:00Z",0.0],["2025-04-02T19:30Z",0.001],["2025-04-02T20:00Z",0.001],["2025-04-02T20:30Z",0.0],["2025-04-02T21:00Z",0.0],["2025-04-02T21:30Z",0.0],["2025-04-02T22:00Z",0.0],["2025-04-02T22:30Z",0.0],["2025-04-02T23:00Z",0.0],["2025-04-02T23:30Z",0.0],["2025-04-03T00:00Z",0.0],["2025-04-03T00:30Z",0.0],["2025-04-03T01:00Z",0.0],["2025-04-03T01:30Z",0.0],["2025-04-03T02:00Z",0.0],["2025-04-03T02:30Z",0.0],["2025-04-03T03:00Z",0.0],["2025-04-03T03:30Z",0.0],["2025-04-03T04:00Z",0.0],["2025-04-03T04:30Z",0.0],["2025-04-03T05:00Z",0.0],["2025-04-03T05:30Z",0.0],["2025-04-03T06:00Z",0.0],["2025-04-03T06:30Z",0.0],["2025-04-03T07:00Z",0.0],["2025-04-03T07:30Z",0.0],["2025-04-03T08:00Z",0.0],["2025-04-03T08:30Z",0.0],["2025-04-03T09:00Z",0.0],["2025-04-03T09:30Z",0.0],["2025-04-03T10:00Z",0.0],["2025-04-03T10:30Z",0.0],["2025-04-03T11:00Z",0.0],["2025-04-03T11:30Z",0.0],["2025-04-03T12:00Z",0.0],["2025-04-03T12:30Z",0.0],["2025-04-03T13:00Z",0.0],["2025-04-03T13:30Z",0.0],["2025-04-03T14:00Z",0.0],["2025-04-03T14:30Z",0.0],["2025-04-03T15:00Z",0.0],["2025-04-03T15:30Z",0.0],["2025-04-03T16:00Z",0.0],["2025-04-03T16:30Z",0.0],["2025-04-03T17:00Z",0.0],["2025-04-03T17:30Z",0.0],["2025-04-03T18:00Z",0.0],["2025-04-03T18:30Z",0.0],["2025-04-03T19:00Z",0.0],["2025-04-03T19:30Z",0.0],["2025-04-03T20:00Z",0.0],["2025-04-03T20:30Z",0.0],["2025-04-03T21:00Z",0.0],["2025-04-03T21:30Z",0.0],["2025-04-03T22:00Z",0.0],["2025-04-03T22:30Z",0.0],["2025-04-03T23:00Z",0.0],["2025-04-03T23:30Z",0.0],["2025-04-04T00:00Z",0.0],["2025-04-04T00:30Z",0.0],["2025-04-04T01:00Z",0.0],["2025-04-04T01:30Z",0.0],["2025-04-04T02:00Z",0.0],["2025-04-04T02:30Z",0.0],["2025-04-04T03:00Z",0.0],["2025-04-04T03:30Z",0.0],["2025-04-04T04:00Z",0.0],["2025-04-04T04:30Z",0.0],["2025-04-04T05:00Z",0.0],["2025-04-04T05:30Z",0.0],["2025-04-04T06:00Z",0.0],["2025-04-04T06:30Z",0.0],["2025-04-04T07:00Z",0.0],["2025-04-04T07:30Z",0.0],["2025-04-04T08:00Z",0.0],["2025-04-04T08:30Z",0.0],["2025-04-04T09:00Z",0.0],["2025-04-04T09:30Z",0.0],["2025-04-04T10:00Z",0.0],["2025-04-04T10:30Z",0.0],["2025-04-04T11:00Z",0.0],["2025-04-04T11:30Z",0.0],["2025-04-04T12:00Z",0.0],["2025-04-04T12:30Z",0.0],["2025-04-04T13:00Z",0.0],["2025-04-04T13:30Z",0.001],["2025-04-04T14:00Z",0.027],["2025-04-04T14:30Z",0.086],["2025-04-04T15:00Z",0.116],["2025-04-04T15:30Z",0.124],["2025-04-04T16:00Z",0.126],["2025-04-04T16:30Z",0.127],["2025-04-04T17:00Z",0.127],["2025-04-04T17:30Z",0.128],["2025-04-04T18:00Z",0.128],["2025-04-04T18:30Z",0.135],["2025-04-04T19:00Z",0.147],["2025-04-04T19:30Z",0.163],["2025-04-04T20:00Z",0.178],["2025-04-04T20:30Z",0.199],["2025-04-04T21:00Z",0.362],["2025-04-04T21:30Z",0.37],["2025-04-04T22:00Z",0.355],["2025-04-04T22:30Z",0.335],["2025-04-04T23:00Z",0.309],["2025-04-04T23:30Z",0.327],["2025-04-05T00:00Z",0.486],["2025-04-05T00:30Z",0.725],["2025-04-05T01:00Z",1.279],["2025-04-05T01:30Z",1.353],["2025-04-05T02:00Z",1.746],["2025-04-05T02:30Z",1.664],["2025-04-05T03:00Z",1.488],["2025-04-05T03:30Z",1.361],["2025-04-05T04:00Z",1.26],["2025-04-05T04:30Z",1.185],["2025-04-05T05:00Z",1.138],["2025-04-05T05:30Z",1.114],["2025-04-05T06:00Z",1.097],["2025-04-05T06:30Z",1.077],["2025-04-05T07:00Z",1.045],["2025-04-05T07:30Z",1.028],["2025-04-05T08:00Z",1.084],["2025-04-05T08:30Z",1.103],["2025-04-05T09:00Z",1.073],["2025-04-05T09:30Z",1.072],["2025-04-05T10:00Z",1.111],["2025-04-05T10:30Z",1.153],["2025-04-05T11:00Z",1.284],["2025-04-05T11:30Z",1.274],["2025-04-05T12:00Z",1.2],["2025-04-05T12:30Z",1.145],["2025-04-05T13:00Z",1.158],["2025-04-05T13:30Z",1.22],["2025-04-05T14:00Z",1.248],["2025-04-05T14:30Z",1.31],["2025-04-05T15:00Z",1.4],["2025-04-05T15:30Z",1.48],["2025-04-05T16:00Z",1.609],["2025-04-05T16:30Z",1.793],["2025-04-05T17:00Z",1.88],["2025-04-05T17:30Z",1.898],["2025-04-05T18:00Z",1.859],["2025-04-05T18:30Z",1.764],["2025-04-05T19:00Z",1.634],["2025-04-05T19:30Z",1.497],["2025-04-05T20:00Z",1.368],["2025-04-05T20:30Z",1.258],["2025-04-05T21:00Z",1.166],["2025-04-05T21:30Z",1.084],["2025-04-05T22:00Z",1.012],["2025-04-05T22:30Z",0.95],["2025-04-05T23:00Z",0.894],["2025-04-05T23:30Z",0.845],["2025-04-06T00:00Z",0.802],["2025-04-06T00:30Z",0.765],["2025-04-06T01:00Z",0.731],["2025-04-06T01:30Z",0.703],["2025-04-06T02:00Z",0.677],["2025-04-06T02:30Z",0.653],["2025-04-06T03:00Z",0.632],["2025-04-06T03:30Z",0.613],["2025-04-06T04:00Z",0.595],["2025-04-06T04:30Z",0.578],["2025-04-06T05:00Z",0.561],["2025-04-06T05:30Z",0.546],["2025-04-06T06:00Z",0.532],["2025-04-06T06:30Z",0.519],["2025-04-06T07:00Z",0.506],["2025-04-06T07:30Z",0.495],["2025-04-06T08:00Z",0.484],["2025-04-06T08:30Z",0.474],["2025-04-06T09:00Z",0.465],["2025-04-06T09:30Z",0.456],["2025-04-06T10:00Z",0.447],["2025-04-06T10:30Z",0.44],["2025-04-06T11:00Z",0.432],["2025-04-06T11:30Z",0.425],["2025-04-06T12:00Z",0.418],["2025-04-06T12:30Z",0.411],["2025-04-06T13:00Z",0.405],["2025-04-06T13:30Z",0.399],["2025-04-06T14:00Z",0.394],["2025-04-06T14:30Z",0.388],["2025-04-06T15:00Z",0.383],["2025-04-06T15:30Z",0.378],["2025-04-06T16:00Z",0.374],["2025-04-06T16:30Z",0.369],["2025-04-06T17:00Z",0.365],["2025-04-06T17:30Z",0.361],["2025-04-06T18:00Z",0.357],["2025-04-06T18:30Z",0.353],["2025-04-06T19:00Z",0.35],["2025-04-06T19:30Z",0.346],["2025-04-06T20:00Z",0.343],["2025-04-06T20:30Z",0.339],["2025-04-06T21:00Z",0.336],["2025-04-06T21:30Z",0.333],["2025-04-06T22:00Z",0.33],["2025-04-06T22:30Z",0.327],["2025-04-06T23:00Z",0.325],["2025-04-06T23:30Z",0.322],["2025-04-07T00:00Z",0.32],["2025-04-07T00:30Z",0.317],["2025-04-07T01:00Z",0.315],["2025-04-07T01:30Z",0.312],["2025-04-07T02:00Z",0.31],["2025-04-07T02:30Z",0.308],["2025-04-07T03:00Z",0.306],["2025-04-07T03:30Z",0.304],["2025-04-07T04:00Z",0.302],["2025-04-07T04:30Z",0.3],["2025-04-07T05:00Z",0.299],["2025-04-07T05:30Z",0.297],["2025-04-07T06:00Z",0.295],["2025-04-07T06:30Z",0.294],["2025-04-07T07:00Z",0.292],["2025-04-07T07:30Z",0.291],["2025-04-07T08:00Z",0.289],["2025-04-07T08:30Z",0.288],["2025-04-07T09:00Z",0.287],["2025-04-07T09:30Z",0.285],["2025-04-07T10:00Z",0.284],["2025-04-07T10:30Z",0.283],["2025-04-07T11:00Z",0.281],["2025-04-07T11:30Z",0.28],["2025-04-07T12:00Z",0.279],["2025-04-07T12:30Z",0.278],["2025-04-07T13:00Z",0.277],["2025-04-07T13:30Z",0.276],["2025-04-07T14:00Z",0.275],["2025-04-07T14:30Z",0.274],["2025-04-07T15:00Z",0.273],["2025-04-07T15:30Z",0.272],["2025-04-07T16:00Z",0.271],["2025-04-07T16:30Z",0.27],["2025-04-07T17:00Z",0.269],["2025-04-07T17:30Z",0.268],["2025-04-07T18:00Z",0.267],["2025-04-07T18:30Z",0.267],["2025-04-07T19:00Z",0.266],["2025-04-07T19:30Z",0.265],["2025-04-07T20:00Z",0.264],["2025-04-07T20:30Z",0.263],["2025-04-07T21:00Z",0.263],["2025-04-07T21:30Z",0.262],["2025-04-07T22:00Z",0.261],["2025-04-07T22:30Z",0.261],["2025-04-07T23:00Z",0.26],["2025-04-07T23:30Z",0.259],["2025-04-08T00:00Z",0.259],["2025-04-08T00:30Z",0.258],["2025-04-08T01:00Z",0.257],["2025-04-08T01:30Z",0.257],["2025-04-08T02:00Z",0.256],["2025-04-08T02:30Z",0.256],["2025-04-08T03:00Z",0.255],["2025-04-08T03:30Z",0.254],["2025-04-08T04:00Z",0.254],["2025-04-08T04:30Z",0.253],["2025-04-08T05:00Z",0.253],["2025-04-08T05:30Z",0.252],["2025-04-08T06:00Z",0.252],["2025-04-08T06:30Z",0.251],["2025-04-08T07:00Z",0.251],["2025-04-08T07:30Z",0.25],["2025-04-08T08:00Z",0.25],["2025-04-08T08:30Z",0.249],["2025-04-08T09:00Z",0.249],["2025-04-08T09:30Z",0.248],["2025-04-08T10:00Z",0.248],["2025-04-08T10:30Z",0.248],["2025-04-08T11:00Z",0.247],["2025-04-08T11:30Z",0.247],["2025-04-08T12:00Z",0.246],["2025-04-08T12:30Z",0.246],["2025-04-08T13:00Z",0.245],["2025-04-08T13:30Z",0.245],["2025-04-08T14:00Z",0.245],["2025-04-08T14:30Z",0.244],["2025-04-08T15:00Z",0.244],["2025-04-08T15:30Z",0.244],["2025-04-08T16:00Z",0.243],["2025-04-08T16:30Z",0.243],["2025-04-08T17:00Z",0.243],["2025-04-08T17:30Z",0.242],["2025-04-08T18:00Z",0.242],["2025-04-08T18:30Z",0.242],["2025-04-08T19:00Z",0.241],["2025-04-08T19:30Z",0.241],["2025-04-08T20:00Z",0.241],["2025-04-08T20:30Z",0.24],["2025-04-08T21:00Z",0.24],["2025-04-08T21:30Z",0.24],["2025-04-08T22:00Z",0.239],["2025-04-08T22:30Z",0.239],["2025-04-08T23:00Z",0.239],["2025-04-08T23:30Z",0.239],["2025-04-09T00:00Z",0.238]],"obs":[["2025-04-01T05:00Z",0.009],["2025-04-01T05:15Z",0.009],["2025-04-01T05:30Z",0.009],["2025-04-01T05:45Z",0.009],["2025-04-01T06:00Z",0.006],["2025-04-01T06:15Z",0.009],["2025-04-01T06:30Z",0.006],["2025-04-01T06:45Z",0.006],["2025-04-01T07:00Z",0.006],["2025-04-01T07:15Z",0.006],["2025-04-01T07:30Z",0.006],["2025-04-01T07:45Z",0.006],["2025-04-01T08:00Z",0.006],["2025-04-01T08:15Z",0.006],["2025-04-01T08:30Z",0.006],["2025-04-01T08:45Z",0.006],["2025-04-01T09:00Z",0.006],["2025-04-01T09:15Z",0.006],["2025-04-01T09:30Z",0.006],["2025-04-01T09:45Z",0.006],["2025-04-01T10:00Z",0.006],["2025-04-01T10:15Z",0.006],["2025-04-01T10:30Z",0.006],["2025-04-01T10:45Z",0.006],["2025-04-01T11:00Z",0.006],["2025-04-01T11:15Z",0.006],["2025-04-01T11:30Z",0.006],["2025-04-01T11:45Z",0.003],["2025-04-01T12:00Z",0.006],["2025-04-01T12:15Z",0.006],["2025-04-01T12:30Z",0.003],["2025-04-01T12:45Z",0.003],["2025-04-01T13:00Z",0.003],["2025-04-01T13:15Z",0.003],["2025-04-01T13:30Z",0.003],["2025-04-01T13:45Z",0.003],["2025-04-01T14:00Z",0.003],["2025-04-01T14:15Z",0.003],["2025-04-01T14:30Z",0.006],["2025-04-01T14:45Z",0.003],["2025-04-01T15:00Z",0.006],["2025-04-01T15:15Z",0.006],["2025-04-01T15:30Z",0.006],["2025-04-01T15:45Z",0.006],["2025-04-01T16:00Z",0.006],["2025-04-01T16:15Z",0.006],["2025-04-01T16:30Z",0.006],["2025-04-01T16:45Z",0.006],["2025-04-01T17:00Z",0.006],["2025-04-01T17:15Z",0.006],["2025-04-01T17:30Z",0.006],["2025-04-01T17:45Z",0.006],["2025-04-01T18:00Z",0.006],["2025-04-01T18:15Z",0.009],["2025-04-01T18:30Z",0.006],["2025-04-01T18:45Z",0.006],["2025-04-01T19:00Z",0.003],["2025-04-01T19:15Z",0.006],["2025-04-01T19:30Z",0.006],["2025-04-01T19:45Z",0.006],["2025-04-01T20:00Z",0.006],["2025-04-01T20:15Z",0.006],["2025-04-01T20:30Z",0.006],["2025-04-01T20:45Z",0.006],["2025-04-01T21:00Z",0.003],["2025-04-01T21:15Z",0.006],["2025-04-01T21:30Z",0.006],["2025-04-01T21:45Z",0.003],["2025-04-01T22:00Z",0.006],["2025-04-01T22:15Z",0.006],["2025-04-01T22:30Z",0.006],["2025-04-01T22:45Z",0.006],["2025-04-01T23:00Z",0.003],["2025-04-01T23:15Z",0.003],["2025-04-01T23:30Z",0.003],["2025-04-01T23:45Z",0.003],["2025-04-02T00:00Z",0.003],["2025-04-02T00:15Z",0.003],["2025-04-02T00:30Z",0.003],["2025-04-02T00:45Z",0.003],["2025-04-02T01:00Z",0.003],["2025-04-02T01:15Z",0.003],["2025-04-02T01:30Z",0.003],["2025-04-02T01:45Z",0.003],["2025-04-02T02:00Z",0.003],["2025-04-02T02:15Z",0.003],["2025-04-02T02:30Z",0.003],["2025-04-02T02:45Z",0.003],["2025-04-02T03:00Z",0.003],["2025-04-02T03:15Z",0.003],["2025-04-02T03:30Z",0.003],["2025-04-02T03:45Z",0.003],["2025-04-02T04:00Z",0.003],["2025-04-02T04:15Z",0.003],["2025-04-02T04:30Z",0.003],["2025-04-02T04:45Z",0.003],["2025-04-02T05:00Z",0.003],["2025-04-02T05:15Z",0.003],["2025-04-02T05:30Z",0.003],["2025-04-02T05:45Z",0.003],["2025-04-02T06:00Z",0.003],["2025-04-02T06:15Z",0.0],["2025-04-02T06:30Z",0.003],["2025-04-02T06:45Z",0.003],["2025-04-02T07:00Z",0.003],["2025-04-02T07:15Z",0.003],["2025-04-02T07:30Z",0.003],["2025-04-02T07:45Z",0.003],["2025-04-02T08:00Z",0.003],["2025-04-02T08:15Z",0.0],["2025-04-02T08:30Z",0.003],["2025-04-02T08:45Z",0.0],["2025-04-02T09:00Z",0.003],["2025-04-02T09:15Z",0.003],["2025-04-02T09:30Z",0.003],["2025-04-02T09:45Z",0.003],["2025-04-02T10:00Z",0.0],["2025-04-02T10:15Z",0.0],["2025-04-02T10:30Z",0.003],["2025-04-02T10:45Z",0.0],["2025-04-02T11:00Z",0.0],["2025-04-02T11:15Z",0.0],["2025-04-02T11:30Z",0.003],["2025-04-02T11:45Z",0.0],["2025-04-02T12:00Z",0.0],["2025-04-02T12:15Z",0.0],["2025-04-02T12:30Z",0.0],["2025-04-02T12:45Z",0.0],["2025-04-02T13:00Z",0.0],["2025-04-02T13:15Z",0.0],["2025-04-02T13:30Z",0.0],["2025-04-02T13:45Z",0.0],["2025-04-02T14:00Z",0.0],["2025-04-02T14:15Z",0.0],["2025-04-02T14:30Z",0.0],["2025-04-02T14:45Z",0.0],["2025-04-02T15:00Z",0.0],["2025-04-02T15:15Z",0.0],["2025-04-02T15:30Z",0.0],["2025-04-02T15:45Z",0.0],["2025-04-02T16:00Z",0.0],["2025-04-02T16:15Z",0.0],["2025-04-02T16:30Z",0.0],["2025-04-02T16:45Z",0.0],["2025-04-02T17:00Z",0.0],["2025-04-02T17:15Z",0.003],["2025-04-02T17:30Z",0.015],["2025-04-02T17:45Z",0.018],["2025-04-02T18:00Z",0.024],["2025-04-02T18:15Z",0.04],["2025-04-02T18:30Z",0.052],["2025-04-02T18:45Z",0.085],["2025-04-02T19:00Z",0.094],["2025-04-02T19:15Z",0.116],["2025-04-02T19:30Z",0.134],["2025-04-02T19:45Z",0.152],["2025-04-02T20:00Z",0.171],["2025-04-02T20:15Z",0.198],["2025-04-02T20:30Z",0.213],["2025-04-02T20:45Z",0.223],["2025-04-02T21:00Z",0.223],["2025-04-02T21:15Z",0.247],["2025-04-02T21:30Z",0.674],["2025-04-02T21:45Z",0.991],["2025-04-02T22:00Z",1.109],["2025-04-02T22:15Z",1.18],["2025-04-02T22:30Z",1.192],["2025-04-02T22:45Z",1.192],["2025-04-02T23:00Z",1.183],["2025-04-02T23:15Z",1.183],["2025-04-02T23:30Z",1.161],["2025-04-02T23:45Z",1.134],["2025-04-03T00:00Z",1.116],["2025-04-03T00:15Z",1.091],["2025-04-03T00:30Z",1.064],["2025-04-03T00:45Z",1.039],["2025-04-03T01:00Z",1.015],["2025-04-03T01:15Z",0.991],["2025-04-03T01:30Z",0.969],["2025-04-03T01:45Z",0.948],["2025-04-03T02:00Z",0.927],["2025-04-03T02:15Z",0.914],["2025-04-03T02:30Z",0.902],["2025-04-03T02:45Z",0.881],["2025-04-03T03:00Z",0.869],["2025-04-03T03:15Z",0.856],["2025-04-03T03:30Z",0.844],["2025-04-03T03:45Z",0.832],["2025-04-03T04:00Z",0.817],["2025-04-03T04:15Z",0.802],["2025-04-03T04:30Z",0.802],["2025-04-03T04:45Z",0.789],["2025-04-03T05:00Z",0.777],["2025-04-03T05:15Z",0.771],["2025-04-03T05:30Z",0.759],["2025-04-03T05:45Z",0.753],["2025-04-03T06:00Z",0.744],["2025-04-03T06:15Z",0.735],["2025-04-03T06:30Z",0.728],["2025-04-03T06:45Z",0.725],["2025-04-03T07:00Z",0.713],["2025-04-03T07:15Z",0.71],["2025-04-03T07:30Z",0.704],["2025-04-03T07:45Z",0.695],["2025-04-03T08:00Z",0.689],["2025-04-03T08:15Z",0.686],["2025-04-03T08:30Z",0.68],["2025-04-03T08:45Z",0.677],["2025-04-03T09:00Z",0.671],["2025-04-03T09:15Z",0.664],["2025-04-03T09:30Z",0.661],["2025-04-03T09:45Z",0.655],["2025-04-03T10:00Z",0.652],["2025-04-03T10:15Z",0.652],["2025-04-03T10:30Z",0.643],["2025-04-03T10:45Z",0.634],["2025-04-03T11:00Z",0.637],["2025-04-03T11:15Z",0.631],["2025-04-03T11:30Z",0.625],["2025-04-03T11:45Z",0.622],["2025-04-03T12:00Z",0.622],["2025-04-03T12:15Z",0.616],["2025-04-03T12:30Z",0.616],["2025-04-03T12:45Z",0.607],["2025-04-03T13:00Z",0.607],["2025-04-03T13:15Z",0.607],["2025-04-03T13:30Z",0.597],["2025-04-03T13:45Z",0.597],["2025-04-03T14:00Z",0.591],["2025-04-03T14:15Z",0.591],["2025-04-03T14:30Z",0.594],["2025-04-03T14:45Z",0.588],["2025-04-03T15:00Z",0.585],["2025-04-03T15:15Z",0.585],["2025-04-03T15:30Z",0.579],["2025-04-03T15:45Z",0.579],["2025-04-03T16:00Z",0.576],["2025-04-03T16:15Z",0.576],["2025-04-03T16:30Z",0.576],["2025-04-03T16:45Z",0.57],["2025-04-03T17:00Z",0.57],["2025-04-03T17:15Z",0.57],["2025-04-03T17:30Z",0.564],["2025-04-03T17:45Z",0.564],["2025-04-03T18:00Z",0.564],["2025-04-03T18:15Z",0.561],["2025-04-03T18:30Z",0.561],["2025-04-03T18:45Z",0.555],["2025-04-03T19:00Z",0.555],["2025-04-03T19:15Z",0.555],["2025-04-03T19:30Z",0.552],["2025-04-03T19:45Z",0.549],["2025-04-03T20:00Z",0.543],["2025-04-03T20:15Z",0.543],["2025-04-03T20:30Z",0.539],["2025-04-03T20:45Z",0.543],["2025-04-03T21:00Z",0.539],["2025-04-03T21:15Z",0.533],["2025-04-03T21:30Z",0.533],["2025-04-03T21:45Z",0.533],["2025-04-03T22:00Z",0.533],["2025-04-03T22:15Z",0.533],["2025-04-03T22:30Z",0.533],["2025-04-03T22:45Z",0.533],["2025-04-03T23:00Z",0.536],["2025-04-03T23:15Z",0.536],["2025-04-03T23:30Z",0.536],["2025-04-03T23:45Z",0.533],["2025-04-04T00:00Z",0.539],["2025-04-04T00:15Z",0.533],["2025-04-04T00:30Z",0.543],["2025-04-04T00:45Z",0.549],["2025-04-04T01:00Z",0.552],["2025-04-04T01:15Z",0.555],["2025-04-04T01:30Z",0.561],["2025-04-04T01:45Z",0.567],["2025-04-04T02:00Z",0.576],["2025-04-04T02:15Z",0.579],["2025-04-04T02:30Z",0.585],["2025-04-04T02:45Z",0.585],["2025-04-04T03:00Z",0.597],["2025-04-04T03:15Z",0.604],["2025-04-04T03:30Z",0.616],["2025-04-04T03:45Z",0.628],["2025-04-04T04:00Z",0.643],["2025-04-04T04:15Z",0.658],["2025-04-04T04:30Z",0.674],["2025-04-04T04:45Z",0.683],["2025-04-04T05:00Z",0.686],["2025-04-04T05:15Z",0.698],["2025-04-04T05:30Z",0.701],["2025-04-04T05:45Z",0.701],["2025-04-04T06:00Z",0.701],["2025-04-04T06:15Z",0.698],["2025-04-04T06:30Z",0.704],["2025-04-04T06:45Z",0.704],["2025-04-04T07:00Z",0.701],["2025-04-04T07:15Z",0.698],["2025-04-04T07:30Z",0.695],["2025-04-04T07:45Z",0.689],["2025-04-04T08:00Z",0.686],["2025-04-04T08:15Z",0.686],["2025-04-04T08:30Z",0.683],["2025-04-04T08:45Z",0.677],["2025-04-04T09:00Z",0.674],["2025-04-04T09:15Z",0.671],["2025-04-04T09:30Z",0.668],["2025-04-04T09:45Z",0.661],["2025-04-04T10:00Z",0.658],["2025-04-04T10:15Z",0.655],["2025-04-04T10:30Z",0.652],["2025-04-04T10:45Z",0.652],["2025-04-04T11:00Z",0.652],["2025-04-04T11:15Z",0.649],["2025-04-04T11:30Z",0.64],["2025-04-04T11:45Z",0.649],["2025-04-04T12:00Z",0.649],["2025-04-04T12:15Z",0.646],["2025-04-04T12:30Z",0.649],["2025-04-04T12:45Z",0.655],["2025-04-04T13:00Z",0.661],["2025-04-04T13:15Z",0.671],["2025-04-04T13:30Z",0.68],["2025-04-04T13:45Z",0.701],["2025-04-04T14:00Z",0.716],["2025-04-04T14:15Z",0.738],["2025-04-04T14:30Z",0.768],["2025-04-04T14:45Z",0.792],["2025-04-04T15:00Z",0.817],["2025-04-04T15:15Z",0.832],["2025-04-04T15:30Z",0.847],["2025-04-04T15:45Z",0.881],["2025-04-04T16:00Z",0.927],["2025-04-04T16:15Z",0.96],["2025-04-04T16:30Z",0.981],["2025-04-04T16:45Z",0.991],["2025-04-04T17:00Z",1.0],["2025-04-04T17:15Z",0.997],["2025-04-04T17:30Z",0.994],["2025-04-04T17:45Z",0.985],["2025-04-04T18:00Z",0.981],["2025-04-04T18:15Z",0.972],["2025-04-04T18:30Z",0.969],["2025-04-04T18:45Z",0.963],["2025-04-04T19:00Z",0.957],["2025-04-04T19:15Z",0.966],["2025-04-04T19:30Z",0.96],["2025-04-04T19:45Z",0.972],["2025-04-04T20:00Z",0.969],["2025-04-04T20:15Z",0.981],["2025-04-04T20:30Z",1.0],["2025-04-04T20:45Z",1.018],["2025-04-04T21:00Z",1.027],["2025-04-04T21:15Z",1.042],["2025-04-04T21:30Z",1.055],["2025-04-04T21:45Z",1.058],["2025-04-04T22:00Z",1.064],["2025-04-04T22:15Z",1.07],["2025-04-04T22:30Z",1.076],["2025-04-04T22:45Z",1.116],["2025-04-04T23:00Z",1.18],["2025-04-04T23:15Z",1.277],["2025-04-04T23:30Z",1.344],["2025-04-04T23:45Z",1.411],["2025-04-05T00:00Z",1.481],["2025-04-05T00:15Z",1.548],["2025-04-05T00:30Z",1.588],["2025-04-05T00:45Z",1.64],["2025-04-05T01:00Z",1.716],["2025-04-05T01:15Z",1.756],["2025-04-05T01:30Z",1.823],["2025-04-05T01:45Z",1.859],["2025-04-05T02:00Z",1.85],["2025-04-05T02:15Z",1.859],["2025-04-05T02:30Z",1.783],["2025-04-05T02:45Z",1.747],["2025-04-05T03:00Z",1.707],["2025-04-05T03:15Z",1.673],["2025-04-05T03:30Z",1.649],["2025-04-05T03:45Z",1.615],["2025-04-05T04:00Z",1.582],["2025-04-05T04:15Z",1.573],["2025-04-05T04:30Z",1.558],["2025-04-05T04:45Z",1.539],["2025-04-05T05:00Z",1.527],["2025-04-05T05:15Z",1.53],["2025-04-05T05:30Z",1.515],["2025-04-05T05:45Z",1.506],["2025-04-05T06:00Z",1.49],["2025-04-05T06:15Z",1.469],["2025-04-05T06:30Z",1.46],["2025-04-05T06:45Z",1.439],["2025-04-05T07:00Z",1.42],["2025-04-05T07:15Z",1.42],["2025-04-05T07:30Z",1.417],["2025-04-05T07:45Z",1.414],["2025-04-05T08:00Z",1.42],["2025-04-05T08:15Z",1.414],["2025-04-05T08:30Z",1.414],["2025-04-05T08:45Z",1.433],["2025-04-05T09:00Z",1.436],["2025-04-05T09:15Z",1.445],["2025-04-05T09:30Z",1.457],["2025-04-05T09:45Z",1.469],["2025-04-05T10:00Z",1.472],["2025-04-05T10:15Z",1.469],["2025-04-05T10:30Z",1.457],["2025-04-05T10:45Z",1.445],["2025-04-05T11:00Z",1.423],["2025-04-05T11:15Z",1.417],["2025-04-05T11:30Z",1.417],["2025-04-05T11:45Z",1.408],["2025-04-05T12:00Z",1.399],["2025-04-05T12:15Z",1.399],["2025-04-05T12:30Z",1.387],["2025-04-05T12:45Z",1.387],["2025-04-05T13:00Z",1.387],["2025-04-05T13:15Z",1.405],["2025-04-05T13:30Z",1.439],["2025-04-05T13:45Z",1.469],["2025-04-05T14:00Z",1.524],["2025-04-05T14:15Z",1.561],["2025-04-05T14:30Z",1.634],["2025-04-05T14:45Z",1.698],["2025-04-05T15:00Z",1.759],["2025-04-05T15:15Z",1.841],["2025-04-05T15:30Z",1.935],["2025-04-05T15:45Z",2.033],["2025-04-05T16:00Z",2.161],["2025-04-05T16:15Z",2.259],["2025-04-05T16:30Z",2.347],["2025-04-05T16:45Z",2.463],["2025-04-05T17:00Z",2.463],["2025-04-05T17:15Z",2.435],["2025-04-05T17:30Z",2.435],["2025-04-05T17:45Z",2.432],["2025-04-05T18:00Z",2.271],["2025-04-05T18:15Z",2.24],["2025-04-05T18:30Z",2.182],["2025-04-05T18:45Z",2.112],["2025-04-05T19:00Z",2.021],["2025-04-05T19:15Z",1.935],["2025-04-05T19:30Z",1.875],["2025-04-05T19:45Z",1.807],["2025-04-05T20:00Z",1.75],["2025-04-05T20:15Z",1.713],["2025-04-05T20:30Z",1.682],["2025-04-05T20:45Z",1.637],["2025-04-05T21:00Z",1.594],["2025-04-05T21:15Z",1.567],["2025-04-05T21:30Z",1.554],["2025-04-05T21:45Z",1.521],["2025-04-05T22:00Z",1.494],["2025-04-05T22:15Z",1.475],["2025-04-05T22:30Z",1.457],["2025-04-05T22:45Z",1.433],["2025-04-05T23:00Z",1.414],["2025-04-05T23:15Z",1.396],["2025-04-05T23:30Z",1.375],["2025-04-05T23:45Z",1.359],["2025-04-06T00:00Z",1.341],["2025-04-06T00:15Z",1.332],["2025-04-06T00:30Z",1.311],["2025-04-06T00:45Z",1.292],["2025-04-06T01:00Z",1.28],["2025-04-06T01:15Z",1.268],["2025-04-06T01:30Z",1.262],["2025-04-06T01:45Z",1.241],["2025-04-06T02:00Z",1.231],["2025-04-06T02:15Z",1.216],["2025-04-06T02:30Z",1.207],["2025-04-06T02:45Z",1.189],["2025-04-06T03:00Z",1.177],["2025-04-06T03:15Z",1.17],["2025-04-06T03:30Z",1.158],["2025-04-06T03:45Z",1.143],["2025-04-06T04:00Z",1.134],["2025-04-06T04:15Z",1.131],["2025-04-06T04:30Z",1.119],["2025-04-06T04:45Z",1.106],["2025-04-06T05:00Z",1.097],["2025-04-06T05:15Z",1.088],["2025-04-06T05:30Z",1.076],["2025-04-06T05:45Z",1.067],["2025-04-06T06:00Z",1.061],["2025-04-06T06:15Z",1.049],["2025-04-06T06:30Z",1.036],["2025-04-06T06:45Z",1.03],["2025-04-06T07:00Z",1.021],["2025-04-06T07:15Z",1.015],["2025-04-06T07:30Z",1.006],["2025-04-06T07:45Z",1.0],["2025-04-06T08:00Z",0.991],["2025-04-06T08:15Z",0.981],["2025-04-06T08:30Z",0.978],["2025-04-06T08:45Z",0.972],["2025-04-06T09:00Z",0.963],["2025-04-06T09:15Z",0.951],["2025-04-06T09:30Z",0.948],["2025-04-06T09:45Z",0.939],["2025-04-06T10:00Z",0.933],["2025-04-06T10:15Z",0.927],["2025-04-06T10:30Z",0.924],["2025-04-06T10:45Z",0.914],["2025-04-06T11:00Z",0.908],["2025-04-06T11:15Z",0.905],["2025-04-06T11:30Z",0.899],["2025-04-06T11:45Z",0.896],["2025-04-06T12:00Z",0.89],["2025-04-06T12:15Z",0.884],["2025-04-06T12:30Z",0.875],["2025-04-06T12:45Z",0.875],["2025-04-06T13:00Z",0.866],["2025-04-06T13:15Z",0.869],["2025-04-06T13:30Z",0.856],["2025-04-06T13:45Z",0.85],["2025-04-06T14:00Z",0.844],["2025-04-06T14:15Z",0.841],["2025-04-06T14:30Z",0.838],["2025-04-06T14:45Z",0.832],["2025-04-06T15:00Z",0.832],["2025-04-06T15:15Z",0.832],["2025-04-06T15:30Z",0.826],["2025-04-06T15:45Z",0.82],["2025-04-06T16:00Z",0.817],["2025-04-06T16:15Z",0.814],["2025-04-06T16:30Z",0.811],["2025-04-06T16:45Z",0.805],["2025-04-06T17:00Z",0.799],["2025-04-06T17:15Z",0.796],["2025-04-06T17:30Z",0.799],["2025-04-06T17:45Z",0.789],["2025-04-06T18:00Z",0.786],["2025-04-06T18:15Z",0.78],["2025-04-06T18:30Z",0.78],["2025-04-06T18:45Z",0.768],["2025-04-06T19:00Z",0.771],["2025-04-06T19:15Z",0.768],["2025-04-06T19:30Z",0.762],["2025-04-06T19:45Z",0.759],["2025-04-06T20:00Z",0.753],["2025-04-06T20:15Z",0.753],["2025-04-06T20:30Z",0.753],["2025-04-06T20:45Z",0.75],["2025-04-06T21:00Z",0.747],["2025-04-06T21:15Z",0.747],["2025-04-06T21:30Z",0.738],["2025-04-06T21:45Z",0.735],["2025-04-06T22:00Z",0.735],["2025-04-06T22:15Z",0.728],["2025-04-06T22:30Z",0.728],["2025-04-06T22:45Z",0.725],["2025-04-06T23:00Z",0.716],["2025-04-06T23:15Z",0.707],["2025-04-06T23:30Z",0.707],["2025-04-06T23:45Z",0.71],["2025-04-07T00:00Z",0.707],["2025-04-07T00:15Z",0.704],["2025-04-07T00:30Z",0.701],["2025-04-07T00:45Z",0.695],["2025-04-07T01:00Z",0.698],["2025-04-07T01:15Z",0.689],["2025-04-07T01:30Z",0.692],["2025-04-07T01:45Z",0.686],["2025-04-07T02:00Z",0.683],["2025-04-07T02:15Z",0.68],["2025-04-07T02:30Z",0.683],["2025-04-07T02:45Z",0.68],["2025-04-07T03:00Z",0.674],["2025-04-07T03:15Z",0.671],["2025-04-07T03:30Z",0.671],["2025-04-07T03:45Z",0.668],["2025-04-07T04:00Z",0.664],["2025-04-07T04:15Z",0.668],["2025-04-07T04:30Z",0.655],["2025-04-07T04:45Z",0.658],["2025-04-07T05:00Z",0.658],["2025-04-07T05:15Z",0.655],["2025-04-07T05:30Z",0.649],["2025-04-07T05:45Z",0.646],["2025-04-07T06:00Z",0.646],["2025-04-07T06:15Z",0.643],["2025-04-07T06:30Z",0.64],["2025-04-07T06:45Z",0.637],["2025-04-07T07:00Z",0.637],["2025-04-07T07:15Z",0.634],["2025-04-07T07:30Z",0.634],["2025-04-07T07:45Z",0.634],["2025-04-07T08:00Z",0.628],["2025-04-07T08:15Z",0.628],["2025-04-07T08:30Z",0.622],["2025-04-07T08:45Z",0.625],["2025-04-07T09:00Z",0.622],["2025-04-07T09:15Z",0.619],["2025-04-07T09:30Z",0.616],["2025-04-07T09:45Z",0.616],["2025-04-07T10:00Z",0.613],["2025-04-07T10:15Z",0.613],["2025-04-07T10:30Z",0.607],["2025-04-07T10:45Z",0.607],["2025-04-07T11:00Z",0.61],["2025-04-07T11:15Z",0.604],["2025-04-07T11:30Z",0.604],["2025-04-07T11:45Z",0.604],["2025-04-07T12:00Z",0.597],["2025-04-07T12:15Z",0.597],["2025-04-07T12:30Z",0.594],["2025-04-07T12:45Z",0.591],["2025-04-07T13:00Z",0.591],["2025-04-07T13:15Z",0.588],["2025-04-07T13:30Z",0.588],["2025-04-07T13:45Z",0.582],["2025-04-07T14:00Z",0.585],["2025-04-07T14:15Z",0.582],["2025-04-07T14:30Z",0.579],["2025-04-07T14:45Z",0.576],["2025-04-07T15:00Z",0.579],["2025-04-07T15:15Z",0.579],["2025-04-07T15:30Z",0.576],["2025-04-07T15:45Z",0.573],["2025-04-07T16:00Z",0.573],["2025-04-07T16:15Z",0.57],["2025-04-07T16:30Z",0.57],["2025-04-07T16:45Z",0.567],["2025-04-07T17:00Z",0.564],["2025-04-07T17:15Z",0.564],["2025-04-07T17:30Z",0.564],["2025-04-07T17:45Z",0.564],["2025-04-07T18:00Z",0.558],["2025-04-07T18:15Z",0.561],["2025-04-07T18:30Z",0.558],["2025-04-07T18:45Z",0.558],["2025-04-07T19:00Z",0.552],["2025-04-07T19:15Z",0.555],["2025-04-07T19:30Z",0.549],["2025-04-07T19:45Z",0.552],["2025-04-07T20:00Z",0.543],["2025-04-07T20:15Z",0.546],["2025-04-07T20:30Z",0.543],["2025-04-07T20:45Z",0.546],["2025-04-07T21:00Z",0.543],["2025-04-07T21:15Z",0.543],["2025-04-07T21:30Z",0.536],["2025-04-07T21:45Z",0.536],["2025-04-07T22:00Z",0.536],["2025-04-07T22:15Z",0.533],["2025-04-07T22:30Z",0.533],["2025-04-07T22:45Z",0.53],["2025-04-07T23:00Z",0.533],["2025-04-07T23:15Z",0.527],["2025-04-07T23:30Z",0.527],["2025-04-07T23:45Z",0.527],["2025-04-08T00:00Z",0.524],["2025-04-08T00:15Z",0.521],["2025-04-08T00:30Z",0.521],["2025-04-08T00:45Z",0.521],["2025-04-08T01:00Z",0.518],["2025-04-08T01:15Z",0.515],["2025-04-08T01:30Z",0.515],["2025-04-08T01:45Z",0.515],["2025-04-08T02:00Z",0.515],["2025-04-08T02:15Z",0.515],["2025-04-08T02:30Z",0.509],["2025-04-08T02:45Z",0.512],["2025-04-08T03:00Z",0.506],["2025-04-08T03:15Z",0.509],["2025-04-08T03:30Z",0.509],["2025-04-08T03:45Z",0.506],["2025-04-08T04:00Z",0.503],["2025-04-08T04:15Z",0.5],["2025-04-08T04:30Z",0.503],["2025-04-08T04:45Z",0.5],["2025-04-08T05:00Z",0.497],["2025-04-08T05:15Z",0.497],["2025-04-08T05:30Z",0.5],["2025-04-08T05:45Z",0.494],["2025-04-08T06:00Z",0.494],["2025-04-08T06:15Z",0.494],["2025-04-08T06:30Z",0.494],["2025-04-08T06:45Z",0.491],["2025-04-08T07:00Z",0.491],["2025-04-08T07:15Z",0.488],["2025-04-08T07:30Z",0.488],["2025-04-08T07:45Z",0.485],["2025-04-08T08:00Z",0.485],["2025-04-08T08:15Z",0.485],["2025-04-08T08:30Z",0.482],["2025-04-08T08:45Z",0.482],["2025-04-08T09:00Z",0.482],["2025-04-08T09:15Z",0.482],["2025-04-08T09:30Z",0.479],["2025-04-08T09:45Z",0.475],["2025-04-08T10:00Z",0.472],["2025-04-08T10:15Z",0.475],["2025-04-08T10:30Z",0.475],["2025-04-08T10:45Z",0.469],["2025-04-08T11:00Z",0.472],["2025-04-08T11:15Z",0.469],["2025-04-08T11:30Z",0.469],["2025-04-08T11:45Z",0.466],["2025-04-08T12:00Z",0.469],["2025-04-08T12:15Z",0.466],["2025-04-08T12:30Z",0.466],["2025-04-08T12:45Z",0.463],["2025-04-08T13:00Z",0.463],["2025-04-08T13:15Z",0.463],["2025-04-08T13:30Z",0.46],["2025-04-08T13:45Z",0.457],["2025-04-08T14:00Z",0.46],["2025-04-08T14:15Z",0.457],["2025-04-08T14:30Z",0.457],["2025-04-08T14:45Z",0.457],["2025-04-08T15:00Z",0.454],["2025-04-08T15:15Z",0.457],["2025-04-08T15:30Z",0.457],["2025-04-08T15:45Z",0.454],["2025-04-08T16:00Z",0.454],["2025-04-08T16:15Z",0.454],["2025-04-08T16:30Z",0.451],["2025-04-08T16:45Z",0.451],["2025-04-08T17:00Z",0.448],["2025-04-08T17:15Z",0.451],["2025-04-08T17:30Z",0.448],["2025-04-08T17:45Z",0.448],["2025-04-08T18:00Z",0.448],["2025-04-08T18:15Z",0.445],["2025-04-08T18:30Z",0.445],["2025-04-08T18:45Z",0.445],["2025-04-08T19:00Z",0.445],["2025-04-08T19:15Z",0.445],["2025-04-08T19:30Z",0.439],["2025-04-08T19:45Z",0.439],["2025-04-08T20:00Z",0.439],["2025-04-08T20:15Z",0.436],["2025-04-08T20:30Z",0.436],["2025-04-08T20:45Z",0.433],["2025-04-08T21:00Z",0.436],["2025-04-08T21:15Z",0.433],["2025-04-08T21:30Z",0.433],["2025-04-08T21:45Z",0.433],["2025-04-08T22:00Z",0.433],["2025-04-08T22:15Z",0.43],["2025-04-08T22:30Z",0.43],["2025-04-08T22:45Z",0.427],["2025-04-08T23:00Z",0.427],["2025-04-08T23:15Z",0.427],["2025-04-08T23:30Z",0.427],["2025-04-08T23:45Z",0.427],["2025-04-09T00:00Z",0.424]]},{"site":"07055660","name":"Buffalo River at Ponca, AR","lon":-93.354722,"lat":36.0225,"metrics":{"nse":-4.0819,"rise_nse":-6.1044,"peak_err_m":0.6205,"peak_dt_h":0.0,"rmse_m":1.5184,"da_km2":300.4,"model_rise_m":5.8281,"obs_rise_m":3.368,"obs_peak_utc":"2025-04-05T18:00"},"sim":[["2025-04-01T05:00Z",0.0],["2025-04-01T05:30Z",0.0],["2025-04-01T06:00Z",0.0],["2025-04-01T06:30Z",0.0],["2025-04-01T07:00Z",0.0],["2025-04-01T07:30Z",0.0],["2025-04-01T08:00Z",0.0],["2025-04-01T08:30Z",0.0],["2025-04-01T09:00Z",0.0],["2025-04-01T09:30Z",0.0],["2025-04-01T10:00Z",0.0],["2025-04-01T10:30Z",0.0],["2025-04-01T11:00Z",0.0],["2025-04-01T11:30Z",0.0],["2025-04-01T12:00Z",0.0],["2025-04-01T12:30Z",0.0],["2025-04-01T13:00Z",0.0],["2025-04-01T13:30Z",0.0],["2025-04-01T14:00Z",0.0],["2025-04-01T14:30Z",0.0],["2025-04-01T15:00Z",0.0],["2025-04-01T15:30Z",0.0],["2025-04-01T16:00Z",0.0],["2025-04-01T16:30Z",0.0],["2025-04-01T17:00Z",0.0],["2025-04-01T17:30Z",0.0],["2025-04-01T18:00Z",0.0],["2025-04-01T18:30Z",0.0],["2025-04-01T19:00Z",0.0],["2025-04-01T19:30Z",0.0],["2025-04-01T20:00Z",0.0],["2025-04-01T20:30Z",0.0],["2025-04-01T21:00Z",0.0],["2025-04-01T21:30Z",0.0],["2025-04-01T22:00Z",0.0],["2025-04-01T22:30Z",0.0],["2025-04-01T23:00Z",0.0],["2025-04-01T23:30Z",0.0],["2025-04-02T00:00Z",0.0],["2025-04-02T00:30Z",0.0],["2025-04-02T01:00Z",0.0],["2025-04-02T01:30Z",0.0],["2025-04-02T02:00Z",0.0],["2025-04-02T02:30Z",0.0],["2025-04-02T03:00Z",0.0],["2025-04-02T03:30Z",0.0],["2025-04-02T04:00Z",0.0],["2025-04-02T04:30Z",0.0],["2025-04-02T05:00Z",0.0],["2025-04-02T05:30Z",0.0],["2025-04-02T06:00Z",0.0],["2025-04-02T06:30Z",0.0],["2025-04-02T07:00Z",0.0],["2025-04-02T07:30Z",0.0],["2025-04-02T08:00Z",0.0],["2025-04-02T08:30Z",0.0],["2025-04-02T09:00Z",0.0],["2025-04-02T09:30Z",0.0],["2025-04-02T10:00Z",0.0],["2025-04-02T10:30Z",0.0],["2025-04-02T11:00Z",0.0],["2025-04-02T11:30Z",0.0],["2025-04-02T12:00Z",0.0],["2025-04-02T12:30Z",0.0],["2025-04-02T13:00Z",0.0],["2025-04-02T13:30Z",0.0],["2025-04-02T14:00Z",0.0],["2025-04-02T14:30Z",0.0],["2025-04-02T15:00Z",0.0],["2025-04-02T15:30Z",0.0],["2025-04-02T16:00Z",0.0],["2025-04-02T16:30Z",0.0],["2025-04-02T17:00Z",0.0],["2025-04-02T17:30Z",0.0],["2025-04-02T18:00Z",0.0],["2025-04-02T18:30Z",0.0],["2025-04-02T19:00Z",0.0],["2025-04-02T19:30Z",0.001],["2025-04-02T20:00Z",0.012],["2025-04-02T20:30Z",0.089],["2025-04-02T21:00Z",0.167],["2025-04-02T21:30Z",0.18],["2025-04-02T22:00Z",0.176],["2025-04-02T22:30Z",0.172],["2025-04-02T23:00Z",0.169],["2025-04-02T23:30Z",0.167],["2025-04-03T00:00Z",0.165],["2025-04-03T00:30Z",0.165],["2025-04-03T01:00Z",0.165],["2025-04-03T01:30Z",0.165],["2025-04-03T02:00Z",0.165],["2025-04-03T02:30Z",0.165],["2025-04-03T03:00Z",0.165],["2025-04-03T03:30Z",0.165],["2025-04-03T04:00Z",0.165],["2025-04-03T04:30Z",0.165],["2025-04-03T05:00Z",0.165],["2025-04-03T05:30Z",0.165],["2025-04-03T06:00Z",0.165],["2025-04-03T06:30Z",0.165],["2025-04-03T07:00Z",0.165],["2025-04-03T07:30Z",0.165],["2025-04-03T08:00Z",0.165],["2025-04-03T08:30Z",0.165],["2025-04-03T09:00Z",0.165],["2025-04-03T09:30Z",0.165],["2025-04-03T10:00Z",0.165],["2025-04-03T10:30Z",0.165],["2025-04-03T11:00Z",0.165],["2025-04-03T11:30Z",0.165],["2025-04-03T12:00Z",0.165],["2025-04-03T12:30Z",0.165],["2025-04-03T13:00Z",0.165],["2025-04-03T13:30Z",0.165],["2025-04-03T14:00Z",0.165],["2025-04-03T14:30Z",0.165],["2025-04-03T15:00Z",0.165],["2025-04-03T15:30Z",0.166],["2025-04-03T16:00Z",0.166],["2025-04-03T16:30Z",0.166],["2025-04-03T17:00Z",0.166],["2025-04-03T17:30Z",0.166],["2025-04-03T18:00Z",0.166],["2025-04-03T18:30Z",0.166],["2025-04-03T19:00Z",0.166],["2025-04-03T19:30Z",0.166],["2025-04-03T20:00Z",0.166],["2025-04-03T20:30Z",0.166],["2025-04-03T21:00Z",0.166],["2025-04-03T21:30Z",0.167],["2025-04-03T22:00Z",0.167],["2025-04-03T22:30Z",0.168],["2025-04-03T23:00Z",0.168],["2025-04-03T23:30Z",0.168],["2025-04-04T00:00Z",0.168],["2025-04-04T00:30Z",0.168],["2025-04-04T01:00Z",0.168],["2025-04-04T01:30Z",0.168],["2025-04-04T02:00Z",0.168],["2025-04-04T02:30Z",0.168],["2025-04-04T03:00Z",0.169],["2025-04-04T03:30Z",0.169],["2025-04-04T04:00Z",0.169],["2025-04-04T04:30Z",0.169],["2025-04-04T05:00Z",0.169],["2025-04-04T05:30Z",0.169],["2025-04-04T06:00Z",0.169],["2025-04-04T06:30Z",0.169],["2025-04-04T07:00Z",0.169],["2025-04-04T07:30Z",0.169],["2025-04-04T08:00Z",0.169],["2025-04-04T08:30Z",0.169],["2025-04-04T09:00Z",0.169],["2025-04-04T09:30Z",0.169],["2025-04-04T10:00Z",0.169],["2025-04-04T10:30Z",0.169],["2025-04-04T11:00Z",0.169],["2025-04-04T11:30Z",0.169],["2025-04-04T12:00Z",0.169],["2025-04-04T12:30Z",0.172],["2025-04-04T13:00Z",0.174],["2025-04-04T13:30Z",0.177],["2025-04-04T14:00Z",0.18],["2025-04-04T14:30Z",0.182],["2025-04-04T15:00Z",0.184],["2025-04-04T15:30Z",0.185],["2025-04-04T16:00Z",0.186],["2025-04-04T16:30Z",0.186],["2025-04-04T17:00Z",0.186],["2025-04-04T17:30Z",0.187],["2025-04-04T18:00Z",0.188],["2025-04-04T18:30Z",0.191],["2025-04-04T19:00Z",0.194],["2025-04-04T19:30Z",0.203],["2025-04-04T20:00Z",0.22],["2025-04-04T20:30Z",0.261],["2025-04-04T21:00Z",0.315],["2025-04-04T21:30Z",0.404],["2025-04-04T22:00Z",0.506],["2025-04-04T22:30Z",0.588],["2025-04-04T23:00Z",0.658],["2025-04-04T23:30Z",0.774],["2025-04-05T00:00Z",0.919],["2025-04-05T00:30Z",0.916],["2025-04-05T01:00Z",0.898],["2025-04-05T01:30Z",1.106],["2025-04-05T02:00Z",2.668],["2025-04-05T02:30Z",3.662],["2025-04-05T03:00Z",4.086],["2025-04-05T03:30Z",4.566],["2025-04-05T04:00Z",4.387],["2025-04-05T04:30Z",4.09],["2025-04-05T05:00Z",3.865],["2025-04-05T05:30Z",3.711],["2025-04-05T06:00Z",3.566],["2025-04-05T06:30Z",3.447],["2025-04-05T07:00Z",3.359],["2025-04-05T07:30Z",3.312],["2025-04-05T08:00Z",3.328],["2025-04-05T08:30Z",3.514],["2025-04-05T09:00Z",3.531],["2025-04-05T09:30Z",3.779],["2025-04-05T10:00Z",3.852],["2025-04-05T10:30Z",3.703],["2025-04-05T11:00Z",3.625],["2025-04-05T11:30Z",3.588],["2025-04-05T12:00Z",3.518],["2025-04-05T12:30Z",3.539],["2025-04-05T13:00Z",3.58],["2025-04-05T13:30Z",3.518],["2025-04-05T14:00Z",3.564],["2025-04-05T14:30Z",3.734],["2025-04-05T15:00Z",4.062],["2025-04-05T15:30Z",4.422],["2025-04-05T16:00Z",4.727],["2025-04-05T16:30Z",4.973],["2025-04-05T17:00Z",5.219],["2025-04-05T17:30Z",5.609],["2025-04-05T18:00Z",5.828],["2025-04-05T18:30Z",5.789],["2025-04-05T19:00Z",5.543],["2025-04-05T19:30Z",5.184],["2025-04-05T20:00Z",4.793],["2025-04-05T20:30Z",4.422],["2025-04-05T21:00Z",4.086],["2025-04-05T21:30Z",3.801],["2025-04-05T22:00Z",3.566],["2025-04-05T22:30Z",3.379],["2025-04-05T23:00Z",3.228],["2025-04-05T23:30Z",3.109],["2025-04-06T00:00Z",3.01],["2025-04-06T00:30Z",2.926],["2025-04-06T01:00Z",2.856],["2025-04-06T01:30Z",2.797],["2025-04-06T02:00Z",2.746],["2025-04-06T02:30Z",2.703],["2025-04-06T03:00Z",2.664],["2025-04-06T03:30Z",2.631],["2025-04-06T04:00Z",2.6],["2025-04-06T04:30Z",2.574],["2025-04-06T05:00Z",2.549],["2025-04-06T05:30Z",2.527],["2025-04-06T06:00Z",2.508],["2025-04-06T06:30Z",2.49],["2025-04-06T07:00Z",2.473],["2025-04-06T07:30Z",2.457],["2025-04-06T08:00Z",2.443],["2025-04-06T08:30Z",2.43],["2025-04-06T09:00Z",2.416],["2025-04-06T09:30Z",2.404],["2025-04-06T10:00Z",2.393],["2025-04-06T10:30Z",2.381],["2025-04-06T11:00Z",2.369],["2025-04-06T11:30Z",2.359],["2025-04-06T12:00Z",2.352],["2025-04-06T12:30Z",2.342],["2025-04-06T13:00Z",2.334],["2025-04-06T13:30Z",2.326],["2025-04-06T14:00Z",2.318],["2025-04-06T14:30Z",2.311],["2025-04-06T15:00Z",2.303],["2025-04-06T15:30Z",2.297],["2025-04-06T16:00Z",2.291],["2025-04-06T16:30Z",2.285],["2025-04-06T17:00Z",2.279],["2025-04-06T17:30Z",2.273],["2025-04-06T18:00Z",2.268],["2025-04-06T18:30Z",2.264],["2025-04-06T19:00Z",2.26],["2025-04-06T19:30Z",2.254],["2025-04-06T20:00Z",2.25],["2025-04-06T20:30Z",2.246],["2025-04-06T21:00Z",2.242],["2025-04-06T21:30Z",2.238],["2025-04-06T22:00Z",2.234],["2025-04-06T22:30Z",2.232],["2025-04-06T23:00Z",2.228],["2025-04-06T23:30Z",2.225],["2025-04-07T00:00Z",2.223],["2025-04-07T00:30Z",2.219],["2025-04-07T01:00Z",2.217],["2025-04-07T01:30Z",2.213],["2025-04-07T02:00Z",2.211],["2025-04-07T02:30Z",2.209],["2025-04-07T03:00Z",2.205],["2025-04-07T03:30Z",2.203],["2025-04-07T04:00Z",2.201],["2025-04-07T04:30Z",2.199],["2025-04-07T05:00Z",2.197],["2025-04-07T05:30Z",2.195],["2025-04-07T06:00Z",2.193],["2025-04-07T06:30Z",2.191],["2025-04-07T07:00Z",2.189],["2025-04-07T07:30Z",2.188],["2025-04-07T08:00Z",2.186],["2025-04-07T08:30Z",2.184],["2025-04-07T09:00Z",2.182],["2025-04-07T09:30Z",2.182],["2025-04-07T10:00Z",2.18],["2025-04-07T10:30Z",2.178],["2025-04-07T11:00Z",2.176],["2025-04-07T11:30Z",2.176],["2025-04-07T12:00Z",2.174],["2025-04-07T12:30Z",2.172],["2025-04-07T13:00Z",2.17],["2025-04-07T13:30Z",2.17],["2025-04-07T14:00Z",2.168],["2025-04-07T14:30Z",2.166],["2025-04-07T15:00Z",2.166],["2025-04-07T15:30Z",2.164],["2025-04-07T16:00Z",2.164],["2025-04-07T16:30Z",2.162],["2025-04-07T17:00Z",2.162],["2025-04-07T17:30Z",2.16],["2025-04-07T18:00Z",2.16],["2025-04-07T18:30Z",2.158],["2025-04-07T19:00Z",2.156],["2025-04-07T19:30Z",2.156],["2025-04-07T20:00Z",2.154],["2025-04-07T20:30Z",2.154],["2025-04-07T21:00Z",2.152],["2025-04-07T21:30Z",2.152],["2025-04-07T22:00Z",2.152],["2025-04-07T22:30Z",2.15],["2025-04-07T23:00Z",2.15],["2025-04-07T23:30Z",2.148],["2025-04-08T00:00Z",2.148],["2025-04-08T00:30Z",2.148],["2025-04-08T01:00Z",2.147],["2025-04-08T01:30Z",2.147],["2025-04-08T02:00Z",2.144],["2025-04-08T02:30Z",2.144],["2025-04-08T03:00Z",2.144],["2025-04-08T03:30Z",2.143],["2025-04-08T04:00Z",2.143],["2025-04-08T04:30Z",2.141],["2025-04-08T05:00Z",2.141],["2025-04-08T05:30Z",2.141],["2025-04-08T06:00Z",2.141],["2025-04-08T06:30Z",2.139],["2025-04-08T07:00Z",2.139],["2025-04-08T07:30Z",2.139],["2025-04-08T08:00Z",2.137],["2025-04-08T08:30Z",2.137],["2025-04-08T09:00Z",2.137],["2025-04-08T09:30Z",2.137],["2025-04-08T10:00Z",2.135],["2025-04-08T10:30Z",2.135],["2025-04-08T11:00Z",2.135],["2025-04-08T11:30Z",2.133],["2025-04-08T12:00Z",2.133],["2025-04-08T12:30Z",2.133],["2025-04-08T13:00Z",2.131],["2025-04-08T13:30Z",2.131],["2025-04-08T14:00Z",2.131],["2025-04-08T14:30Z",2.131],["2025-04-08T15:00Z",2.131],["2025-04-08T15:30Z",2.129],["2025-04-08T16:00Z",2.129],["2025-04-08T16:30Z",2.129],["2025-04-08T17:00Z",2.129],["2025-04-08T17:30Z",2.127],["2025-04-08T18:00Z",2.127],["2025-04-08T18:30Z",2.127],["2025-04-08T19:00Z",2.127],["2025-04-08T19:30Z",2.127],["2025-04-08T20:00Z",2.125],["2025-04-08T20:30Z",2.125],["2025-04-08T21:00Z",2.125],["2025-04-08T21:30Z",2.125],["2025-04-08T22:00Z",2.125],["2025-04-08T22:30Z",2.123],["2025-04-08T23:00Z",2.123],["2025-04-08T23:30Z",2.123],["2025-04-09T00:00Z",2.123]],"obs":[["2025-04-01T05:00Z",0.009],["2025-04-01T05:15Z",0.009],["2025-04-01T05:30Z",0.009],["2025-04-01T05:45Z",0.009],["2025-04-01T06:00Z",0.009],["2025-04-01T06:15Z",0.009],["2025-04-01T06:30Z",0.009],["2025-04-01T06:45Z",0.009],["2025-04-01T07:00Z",0.009],["2025-04-01T07:15Z",0.009],["2025-04-01T07:30Z",0.009],["2025-04-01T07:45Z",0.006],["2025-04-01T08:00Z",0.009],["2025-04-01T08:15Z",0.006],["2025-04-01T08:30Z",0.006],["2025-04-01T08:45Z",0.006],["2025-04-01T09:00Z",0.006],["2025-04-01T09:15Z",0.006],["2025-04-01T09:30Z",0.006],["2025-04-01T09:45Z",0.006],["2025-04-01T10:00Z",0.006],["2025-04-01T10:15Z",0.006],["2025-04-01T10:30Z",0.006],["2025-04-01T10:45Z",0.006],["2025-04-01T11:00Z",0.006],["2025-04-01T11:15Z",0.006],["2025-04-01T11:30Z",0.006],["2025-04-01T11:45Z",0.006],["2025-04-01T12:00Z",0.006],["2025-04-01T12:15Z",0.006],["2025-04-01T12:30Z",0.006],["2025-04-01T12:45Z",0.006],["2025-04-01T13:00Z",0.006],["2025-04-01T13:15Z",0.006],["2025-04-01T13:30Z",0.006],["2025-04-01T13:45Z",0.006],["2025-04-01T14:00Z",0.006],["2025-04-01T14:15Z",0.006],["2025-04-01T14:30Z",0.006],["2025-04-01T14:45Z",0.006],["2025-04-01T15:00Z",0.006],["2025-04-01T15:15Z",0.006],["2025-04-01T15:30Z",0.009],["2025-04-01T15:45Z",0.006],["2025-04-01T16:00Z",0.006],["2025-04-01T16:15Z",0.006],["2025-04-01T16:30Z",0.006],["2025-04-01T16:45Z",0.006],["2025-04-01T17:00Z",0.006],["2025-04-01T17:15Z",0.006],["2025-04-01T17:30Z",0.009],["2025-04-01T17:45Z",0.006],["2025-04-01T18:00Z",0.006],["2025-04-01T18:15Z",0.006],["2025-04-01T18:30Z",0.006],["2025-04-01T18:45Z",0.009],["2025-04-01T19:00Z",0.006],["2025-04-01T19:15Z",0.006],["2025-04-01T19:30Z",0.006],["2025-04-01T19:45Z",0.009],["2025-04-01T20:00Z",0.006],["2025-04-01T20:15Z",0.009],["2025-04-01T20:30Z",0.006],["2025-04-01T20:45Z",0.006],["2025-04-01T21:00Z",0.006],["2025-04-01T21:15Z",0.006],["2025-04-01T21:30Z",0.006],["2025-04-01T21:45Z",0.006],["2025-04-01T22:00Z",0.006],["2025-04-01T22:15Z",0.003],["2025-04-01T22:30Z",0.006],["2025-04-01T22:45Z",0.006],["2025-04-01T23:00Z",0.006],["2025-04-01T23:15Z",0.003],["2025-04-01T23:30Z",0.003],["2025-04-01T23:45Z",0.003],["2025-04-02T00:00Z",0.006],["2025-04-02T00:15Z",0.003],["2025-04-02T00:30Z",0.003],["2025-04-02T00:45Z",0.003],["2025-04-02T01:00Z",0.003],["2025-04-02T01:15Z",0.003],["2025-04-02T01:30Z",0.003],["2025-04-02T01:45Z",0.003],["2025-04-02T02:00Z",0.003],["2025-04-02T02:15Z",0.003],["2025-04-02T02:30Z",0.0],["2025-04-02T02:45Z",0.003],["2025-04-02T03:00Z",0.003],["2025-04-02T03:15Z",0.003],["2025-04-02T03:30Z",0.003],["2025-04-02T03:45Z",0.0],["2025-04-02T04:00Z",0.003],["2025-04-02T04:15Z",0.003],["2025-04-02T04:30Z",0.0],["2025-04-02T04:45Z",0.003],["2025-04-02T05:00Z",0.0],["2025-04-02T05:15Z",0.0],["2025-04-02T05:30Z",0.003],["2025-04-02T05:45Z",0.0],["2025-04-02T06:00Z",0.0],["2025-04-02T06:15Z",0.003],["2025-04-02T06:30Z",0.0],["2025-04-02T06:45Z",0.0],["2025-04-02T07:00Z",0.003],["2025-04-02T07:15Z",0.0],["2025-04-02T07:30Z",0.003],["2025-04-02T07:45Z",0.0],["2025-04-02T08:00Z",0.003],["2025-04-02T08:15Z",0.003],["2025-04-02T08:30Z",0.0],["2025-04-02T08:45Z",0.003],["2025-04-02T09:00Z",0.0],["2025-04-02T09:15Z",0.003],["2025-04-02T09:30Z",0.003],["2025-04-02T09:45Z",0.003],["2025-04-02T10:00Z",0.003],["2025-04-02T10:15Z",0.003],["2025-04-02T10:30Z",0.006],["2025-04-02T10:45Z",0.003],["2025-04-02T11:00Z",0.003],["2025-04-02T11:15Z",0.003],["2025-04-02T11:30Z",0.003],["2025-04-02T11:45Z",0.006],["2025-04-02T12:00Z",0.003],["2025-04-02T12:15Z",0.003],["2025-04-02T12:30Z",0.0],["2025-04-02T12:45Z",0.006],["2025-04-02T13:00Z",0.003],["2025-04-02T13:15Z",0.003],["2025-04-02T13:30Z",0.003],["2025-04-02T13:45Z",0.003],["2025-04-02T14:00Z",0.003],["2025-04-02T14:15Z",0.003],["2025-04-02T14:30Z",0.003],["2025-04-02T14:45Z",0.003],["2025-04-02T15:00Z",0.006],["2025-04-02T15:15Z",0.003],["2025-04-02T15:30Z",0.006],["2025-04-02T15:45Z",0.0],["2025-04-02T16:00Z",0.006],["2025-04-02T16:15Z",0.003],["2025-04-02T16:30Z",0.003],["2025-04-02T16:45Z",0.006],["2025-04-02T17:00Z",0.003],["2025-04-02T17:15Z",0.003],["2025-04-02T17:30Z",0.006],["2025-04-02T17:45Z",0.012],["2025-04-02T18:00Z",0.018],["2025-04-02T18:15Z",0.034],["2025-04-02T18:30Z",0.043],["2025-04-02T18:45Z",0.052],["2025-04-02T19:00Z",0.061],["2025-04-02T19:15Z",0.073],["2025-04-02T19:30Z",0.088],["2025-04-02T19:45Z",0.11],["2025-04-02T20:00Z",0.137],["2025-04-02T20:15Z",0.168],["2025-04-02T20:30Z",0.21],["2025-04-02T20:45Z",0.265],["2025-04-02T21:00Z",0.308],["2025-04-02T21:15Z",0.329],["2025-04-02T21:30Z",0.335],["2025-04-02T21:45Z",0.338],["2025-04-02T22:00Z",0.347],["2025-04-02T22:15Z",0.375],["2025-04-02T22:30Z",0.436],["2025-04-02T22:45Z",0.5],["2025-04-02T23:00Z",0.561],["2025-04-02T23:15Z",0.671],["2025-04-02T23:30Z",0.875],["2025-04-02T23:45Z",0.975],["2025-04-03T00:00Z",1.015],["2025-04-03T00:15Z",1.027],["2025-04-03T00:30Z",1.024],["2025-04-03T00:45Z",1.012],["2025-04-03T01:00Z",1.0],["2025-04-03T01:15Z",0.978],["2025-04-03T01:30Z",0.963],["2025-04-03T01:45Z",0.936],["2025-04-03T02:00Z",0.917],["2025-04-03T02:15Z",0.902],["2025-04-03T02:30Z",0.887],["2025-04-03T02:45Z",0.872],["2025-04-03T03:00Z",0.853],["2025-04-03T03:15Z",0.847],["2025-04-03T03:30Z",0.832],["2025-04-03T03:45Z",0.808],["2025-04-03T04:00Z",0.799],["2025-04-03T04:15Z",0.783],["2025-04-03T04:30Z",0.78],["2025-04-03T04:45Z",0.762],["2025-04-03T05:00Z",0.756],["2025-04-03T05:15Z",0.738],["2025-04-03T05:30Z",0.735],["2025-04-03T05:45Z",0.716],["2025-04-03T06:00Z",0.707],["2025-04-03T06:15Z",0.695],["2025-04-03T06:30Z",0.683],["2025-04-03T06:45Z",0.686],["2025-04-03T07:00Z",0.68],["2025-04-03T07:15Z",0.668],["2025-04-03T07:30Z",0.664],["2025-04-03T07:45Z",0.649],["2025-04-03T08:00Z",0.643],["2025-04-03T08:15Z",0.637],["2025-04-03T08:30Z",0.634],["2025-04-03T08:45Z",0.631],["2025-04-03T09:00Z",0.616],["2025-04-03T09:15Z",0.625],["2025-04-03T09:30Z",0.616],["2025-04-03T09:45Z",0.604],["2025-04-03T10:00Z",0.604],["2025-04-03T10:15Z",0.6],["2025-04-03T10:30Z",0.594],["2025-04-03T10:45Z",0.588],["2025-04-03T11:00Z",0.57],["2025-04-03T11:15Z",0.579],["2025-04-03T11:30Z",0.57],["2025-04-03T11:45Z",0.561],["2025-04-03T12:00Z",0.57],["2025-04-03T12:15Z",0.558],["2025-04-03T12:30Z",0.555],["2025-04-03T12:45Z",0.549],["2025-04-03T13:00Z",0.539],["2025-04-03T13:15Z",0.549],["2025-04-03T13:30Z",0.549],["2025-04-03T13:45Z",0.543],["2025-04-03T14:00Z",0.533],["2025-04-03T14:15Z",0.536],["2025-04-03T14:30Z",0.53],["2025-04-03T14:45Z",0.533],["2025-04-03T15:00Z",0.527],["2025-04-03T15:15Z",0.527],["2025-04-03T15:30Z",0.518],["2025-04-03T15:45Z",0.521],["2025-04-03T16:00Z",0.518],["2025-04-03T16:15Z",0.515],["2025-04-03T16:30Z",0.512],["2025-04-03T16:45Z",0.509],["2025-04-03T17:00Z",0.509],["2025-04-03T17:15Z",0.5],["2025-04-03T17:30Z",0.503],["2025-04-03T17:45Z",0.497],["2025-04-03T18:00Z",0.497],["2025-04-03T18:15Z",0.497],["2025-04-03T18:30Z",0.494],["2025-04-03T18:45Z",0.494],["2025-04-03T19:00Z",0.494],["2025-04-03T19:15Z",0.485],["2025-04-03T19:30Z",0.485],["2025-04-03T19:45Z",0.479],["2025-04-03T20:00Z",0.485],["2025-04-03T20:15Z",0.485],["2025-04-03T20:30Z",0.482],["2025-04-03T20:45Z",0.479],["2025-04-03T21:00Z",0.475],["2025-04-03T21:15Z",0.475],["2025-04-03T21:30Z",0.475],["2025-04-03T21:45Z",0.469],["2025-04-03T22:00Z",0.472],["2025-04-03T22:15Z",0.472],["2025-04-03T22:30Z",0.469],["2025-04-03T22:45Z",0.463],["2025-04-03T23:00Z",0.463],["2025-04-03T23:15Z",0.463],["2025-04-03T23:30Z",0.463],["2025-04-03T23:45Z",0.463],["2025-04-04T00:00Z",0.46],["2025-04-04T00:15Z",0.457],["2025-04-04T00:30Z",0.457],["2025-04-04T00:45Z",0.457],["2025-04-04T01:00Z",0.457],["2025-04-04T01:15Z",0.454],["2025-04-04T01:30Z",0.463],["2025-04-04T01:45Z",0.463],["2025-04-04T02:00Z",0.457],["2025-04-04T02:15Z",0.466],["2025-04-04T02:30Z",0.466],["2025-04-04T02:45Z",0.466],["2025-04-04T03:00Z",0.472],["2025-04-04T03:15Z",0.475],["2025-04-04T03:30Z",0.482],["2025-04-04T03:45Z",0.491],["2025-04-04T04:00Z",0.497],["2025-04-04T04:15Z",0.509],["2025-04-04T04:30Z",0.521],["2025-04-04T04:45Z",0.527],["2025-04-04T05:00Z",0.527],["2025-04-04T05:15Z",0.539],["2025-04-04T05:30Z",0.546],["2025-04-04T05:45Z",0.558],["2025-04-04T06:00Z",0.57],["2025-04-04T06:15Z",0.573],["2025-04-04T06:30Z",0.582],["2025-04-04T06:45Z",0.591],["2025-04-04T07:00Z",0.597],["2025-04-04T07:15Z",0.604],["2025-04-04T07:30Z",0.607],["2025-04-04T07:45Z",0.607],["2025-04-04T08:00Z",0.61],["2025-04-04T08:15Z",0.607],["2025-04-04T08:30Z",0.607],["2025-04-04T08:45Z",0.607],["2025-04-04T09:00Z",0.604],["2025-04-04T09:15Z",0.604],["2025-04-04T09:30Z",0.6],["2025-04-04T09:45Z",0.588],["2025-04-04T10:00Z",0.597],["2025-04-04T10:15Z",0.588],["2025-04-04T10:30Z",0.579],["2025-04-04T10:45Z",0.585],["2025-04-04T11:00Z",0.588],["2025-04-04T11:15Z",0.579],["2025-04-04T11:30Z",0.573],["2025-04-04T11:45Z",0.576],["2025-04-04T12:00Z",0.579],["2025-04-04T12:15Z",0.579],["2025-04-04T12:30Z",0.567],["2025-04-04T12:45Z",0.576],["2025-04-04T13:00Z",0.582],["2025-04-04T13:15Z",0.585],["2025-04-04T13:30Z",0.591],["2025-04-04T13:45Z",0.597],["2025-04-04T14:00Z",0.613],["2025-04-04T14:15Z",0.625],["2025-04-04T14:30Z",0.643],["2025-04-04T14:45Z",0.661],["2025-04-04T15:00Z",0.686],["2025-04-04T15:15Z",0.707],["2025-04-04T15:30Z",0.741],["2025-04-04T15:45Z",0.768],["2025-04-04T16:00Z",0.817],["2025-04-04T16:15Z",0.86],["2025-04-04T16:30Z",0.875],["2025-04-04T16:45Z",0.881],["2025-04-04T17:00Z",0.893],["2025-04-04T17:15Z",0.905],["2025-04-04T17:30Z",0.917],["2025-04-04T17:45Z",0.936],["2025-04-04T18:00Z",0.945],["2025-04-04T18:15Z",0.957],["2025-04-04T18:30Z",0.957],["2025-04-04T18:45Z",0.957],["2025-04-04T19:00Z",0.951],["2025-04-04T19:15Z",0.951],["2025-04-04T19:30Z",0.954],["2025-04-04T19:45Z",0.957],["2025-04-04T20:00Z",0.96],["2025-04-04T20:15Z",0.975],["2025-04-04T20:30Z",0.988],["2025-04-04T20:45Z",1.003],["2025-04-04T21:00Z",1.024],["2025-04-04T21:15Z",1.058],["2025-04-04T21:30Z",1.091],["2025-04-04T21:45Z",1.122],["2025-04-04T22:00Z",1.164],["2025-04-04T22:15Z",1.192],["2025-04-04T22:30Z",1.216],["2025-04-04T22:45Z",1.247],["2025-04-04T23:00Z",1.277],["2025-04-04T23:15Z",1.341],["2025-04-04T23:30Z",1.454],["2025-04-04T23:45Z",1.576],["2025-04-05T00:00Z",1.704],["2025-04-05T00:15Z",1.826],["2025-04-05T00:30Z",1.929],["2025-04-05T00:45Z",2.027],["2025-04-05T01:00Z",2.088],["2025-04-05T01:15Z",2.124],["2025-04-05T01:30Z",2.152],["2025-04-05T01:45Z",2.173],["2025-04-05T02:00Z",2.179],["2025-04-05T02:15Z",2.179],["2025-04-05T02:30Z",2.192],["2025-04-05T02:45Z",2.216],["2025-04-05T03:00Z",2.234],["2025-04-05T03:15Z",2.24],["2025-04-05T03:30Z",2.231],["2025-04-05T03:45Z",2.201],["2025-04-05T04:00Z",2.164],["2025-04-05T04:15Z",2.109],["2025-04-05T04:30Z",2.054],["2025-04-05T04:45Z",1.996],["2025-04-05T05:00Z",1.969],["2025-04-05T05:15Z",1.914],["2025-04-05T05:30Z",1.884],["2025-04-05T05:45Z",1.853],["2025-04-05T06:00Z",1.829],["2025-04-05T06:15Z",1.817],["2025-04-05T06:30Z",1.792],["2025-04-05T06:45Z",1.777],["2025-04-05T07:00Z",1.753],["2025-04-05T07:15Z",1.737],["2025-04-05T07:30Z",1.719],["2025-04-05T07:45Z",1.701],["2025-04-05T08:00Z",1.692],["2025-04-05T08:15Z",1.692],["2025-04-05T08:30Z",1.707],["2025-04-05T08:45Z",1.722],["2025-04-05T09:00Z",1.731],["2025-04-05T09:15Z",1.731],["2025-04-05T09:30Z",1.725],["2025-04-05T09:45Z",1.716],["2025-04-05T10:00Z",1.719],["2025-04-05T10:15Z",1.701],["2025-04-05T10:30Z",1.701],["2025-04-05T10:45Z",1.692],["2025-04-05T11:00Z",1.695],["2025-04-05T11:15Z",1.682],["2025-04-05T11:30Z",1.682],["2025-04-05T11:45Z",1.658],["2025-04-05T12:00Z",1.637],["2025-04-05T12:15Z",1.625],["2025-04-05T12:30Z",1.603],["2025-04-05T12:45Z",1.606],["2025-04-05T13:00Z",1.606],["2025-04-05T13:15Z",1.649],["2025-04-05T13:30Z",1.707],["2025-04-05T13:45Z",1.789],["2025-04-05T14:00Z",1.878],["2025-04-05T14:15Z",1.963],["2025-04-05T14:30Z",2.079],["2025-04-05T14:45Z",2.188],["2025-04-05T15:00Z",2.313],["2025-04-05T15:15Z",2.426],["2025-04-05T15:30Z",2.56],["2025-04-05T15:45Z",2.688],["2025-04-05T16:00Z",2.807],["2025-04-05T16:15Z",2.914],["2025-04-05T16:30Z",3.002],["2025-04-05T16:45Z",3.078],["2025-04-05T17:00Z",3.164],["2025-04-05T17:15Z",3.222],["2025-04-05T17:30Z",3.286],["2025-04-05T17:45Z",3.328],["2025-04-05T18:00Z",3.368],["2025-04-05T18:15Z",3.368],["2025-04-05T18:30Z",3.335],["2025-04-05T18:45Z",3.313],["2025-04-05T19:00Z",3.228],["2025-04-05T19:15Z",3.164],["2025-04-05T19:30Z",3.045],["2025-04-05T19:45Z",2.932],["2025-04-05T20:00Z",2.81],["2025-04-05T20:15Z",2.667],["2025-04-05T20:30Z",2.53],["2025-04-05T20:45Z",2.411],["2025-04-05T21:00Z",2.286],["2025-04-05T21:15Z",2.188],["2025-04-05T21:30Z",2.1],["2025-04-05T21:45Z",2.036],["2025-04-05T22:00Z",1.975],["2025-04-05T22:15Z",1.917],["2025-04-05T22:30Z",1.841],["2025-04-05T22:45Z",1.807],["2025-04-05T23:00Z",1.75],["2025-04-05T23:15Z",1.71],["2025-04-05T23:30Z",1.658],["2025-04-05T23:45Z",1.625],["2025-04-06T00:00Z",1.579],["2025-04-06T00:15Z",1.558],["2025-04-06T00:30Z",1.515],["2025-04-06T00:45Z",1.484],["2025-04-06T01:00Z",1.448],["2025-04-06T01:15Z",1.423],["2025-04-06T01:30Z",1.393],["2025-04-06T01:45Z",1.347],["2025-04-06T02:00Z",1.329],["2025-04-06T02:15Z",1.295],["2025-04-06T02:30Z",1.268],["2025-04-06T02:45Z",1.253],["2025-04-06T03:00Z",1.231],["2025-04-06T03:15Z",1.207],["2025-04-06T03:30Z",1.192],["2025-04-06T03:45Z",1.18],["2025-04-06T04:00Z",1.158],["2025-04-06T04:15Z",1.143],["2025-04-06T04:30Z",1.125],["2025-04-06T04:45Z",1.116],["2025-04-06T05:00Z",1.106],["2025-04-06T05:15Z",1.085],["2025-04-06T05:30Z",1.064],["2025-04-06T05:45Z",1.055],["2025-04-06T06:00Z",1.036],["2025-04-06T06:15Z",1.036],["2025-04-06T06:30Z",1.015],["2025-04-06T06:45Z",1.006],["2025-04-06T07:00Z",0.994],["2025-04-06T07:15Z",0.985],["2025-04-06T07:30Z",0.981],["2025-04-06T07:45Z",0.963],["2025-04-06T08:00Z",0.957],["2025-04-06T08:15Z",0.948],["2025-04-06T08:30Z",0.933],["2025-04-06T08:45Z",0.927],["2025-04-06T09:00Z",0.93],["2025-04-06T09:15Z",0.911],["2025-04-06T09:30Z",0.914],["2025-04-06T09:45Z",0.914],["2025-04-06T10:00Z",0.896],["2025-04-06T10:15Z",0.89],["2025-04-06T10:30Z",0.881],["2025-04-06T10:45Z",0.875],["2025-04-06T11:00Z",0.863],["2025-04-06T11:15Z",0.856],["2025-04-06T11:30Z",0.841],["2025-04-06T11:45Z",0.838],["2025-04-06T12:00Z",0.838],["2025-04-06T12:15Z",0.832],["2025-04-06T12:30Z",0.835],["2025-04-06T12:45Z",0.823],["2025-04-06T13:00Z",0.811],["2025-04-06T13:15Z",0.805],["2025-04-06T13:30Z",0.799],["2025-04-06T13:45Z",0.789],["2025-04-06T14:00Z",0.786],["2025-04-06T14:15Z",0.783],["2025-04-06T14:30Z",0.774],["2025-04-06T14:45Z",0.771],["2025-04-06T15:00Z",0.765],["2025-04-06T15:15Z",0.762],["2025-04-06T15:30Z",0.759],["2025-04-06T15:45Z",0.756],["2025-04-06T16:00Z",0.75],["2025-04-06T16:15Z",0.747],["2025-04-06T16:30Z",0.741],["2025-04-06T16:45Z",0.744],["2025-04-06T17:00Z",0.735],["2025-04-06T17:15Z",0.728],["2025-04-06T17:30Z",0.725],["2025-04-06T17:45Z",0.719],["2025-04-06T18:00Z",0.722],["2025-04-06T18:15Z",0.716],["2025-04-06T18:30Z",0.71],["2025-04-06T18:45Z",0.707],["2025-04-06T19:00Z",0.692],["2025-04-06T19:15Z",0.686],["2025-04-06T19:30Z",0.689],["2025-04-06T19:45Z",0.683],["2025-04-06T20:00Z",0.677],["2025-04-06T20:15Z",0.668],["2025-04-06T20:30Z",0.658],["2025-04-06T20:45Z",0.658],["2025-04-06T21:00Z",0.664],["2025-04-06T21:15Z",0.655],["2025-04-06T21:30Z",0.658],["2025-04-06T21:45Z",0.649],["2025-04-06T22:00Z",0.64],["2025-04-06T22:15Z",0.637],["2025-04-06T22:30Z",0.637],["2025-04-06T22:45Z",0.637],["2025-04-06T23:00Z",0.634],["2025-04-06T23:15Z",0.631],["2025-04-06T23:30Z",0.628],["2025-04-06T23:45Z",0.622],["2025-04-07T00:00Z",0.61],["2025-04-07T00:15Z",0.61],["2025-04-07T00:30Z",0.607],["2025-04-07T00:45Z",0.604],["2025-04-07T01:00Z",0.61],["2025-04-07T01:15Z",0.597],["2025-04-07T01:30Z",0.597],["2025-04-07T01:45Z",0.594],["2025-04-07T02:00Z",0.597],["2025-04-07T02:15Z",0.591],["2025-04-07T02:30Z",0.582],["2025-04-07T02:45Z",0.579],["2025-04-07T03:00Z",0.585],["2025-04-07T03:15Z",0.573],["2025-04-07T03:30Z",0.582],["2025-04-07T03:45Z",0.576],["2025-04-07T04:00Z",0.564],["2025-04-07T04:15Z",0.564],["2025-04-07T04:30Z",0.564],["2025-04-07T04:45Z",0.558],["2025-04-07T05:00Z",0.561],["2025-04-07T05:15Z",0.552],["2025-04-07T05:30Z",0.555],["2025-04-07T05:45Z",0.555],["2025-04-07T06:00Z",0.543],["2025-04-07T06:15Z",0.539],["2025-04-07T06:30Z",0.543],["2025-04-07T06:45Z",0.546],["2025-04-07T07:00Z",0.533],["2025-04-07T07:15Z",0.527],["2025-04-07T07:30Z",0.53],["2025-04-07T07:45Z",0.524],["2025-04-07T08:00Z",0.524],["2025-04-07T08:15Z",0.527],["2025-04-07T08:30Z",0.527],["2025-04-07T08:45Z",0.518],["2025-04-07T09:00Z",0.515],["2025-04-07T09:15Z",0.509],["2025-04-07T09:30Z",0.509],["2025-04-07T09:45Z",0.509],["2025-04-07T10:00Z",0.506],["2025-04-07T10:15Z",0.506],["2025-04-07T10:30Z",0.506],["2025-04-07T10:45Z",0.503],["2025-04-07T11:00Z",0.5],["2025-04-07T11:15Z",0.503],["2025-04-07T11:30Z",0.497],["2025-04-07T11:45Z",0.494],["2025-04-07T12:00Z",0.494],["2025-04-07T12:15Z",0.491],["2025-04-07T12:30Z",0.494],["2025-04-07T12:45Z",0.488],["2025-04-07T13:00Z",0.485],["2025-04-07T13:15Z",0.485],["2025-04-07T13:30Z",0.485],["2025-04-07T13:45Z",0.488],["2025-04-07T14:00Z",0.479],["2025-04-07T14:15Z",0.475],["2025-04-07T14:30Z",0.463],["2025-04-07T14:45Z",0.472],["2025-04-07T15:00Z",0.469],["2025-04-07T15:15Z",0.469],["2025-04-07T15:30Z",0.466],["2025-04-07T15:45Z",0.466],["2025-04-07T16:00Z",0.463],["2025-04-07T16:15Z",0.457],["2025-04-07T16:30Z",0.457],["2025-04-07T16:45Z",0.451],["2025-04-07T17:00Z",0.448],["2025-04-07T17:15Z",0.445],["2025-04-07T17:30Z",0.445],["2025-04-07T17:45Z",0.451],["2025-04-07T18:00Z",0.451],["2025-04-07T18:15Z",0.451],["2025-04-07T18:30Z",0.442],["2025-04-07T18:45Z",0.436],["2025-04-07T19:00Z",0.439],["2025-04-07T19:15Z",0.436],["2025-04-07T19:30Z",0.439],["2025-04-07T19:45Z",0.436],["2025-04-07T20:00Z",0.436],["2025-04-07T20:15Z",0.436],["2025-04-07T20:30Z",0.436],["2025-04-07T20:45Z",0.43],["2025-04-07T21:00Z",0.43],["2025-04-07T21:15Z",0.424],["2025-04-07T21:30Z",0.427],["2025-04-07T21:45Z",0.424],["2025-04-07T22:00Z",0.415],["2025-04-07T22:15Z",0.427],["2025-04-07T22:30Z",0.418],["2025-04-07T22:45Z",0.418],["2025-04-07T23:00Z",0.415],["2025-04-07T23:15Z",0.411],["2025-04-07T23:30Z",0.411],["2025-04-07T23:45Z",0.405],["2025-04-08T00:00Z",0.408],["2025-04-08T00:15Z",0.408],["2025-04-08T00:30Z",0.405],["2025-04-08T00:45Z",0.402],["2025-04-08T01:00Z",0.402],["2025-04-08T01:15Z",0.396],["2025-04-08T01:30Z",0.393],["2025-04-08T01:45Z",0.393],["2025-04-08T02:00Z",0.393],["2025-04-08T02:15Z",0.396],["2025-04-08T02:30Z",0.393],["2025-04-08T02:45Z",0.393],["2025-04-08T03:00Z",0.387],["2025-04-08T03:15Z",0.387],["2025-04-08T03:30Z",0.384],["2025-04-08T03:45Z",0.384],["2025-04-08T04:00Z",0.384],["2025-04-08T04:15Z",0.387],["2025-04-08T04:30Z",0.375],["2025-04-08T04:45Z",0.384],["2025-04-08T05:00Z",0.381],["2025-04-08T05:15Z",0.381],["2025-04-08T05:30Z",0.378],["2025-04-08T05:45Z",0.378],["2025-04-08T06:00Z",0.375],["2025-04-08T06:15Z",0.375],["2025-04-08T06:30Z",0.378],["2025-04-08T06:45Z",0.372],["2025-04-08T07:00Z",0.375],["2025-04-08T07:15Z",0.369],["2025-04-08T07:30Z",0.369],["2025-04-08T07:45Z",0.366],["2025-04-08T08:00Z",0.363],["2025-04-08T08:15Z",0.36],["2025-04-08T08:30Z",0.366],["2025-04-08T08:45Z",0.363],["2025-04-08T09:00Z",0.363],["2025-04-08T09:15Z",0.357],["2025-04-08T09:30Z",0.366],["2025-04-08T09:45Z",0.36],["2025-04-08T10:00Z",0.36],["2025-04-08T10:15Z",0.354],["2025-04-08T10:30Z",0.357],["2025-04-08T10:45Z",0.357],["2025-04-08T11:00Z",0.351],["2025-04-08T11:15Z",0.354],["2025-04-08T11:30Z",0.354],["2025-04-08T11:45Z",0.351],["2025-04-08T12:00Z",0.344],["2025-04-08T12:15Z",0.351],["2025-04-08T12:30Z",0.347],["2025-04-08T12:45Z",0.341],["2025-04-08T13:00Z",0.338],["2025-04-08T13:15Z",0.341],["2025-04-08T13:30Z",0.338],["2025-04-08T13:45Z",0.341],["2025-04-08T14:00Z",0.341],["2025-04-08T14:15Z",0.341],["2025-04-08T14:30Z",0.338],["2025-04-08T14:45Z",0.341],["2025-04-08T15:00Z",0.338],["2025-04-08T15:15Z",0.338],["2025-04-08T15:30Z",0.335],["2025-04-08T15:45Z",0.335],["2025-04-08T16:00Z",0.335],["2025-04-08T16:15Z",0.338],["2025-04-08T16:30Z",0.332],["2025-04-08T16:45Z",0.335],["2025-04-08T17:00Z",0.335],["2025-04-08T17:15Z",0.332],["2025-04-08T17:30Z",0.329],["2025-04-08T17:45Z",0.326],["2025-04-08T18:00Z",0.32],["2025-04-08T18:15Z",0.323],["2025-04-08T18:30Z",0.323],["2025-04-08T18:45Z",0.326],["2025-04-08T19:00Z",0.326],["2025-04-08T19:15Z",0.32],["2025-04-08T19:30Z",0.323],["2025-04-08T19:45Z",0.32],["2025-04-08T20:00Z",0.32],["2025-04-08T20:15Z",0.314],["2025-04-08T20:30Z",0.317],["2025-04-08T20:45Z",0.323],["2025-04-08T21:00Z",0.317],["2025-04-08T21:15Z",0.32],["2025-04-08T21:30Z",0.317],["2025-04-08T21:45Z",0.314],["2025-04-08T22:00Z",0.311],["2025-04-08T22:15Z",0.314],["2025-04-08T22:30Z",0.314],["2025-04-08T22:45Z",0.311],["2025-04-08T23:00Z",0.311],["2025-04-08T23:15Z",0.311],["2025-04-08T23:30Z",0.305],["2025-04-08T23:45Z",0.311],["2025-04-09T00:00Z",0.305]]}],"watershed":[[[-92.569528,36.217151],[-92.569748,36.217373],[-92.569894,36.217536],[-92.570104,36.217707],[-92.570272,36.217853],[-92.57045,36.217999],[-92.570575,36.218127],[-92.570764,36.218281],[-92.570921,36.218461],[-92.571099,36.218624],[-92.571341,36.218778],[-92.571572,36.218779],[-92.571773,36.218703],[-92.571994,36.218653],[-92.572216,36.218602],[-92.572395,36.218586],[-92.572595,36.218561],[-92.572816,36.218536],[-92.572996,36.218494],[-92.573154,36.218469],[-92.57328,36.218418],[-92.573407,36.218316],[-92.573608,36.218181],[-92.57384,36.218105],[-92.574135,36.218029],[-92.574494,36.217919],[-92.574747,36.217801],[-92.575011,36.217716],[-92.575359,36.217649],[-92.575654,36.217625],[-92.575907,36.217583],[-92.576118,36.217532],[-92.576381,36.217457],[-92.576645,36.217381],[-92.576972,36.217279],[-92.577236,36.217229],[-92.577584,36.217145],[-92.577889,36.217112],[-92.578152,36.217113],[-92.578563,36.217149],[-92.578963,36.217167],[-92.579226,36.217211],[-92.579478,36.217297],[-92.579688,36.217417],[-92.579835,36.217477],[-92.580056,36.217512],[-92.580288,36.21753],[-92.580499,36.217522],[-92.58073,36.217515],[-92.581015,36.217507],[-92.581225,36.217516],[-92.581467,36.217577],[-92.581688,36.217671],[-92.581898,36.217758],[-92.582119,36.217818],[-92.582319,36.217878],[-92.582561,36.217931],[-92.582845,36.217991],[-92.583192,36.218069],[-92.583465,36.218147],[-92.583728,36.218208],[-92.584023,36.218268],[-92.584401,36.218321],[-92.584728,36.218288],[-92.584981,36.218186],[-92.585245,36.218034],[-92.585404,36.217915],[-92.58551,36.217762],[-92.585627,36.217549],[-92.585702,36.217353],[-92.585777,36.217114],[-92.585862,36.216841],[-92.585948,36.216628],[-92.586044,36.216407],[-92.58615,36.21616],[-92.586288,36.215938],[-92.586384,36.215682],[-92.586449,36.215495],[-92.586545,36.215273],[-92.586609,36.215069],[-92.586716,36.214805],[-92.586769,36.2146],[-92.586833,36.214404],[-92.586887,36.214174],[-92.586921,36.213875],[-92.586922,36.213525],[-92.586913,36.213312],[-92.586914,36.213022],[-92.586926,36.212851],[-92.587042,36.212775],[-92.587295,36.212742],[-92.587485,36.212648],[-92.587707,36.212581],[-92.587938,36.212548],[-92.588086,36.21242],[-92.588329,36.212267],[-92.588572,36.212149],[-92.588815,36.212064],[-92.58911,36.212014],[-92.589436,36.212015],[-92.589731,36.211982],[-92.590005,36.21194],[-92.590259,36.211873],[-92.590501,36.211797],[-92.590733,36.211695],[-92.590934,36.211585],[-92.591092,36.21156],[-92.591345,36.211518],[-92.591577,36.211468],[-92.591809,36.211409],[-92.592051,36.211333],[-92.592389,36.211266],[-92.592737,36.211182],[-92.593053,36.211097],[-92.593359,36.210996],[-92.593549,36.210903],[-92.593845,36.210725],[-92.594014,36.210572],[-92.594141,36.210444],[-92.594268,36.210291],[-92.594406,36.210121],[-92.594586,36.209985],[-92.594765,36.209866],[-92.59504,36.209722],[-92.595346,36.209629],[-92.595578,36.209502],[-92.59581,36.209409],[-92.595968,36.209332],[-92.59619,36.209273],[-92.596422,36.209231],[-92.596643,36.209147],[-92.596823,36.209054],[-92.596971,36.208952],[-92.597087,36.208816],[-92.597225,36.208654],[-92.597341,36.208501],[-92.5975,36.208331],[-92.597638,36.208195],[-92.597744,36.208101],[-92.597912,36.20805],[-92.598165,36.208102],[-92.598215,36.208099],[-92.598428,36.208086],[-92.598671,36.208027],[-92.598861,36.207917],[-92.599093,36.207807],[-92.599304,36.207731],[-92.599609,36.207681],[-92.599862,36.20763],[-92.6002,36.207589],[-92.600558,36.207581],[-92.600789,36.207574],[-92.601021,36.207566],[-92.601242,36.207592],[-92.601357,36.207661],[-92.601483,36.207772],[-92.601557,36.207849],[-92.601661,36.207943],[-92.601756,36.208012],[-92.601924,36.208123],[-92.602092,36.208226],[-92.60226,36.208329],[-92.602406,36.208432],[-92.602585,36.208544],[-92.602785,36.208621],[-92.602984,36.208665],[-92.603142,36.208716],[-92.603278,36.208828],[-92.603436,36.20899],[-92.603624,36.209153],[-92.603771,36.20929],[-92.603928,36.209419],[-92.604075,36.209513],[-92.60418,36.209624],[-92.604327,36.209702],[-92.604516,36.209779],[-92.604695,36.209805],[-92.604947,36.209857],[-92.605189,36.209952],[-92.605357,36.21008],[-92.605483,36.210217],[-92.605661,36.210431],[-92.605786,36.210594],[-92.605922,36.210748],[-92.606142,36.210945],[-92.606289,36.211073],[-92.606436,36.211202],[-92.606604,36.211262],[-92.606783,36.211305],[-92.606983,36.211332],[-92.607214,36.211367],[-92.607435,36.211436],[-92.607571,36.211547],[-92.607708,36.211701],[-92.607833,36.211846],[-92.60798,36.212001],[-92.608127,36.212146],[-92.608294,36.212283],[-92.608441,36.212395],[-92.60862,36.212506],[-92.608788,36.212549],[-92.608956,36.212558],[-92.609114,36.212542],[-92.609325,36.212543],[-92.609557,36.21256],[-92.609767,36.212612],[-92.61003,36.212673],[-92.610388,36.212751],[-92.610661,36.212786],[-92.610977,36.212855],[-92.611261,36.21289],[-92.611534,36.212951],[-92.611755,36.213003],[-92.611976,36.213089],[-92.612176,36.213175],[-92.612459,36.213321],[-92.612648,36.213424],[-92.612848,36.213544],[-92.613058,36.213664],[-92.613184,36.213741],[-92.613383,36.213827],[-92.613583,36.213879],[-92.613825,36.213897],[-92.614099,36.213872],[-92.614447,36.213805],[-92.614827,36.213695],[-92.615122,36.213594],[-92.615354,36.213518],[-92.615523,36.213424],[-92.615671,36.213374],[-92.615892,36.213332],[-92.616208,36.213341],[-92.616545,36.213385],[-92.616808,36.21342],[-92.617039,36.213463],[-92.61726,36.213456],[-92.617545,36.213405],[-92.617745,36.213329],[-92.617988,36.213228],[-92.61822,36.213092],[-92.618421,36.212964],[-92.61859,36.212854],[-92.618791,36.212658],[-92.619055,36.212489],[-92.619351,36.212259],[-92.619573,36.212046],[-92.619869,36.211911],[-92.620164,36.211767],[-92.620597,36.211589],[-92.620818,36.211479],[-92.62104,36.211317],[-92.621252,36.211139],[-92.6214,36.211003],[-92.621612,36.21079],[-92.621813,36.210569],[-92.622162,36.210271],[-92.622447,36.21005],[-92.622775,36.20977],[-92.622975,36.209642],[-92.623239,36.209549],[-92.623481,36.209542],[-92.623776,36.209525],[-92.624061,36.209526],[-92.624169,36.209513],[-92.624324,36.209493],[-92.62464,36.209443],[-92.624872,36.209307],[-92.625052,36.209162],[-92.625242,36.209027],[-92.625506,36.208908],[-92.625696,36.208755],[-92.625866,36.208576],[-92.626035,36.208406],[-92.626204,36.208244],[-92.626426,36.208074],[-92.626637,36.207973],[-92.626943,36.207837],[-92.627186,36.20771],[-92.627524,36.207566],[-92.62783,36.207422],[-92.628019,36.207346],[-92.628105,36.207167],[-92.628116,36.206962],[-92.628117,36.206783],[-92.62816,36.206501],[-92.628183,36.206254],[-92.628216,36.205955],[-92.628258,36.205785],[-92.628301,36.205733],[-92.628478,36.205609],[-92.628677,36.205529],[-92.628837,36.205441],[-92.629007,36.20532],[-92.629126,36.205192],[-92.629207,36.205071],[-92.629227,36.204926],[-92.629218,36.204773],[-92.629179,36.204604],[-92.62913,36.204467],[-92.629091,36.20433],[-92.629101,36.204176],[-92.629122,36.204007],[-92.629163,36.203862],[-92.629243,36.203734],[-92.629323,36.203597],[-92.629413,36.203428],[-92.629484,36.203267],[-92.629494,36.203074],[-92.629535,36.202953],[-92.629605,36.202873],[-92.629755,36.202696],[-92.629924,36.202543],[-92.630114,36.202342],[-92.630234,36.202181],[-92.630434,36.202013],[-92.630584,36.201909],[-92.630803,36.201845],[-92.630972,36.201829],[-92.631151,36.201838],[-92.631359,36.201846],[-92.631586,36.201817],[-92.631598,36.201815],[-92.631797,36.201751],[-92.631967,36.201647],[-92.632137,36.201494],[-92.632296,36.201358],[-92.632496,36.201246],[-92.632695,36.201206],[-92.632963,36.201175],[-92.633212,36.201111],[-92.633461,36.201031],[-92.63373,36.200951],[-92.633999,36.200871],[-92.634218,36.200735],[-92.634487,36.200736],[-92.634705,36.200809],[-92.634943,36.200842],[-92.635222,36.200859],[-92.63555,36.200844],[-92.635809,36.200764],[-92.635948,36.200676],[-92.636029,36.200531],[-92.636059,36.200378],[-92.63609,36.200233],[-92.636091,36.200048],[-92.636101,36.199911],[-92.636112,36.199709],[-92.636162,36.19954],[-92.636233,36.199363],[-92.636353,36.199146],[-92.636493,36.198969],[-92.636693,36.198817],[-92.636932,36.198624],[-92.637032,36.198504],[-92.637093,36.198359],[-92.637063,36.19823],[-92.636925,36.198076],[-92.636756,36.197939],[-92.636539,36.197769],[-92.6364,36.197704],[-92.636251,36.197647],[-92.636072,36.19759],[-92.635874,36.197501],[-92.635616,36.197363],[-92.635437,36.197234],[-92.63519,36.197007],[-92.635062,36.196813],[-92.634993,36.196628],[-92.634974,36.196467],[-92.634985,36.196185],[-92.634996,36.195967],[-92.634997,36.195653],[-92.635018,36.195508],[-92.635059,36.195242],[-92.63506,36.194968],[-92.635111,36.194775],[-92.635201,36.194565],[-92.635272,36.194308],[-92.635373,36.194066],[-92.635413,36.193921],[-92.635434,36.193752],[-92.635454,36.193599],[-92.635445,36.193454],[-92.635396,36.193333],[-92.635307,36.19314],[-92.635268,36.19297],[-92.635408,36.192809],[-92.635508,36.192649],[-92.635618,36.192552],[-92.635758,36.192432],[-92.635888,36.192271],[-92.635978,36.192118],[-92.636068,36.191973],[-92.636129,36.191828],[-92.636209,36.191684],[-92.636249,36.191498],[-92.63629,36.191289],[-92.636311,36.191104],[-92.636312,36.190927],[-92.636293,36.190741],[-92.636313,36.190572],[-92.636295,36.190282],[-92.636286,36.19008],[-92.636247,36.189895],[-92.636218,36.189742],[-92.636149,36.189572],[-92.6361,36.189419],[-92.636041,36.189282],[-92.635972,36.189169],[-92.635903,36.189056],[-92.635794,36.188918],[-92.635735,36.188813],[-92.635686,36.188692],[-92.635647,36.188555],[-92.635628,36.188354],[-92.635649,36.188136],[-92.635669,36.187959],[-92.63572,36.187766],[-92.635771,36.1875],[-92.635802,36.187266],[-92.635852,36.187057],[-92.635943,36.186791],[-92.635984,36.186647],[-92.635984,36.186477],[-92.635945,36.186292],[-92.635897,36.186098],[-92.635858,36.185897],[-92.635769,36.185655],[-92.635661,36.185469],[-92.635592,36.185332],[-92.635464,36.18513],[-92.635335,36.184985],[-92.635266,36.184896],[-92.635207,36.184702],[-92.635109,36.184396],[-92.635021,36.184137],[-92.634873,36.183799],[-92.634795,36.183524],[-92.634747,36.183242],[-92.634718,36.183016],[-92.634669,36.182775],[-92.634601,36.182557],[-92.634492,36.182363],[-92.634413,36.182274],[-92.634315,36.182113],[-92.634266,36.181967],[-92.634197,36.18175],[-92.634129,36.181532],[-92.63407,36.181354],[-92.634021,36.181185],[-92.633942,36.180975],[-92.633903,36.180766],[-92.633884,36.18058],[-92.633885,36.180395],[-92.633837,36.180177],[-92.633778,36.180016],[-92.633749,36.179847],[-92.63374,36.179677],[-92.63374,36.179484],[-92.633801,36.179275],[-92.633901,36.179073],[-92.634051,36.178864],[-92.634211,36.178688],[-92.634421,36.178543],[-92.63461,36.178358],[-92.63481,36.178133],[-92.63498,36.177957],[-92.63519,36.177724],[-92.635469,36.177434],[-92.635789,36.177194],[-92.636019,36.176928],[-92.636228,36.176727],[-92.636468,36.176438],[-92.636688,36.176213],[-92.636907,36.176053],[-92.637156,36.175916],[-92.637336,36.175796],[-92.637466,36.175643],[-92.637596,36.175442],[-92.637696,36.175249],[-92.637856,36.17504],[-92.638066,36.174831],[-92.638275,36.17463],[-92.638405,36.174502],[-92.638575,36.174357],[-92.638784,36.174221],[-92.638934,36.174125],[-92.639235,36.17407],[-92.639574,36.174095],[-92.639927,36.174084],[-92.640339,36.174061],[-92.64078,36.174003],[-92.641163,36.173944],[-92.641546,36.173874],[-92.641885,36.173791],[-92.642194,36.173673],[-92.642445,36.173483],[-92.642563,36.173328],[-92.64277,36.173126],[-92.642962,36.17296],[-92.643272,36.17277],[-92.643611,36.172664],[-92.643818,36.172509],[-92.643966,36.172283],[-92.644011,36.171985],[-92.644028,36.171556],[-92.64406,36.171055],[-92.644134,36.170757],[-92.644416,36.170388],[-92.644726,36.170067],[-92.64508,36.169782],[-92.64542,36.169508],[-92.645657,36.169115],[-92.645923,36.168746],[-92.646131,36.168365],[-92.646309,36.16796],[-92.646591,36.167508],[-92.646828,36.167127],[-92.647109,36.166698],[-92.647391,36.166222],[-92.647657,36.165853],[-92.647938,36.165651],[-92.648129,36.165533],[-92.648527,36.165415],[-92.648954,36.16532],[-92.649352,36.165178],[-92.649691,36.165048],[-92.649971,36.164918],[-92.650236,36.164764],[-92.650782,36.164527],[-92.651179,36.164456],[-92.651679,36.164398],[-92.652165,36.164232],[-92.652519,36.164055],[-92.6528,36.163853],[-92.653036,36.163579],[-92.653228,36.163329],[-92.653362,36.163055],[-92.653334,36.162828],[-92.653231,36.162685],[-92.653129,36.16253],[-92.653027,36.162327],[-92.652925,36.162171],[-92.652749,36.162052],[-92.652646,36.161896],[-92.652559,36.161717],[-92.652427,36.161621],[-92.652251,36.161621],[-92.651956,36.161656],[-92.651706,36.161667],[-92.6515,36.161619],[-92.651324,36.161558],[-92.651104,36.16157],[-92.650897,36.161605],[-92.650706,36.16164],[-92.6505,36.161651],[-92.650265,36.161675],[-92.650029,36.161686],[-92.649809,36.161697],[-92.649632,36.161709],[-92.649411,36.16172],[-92.64922,36.161683],[-92.649,36.161635],[-92.64875,36.161527],[-92.648442,36.161431],[-92.648222,36.161382],[-92.64803,36.161346],[-92.64781,36.161381],[-92.647574,36.161392],[-92.647295,36.161368],[-92.647075,36.161248],[-92.646928,36.161128],[-92.646708,36.16102],[-92.646488,36.160984],[-92.646223,36.160911],[-92.64593,36.160839],[-92.645695,36.160719],[-92.645475,36.160515],[-92.645255,36.16036],[-92.645064,36.160264],[-92.644844,36.160192],[-92.644683,36.160072],[-92.644596,36.159845],[-92.644596,36.159792],[-92.644597,36.159618],[-92.64473,36.159428],[-92.644966,36.159333],[-92.645216,36.15925],[-92.645467,36.159108],[-92.645717,36.158942],[-92.645924,36.158811],[-92.646086,36.158681],[-92.646366,36.158538],[-92.646602,36.158372],[-92.646839,36.158206],[-92.64706,36.158015],[-92.647237,36.157789],[-92.6474,36.157575],[-92.647519,36.157325],[-92.647623,36.157123],[-92.647712,36.15692],[-92.647772,36.156658],[-92.647832,36.156384],[-92.647892,36.156098],[-92.647938,36.155788],[-92.647983,36.155585],[-92.648072,36.155323],[-92.648205,36.155133],[-92.648516,36.154835],[-92.648737,36.154609],[-92.648959,36.154407],[-92.649092,36.154241],[-92.649284,36.15405],[-92.649446,36.153848],[-92.64958,36.153586],[-92.649684,36.153348],[-92.649818,36.153086],[-92.649848,36.152812],[-92.649922,36.152669],[-92.650158,36.152574],[-92.650438,36.152527],[-92.650776,36.15248],[-92.65107,36.152481],[-92.65129,36.152589],[-92.651466,36.152685],[-92.651687,36.152757],[-92.651907,36.15277],[-92.652113,36.152735],[-92.652378,36.1527],[-92.652658,36.152665],[-92.652893,36.152653],[-92.653129,36.152618],[-92.653423,36.152488],[-92.653601,36.152298],[-92.653733,36.152191],[-92.65391,36.15212],[-92.654131,36.152061],[-92.654352,36.151942],[-92.654603,36.151824],[-92.654824,36.151705],[-92.655045,36.151574],[-92.655296,36.151384],[-92.655473,36.151182],[-92.655812,36.151028],[-92.656063,36.150909],[-92.65624,36.150791],[-92.656387,36.150624],[-92.65655,36.150434],[-92.656786,36.150196],[-92.657052,36.150018],[-92.657288,36.149923],[-92.657641,36.14984],[-92.65795,36.14971],[-92.65823,36.14958],[-92.658422,36.149401],[-92.658614,36.149235],[-92.658821,36.14908],[-92.659013,36.148926],[-92.659278,36.14876],[-92.659587,36.148653],[-92.659823,36.148463],[-92.660059,36.148333],[-92.660339,36.148298],[-92.660574,36.148286],[-92.660971,36.148347],[-92.661265,36.14836],[-92.661647,36.148397],[-92.662029,36.148446],[-92.662323,36.148494],[-92.662603,36.148483],[-92.662867,36.148448],[-92.663265,36.148389],[-92.663559,36.148271],[-92.663737,36.148081],[-92.663767,36.147902],[-92.663724,36.147711],[-92.66368,36.147532],[-92.663769,36.147305],[-92.663932,36.147163],[-92.664109,36.146937],[-92.664257,36.146782],[-92.664331,36.146639],[-92.66445,36.146413],[-92.66451,36.146139],[-92.66454,36.145876],[-92.664629,36.145686],[-92.664806,36.14565],[-92.664968,36.145639],[-92.6651,36.145604],[-92.665189,36.145497],[-92.665308,36.145246],[-92.665411,36.14502],[-92.665574,36.144794],[-92.665693,36.144591],[-92.665855,36.144449],[-92.666076,36.144402],[-92.666341,36.144367],[-92.666635,36.14432],[-92.666915,36.144273],[-92.667136,36.144154],[-92.66718,36.143999],[-92.667078,36.143808],[-92.666932,36.143629],[-92.666815,36.143473],[-92.666683,36.143354],[-92.666552,36.143175],[-92.66642,36.142983],[-92.666333,36.142768],[-92.66629,36.142542],[-92.666349,36.142339],[-92.666394,36.142184],[-92.666469,36.141874],[-92.666573,36.141636],[-92.666647,36.141422],[-92.666648,36.141207],[-92.666649,36.140933],[-92.666738,36.140778],[-92.66693,36.140719],[-92.667239,36.140684],[-92.667503,36.140649],[-92.667798,36.140578],[-92.66818,36.140472],[-92.668446,36.140353],[-92.668667,36.140223],[-92.668917,36.140152],[-92.669197,36.140105],[-92.66952,36.140118],[-92.669843,36.140178],[-92.670093,36.140274],[-92.670386,36.140442],[-92.670621,36.140574],[-92.670871,36.14067],[-92.671238,36.140802],[-92.671443,36.14091],[-92.671619,36.140946],[-92.671943,36.140971],[-92.672281,36.140924],[-92.67262,36.140818],[-92.673047,36.140664],[-92.673283,36.140486],[-92.67349,36.140272],[-92.673652,36.140165],[-92.67402,36.140082],[-92.674299,36.140023],[-92.674638,36.139929],[-92.674991,36.139822],[-92.675256,36.139716],[-92.675536,36.139573],[-92.675816,36.139503],[-92.676066,36.139444],[-92.676419,36.139457],[-92.676757,36.139481],[-92.677066,36.139506],[-92.677448,36.139531],[-92.677698,36.139579],[-92.677962,36.139675],[-92.67827,36.139819],[-92.678666,36.140023],[-92.678974,36.140227],[-92.679253,36.140394],[-92.679532,36.140526],[-92.67987,36.140682],[-92.680148,36.14085],[-92.680368,36.140994],[-92.680529,36.141197],[-92.680719,36.141472],[-92.680836,36.141651],[-92.680938,36.141878],[-92.681084,36.142141],[-92.681157,36.14232],[-92.681215,36.142523],[-92.681317,36.142738],[-92.681463,36.142905],[-92.681536,36.143156],[-92.681638,36.143335],[-92.681828,36.143562],[-92.682048,36.143753],[-92.682268,36.143933],[-92.682576,36.144172],[-92.682987,36.144305],[-92.68331,36.144389],[-92.683707,36.144461],[-92.68403,36.144498],[-92.684266,36.144463],[-92.684501,36.144404],[-92.684781,36.144285],[-92.685061,36.144179],[-92.685297,36.14406],[-92.685415,36.143905],[-92.685474,36.143739],[-92.685607,36.14362],[-92.685784,36.143525],[-92.685961,36.143382],[-92.686182,36.143287],[-92.686491,36.143288],[-92.686658,36.14326],[-92.68677,36.143241],[-92.687006,36.143194],[-92.687197,36.143123],[-92.687374,36.143028],[-92.687522,36.142909],[-92.687566,36.142778],[-92.687597,36.142563],[-92.687681,36.142364],[-92.687669,36.142192],[-92.687668,36.142184],[-92.68753,36.142015],[-92.687364,36.14188],[-92.687227,36.1417],[-92.6872,36.141542],[-92.687159,36.141374],[-92.687076,36.141239],[-92.686924,36.141104],[-92.686842,36.140957],[-92.686815,36.140755],[-92.686788,36.14053],[-92.686692,36.140373],[-92.686609,36.14026],[-92.686568,36.140069],[-92.686569,36.139912],[-92.686597,36.139766],[-92.686584,36.139541],[-92.686502,36.13935],[-92.68642,36.139148],[-92.68642,36.138975],[-92.686421,36.138957],[-92.686491,36.138743],[-92.686602,36.138508],[-92.686714,36.138295],[-92.686839,36.138082],[-92.687062,36.137835],[-92.687299,36.137532],[-92.687479,36.137342],[-92.687785,36.137073],[-92.688243,36.136771],[-92.688591,36.136514],[-92.68891,36.136312],[-92.68916,36.136099],[-92.689327,36.135909],[-92.689535,36.135718],[-92.689661,36.135539],[-92.689883,36.13545],[-92.690044,36.135348],[-92.690162,36.135181],[-92.69028,36.135027],[-92.690369,36.13486],[-92.69037,36.134669],[-92.690297,36.134514],[-92.690238,36.134406],[-92.690136,36.134179],[-92.690049,36.133976],[-92.69002,36.133797],[-92.69008,36.133535],[-92.690052,36.133249],[-92.690068,36.132867],[-92.690054,36.1327],[-92.689981,36.132521],[-92.689908,36.13239],[-92.689909,36.132199],[-92.68991,36.13196],[-92.689984,36.131734],[-92.690088,36.131567],[-92.690309,36.131365],[-92.690501,36.131211],[-92.690663,36.131044],[-92.690811,36.130865],[-92.690988,36.130639],[-92.691209,36.130521],[-92.691621,36.130426],[-92.69193,36.130463],[-92.692253,36.130464],[-92.692562,36.130417],[-92.692827,36.130346],[-92.693018,36.130382],[-92.69315,36.130466],[-92.693341,36.130633],[-92.693502,36.130837],[-92.693751,36.131076],[-92.693926,36.131243],[-92.694176,36.131435],[-92.694469,36.131543],[-92.694778,36.131603],[-92.695116,36.131687],[-92.695542,36.131736],[-92.696086,36.131773],[-92.696571,36.131751],[-92.696909,36.131692],[-92.697248,36.131645],[-92.697556,36.131646],[-92.697909,36.131671],[-92.698232,36.131767],[-92.698497,36.131875],[-92.69879,36.131935],[-92.699158,36.131936],[-92.69957,36.131902],[-92.699894,36.131807],[-92.700364,36.131701],[-92.70057,36.131689],[-92.700673,36.131833],[-92.700716,36.131976],[-92.700855,36.132159],[-92.701067,36.132454],[-92.701243,36.132681],[-92.701433,36.132836],[-92.701712,36.132921],[-92.702051,36.132933],[-92.70233,36.13291],[-92.702565,36.132875],[-92.702741,36.132983],[-92.702917,36.133114],[-92.703079,36.133186],[-92.703187,36.133219],[-92.70324,36.133235],[-92.703417,36.133211],[-92.703594,36.13308],[-92.703815,36.132914],[-92.704007,36.132795],[-92.704212,36.132784],[-92.704404,36.132796],[-92.704668,36.132785],[-92.704933,36.132714],[-92.705139,36.132619],[-92.705346,36.132464],[-92.705494,36.132262],[-92.705568,36.132155],[-92.705568,36.132036],[-92.70551,36.131904],[-92.705495,36.131761],[-92.705496,36.131606],[-92.705526,36.131403],[-92.705601,36.131177],[-92.705645,36.130962],[-92.705558,36.130819],[-92.705396,36.130711],[-92.705176,36.130615],[-92.704985,36.130519],[-92.704883,36.130424],[-92.704869,36.130257],[-92.704884,36.13009],[-92.704973,36.129875],[-92.705091,36.129697],[-92.705269,36.129494],[-92.705402,36.12934],[-92.705578,36.129209],[-92.705829,36.129066],[-92.706065,36.128936],[-92.706433,36.128794],[-92.706624,36.128639],[-92.706845,36.128544],[-92.707169,36.128485],[-92.707566,36.128451],[-92.70786,36.128439],[-92.708125,36.128428],[-92.708316,36.128476],[-92.708551,36.128608],[-92.708697,36.128751],[-92.708843,36.128943],[-92.708946,36.12911],[-92.709121,36.129337],[-92.709282,36.129588],[-92.709384,36.129815],[-92.709457,36.130006],[-92.709486,36.130173],[-92.70947,36.130375],[-92.709499,36.130554],[-92.709572,36.130686],[-92.709601,36.130757],[-92.709718,36.130901],[-92.709835,36.131056],[-92.709982,36.131188],[-92.710261,36.131236],[-92.710467,36.131141],[-92.710733,36.130963],[-92.710865,36.130832],[-92.711087,36.130618],[-92.711279,36.130416],[-92.711485,36.130178],[-92.711603,36.130059],[-92.711751,36.129999],[-92.712015,36.129904],[-92.712207,36.129857],[-92.712413,36.12975],[-92.712575,36.129608],[-92.712796,36.129537],[-92.713061,36.129513],[-92.713311,36.129538],[-92.71356,36.129586],[-92.713766,36.129599],[-92.714046,36.129587],[-92.714281,36.12954],[-92.71456,36.129541],[-92.71464,36.129535],[-92.714884,36.129518],[-92.715149,36.129518],[-92.715531,36.129543],[-92.715883,36.129592],[-92.716148,36.12964],[-92.716383,36.129688],[-92.716633,36.129784],[-92.716823,36.129832],[-92.717117,36.129905],[-92.717396,36.129965],[-92.717602,36.130013],[-92.717851,36.130181],[-92.718012,36.13036],[-92.718218,36.130527],[-92.718467,36.130695],[-92.71879,36.130791],[-92.719099,36.130875],[-92.719451,36.130948],[-92.719701,36.130925],[-92.719907,36.13083],[-92.719923,36.130687],[-92.719835,36.130543],[-92.719806,36.13034],[-92.719822,36.130126],[-92.719852,36.129947],[-92.720014,36.129804],[-92.720206,36.12965],[-92.720471,36.129495],[-92.720795,36.129365],[-92.721148,36.129258],[-92.721442,36.129175],[-92.72159,36.129056],[-92.721737,36.128866],[-92.721944,36.128747],[-92.722164,36.128688],[-92.722473,36.128677],[-92.722723,36.128773],[-92.722929,36.128773],[-92.723179,36.128702],[-92.723473,36.128643],[-92.723856,36.128585],[-92.724165,36.12849],[-92.724415,36.128395],[-92.724665,36.128336],[-92.725003,36.128325],[-92.725253,36.128385],[-92.725532,36.128445],[-92.7259,36.12847],[-92.726282,36.128554],[-92.726605,36.128639],[-92.726928,36.128687],[-92.727237,36.128688],[-92.727604,36.128701],[-92.727898,36.128797],[-92.728236,36.128833],[-92.72836,36.128803],[-92.728574,36.12875],[-92.728928,36.128656],[-92.72931,36.128514],[-92.729693,36.128347],[-92.729943,36.128324],[-92.730223,36.128253],[-92.730531,36.128254],[-92.730796,36.12829],[-92.731016,36.128303],[-92.731296,36.128351],[-92.731334,36.128334],[-92.731428,36.128292],[-92.731502,36.128125],[-92.731488,36.127934],[-92.731533,36.127779],[-92.731636,36.127672],[-92.731637,36.127541],[-92.731534,36.127421],[-92.731417,36.127302],[-92.731329,36.127146],[-92.731315,36.12692],[-92.731331,36.126669],[-92.731346,36.126419],[-92.731376,36.126252],[-92.731407,36.126014],[-92.731437,36.125763],[-92.731467,36.125525],[-92.731482,36.125358],[-92.7316,36.125191],[-92.731881,36.124965],[-92.732117,36.124751],[-92.732249,36.124608],[-92.732486,36.124299],[-92.732765,36.124216],[-92.733074,36.124252],[-92.733397,36.124324],[-92.73372,36.124373],[-92.734058,36.124386],[-92.734338,36.124386],[-92.734764,36.124423],[-92.735087,36.124435],[-92.735455,36.124472],[-92.73569,36.124496],[-92.736057,36.124533],[-92.736322,36.124486],[-92.736572,36.124451],[-92.736837,36.124487],[-92.737204,36.124547],[-92.737542,36.12462],[-92.73788,36.124656],[-92.738306,36.124681],[-92.738578,36.124691],[-92.738644,36.124694],[-92.739026,36.124659],[-92.739424,36.124588],[-92.739733,36.124481],[-92.739968,36.124351],[-92.740248,36.124304],[-92.740512,36.124412],[-92.740762,36.124508],[-92.740982,36.124639],[-92.741202,36.124771],[-92.741451,36.124903],[-92.741535,36.124982],[-92.741642,36.125082],[-92.741921,36.125059],[-92.74226,36.125024],[-92.742686,36.125025],[-92.742965,36.125049],[-92.743244,36.125097],[-92.743567,36.125193],[-92.743832,36.125349],[-92.74414,36.125362],[-92.744186,36.12535],[-92.744332,36.125314],[-92.744494,36.125195],[-92.744582,36.125029],[-92.744642,36.124814],[-92.744642,36.124683],[-92.744776,36.124349],[-92.744924,36.123908],[-92.745073,36.123503],[-92.745132,36.123312],[-92.745177,36.123122],[-92.745192,36.122883],[-92.745237,36.122657],[-92.745297,36.122406],[-92.745386,36.122156],[-92.745431,36.121858],[-92.745593,36.121703],[-92.745857,36.121727],[-92.745922,36.121734],[-92.746122,36.121752],[-92.746357,36.121717],[-92.746519,36.121622],[-92.746711,36.121443],[-92.746844,36.121264],[-92.747036,36.121026],[-92.747198,36.120884],[-92.747345,36.120729],[-92.747507,36.120681],[-92.747831,36.120634],[-92.748213,36.120587],[-92.748463,36.120516],[-92.748714,36.120362],[-92.748935,36.120183],[-92.749068,36.120029],[-92.74923,36.119838],[-92.749363,36.119707],[-92.749569,36.119624],[-92.749848,36.119577],[-92.750113,36.119554],[-92.750613,36.119555],[-92.750819,36.119531],[-92.750921,36.11952],[-92.75123,36.119485],[-92.751539,36.119473],[-92.751892,36.119498],[-92.7522,36.119522],[-92.752421,36.119594],[-92.752685,36.119655],[-92.753008,36.119703],[-92.753332,36.119692],[-92.753788,36.119669],[-92.754082,36.119693],[-92.754316,36.119849],[-92.754551,36.11998],[-92.754845,36.120053],[-92.755168,36.120053],[-92.755462,36.120018],[-92.755639,36.119911],[-92.755757,36.119756],[-92.755846,36.119566],[-92.755994,36.119399],[-92.756156,36.119304],[-92.75645,36.119209],[-92.756656,36.119138],[-92.756877,36.119055],[-92.757127,36.118984],[-92.757362,36.118877],[-92.757539,36.118722],[-92.757643,36.118544],[-92.757658,36.118365],[-92.757717,36.118162],[-92.757821,36.117912],[-92.757969,36.117614],[-92.758146,36.117209],[-92.75828,36.116947],[-92.758383,36.116744],[-92.758502,36.116482],[-92.758635,36.11616],[-92.758827,36.11591],[-92.758989,36.11572],[-92.759136,36.115577],[-92.759255,36.115398],[-92.75927,36.115255],[-92.759167,36.115076],[-92.75908,36.114909],[-92.759109,36.114754],[-92.759213,36.114599],[-92.759331,36.114384],[-92.759435,36.11417],[-92.759597,36.113896],[-92.759715,36.113658],[-92.759863,36.113491],[-92.760142,36.11348],[-92.760348,36.113528],[-92.760627,36.113528],[-92.760907,36.113493],[-92.761186,36.11341],[-92.761344,36.113336],[-92.761466,36.113279],[-92.761701,36.113149],[-92.762054,36.113149],[-92.762407,36.113246],[-92.762877,36.113366],[-92.763156,36.113402],[-92.763464,36.11345],[-92.763729,36.113487],[-92.76392,36.113582],[-92.764199,36.113678],[-92.764625,36.113787],[-92.764845,36.113715],[-92.765155,36.113513],[-92.765449,36.113359],[-92.765744,36.113204],[-92.766141,36.113074],[-92.766523,36.112991],[-92.766964,36.112968],[-92.767391,36.112969],[-92.767817,36.11291],[-92.768096,36.112875],[-92.768479,36.112852],[-92.768788,36.112793],[-92.769067,36.11277],[-92.769361,36.112877],[-92.769654,36.113057],[-92.770036,36.113177],[-92.77033,36.113225],[-92.770565,36.113297],[-92.770844,36.113262],[-92.771094,36.113143],[-92.771345,36.112989],[-92.771654,36.112858],[-92.771786,36.112715],[-92.771904,36.112584],[-92.772198,36.112561],[-92.772463,36.112549],[-92.772757,36.112431],[-92.772993,36.112252],[-92.773244,36.112038],[-92.773347,36.111895],[-92.773436,36.111693],[-92.773451,36.11149],[-92.773422,36.111311],[-92.773511,36.111204],[-92.773657,36.111264],[-92.773936,36.111359],[-92.77423,36.111432],[-92.774641,36.111564],[-92.774965,36.111624],[-92.775347,36.111684],[-92.775787,36.111733],[-92.776213,36.111817],[-92.776566,36.111877],[-92.776978,36.111878],[-92.77761,36.111843],[-92.778227,36.111773],[-92.778654,36.111666],[-92.778963,36.111572],[-92.779301,36.111536],[-92.77958,36.111549],[-92.779874,36.111609],[-92.780109,36.111669],[-92.780329,36.111729],[-92.78055,36.111837],[-92.78077,36.111885],[-92.781093,36.111957],[-92.781313,36.112029],[-92.781534,36.112125],[-92.781769,36.112233],[-92.781974,36.112329],[-92.782326,36.112496],[-92.782532,36.112532],[-92.782767,36.11258],[-92.782973,36.112617],[-92.783296,36.112701],[-92.783575,36.11282],[-92.783854,36.112952],[-92.784074,36.113084],[-92.784323,36.113227],[-92.784514,36.113383],[-92.784749,36.113526],[-92.784925,36.113682],[-92.785115,36.113873],[-92.785247,36.114016],[-92.785379,36.114171],[-92.785555,36.114315],[-92.785731,36.114399],[-92.785981,36.114423],[-92.786261,36.114364],[-92.786482,36.114233],[-92.786746,36.114138],[-92.787041,36.114007],[-92.787291,36.113877],[-92.787527,36.113698],[-92.787659,36.11371],[-92.787864,36.113782],[-92.788085,36.113795],[-92.788276,36.113747],[-92.788482,36.113628],[-92.788571,36.113414],[-92.788689,36.113259],[-92.78891,36.113188],[-92.789174,36.113164],[-92.789469,36.113117],[-92.789792,36.113058],[-92.790071,36.113047],[-92.79041,36.112952],[-92.790645,36.112869],[-92.790881,36.112786],[-92.791116,36.112691],[-92.791278,36.112584],[-92.791484,36.112512],[-92.791749,36.112465],[-92.792028,36.112525],[-92.792248,36.112585],[-92.792498,36.11261],[-92.792733,36.112598],[-92.792968,36.112551],[-92.793277,36.112516],[-92.793556,36.112552],[-92.793747,36.112683],[-92.793923,36.112851],[-92.794143,36.11297],[-92.794364,36.11303],[-92.794613,36.113043],[-92.794849,36.113031],[-92.795113,36.11302],[-92.795451,36.11302],[-92.795731,36.112997],[-92.796039,36.112974],[-92.796289,36.11301],[-92.796509,36.113106],[-92.79673,36.113285],[-92.79692,36.113452],[-92.797126,36.113608],[-92.797331,36.113823],[-92.797463,36.113894],[-92.797683,36.113907],[-92.797963,36.113847],[-92.798301,36.113788],[-92.79861,36.113765],[-92.79886,36.113801],[-92.799109,36.113885],[-92.799285,36.113969],[-92.799476,36.1141],[-92.799652,36.11428],[-92.799799,36.114495],[-92.799974,36.114722],[-92.800268,36.114865],[-92.800591,36.114937],[-92.800929,36.115045],[-92.801267,36.115093],[-92.801649,36.11507],[-92.801988,36.114975],[-92.802355,36.114964],[-92.802781,36.114977],[-92.803119,36.114977],[-92.803325,36.115025],[-92.803501,36.115157],[-92.803648,36.115312],[-92.803795,36.115408],[-92.804059,36.115504],[-92.804279,36.11554],[-92.804544,36.11554],[-92.804794,36.115505],[-92.805088,36.115505],[-92.805367,36.11553],[-92.805632,36.115566],[-92.805852,36.115578],[-92.806058,36.115566],[-92.806308,36.115615],[-92.806513,36.115663],[-92.80666,36.115746],[-92.80691,36.115771],[-92.806943,36.11576],[-92.807101,36.115711],[-92.807351,36.115628],[-92.807646,36.115521],[-92.807822,36.115402],[-92.807955,36.115271],[-92.808058,36.11514],[-92.808235,36.11495],[-92.808441,36.114878],[-92.808735,36.114855],[-92.809058,36.114844],[-92.809352,36.114928],[-92.80947,36.115023],[-92.809719,36.115238],[-92.809925,36.115346],[-92.810218,36.115358],[-92.810557,36.115347],[-92.810792,36.115324],[-92.811013,36.11524],[-92.811233,36.115121],[-92.811381,36.11499],[-92.811499,36.114812],[-92.811543,36.114645],[-92.811514,36.11449],[-92.81147,36.114335],[-92.811442,36.114108],[-92.811486,36.113893],[-92.81159,36.113691],[-92.811722,36.113524],[-92.811928,36.113477],[-92.812149,36.113429],[-92.812355,36.113406],[-92.812575,36.11343],[-92.812726,36.113437],[-92.812825,36.113442],[-92.813075,36.113359],[-92.81331,36.113252],[-92.813502,36.113133],[-92.813678,36.113026],[-92.813884,36.112967],[-92.814134,36.112931],[-92.814355,36.11292],[-92.814517,36.112813],[-92.814797,36.112598],[-92.814944,36.112444],[-92.815165,36.112301],[-92.815459,36.112313],[-92.815723,36.112349],[-92.815943,36.112445],[-92.816208,36.112505],[-92.816473,36.112494],[-92.816767,36.112423],[-92.817031,36.11234],[-92.817384,36.112245],[-92.818002,36.112126],[-92.818364,36.111986],[-92.81837,36.111984],[-92.818532,36.111793],[-92.818768,36.111543],[-92.818945,36.111329],[-92.819195,36.111067],[-92.819416,36.110793],[-92.819637,36.110531],[-92.8198,36.110233],[-92.819859,36.109923],[-92.819889,36.109636],[-92.81989,36.109386],[-92.819905,36.109159],[-92.819964,36.108921],[-92.820068,36.108682],[-92.820186,36.108384],[-92.82029,36.108063],[-92.820349,36.107741],[-92.820365,36.107466],[-92.820321,36.107204],[-92.820248,36.106965],[-92.820175,36.106691],[-92.820058,36.106369],[-92.819941,36.106201],[-92.819809,36.105987],[-92.819604,36.105772],[-92.81934,36.105652],[-92.819017,36.10558],[-92.818694,36.105436],[-92.818459,36.105352],[-92.818283,36.105233],[-92.818062,36.105054],[-92.81796,36.104827],[-92.817961,36.1046],[-92.818079,36.104338],[-92.818138,36.104076],[-92.818183,36.103837],[-92.818169,36.103599],[-92.81811,36.103408],[-92.818096,36.103145],[-92.818126,36.102883],[-92.818142,36.102621],[-92.818171,36.102406],[-92.818216,36.102203],[-92.818378,36.102072],[-92.818628,36.101977],[-92.818951,36.101954],[-92.819245,36.101978],[-92.819524,36.102074],[-92.819789,36.102218],[-92.820038,36.102361],[-92.820273,36.102457],[-92.820626,36.102517],[-92.820934,36.102494],[-92.821155,36.102482],[-92.821331,36.102518],[-92.821537,36.102542],[-92.821728,36.102578],[-92.821978,36.102567],[-92.822301,36.102591],[-92.822669,36.102508],[-92.823036,36.102425],[-92.823433,36.102426],[-92.823859,36.10251],[-92.824168,36.102618],[-92.824476,36.102773],[-92.824725,36.103036],[-92.824871,36.103322],[-92.825033,36.103573],[-92.825209,36.103752],[-92.825458,36.104003],[-92.825634,36.104254],[-92.825868,36.104433],[-92.826221,36.104553],[-92.826603,36.104697],[-92.826941,36.104757],[-92.827024,36.104759],[-92.827352,36.104769],[-92.827823,36.104698],[-92.82819,36.104627],[-92.828793,36.104413],[-92.829058,36.104306],[-92.829308,36.104199],[-92.829558,36.104176],[-92.829867,36.104212],[-92.830234,36.104237],[-92.830543,36.104309],[-92.830807,36.104333],[-92.831086,36.104297],[-92.831307,36.10419],[-92.831557,36.10406],[-92.831939,36.103989],[-92.832336,36.103989],[-92.832601,36.103942],[-92.832895,36.103775],[-92.833116,36.103608],[-92.833425,36.103478],[-92.833778,36.10343],[-92.834101,36.103395],[-92.834307,36.103324],[-92.834397,36.103235],[-92.834513,36.103121],[-92.834602,36.102919],[-92.834632,36.102704],[-92.834618,36.102466],[-92.834589,36.102275],[-92.834516,36.102084],[-92.834413,36.10194],[-92.834266,36.101773],[-92.834135,36.10157],[-92.834017,36.101344],[-92.833959,36.101117],[-92.833886,36.10089],[-92.833872,36.100687],[-92.833931,36.100485],[-92.834005,36.100187],[-92.83402,36.099984],[-92.834035,36.099793],[-92.834006,36.099566],[-92.833919,36.099364],[-92.833801,36.099208],[-92.833581,36.099053],[-92.833332,36.098874],[-92.833112,36.09873],[-92.832936,36.098551],[-92.832804,36.09836],[-92.832687,36.098193],[-92.832628,36.097978],[-92.832599,36.097728],[-92.832615,36.097525],[-92.83263,36.097322],[-92.832601,36.097155],[-92.832557,36.096964],[-92.832513,36.096738],[-92.832499,36.096535],[-92.832514,36.09638],[-92.832603,36.096237],[-92.83275,36.096094],[-92.832853,36.095891],[-92.832898,36.0957],[-92.833001,36.095486],[-92.833163,36.095307],[-92.833325,36.095164],[-92.833443,36.095033],[-92.833664,36.094783],[-92.833899,36.094593],[-92.834105,36.094509],[-92.834355,36.094438],[-92.834767,36.09426],[-92.835194,36.094105],[-92.835561,36.093915],[-92.835856,36.093784],[-92.836194,36.093785],[-92.836393,36.093812],[-92.836634,36.093845],[-92.836899,36.093702],[-92.837017,36.093428],[-92.837106,36.093058],[-92.837063,36.092796],[-92.836975,36.092533],[-92.836946,36.092307],[-92.837167,36.092069],[-92.837417,36.091854],[-92.837653,36.091699],[-92.837859,36.091545],[-92.838094,36.091318],[-92.838183,36.090949],[-92.838242,36.090746],[-92.838434,36.090651],[-92.838669,36.09052],[-92.838831,36.090401],[-92.838978,36.09027],[-92.839214,36.090091],[-92.839346,36.089901],[-92.839273,36.089734],[-92.839068,36.089602],[-92.838833,36.089483],[-92.838642,36.089327],[-92.838569,36.089232],[-92.83854,36.088981],[-92.83857,36.088731],[-92.838541,36.088445],[-92.838542,36.088194],[-92.838469,36.087979],[-92.838381,36.087872],[-92.838322,36.087645],[-92.838337,36.087526],[-92.838338,36.087347],[-92.838411,36.087216],[-92.838456,36.087001],[-92.838486,36.086751],[-92.838471,36.086572],[-92.838428,36.086405],[-92.83831,36.086285],[-92.838164,36.086166],[-92.838061,36.086011],[-92.837959,36.08576],[-92.837886,36.085474],[-92.837842,36.085211],[-92.837799,36.084985],[-92.837711,36.084639],[-92.837462,36.084603],[-92.837212,36.084638],[-92.837032,36.084617],[-92.837006,36.084614],[-92.836786,36.084518],[-92.836639,36.084339],[-92.836566,36.084136],[-92.836493,36.083921],[-92.836479,36.083731],[-92.836494,36.083516],[-92.836494,36.083301],[-92.836451,36.08311],[-92.836466,36.082991],[-92.836554,36.08286],[-92.836701,36.082693],[-92.836834,36.082443],[-92.836967,36.082228],[-92.837041,36.082002],[-92.837041,36.081751],[-92.837012,36.081596],[-92.837042,36.081274],[-92.837102,36.081024],[-92.83719,36.08069],[-92.837367,36.080571],[-92.837602,36.0805],[-92.837852,36.080441],[-92.838146,36.080345],[-92.838396,36.080274],[-92.838632,36.080108],[-92.838691,36.079905],[-92.838662,36.079619],[-92.83853,36.079499],[-92.838354,36.079344],[-92.838222,36.079224],[-92.838105,36.079045],[-92.83809,36.07889],[-92.838047,36.078759],[-92.837915,36.07864],[-92.837783,36.07846],[-92.837739,36.078282],[-92.837754,36.077995],[-92.83777,36.077709],[-92.837829,36.07753],[-92.837918,36.077256],[-92.837962,36.077089],[-92.837977,36.07691],[-92.837948,36.076707],[-92.837904,36.076505],[-92.837875,36.07629],[-92.837876,36.076111],[-92.837979,36.075873],[-92.838127,36.075563],[-92.838303,36.075396],[-92.838641,36.075325],[-92.838935,36.075361],[-92.839199,36.075433],[-92.839449,36.075529],[-92.839699,36.075648],[-92.839904,36.07566],[-92.840014,36.075637],[-92.840125,36.075613],[-92.840272,36.075506],[-92.840463,36.075446],[-92.840654,36.075399],[-92.840889,36.075328],[-92.841095,36.075257],[-92.841272,36.075149],[-92.841566,36.075078],[-92.841816,36.075019],[-92.842065,36.074948],[-92.842345,36.074841],[-92.842639,36.074734],[-92.842948,36.074543],[-92.843242,36.074448],[-92.84358,36.074377],[-92.843771,36.074234],[-92.843874,36.074056],[-92.843992,36.073901],[-92.844242,36.07377],[-92.844507,36.073639],[-92.844786,36.073472],[-92.845081,36.073318],[-92.845257,36.073043],[-92.845376,36.072722],[-92.845435,36.072304],[-92.845465,36.07203],[-92.845466,36.071636],[-92.845452,36.071255],[-92.845393,36.071052],[-92.845321,36.070718],[-92.845292,36.070467],[-92.845336,36.070288],[-92.84541,36.070038],[-92.845425,36.069811],[-92.845411,36.069633],[-92.845338,36.069394],[-92.845324,36.06912],[-92.845486,36.068941],[-92.845633,36.06875],[-92.845766,36.068548],[-92.845839,36.068369],[-92.845869,36.068142],[-92.845943,36.067856],[-92.845944,36.067653],[-92.845826,36.06751],[-92.84568,36.067367],[-92.845577,36.0672],[-92.845519,36.066985],[-92.845593,36.066794],[-92.845755,36.066603],[-92.845917,36.066437],[-92.846093,36.066234],[-92.846241,36.06596],[-92.846374,36.06571],[-92.846418,36.065483],[-92.846316,36.065304],[-92.846095,36.065173],[-92.845919,36.065077],[-92.845729,36.064898],[-92.845626,36.064731],[-92.845553,36.064587],[-92.845406,36.064444],[-92.845274,36.064313],[-92.845113,36.064158],[-92.845025,36.063967],[-92.845055,36.063776],[-92.845129,36.063549],[-92.845247,36.063371],[-92.845453,36.063275],[-92.845659,36.063204],[-92.84585,36.063073],[-92.845982,36.062918],[-92.846071,36.062787],[-92.846218,36.062608],[-92.846424,36.062513],[-92.846747,36.062478],[-92.846982,36.062454],[-92.847217,36.062395],[-92.847423,36.062264],[-92.847629,36.062097],[-92.847791,36.061895],[-92.84788,36.06168],[-92.84788,36.061525],[-92.847807,36.06131],[-92.847675,36.061096],[-92.847514,36.060869],[-92.847412,36.060654],[-92.847368,36.060463],[-92.847383,36.060224],[-92.84756,36.06001],[-92.847766,36.059891],[-92.848001,36.059736],[-92.848119,36.059557],[-92.848208,36.059271],[-92.848326,36.058973],[-92.848385,36.058783],[-92.848385,36.058556],[-92.848415,36.058329],[-92.848415,36.058162],[-92.848533,36.057996],[-92.848783,36.057912],[-92.849121,36.057805],[-92.849342,36.057722],[-92.849503,36.057615],[-92.849665,36.05746],[-92.849519,36.057281],[-92.849416,36.05715],[-92.849387,36.057019],[-92.849534,36.056911],[-92.849696,36.056804],[-92.849858,36.056661],[-92.850078,36.056411],[-92.850182,36.056173],[-92.850256,36.056006],[-92.850373,36.055827],[-92.850506,36.055672],[-92.850477,36.055553],[-92.850403,36.055457],[-92.850242,36.055326],[-92.850066,36.055218],[-92.849861,36.055111],[-92.849699,36.054896],[-92.849612,36.054753],[-92.849627,36.05461],[-92.849744,36.054479],[-92.849921,36.054359],[-92.850083,36.054181],[-92.8502,36.054074],[-92.850201,36.053895],[-92.850054,36.053692],[-92.849908,36.053453],[-92.849791,36.053298],[-92.849718,36.053095],[-92.849733,36.052856],[-92.84988,36.05263],[-92.850019,36.052404],[-92.850057,36.052344],[-92.850307,36.052106],[-92.850542,36.051999],[-92.850792,36.051904],[-92.851027,36.051808],[-92.851336,36.051618],[-92.851586,36.051416],[-92.851763,36.051284],[-92.85188,36.051165],[-92.851939,36.050975],[-92.852057,36.050712],[-92.852219,36.05045],[-92.852367,36.050176],[-92.85247,36.049961],[-92.852676,36.049723],[-92.852853,36.049568],[-92.853117,36.049426],[-92.853426,36.049271],[-92.853735,36.049104],[-92.853955,36.048926],[-92.854161,36.048747],[-92.854397,36.048688],[-92.854676,36.048676],[-92.85494,36.048712],[-92.855175,36.048784],[-92.85541,36.048868],[-92.855548,36.048919],[-92.855571,36.048928],[-92.855777,36.048904],[-92.856027,36.048821],[-92.856218,36.048702],[-92.856497,36.048559],[-92.856791,36.048452],[-92.857099,36.04844],[-92.857334,36.04856],[-92.857496,36.048656],[-92.857789,36.048751],[-92.858083,36.048811],[-92.858333,36.0488],[-92.858612,36.048693],[-92.858832,36.04855],[-92.858979,36.048383],[-92.859156,36.048168],[-92.859289,36.047954],[-92.859407,36.047704],[-92.85951,36.047608],[-92.859657,36.047585],[-92.859818,36.047609],[-92.860082,36.047657],[-92.860273,36.04774],[-92.86042,36.047931],[-92.860669,36.048087],[-92.860963,36.048147],[-92.861256,36.048159],[-92.861536,36.048135],[-92.861741,36.04804],[-92.861932,36.047909],[-92.862182,36.047755],[-92.862388,36.047671],[-92.862609,36.047648],[-92.862829,36.047636],[-92.862991,36.047505],[-92.863153,36.047314],[-92.8633,36.047136],[-92.863432,36.046993],[-92.863594,36.046802],[-92.863726,36.046659],[-92.86402,36.046516],[-92.864241,36.04654],[-92.864549,36.046624],[-92.864828,36.046732],[-92.865077,36.046827],[-92.865342,36.046864],[-92.865709,36.046888],[-92.866047,36.046864],[-92.866385,36.046793],[-92.866678,36.046746],[-92.866943,36.046686],[-92.867134,36.046699],[-92.867251,36.046782],[-92.867339,36.046925],[-92.867442,36.047093],[-92.867515,36.047224],[-92.867559,36.047367],[-92.867661,36.04751],[-92.867837,36.047677],[-92.868072,36.047845],[-92.868292,36.04794],[-92.868586,36.048012],[-92.868617,36.048017],[-92.868762,36.048036],[-92.868938,36.047977],[-92.869217,36.047917],[-92.869393,36.04793],[-92.869687,36.047966],[-92.869996,36.048026],[-92.870216,36.048074],[-92.870539,36.048098],[-92.870847,36.048134],[-92.871112,36.048134],[-92.871214,36.048129],[-92.871361,36.048123],[-92.871582,36.048075],[-92.871846,36.048052],[-92.872169,36.048028],[-92.872478,36.047957],[-92.872728,36.047874],[-92.872963,36.047731],[-92.873125,36.047612],[-92.873345,36.047564],[-92.873565,36.047529],[-92.87383,36.047445],[-92.87408,36.047398],[-92.8743,36.047446],[-92.874564,36.047494],[-92.874784,36.047578],[-92.875034,36.047673],[-92.875189,36.047742],[-92.875195,36.047745],[-92.875471,36.047859],[-92.875663,36.047937],[-92.876049,36.048005],[-92.876489,36.048005],[-92.876765,36.047927],[-92.876957,36.047827],[-92.877205,36.047704],[-92.877453,36.047637],[-92.877687,36.047649],[-92.877907,36.047649],[-92.87821,36.04756],[-92.878417,36.047504],[-92.878678,36.047549],[-92.878912,36.047627],[-92.879242,36.047773],[-92.879628,36.047896],[-92.880192,36.048042],[-92.880577,36.048143],[-92.880935,36.048166],[-92.88132,36.048155],[-92.881582,36.048211],[-92.881829,36.04839],[-92.882022,36.048581],[-92.8822,36.04876],[-92.882448,36.048939],[-92.882778,36.049073],[-92.883149,36.049197],[-92.883548,36.049286],[-92.88392,36.049343],[-92.884264,36.049376],[-92.884539,36.049366],[-92.884966,36.049299],[-92.885338,36.049277],[-92.885654,36.049311],[-92.88604,36.049367],[-92.886397,36.049479],[-92.886714,36.049658],[-92.886989,36.049781],[-92.887305,36.04986],[-92.887594,36.049905],[-92.887856,36.050006],[-92.888089,36.050129],[-92.888419,36.05033],[-92.888502,36.050487],[-92.888639,36.050711],[-92.888804,36.050923],[-92.889052,36.050991],[-92.889286,36.051091],[-92.889506,36.051159],[-92.889781,36.051237],[-92.890056,36.051304],[-92.890359,36.051372],[-92.890662,36.051428],[-92.890937,36.051439],[-92.891295,36.051417],[-92.891598,36.051306],[-92.891804,36.051138],[-92.891874,36.050948],[-92.892039,36.050747],[-92.892259,36.050569],[-92.892535,36.050491],[-92.892728,36.050491],[-92.892865,36.050558],[-92.892892,36.050692],[-92.892892,36.050871],[-92.89292,36.051039],[-92.892988,36.051173],[-92.893236,36.051207],[-92.893484,36.051218],[-92.89369,36.051274],[-92.89391,36.051286],[-92.894,36.051261],[-92.894117,36.05123],[-92.89431,36.051129],[-92.89453,36.051107],[-92.894846,36.051152],[-92.895122,36.051264],[-92.895438,36.051466],[-92.895658,36.051555],[-92.895851,36.051544],[-92.896071,36.051455],[-92.896236,36.051321],[-92.896416,36.051131],[-92.896512,36.050941],[-92.896581,36.050763],[-92.896678,36.050539],[-92.896719,36.050349],[-92.89672,36.050237],[-92.896692,36.050092],[-92.896692,36.049947],[-92.896775,36.049768],[-92.896913,36.049612],[-92.897175,36.049433],[-92.897354,36.04931],[-92.897533,36.049243],[-92.897767,36.049199],[-92.897987,36.049121],[-92.898222,36.048964],[-92.89847,36.048864],[-92.898662,36.048719],[-92.898745,36.04854],[-92.898828,36.048294],[-92.898883,36.048071],[-92.899035,36.047881],[-92.899228,36.047724],[-92.899366,36.047602],[-92.899435,36.047423],[-92.899573,36.047255],[-92.899779,36.047133],[-92.900041,36.047077],[-92.900399,36.047077],[-92.900715,36.0471],[-92.901128,36.047156],[-92.901527,36.047235],[-92.901816,36.047302],[-92.902036,36.047391],[-92.902229,36.047358],[-92.902289,36.047273],[-92.902339,36.047202],[-92.902367,36.046866],[-92.90245,36.046464],[-92.902575,36.046118],[-92.90274,36.045727],[-92.902934,36.045257],[-92.903141,36.044732],[-92.90321,36.044397],[-92.903224,36.044073],[-92.903417,36.043972],[-92.903747,36.04404],[-92.904187,36.044096],[-92.904477,36.044085],[-92.904834,36.044096],[-92.905178,36.044108],[-92.905495,36.044153],[-92.905908,36.04422],[-92.906321,36.044254],[-92.906637,36.044321],[-92.906857,36.044422],[-92.907008,36.044556],[-92.907132,36.044802],[-92.907173,36.044992],[-92.9072,36.045182],[-92.907242,36.045339],[-92.907324,36.045428],[-92.907448,36.045674],[-92.907571,36.045898],[-92.907653,36.046133],[-92.907653,36.046379],[-92.90746,36.046636],[-92.907267,36.046792],[-92.907088,36.046926],[-92.906881,36.047172],[-92.906922,36.047418],[-92.906964,36.04763],[-92.906936,36.04782],[-92.906825,36.047988],[-92.906825,36.048133],[-92.906949,36.048278],[-92.907059,36.048401],[-92.90721,36.048536],[-92.907499,36.048625],[-92.907829,36.048693],[-92.90805,36.04876],[-92.908325,36.048984],[-92.908448,36.049174],[-92.908641,36.049431],[-92.908764,36.049644],[-92.909012,36.049823],[-92.909287,36.049935],[-92.909672,36.050091],[-92.910058,36.050226],[-92.910388,36.05036],[-92.910704,36.050539],[-92.910993,36.050674],[-92.911337,36.050752],[-92.91164,36.050763],[-92.911943,36.050808],[-92.912218,36.05092],[-92.91252,36.051077],[-92.912782,36.051234],[-92.912988,36.051346],[-92.913291,36.051525],[-92.913456,36.051704],[-92.91369,36.051872],[-92.913937,36.051916],[-92.914024,36.051881],[-92.914185,36.051816],[-92.91424,36.051615],[-92.914406,36.051436],[-92.914585,36.051224],[-92.914819,36.051146],[-92.915067,36.051101],[-92.915342,36.051101],[-92.915686,36.051102],[-92.915728,36.051099],[-92.915989,36.05108],[-92.916209,36.051024],[-92.916499,36.050979],[-92.916801,36.050946],[-92.917022,36.051013],[-92.917242,36.051092],[-92.917517,36.051215],[-92.917765,36.051316],[-92.917957,36.05136],[-92.91837,36.051517],[-92.918604,36.051629],[-92.918838,36.051763],[-92.919127,36.051831],[-92.919333,36.051875],[-92.919526,36.05201],[-92.919677,36.052166],[-92.919938,36.052301],[-92.9202,36.052346],[-92.920503,36.052256],[-92.920737,36.052145],[-92.920957,36.052022],[-92.921205,36.051955],[-92.921618,36.051843],[-92.921935,36.051777],[-92.922279,36.051743],[-92.922596,36.051766],[-92.922816,36.051855],[-92.922995,36.051978],[-92.923146,36.052079],[-92.923297,36.052225],[-92.923366,36.052381],[-92.923448,36.052526],[-92.923544,36.052694],[-92.923696,36.052851],[-92.923916,36.052929],[-92.924205,36.052985],[-92.924521,36.053086],[-92.924797,36.05322],[-92.925168,36.053355],[-92.925416,36.0535],[-92.925608,36.053657],[-92.92587,36.053847],[-92.926145,36.053959],[-92.926392,36.054082],[-92.926585,36.054149],[-92.926833,36.054228],[-92.927094,36.054351],[-92.927328,36.054496],[-92.927548,36.054653],[-92.927823,36.054798],[-92.92814,36.054888],[-92.928525,36.054955],[-92.928856,36.055056],[-92.929365,36.055213],[-92.929778,36.055358],[-92.93019,36.05547],[-92.930645,36.055593],[-92.930892,36.055705],[-92.93125,36.055806],[-92.931525,36.055851],[-92.931759,36.055941],[-92.932007,36.056086],[-92.932241,36.056243],[-92.93253,36.056344],[-92.932874,36.056422],[-92.933232,36.0564],[-92.933493,36.056366],[-92.933686,36.0564],[-92.93392,36.056467],[-92.934264,36.056579],[-92.934636,36.056691],[-92.934911,36.056792],[-92.935159,36.056848],[-92.935365,36.056859],[-92.935764,36.056893],[-92.936122,36.056938],[-92.936398,36.05696],[-92.936742,36.057016],[-92.937031,36.057106],[-92.937375,36.057173],[-92.937705,36.057241],[-92.93798,36.057297],[-92.938187,36.05733],[-92.938421,36.05752],[-92.938558,36.05771],[-92.938737,36.057856],[-92.939026,36.058001],[-92.939315,36.05808],[-92.939618,36.058136],[-92.939907,36.058147],[-92.940182,36.058147],[-92.940444,36.05817],[-92.940829,36.058248],[-92.941228,36.058382],[-92.94171,36.058573],[-92.941889,36.058763],[-92.941875,36.058942],[-92.941765,36.059165],[-92.941585,36.059288],[-92.941338,36.059444],[-92.941186,36.059523],[-92.941007,36.059567],[-92.940952,36.059679],[-92.940952,36.059813],[-92.940924,36.059992],[-92.9408,36.060115],[-92.940649,36.060182],[-92.940401,36.060372],[-92.940235,36.060584],[-92.940222,36.060796],[-92.940304,36.060986],[-92.940414,36.06121],[-92.940428,36.061355],[-92.940414,36.061601],[-92.940496,36.061769],[-92.940703,36.061836],[-92.940868,36.06187],[-92.941005,36.061993],[-92.941129,36.062149],[-92.941212,36.06235],[-92.94117,36.062552],[-92.941074,36.062742],[-92.941005,36.06292],[-92.940949,36.06311],[-92.94088,36.063334],[-92.940756,36.063557],[-92.940618,36.06377],[-92.940398,36.06396],[-92.940095,36.064116],[-92.93982,36.064306],[-92.939599,36.064485],[-92.939516,36.064641],[-92.939489,36.064909],[-92.939502,36.065155],[-92.939571,36.065491],[-92.93975,36.065804],[-92.939928,36.066038],[-92.940052,36.066262],[-92.940162,36.066475],[-92.940217,36.066732],[-92.940203,36.066978],[-92.94023,36.06719],[-92.940382,36.06738],[-92.940602,36.067559],[-92.940739,36.067794],[-92.940877,36.068006],[-92.940959,36.068252],[-92.941028,36.068599],[-92.940986,36.068867],[-92.940959,36.069091],[-92.941261,36.069236],[-92.941454,36.069303],[-92.941743,36.069449],[-92.942018,36.069639],[-92.942307,36.06984],[-92.942569,36.070019],[-92.94294,36.070299],[-92.943188,36.070478],[-92.94345,36.070601],[-92.943656,36.070679],[-92.943821,36.070869],[-92.943903,36.071149],[-92.943958,36.071473],[-92.943931,36.071719],[-92.943848,36.071976],[-92.943765,36.072233],[-92.943724,36.072535],[-92.943778,36.072803],[-92.943875,36.073038],[-92.943971,36.073228],[-92.944026,36.073541],[-92.944026,36.073843],[-92.943957,36.074088],[-92.943956,36.074379],[-92.944135,36.074636],[-92.944465,36.074826],[-92.944686,36.074983],[-92.944809,36.075184],[-92.944919,36.075419],[-92.945029,36.075687],[-92.945057,36.0759],[-92.944974,36.076157],[-92.94496,36.076425],[-92.945098,36.076671],[-92.945304,36.076939],[-92.945538,36.07723],[-92.945758,36.07742],[-92.945951,36.077577],[-92.946074,36.077722],[-92.94624,36.077879],[-92.946487,36.077912],[-92.946804,36.077879],[-92.94719,36.077801],[-92.947438,36.077656],[-92.947768,36.077466],[-92.948057,36.077332],[-92.948443,36.077231],[-92.948966,36.07712],[-92.949338,36.077109],[-92.949848,36.077165],[-92.950182,36.077196],[-92.950206,36.077199],[-92.950591,36.077188],[-92.95099,36.077199],[-92.951459,36.077255],[-92.951872,36.077311],[-92.95223,36.077378],[-92.95267,36.077479],[-92.953014,36.077602],[-92.953317,36.077658],[-92.953579,36.077669],[-92.953723,36.07766],[-92.953923,36.077647],[-92.954295,36.077614],[-92.954694,36.077536],[-92.955011,36.077424],[-92.955342,36.077268],[-92.955617,36.077167],[-92.955892,36.0771],[-92.956113,36.077056],[-92.95636,36.077112],[-92.956663,36.077246],[-92.956939,36.07738],[-92.957145,36.077447],[-92.957379,36.077447],[-92.957668,36.077425],[-92.957944,36.077369],[-92.958288,36.077313],[-92.958797,36.077403],[-92.959211,36.077504],[-92.959637,36.077616],[-92.960202,36.077739],[-92.960656,36.077806],[-92.961083,36.077907],[-92.961482,36.077985],[-92.961826,36.078142],[-92.96206,36.078332],[-92.962349,36.078444],[-92.962735,36.078634],[-92.963244,36.078746],[-92.963809,36.078746],[-92.964208,36.078746],[-92.964676,36.078746],[-92.965227,36.078746],[-92.96575,36.078802],[-92.965957,36.078959],[-92.966329,36.078981],[-92.966673,36.078892],[-92.967086,36.078769],[-92.967361,36.07868],[-92.968064,36.078479],[-92.968601,36.078334],[-92.969138,36.078121],[-92.969703,36.077853],[-92.970198,36.077663],[-92.970515,36.077697],[-92.97079,36.07782],[-92.970942,36.078133],[-92.970983,36.078413],[-92.970942,36.078714],[-92.9709,36.07896],[-92.970872,36.079228],[-92.970817,36.079441],[-92.970776,36.07962],[-92.970707,36.079877],[-92.970583,36.080234],[-92.970555,36.080436],[-92.970569,36.080704],[-92.970624,36.080939],[-92.970707,36.081095],[-92.970872,36.081352],[-92.971037,36.081676],[-92.971174,36.081878],[-92.971326,36.082001],[-92.971574,36.082157],[-92.971808,36.082269],[-92.972056,36.082392],[-92.972317,36.082526],[-92.972524,36.082627],[-92.972785,36.082728],[-92.973129,36.082884],[-92.973419,36.083029],[-92.973598,36.08322],[-92.973653,36.083465],[-92.973666,36.083689],[-92.973721,36.08398],[-92.97379,36.084214],[-92.973831,36.084449],[-92.973886,36.08465],[-92.97401,36.084829],[-92.974106,36.084963],[-92.974313,36.08512],[-92.97452,36.085243],[-92.974767,36.085411],[-92.974988,36.085522],[-92.975235,36.085634],[-92.97547,36.085757],[-92.97569,36.085925],[-92.975827,36.086149],[-92.975827,36.086339],[-92.975758,36.086517],[-92.975621,36.086651],[-92.975414,36.086774],[-92.975235,36.086897],[-92.975097,36.087043],[-92.975015,36.087244],[-92.974959,36.087467],[-92.974835,36.087713],[-92.974684,36.087892],[-92.974532,36.088026],[-92.974312,36.088183],[-92.974133,36.08835],[-92.973913,36.088551],[-92.973651,36.088775],[-92.973444,36.089088],[-92.973334,36.089334],[-92.973251,36.089591],[-92.973168,36.089848],[-92.973044,36.09025],[-92.973017,36.090451],[-92.973058,36.090775],[-92.973072,36.091066],[-92.973058,36.091312],[-92.973044,36.091558],[-92.972989,36.091804],[-92.972892,36.092139],[-92.972754,36.09243],[-92.972603,36.092743],[-92.972506,36.093],[-92.97241,36.09329],[-92.9723,36.093469],[-92.97212,36.09367],[-92.972038,36.093838],[-92.972079,36.093983],[-92.972217,36.094106],[-92.972286,36.094252],[-92.972341,36.094486],[-92.972327,36.094766],[-92.97223,36.095012],[-92.972161,36.095235],[-92.97212,36.095459],[-92.972161,36.095716],[-92.97223,36.095917],[-92.972354,36.096018],[-92.972712,36.096174],[-92.973042,36.096286],[-92.973373,36.096353],[-92.973648,36.096465],[-92.973924,36.096599],[-92.974357,36.096607],[-92.974685,36.096621],[-92.974932,36.096768],[-92.975129,36.096968],[-92.975375,36.097194],[-92.975638,36.097408],[-92.976,36.097541],[-92.976361,36.097608],[-92.976723,36.097648],[-92.97715,36.097595],[-92.977594,36.097542],[-92.977972,36.097408],[-92.978415,36.097235],[-92.978728,36.096968],[-92.978925,36.096662],[-92.979155,36.096355],[-92.979369,36.096128],[-92.979813,36.095968],[-92.980174,36.095942],[-92.980536,36.095968],[-92.980864,36.095968],[-92.981193,36.095942],[-92.98167,36.095929],[-92.98208,36.095929],[-92.982475,36.095889],[-92.982853,36.095889],[-92.983494,36.095969],[-92.983888,36.095956],[-92.984184,36.096049],[-92.984578,36.096169],[-92.984907,36.096262],[-92.985219,36.096142],[-92.985498,36.095942],[-92.985712,36.095889],[-92.985991,36.095889],[-92.986484,36.095889],[-92.986813,36.095889],[-92.987257,36.095943],[-92.987717,36.095929],[-92.988062,36.095929],[-92.988555,36.095969],[-92.988966,36.095983],[-92.989344,36.096036],[-92.989672,36.096116],[-92.989952,36.096223],[-92.990165,36.096316],[-92.99033,36.096463],[-92.990527,36.096623],[-92.990757,36.096743],[-92.99102,36.096837],[-92.991431,36.09697],[-92.991891,36.09717],[-92.992269,36.09733],[-92.992614,36.09745],[-92.993025,36.09761],[-92.99337,36.09769],[-92.993715,36.09773],[-92.994158,36.09765],[-92.994619,36.097517],[-92.995046,36.09741],[-92.995391,36.097384],[-92.995818,36.097397],[-92.996213,36.097397],[-92.996459,36.09741],[-92.996854,36.09745],[-92.997248,36.09753],[-92.997358,36.097527],[-92.997659,36.097517],[-92.998135,36.097437],[-92.998563,36.09733],[-92.99899,36.097384],[-92.999368,36.09741],[-92.999549,36.09749],[-92.999631,36.097624],[-92.999894,36.09777],[-93.00019,36.097837],[-93.000568,36.097904],[-93.001093,36.098011],[-93.00134,36.098104],[-93.001636,36.098211],[-93.001931,36.098317],[-93.00226,36.098371],[-93.002523,36.098451],[-93.002901,36.098651],[-93.00318,36.098784],[-93.003295,36.098891],[-93.003263,36.098997],[-93.003164,36.099131],[-93.003016,36.099318],[-93.002934,36.099491],[-93.002885,36.099731],[-93.002934,36.099984],[-93.003082,36.100171],[-93.003411,36.100331],[-93.003591,36.100585],[-93.003851,36.100742],[-93.003854,36.100745],[-93.00415,36.100718],[-93.004495,36.100518],[-93.004791,36.100358],[-93.004972,36.100224],[-93.005251,36.100118],[-93.005531,36.100038],[-93.005793,36.100011],[-93.006034,36.099984],[-93.006219,36.099904],[-93.00659,36.099807],[-93.006808,36.099692],[-93.007092,36.099595],[-93.007408,36.099515],[-93.007833,36.099488],[-93.008138,36.099559],[-93.008433,36.099692],[-93.008651,36.099807],[-93.008749,36.099922],[-93.008815,36.100117],[-93.008782,36.10032],[-93.008684,36.100497],[-93.00864,36.100736],[-93.008629,36.100984],[-93.00864,36.101197],[-93.008673,36.101444],[-93.008706,36.101683],[-93.008891,36.102011],[-93.009098,36.102205],[-93.009426,36.102365],[-93.009753,36.102382],[-93.00988,36.102367],[-93.010124,36.102338],[-93.010538,36.10225],[-93.010887,36.102188],[-93.011247,36.102134],[-93.011705,36.102134],[-93.012098,36.102152],[-93.012359,36.102205],[-93.012676,36.1024],[-93.013047,36.102727],[-93.013297,36.102948],[-93.013527,36.103108],[-93.013908,36.103232],[-93.014377,36.103373],[-93.014792,36.103435],[-93.015272,36.103391],[-93.01561,36.103417],[-93.016035,36.103488],[-93.016428,36.103585],[-93.017017,36.103647],[-93.01754,36.103691],[-93.017854,36.103779],[-93.01827,36.104018],[-93.018801,36.104355],[-93.01905,36.104557],[-93.019299,36.104691],[-93.019581,36.104799],[-93.02003,36.104839],[-93.020445,36.104839],[-93.021026,36.104812],[-93.021424,36.104758],[-93.021856,36.104637],[-93.022238,36.104489],[-93.02252,36.10434],[-93.022802,36.104273],[-93.023134,36.104246],[-93.023367,36.10399],[-93.023566,36.103747],[-93.023815,36.103491],[-93.024113,36.103289],[-93.024512,36.103154],[-93.02501,36.102939],[-93.025475,36.10279],[-93.026222,36.102615],[-93.027052,36.102548],[-93.027716,36.102467],[-93.028214,36.102332],[-93.028745,36.102116],[-93.029177,36.101995],[-93.029475,36.101981],[-93.029791,36.102197],[-93.030156,36.102587],[-93.030505,36.102951],[-93.030788,36.103315],[-93.03092,36.103571],[-93.03102,36.103826],[-93.031253,36.104136],[-93.031585,36.104433],[-93.032033,36.104864],[-93.032415,36.105079],[-93.032814,36.105268],[-93.03308,36.105429],[-93.03308,36.105618],[-93.032947,36.105793],[-93.032781,36.106063],[-93.032681,36.106345],[-93.032698,36.106763],[-93.032765,36.10706],[-93.032765,36.107356],[-93.032699,36.107598],[-93.032584,36.107812],[-93.032559,36.107931],[-93.032574,36.108063],[-93.032633,36.10823],[-93.032589,36.108552],[-93.032486,36.108802],[-93.032383,36.109005],[-93.032295,36.109255],[-93.032222,36.109589],[-93.032192,36.109828],[-93.032119,36.110114],[-93.03206,36.110412],[-93.032046,36.110711],[-93.032046,36.111116],[-93.032065,36.111111],[-93.032296,36.111056],[-93.032575,36.110973],[-93.032987,36.11083],[-93.033207,36.110758],[-93.033707,36.110698],[-93.034104,36.11071],[-93.034309,36.110829],[-93.034603,36.110948],[-93.034824,36.111032],[-93.03503,36.111079],[-93.035294,36.111127],[-93.035603,36.111222],[-93.035941,36.111294],[-93.036176,36.111377],[-93.036412,36.111461],[-93.037029,36.11158],[-93.037382,36.111627],[-93.037661,36.111663],[-93.038367,36.111746],[-93.038705,36.111794],[-93.038999,36.111913],[-93.039293,36.112056],[-93.039572,36.112056],[-93.03994,36.112068],[-93.04041,36.11208],[-93.040704,36.112103],[-93.041072,36.112127],[-93.041439,36.112163],[-93.041777,36.112175],[-93.042174,36.112234],[-93.042556,36.112377],[-93.042939,36.112484],[-93.043262,36.112413],[-93.043703,36.112365],[-93.044144,36.112341],[-93.044482,36.112341],[-93.044908,36.112364],[-93.045423,36.112436],[-93.045893,36.112471],[-93.046275,36.112495],[-93.046747,36.112572],[-93.047144,36.112639],[-93.047445,36.112727],[-93.047759,36.112849],[-93.048115,36.112927],[-93.048402,36.11296],[-93.048799,36.112993],[-93.049127,36.113015],[-93.049414,36.113015],[-93.049742,36.112982],[-93.050057,36.11297],[-93.05033,36.11287],[-93.050659,36.11277],[-93.051151,36.112792],[-93.051534,36.112837],[-93.051999,36.112847],[-93.052273,36.112881],[-93.052656,36.112936],[-93.053066,36.112936],[-93.053394,36.112936],[-93.053668,36.112936],[-93.053928,36.11288],[-93.054201,36.112802],[-93.054543,36.112636],[-93.054748,36.112513],[-93.05509,36.112347],[-93.055431,36.112102],[-93.055718,36.111814],[-93.056019,36.111536],[-93.056224,36.111381],[-93.056443,36.111181],[-93.056812,36.110903],[-93.057031,36.11077],[-93.057359,36.110515],[-93.057564,36.110326],[-93.057673,36.110115],[-93.057744,36.109917],[-93.05773,36.109902],[-93.057764,36.109763],[-93.057816,36.109623],[-93.057867,36.109477],[-93.05791,36.109324],[-93.057978,36.109157],[-93.058012,36.109039],[-93.058038,36.108914],[-93.058072,36.108754],[-93.058115,36.108594],[-93.058158,36.108462],[-93.0582,36.108323],[-93.05826,36.108149],[-93.058363,36.108017],[-93.058569,36.107871],[-93.058817,36.107634],[-93.05898,36.10746],[-93.059151,36.107293],[-93.059288,36.107168],[-93.059459,36.107084],[-93.059631,36.107029],[-93.059768,36.10698],[-93.05993,36.10689],[-93.060127,36.106799],[-93.060388,36.106701],[-93.060419,36.106694],[-93.060573,36.10666],[-93.06071,36.106618],[-93.06089,36.106527],[-93.06107,36.106479],[-93.061293,36.106423],[-93.061498,36.10636],[-93.06167,36.106263],[-93.061884,36.106158],[-93.062081,36.106096],[-93.062398,36.105998],[-93.062732,36.105915],[-93.062946,36.105838],[-93.063263,36.105706],[-93.063623,36.105559],[-93.063863,36.105462],[-93.064171,36.105337],[-93.064411,36.105232],[-93.064685,36.105121],[-93.064899,36.105058],[-93.065062,36.105044],[-93.065225,36.105058],[-93.065396,36.105099],[-93.065516,36.105155],[-93.065671,36.105218],[-93.065816,36.105266],[-93.065979,36.105294],[-93.066211,36.105252],[-93.06639,36.105141],[-93.066587,36.105057],[-93.066759,36.104981],[-93.066896,36.104897],[-93.067119,36.104765],[-93.067333,36.104667],[-93.067641,36.104556],[-93.067915,36.104451],[-93.068121,36.104368],[-93.068335,36.10434],[-93.068601,36.104291],[-93.068883,36.104242],[-93.069115,36.104193],[-93.06938,36.104158],[-93.069552,36.104158],[-93.069732,36.104172],[-93.069903,36.104179],[-93.0701,36.104158],[-93.070246,36.104109],[-93.070477,36.104019],[-93.070725,36.103886],[-93.071017,36.103754],[-93.071522,36.103629],[-93.071985,36.103531],[-93.07231,36.103454],[-93.072782,36.103329],[-93.073338,36.103134],[-93.073767,36.102988],[-93.074161,36.102862],[-93.074529,36.102785],[-93.074838,36.102667],[-93.075103,36.102556],[-93.075377,36.102472],[-93.075677,36.102367],[-93.0759,36.102305],[-93.076157,36.102214],[-93.076362,36.102103],[-93.076516,36.101991],[-93.076628,36.101887],[-93.076842,36.10181],[-93.077142,36.101768],[-93.07751,36.101782],[-93.077836,36.10181],[-93.078127,36.101844],[-93.078436,36.10183],[-93.078744,36.101774],[-93.078898,36.101746],[-93.079112,36.101649],[-93.07937,36.101579],[-93.079601,36.101537],[-93.079875,36.101502],[-93.080055,36.101474],[-93.080226,36.101467],[-93.080372,36.101453],[-93.080569,36.101425],[-93.080792,36.101439],[-93.080963,36.101439],[-93.081143,36.10139],[-93.081289,36.101279],[-93.081451,36.101202],[-93.081623,36.101077],[-93.081708,36.100952],[-93.081837,36.10082],[-93.082008,36.100667],[-93.082188,36.100513],[-93.08241,36.100305],[-93.082581,36.100131],[-93.082693,36.099971],[-93.082872,36.099797],[-93.083104,36.099685],[-93.083378,36.099574],[-93.083695,36.099414],[-93.08402,36.099253],[-93.084277,36.099121],[-93.084491,36.099031],[-93.084731,36.098947],[-93.084902,36.098912],[-93.085159,36.098884],[-93.085442,36.098856],[-93.08569,36.098842],[-93.085905,36.098863],[-93.086179,36.098876],[-93.086496,36.098841],[-93.086753,36.098806],[-93.086907,36.098751],[-93.087121,36.098695],[-93.087413,36.098618],[-93.08761,36.098576],[-93.087807,36.098521],[-93.087935,36.098486],[-93.088124,36.098451],[-93.088338,36.098423],[-93.08856,36.098416],[-93.088826,36.098395],[-93.089092,36.098388],[-93.089174,36.09839],[-93.089357,36.098394],[-93.089597,36.09838],[-93.089897,36.098359],[-93.09006,36.098338],[-93.090231,36.098345],[-93.090368,36.09838],[-93.090548,36.098442],[-93.090746,36.098491],[-93.090943,36.098525],[-93.091131,36.098539],[-93.091303,36.098546],[-93.091483,36.098546],[-93.091688,36.098532],[-93.092014,36.098455],[-93.092194,36.098378],[-93.092391,36.098302],[-93.092562,36.098204],[-93.092733,36.098134],[-93.09293,36.098051],[-93.09311,36.097988],[-93.09323,36.097953],[-93.093427,36.097911],[-93.093658,36.097876],[-93.093924,36.097883],[-93.094112,36.097911],[-93.094241,36.098008],[-93.094318,36.098133],[-93.094336,36.098307],[-93.09437,36.098425],[-93.09443,36.098599],[-93.094508,36.098717],[-93.094722,36.098849],[-93.094928,36.098912],[-93.095228,36.098974],[-93.095425,36.099029],[-93.095596,36.099113],[-93.095716,36.099168],[-93.095888,36.099217],[-93.096,36.099238],[-93.096033,36.099244],[-93.096162,36.099223],[-93.096342,36.099196],[-93.096607,36.099174],[-93.09683,36.099153],[-93.097002,36.099174],[-93.097267,36.099278],[-93.097531,36.099359],[-93.097737,36.09937],[-93.097928,36.099418],[-93.098119,36.099513],[-93.098325,36.099644],[-93.098575,36.099811],[-93.098796,36.099954],[-93.098957,36.100049],[-93.099207,36.100109],[-93.099428,36.100204],[-93.099678,36.100382],[-93.09984,36.100597],[-93.099972,36.100788],[-93.100075,36.100978],[-93.100149,36.101253],[-93.100252,36.101384],[-93.100386,36.101393],[-93.100429,36.101396],[-93.10084,36.101371],[-93.101252,36.101478],[-93.101752,36.101657],[-93.102311,36.102038],[-93.102782,36.102491],[-93.103062,36.10298],[-93.103327,36.103397],[-93.103607,36.103886],[-93.103769,36.104327],[-93.103828,36.104708],[-93.103858,36.105054],[-93.104005,36.105329],[-93.104211,36.105615],[-93.104506,36.10596],[-93.104844,36.106282],[-93.105315,36.106556],[-93.105874,36.106746],[-93.10655,36.10696],[-93.106844,36.107079],[-93.107227,36.107186],[-93.107697,36.107329],[-93.108197,36.107508],[-93.108653,36.107662],[-93.10905,36.107888],[-93.10955,36.108031],[-93.110079,36.108138],[-93.110565,36.108197],[-93.111064,36.108209],[-93.111593,36.10816],[-93.111976,36.108267],[-93.112329,36.108446],[-93.112564,36.10872],[-93.112667,36.108959],[-93.112741,36.109197],[-93.112756,36.109447],[-93.112786,36.109638],[-93.112875,36.109829],[-93.112978,36.110008],[-93.113184,36.110163],[-93.113449,36.110353],[-93.113684,36.110568],[-93.113875,36.110818],[-93.113949,36.111116],[-93.11395,36.111414],[-93.113921,36.111689],[-93.113863,36.112058],[-93.113716,36.112345],[-93.113466,36.1125],[-93.113025,36.112572],[-93.112496,36.112704],[-93.112041,36.112907],[-93.111571,36.113337],[-93.111322,36.113635],[-93.111175,36.113969],[-93.111102,36.114339],[-93.111,36.114852],[-93.110957,36.115377],[-93.110913,36.115759],[-93.11087,36.116116],[-93.110914,36.116367],[-93.110988,36.116605],[-93.110988,36.116868],[-93.110812,36.117166],[-93.110563,36.117369],[-93.110298,36.117524],[-93.10999,36.117644],[-93.109696,36.117704],[-93.109461,36.117811],[-93.109358,36.118002],[-93.1093,36.118229],[-93.109256,36.118503],[-93.109242,36.118825],[-93.109242,36.119124],[-93.109272,36.119374],[-93.109316,36.11966],[-93.109331,36.119935],[-93.109288,36.120102],[-93.109214,36.120376],[-93.109171,36.120603],[-93.109142,36.120865],[-93.109171,36.12108],[-93.109186,36.121259],[-93.109216,36.121533],[-93.10929,36.121724],[-93.109467,36.121962],[-93.109643,36.122117],[-93.109776,36.12226],[-93.109908,36.122427],[-93.110026,36.12257],[-93.110085,36.122761],[-93.110012,36.12294],[-93.109895,36.123178],[-93.109895,36.123357],[-93.109969,36.123548],[-93.110072,36.123715],[-93.110057,36.123822],[-93.110028,36.123965],[-93.110058,36.124132],[-93.110029,36.124407],[-93.109956,36.124717],[-93.109882,36.125027],[-93.109839,36.125277],[-93.10978,36.125552],[-93.109737,36.125838],[-93.109693,36.126148],[-93.109767,36.126458],[-93.109885,36.126673],[-93.109959,36.126888],[-93.110047,36.127054],[-93.110135,36.127221],[-93.110224,36.127376],[-93.110327,36.127495],[-93.110371,36.12765],[-93.110342,36.127853],[-93.11024,36.128068],[-93.110093,36.128366],[-93.109961,36.128593],[-93.109815,36.128779],[-93.109674,36.128965],[-93.109533,36.129165],[-93.109428,36.129437],[-93.109358,36.129637],[-93.109199,36.129881],[-93.108953,36.130138],[-93.108759,36.130281],[-93.108707,36.13051],[-93.108742,36.130868],[-93.10876,36.13124],[-93.108814,36.131583],[-93.108902,36.13174],[-93.109079,36.131797],[-93.109378,36.131768],[-93.109748,36.131739],[-93.11026,36.131696],[-93.110877,36.131738],[-93.111247,36.131852],[-93.111582,36.132081],[-93.112041,36.132366],[-93.112447,36.132595],[-93.112959,36.132909],[-93.113435,36.133137],[-93.114141,36.133551],[-93.114494,36.133909],[-93.114864,36.134166],[-93.115182,36.134294],[-93.115799,36.134465],[-93.116275,36.134608],[-93.116769,36.134707],[-93.11714,36.134707],[-93.117422,36.134678],[-93.117703,36.134563],[-93.11788,36.134449],[-93.118232,36.134305],[-93.118503,36.134174],[-93.118944,36.134125],[-93.119532,36.134006],[-93.120047,36.133963],[-93.120414,36.133987],[-93.120841,36.134046],[-93.121252,36.134165],[-93.12162,36.134343],[-93.121944,36.134534],[-93.122327,36.134677],[-93.122665,36.134748],[-93.122988,36.134759],[-93.123268,36.134711],[-93.123591,36.13464],[-93.123826,36.134544],[-93.12415,36.134484],[-93.124355,36.134567],[-93.124547,36.134734],[-93.124753,36.134877],[-93.124944,36.135008],[-93.125165,36.135067],[-93.125285,36.13506],[-93.125356,36.135055],[-93.125591,36.135043],[-93.125856,36.135007],[-93.126194,36.135019],[-93.126606,36.13503],[-93.126885,36.135042],[-93.127223,36.135077],[-93.127576,36.135113],[-93.127856,36.135148],[-93.128135,36.135136],[-93.128444,36.135088],[-93.128841,36.13498],[-93.129135,36.134837],[-93.129384,36.134693],[-93.129634,36.134538],[-93.129825,36.134394],[-93.129957,36.134275],[-93.130222,36.134191],[-93.130633,36.134179],[-93.13106,36.134202],[-93.131354,36.134262],[-93.131574,36.134357],[-93.131795,36.1345],[-93.131972,36.134547],[-93.132163,36.134499],[-93.13231,36.134356],[-93.132383,36.134225],[-93.13253,36.134081],[-93.132721,36.133938],[-93.132956,36.133818],[-93.133279,36.13377],[-93.133617,36.133794],[-93.134058,36.133829],[-93.134397,36.133877],[-93.134779,36.134007],[-93.135073,36.134102],[-93.135134,36.134118],[-93.135441,36.134197],[-93.135956,36.134161],[-93.136397,36.134053],[-93.136896,36.133981],[-93.137117,36.133957],[-93.137411,36.133933],[-93.137734,36.133873],[-93.137881,36.133765],[-93.13794,36.133586],[-93.137954,36.133348],[-93.137953,36.133073],[-93.137924,36.132847],[-93.137865,36.132692],[-93.13782,36.132489],[-93.137805,36.132251],[-93.137878,36.132024],[-93.137981,36.131738],[-93.138054,36.131523],[-93.138097,36.13126],[-93.138067,36.13101],[-93.138023,36.130783],[-93.137949,36.130557],[-93.137816,36.13033],[-93.137713,36.130092],[-93.137698,36.129853],[-93.137742,36.129615],[-93.137888,36.129412],[-93.138035,36.129245],[-93.138226,36.129197],[-93.138549,36.129173],[-93.138858,36.129136],[-93.139211,36.129064],[-93.139564,36.129004],[-93.139857,36.128932],[-93.140093,36.128837],[-93.140298,36.128729],[-93.140401,36.128491],[-93.140518,36.128288],[-93.140591,36.128109],[-93.14065,36.127942],[-93.140708,36.127739],[-93.140737,36.127536],[-93.14084,36.127321],[-93.140957,36.127118],[-93.141118,36.126856],[-93.141235,36.126653],[-93.141353,36.126402],[-93.141426,36.126211],[-93.141484,36.126056],[-93.141528,36.125901],[-93.141572,36.125758],[-93.141528,36.125603],[-93.14141,36.125484],[-93.141292,36.125365],[-93.141189,36.125233],[-93.141071,36.12509],[-93.140953,36.124936],[-93.140865,36.124828],[-93.140967,36.124745],[-93.14107,36.124649],[-93.141217,36.124506],[-93.141437,36.124351],[-93.141628,36.124255],[-93.141804,36.124195],[-93.14201,36.124183],[-93.142216,36.124195],[-93.142525,36.124254],[-93.142789,36.124277],[-93.143084,36.124277],[-93.143333,36.124289],[-93.143583,36.124229],[-93.143789,36.124109],[-93.143965,36.12399],[-93.144083,36.123882],[-93.144406,36.123691],[-93.144787,36.1235],[-93.145213,36.123273],[-93.145478,36.123177],[-93.145933,36.123033],[-93.146227,36.122925],[-93.146403,36.122806],[-93.146594,36.122579],[-93.146829,36.122316],[-93.147064,36.12209],[-93.147328,36.121851],[-93.147474,36.121648],[-93.14765,36.121457],[-93.147812,36.121278],[-93.148032,36.121098],[-93.14834,36.120931],[-93.148649,36.120835],[-93.148987,36.120787],[-93.149325,36.120763],[-93.149648,36.120739],[-93.150104,36.120714],[-93.150516,36.120714],[-93.151001,36.120689],[-93.151309,36.120653],[-93.1515,36.120605],[-93.151706,36.120509],[-93.151867,36.120318],[-93.152249,36.119972],[-93.152498,36.119793],[-93.152851,36.119613],[-93.153189,36.119422],[-93.153483,36.119386],[-93.153733,36.119445],[-93.153909,36.119576],[-93.154145,36.119671],[-93.154424,36.119707],[-93.154689,36.119718],[-93.154924,36.119718],[-93.155144,36.119754],[-93.155409,36.119873],[-93.155571,36.120039],[-93.155631,36.120242],[-93.155646,36.120528],[-93.155617,36.120755],[-93.155573,36.121005],[-93.155515,36.121244],[-93.155457,36.121483],[-93.155442,36.121721],[-93.155531,36.122019],[-93.155708,36.122246],[-93.156002,36.122448],[-93.156282,36.122591],[-93.156635,36.122602],[-93.157017,36.122578],[-93.157326,36.122518],[-93.157767,36.12247],[-93.158193,36.122481],[-93.15859,36.122552],[-93.158928,36.122611],[-93.159237,36.122742],[-93.159429,36.122921],[-93.159561,36.123135],[-93.15965,36.12335],[-93.159753,36.123505],[-93.159827,36.123779],[-93.159857,36.124029],[-93.159887,36.124196],[-93.159917,36.124399],[-93.159947,36.124554],[-93.160079,36.124745],[-93.160241,36.124864],[-93.160579,36.124923],[-93.160991,36.124934],[-93.161359,36.124958],[-93.161726,36.124981],[-93.161991,36.125052],[-93.162138,36.125135],[-93.162271,36.12529],[-93.162448,36.125469],[-93.162727,36.125683],[-93.163228,36.126076],[-93.163523,36.126267],[-93.163788,36.126457],[-93.164023,36.126636],[-93.1642,36.126779],[-93.164538,36.12685],[-93.164818,36.126861],[-93.165229,36.126837],[-93.165582,36.126836],[-93.165991,36.12685],[-93.166312,36.126827],[-93.166618,36.126827],[-93.166938,36.126838],[-93.167182,36.126849],[-93.167349,36.126871],[-93.167352,36.126868],[-93.167411,36.12682],[-93.167522,36.126726],[-93.167728,36.126559],[-93.167904,36.126356],[-93.168051,36.126225],[-93.168197,36.126034],[-93.16827,36.125807],[-93.168299,36.12558],[-93.168328,36.125389],[-93.168387,36.125174],[-93.168474,36.125031],[-93.168592,36.125007],[-93.168901,36.125078],[-93.169269,36.125149],[-93.169533,36.125185],[-93.169827,36.12528],[-93.170166,36.125411],[-93.170401,36.125482],[-93.170622,36.125601],[-93.170828,36.125708],[-93.171152,36.125838],[-93.171387,36.125898],[-93.17174,36.125921],[-93.172137,36.125921],[-93.172505,36.12592],[-93.172872,36.125884],[-93.173195,36.125847],[-93.173563,36.125775],[-93.174004,36.125715],[-93.174401,36.125691],[-93.174827,36.125642],[-93.175165,36.125606],[-93.17549,36.125555],[-93.175704,36.125547],[-93.175948,36.125523],[-93.176153,36.125491],[-93.176338,36.125428],[-93.176601,36.125356],[-93.176835,36.1253],[-93.177049,36.125268],[-93.177449,36.12522],[-93.177829,36.125172],[-93.178267,36.125108],[-93.178677,36.125037],[-93.178969,36.125036],[-93.179427,36.125004],[-93.179944,36.125003],[-93.180353,36.124979],[-93.180782,36.124931],[-93.181367,36.124882],[-93.18166,36.124858],[-93.181971,36.124826],[-93.182254,36.124747],[-93.182429,36.124659],[-93.182556,36.124596],[-93.182751,36.124516],[-93.182965,36.124437],[-93.183189,36.124294],[-93.183296,36.124215],[-93.183413,36.12412],[-93.183656,36.124017],[-93.183909,36.123898],[-93.184094,36.123842],[-93.18425,36.123763],[-93.184435,36.123691],[-93.184613,36.123621],[-93.184877,36.123537],[-93.185112,36.123441],[-93.185362,36.123345],[-93.185597,36.123226],[-93.185817,36.123106],[-93.186008,36.122999],[-93.186258,36.122903],[-93.186419,36.122807],[-93.186566,36.122711],[-93.186742,36.12258],[-93.186903,36.122401],[-93.187035,36.122234],[-93.187197,36.12209],[-93.187358,36.121959],[-93.187578,36.121887],[-93.187769,36.121851],[-93.187975,36.121791],[-93.188151,36.121707],[-93.188298,36.121552],[-93.188562,36.121396],[-93.188885,36.121288],[-93.18915,36.121157],[-93.189429,36.121013],[-93.1896,36.120939],[-93.189649,36.120917],[-93.189928,36.120917],[-93.190208,36.120988],[-93.190458,36.121155],[-93.190693,36.121297],[-93.190826,36.121476],[-93.190959,36.121679],[-93.191048,36.121953],[-93.191166,36.122322],[-93.191226,36.122704],[-93.191256,36.12305],[-93.191257,36.123348],[-93.191316,36.123443],[-93.191449,36.123694],[-93.191538,36.12398],[-93.191583,36.12423],[-93.191554,36.124373],[-93.191554,36.124576],[-93.191614,36.124862],[-93.191702,36.125089],[-93.191776,36.125339],[-93.191806,36.125542],[-93.191866,36.125756],[-93.19191,36.125923],[-93.191999,36.126162],[-93.192073,36.12634],[-93.192162,36.126543],[-93.192191,36.126734],[-93.192221,36.126901],[-93.192413,36.127127],[-93.19256,36.127294],[-93.192649,36.12752],[-93.192767,36.127711],[-93.192944,36.127961],[-93.193136,36.128199],[-93.193284,36.128497],[-93.193373,36.128795],[-93.193462,36.129165],[-93.193521,36.129439],[-93.193581,36.129701],[-93.193655,36.129976],[-93.193744,36.130262],[-93.193877,36.130452],[-93.194186,36.130643],[-93.194421,36.130774],[-93.194584,36.131048],[-93.19479,36.131298],[-93.195011,36.13144],[-93.195276,36.131571],[-93.195571,36.131726],[-93.195865,36.131868],[-93.196071,36.131987],[-93.196321,36.132142],[-93.196557,36.132297],[-93.196778,36.132404],[-93.196999,36.132523],[-93.197264,36.132773],[-93.197456,36.132963],[-93.197662,36.133154],[-93.197898,36.133308],[-93.198074,36.13338],[-93.198207,36.133511],[-93.198325,36.133713],[-93.19862,36.133892],[-93.19887,36.134046],[-93.199135,36.134177],[-93.199459,36.134284],[-93.199768,36.134379],[-93.20018,36.134473],[-93.200518,36.134532],[-93.200871,36.13458],[-93.201239,36.134615],[-93.201665,36.134626],[-93.201944,36.13459],[-93.202224,36.134589],[-93.202459,36.134601],[-93.202679,36.1346],[-93.202974,36.134671],[-93.203356,36.134707],[-93.203797,36.134718],[-93.204118,36.134707],[-93.204165,36.134705],[-93.204635,36.134681],[-93.205209,36.134668],[-93.205708,36.134667],[-93.206179,36.134666],[-93.206605,36.134689],[-93.207002,36.134724],[-93.207414,36.134747],[-93.207826,36.134806],[-93.208062,36.134865],[-93.208282,36.134949],[-93.208488,36.135056],[-93.208636,36.13521],[-93.20871,36.135413],[-93.208784,36.135544],[-93.208902,36.135592],[-93.209137,36.135591],[-93.209328,36.135615],[-93.209608,36.135674],[-93.209902,36.135804],[-93.210226,36.135911],[-93.210505,36.135958],[-93.210726,36.135934],[-93.210946,36.135946],[-93.211094,36.136029],[-93.21127,36.136136],[-93.211506,36.136279],[-93.211638,36.136362],[-93.211771,36.136505],[-93.211948,36.136719],[-93.21211,36.136922],[-93.212332,36.137136],[-93.212464,36.137255],[-93.212641,36.137517],[-93.212863,36.137731],[-93.213025,36.137922],[-93.213216,36.138124],[-93.213644,36.138637],[-93.213925,36.138958],[-93.214087,36.139137],[-93.214279,36.139375],[-93.21447,36.139565],[-93.214691,36.139792],[-93.214824,36.139946],[-93.214987,36.140161],[-93.215105,36.140351],[-93.215208,36.140506],[-93.215282,36.140673],[-93.215312,36.14084],[-93.215268,36.141007],[-93.215239,36.141222],[-93.215181,36.14146],[-93.215123,36.141675],[-93.215065,36.141866],[-93.214977,36.142057],[-93.214889,36.1422],[-93.214743,36.142356],[-93.214581,36.142487],[-93.21442,36.142571],[-93.214082,36.142715],[-93.213758,36.142775],[-93.213384,36.142855],[-93.213024,36.1429],[-93.212636,36.142878],[-93.212331,36.142924],[-93.212193,36.143059],[-93.212138,36.143329],[-93.212167,36.143598],[-93.212223,36.143868],[-93.212224,36.144183],[-93.212225,36.144475],[-93.212226,36.144925],[-93.212227,36.145262],[-93.212255,36.145576],[-93.212311,36.145823],[-93.212368,36.146116],[-93.212452,36.146385],[-93.212591,36.14661],[-93.212674,36.146789],[-93.212703,36.147059],[-93.212731,36.147329],[-93.212787,36.147553],[-93.212788,36.147846],[-93.212844,36.148115],[-93.213039,36.148272],[-93.213205,36.148272],[-93.213426,36.148137],[-93.213751,36.148001],[-93.213868,36.147957],[-93.213917,36.147909],[-93.213946,36.147851],[-93.213991,36.14781],[-93.214063,36.147772],[-93.214173,36.147753],[-93.214478,36.14764],[-93.214921,36.147527],[-93.215336,36.147392],[-93.215752,36.147346],[-93.216002,36.147503],[-93.216141,36.147817],[-93.216392,36.148131],[-93.216642,36.148468],[-93.21692,36.148782],[-93.217226,36.149074],[-93.217476,36.149276],[-93.217809,36.1495],[-93.218308,36.149701],[-93.218835,36.14988],[-93.219335,36.150104],[-93.219668,36.150306],[-93.219946,36.150552],[-93.220224,36.150822],[-93.220585,36.151158],[-93.220863,36.151405],[-93.221224,36.151607],[-93.221497,36.151761],[-93.222177,36.15147],[-93.222648,36.151192],[-93.223148,36.150681],[-93.223679,36.149939],[-93.223802,36.149799],[-93.224305,36.149162],[-93.224688,36.148776],[-93.224891,36.148724],[-93.225033,36.148823],[-93.225567,36.149421],[-93.225749,36.149705],[-93.225877,36.150372],[-93.22593,36.150597],[-93.226114,36.151361],[-93.226257,36.15217],[-93.226278,36.152318],[-93.226365,36.153046],[-93.226457,36.153535],[-93.226509,36.153788],[-93.226598,36.154412],[-93.226627,36.154592],[-93.226799,36.155401],[-93.226919,36.155872],[-93.227071,36.155939],[-93.227527,36.156035],[-93.228136,36.156122],[-93.228669,36.156046],[-93.22888,36.155987],[-93.229068,36.155913],[-93.229285,36.155491],[-93.229603,36.154582],[-93.229693,36.154408],[-93.229806,36.154261],[-93.229991,36.154081],[-93.230158,36.153925],[-93.231103,36.15317],[-93.23163,36.152829],[-93.232011,36.15256],[-93.232261,36.152284],[-93.23251,36.152158],[-93.232702,36.152128],[-93.233449,36.152156],[-93.234172,36.152157],[-93.234559,36.152199],[-93.235356,36.15231],[-93.235959,36.152358],[-93.236566,36.152366],[-93.237513,36.15234],[-93.23835,36.152714],[-93.238461,36.153136],[-93.239409,36.153765],[-93.239909,36.154041],[-93.240445,36.154245],[-93.241037,36.154426],[-93.241281,36.154437],[-93.24157,36.154428],[-93.241972,36.154393],[-93.242371,36.154358],[-93.243056,36.154346],[-93.243747,36.154063],[-93.243906,36.153983],[-93.244171,36.153841],[-93.244626,36.153628],[-93.245067,36.153327],[-93.245433,36.153079],[-93.245642,36.152966],[-93.245801,36.152686],[-93.245748,36.15242],[-93.245453,36.151807],[-93.245339,36.151224],[-93.245688,36.150923],[-93.246231,36.15053],[-93.246917,36.150538],[-93.247256,36.149696],[-93.24775,36.149335],[-93.247935,36.149217],[-93.248115,36.149142],[-93.248727,36.148961],[-93.248995,36.148854],[-93.249163,36.148743],[-93.249461,36.148475],[-93.249805,36.148185],[-93.250542,36.148182],[-93.250915,36.148055],[-93.251483,36.147796],[-93.251895,36.147595],[-93.252088,36.147522],[-93.253119,36.147245],[-93.254215,36.147293],[-93.254367,36.147078],[-93.254422,36.147001],[-93.254612,36.146769],[-93.254948,36.146504],[-93.254903,36.145835],[-93.254456,36.145385],[-93.253997,36.144503],[-93.253703,36.143994],[-93.253634,36.143575],[-93.254035,36.143067],[-93.254429,36.142611],[-93.254645,36.142252],[-93.254873,36.141837],[-93.255034,36.141602],[-93.255275,36.141581],[-93.255769,36.141618],[-93.256517,36.14172],[-93.256534,36.141723],[-93.2571,36.141629],[-93.258,36.141458],[-93.258309,36.141421],[-93.258598,36.141351],[-93.258678,36.140983],[-93.258679,36.140708],[-93.258663,36.140366],[-93.25868,36.140228],[-93.258697,36.139933],[-93.25907,36.139664],[-93.259308,36.139449],[-93.259617,36.139194],[-93.25995,36.138975],[-93.260254,36.13862],[-93.260639,36.137402],[-93.262087,36.136648],[-93.262301,36.135649],[-93.262607,36.135455],[-93.263001,36.135242],[-93.263694,36.135531],[-93.263958,36.135641],[-93.264883,36.135612],[-93.265602,36.135525],[-93.265794,36.135491],[-93.265994,36.135362],[-93.265953,36.135141],[-93.265703,36.134571],[-93.265887,36.13412],[-93.265992,36.133903],[-93.266148,36.133579],[-93.266435,36.132859],[-93.266425,36.132395],[-93.266403,36.13223],[-93.266238,36.131782],[-93.266131,36.131577],[-93.265678,36.130832],[-93.265495,36.130618],[-93.265493,36.130183],[-93.265669,36.129811],[-93.266283,36.129203],[-93.26673,36.128756],[-93.266943,36.128512],[-93.266994,36.128375],[-93.267437,36.128297],[-93.267681,36.128247],[-93.267874,36.128235],[-93.268464,36.128319],[-93.268699,36.128355],[-93.269072,36.128429],[-93.269586,36.128513],[-93.270044,36.1286],[-93.270685,36.128772],[-93.271034,36.128816],[-93.271298,36.12885],[-93.271877,36.128717],[-93.272565,36.128527],[-93.273532,36.128058],[-93.274634,36.127379],[-93.274832,36.127277],[-93.275266,36.127085],[-93.27548,36.127003],[-93.27616,36.126749],[-93.276316,36.126704],[-93.276832,36.126581],[-93.277257,36.126505],[-93.278137,36.126494],[-93.278612,36.126554],[-93.278844,36.126584],[-93.279011,36.126605],[-93.279412,36.126185],[-93.27978,36.125765],[-93.280104,36.12523],[-93.280181,36.125099],[-93.280301,36.124925],[-93.280396,36.12472],[-93.280384,36.124546],[-93.28034,36.12433],[-93.280252,36.124075],[-93.279812,36.12349],[-93.27974,36.12331],[-93.27964,36.122916],[-93.279791,36.122521],[-93.280127,36.122182],[-93.280297,36.12172],[-93.280353,36.121244],[-93.28049,36.120683],[-93.281054,36.120203],[-93.281547,36.119939],[-93.282102,36.119674],[-93.282248,36.119581],[-93.282359,36.119481],[-93.28236,36.118787],[-93.282301,36.117944],[-93.282042,36.117361],[-93.281934,36.11715],[-93.281662,36.116699],[-93.280959,36.116401],[-93.280608,36.115976],[-93.280513,36.115803],[-93.280261,36.115093],[-93.280049,36.114627],[-93.279639,36.113896],[-93.279686,36.113332],[-93.279695,36.112994],[-93.279729,36.112618],[-93.279771,36.112038],[-93.279861,36.111565],[-93.280007,36.111145],[-93.28011,36.11091],[-93.280276,36.110743],[-93.280489,36.110526],[-93.280595,36.110431],[-93.280905,36.110241],[-93.281283,36.110062],[-93.281953,36.109831],[-93.283251,36.109479],[-93.284086,36.109093],[-93.284976,36.108731],[-93.285278,36.10823],[-93.285364,36.107783],[-93.285431,36.107639],[-93.285821,36.107164],[-93.28603,36.107038],[-93.286229,36.106902],[-93.286631,36.10684],[-93.287029,36.106778],[-93.288211,36.106967],[-93.288982,36.107101],[-93.289834,36.106934],[-93.290797,36.107119],[-93.291844,36.106816],[-93.292288,36.106646],[-93.292925,36.106582],[-93.294095,36.106484],[-93.29449,36.106163],[-93.294612,36.106061],[-93.295655,36.105085],[-93.297346,36.104988],[-93.29803,36.104667],[-93.298302,36.104283],[-93.298617,36.1038],[-93.298725,36.103452],[-93.298954,36.102816],[-93.299041,36.102701],[-93.299351,36.102448],[-93.29989,36.102205],[-93.300347,36.1021],[-93.300786,36.102041],[-93.30151,36.101926],[-93.302158,36.101672],[-93.302456,36.101383],[-93.302496,36.10067],[-93.302505,36.099658],[-93.302542,36.098833],[-93.302126,36.098393],[-93.301832,36.098134],[-93.301415,36.098032],[-93.301322,36.097628],[-93.301957,36.097158],[-93.302733,36.09707],[-93.3033,36.096704],[-93.303414,36.096307],[-93.303074,36.095537],[-93.302757,36.095096],[-93.302353,36.094461],[-93.302117,36.094081],[-93.301721,36.093692],[-93.301514,36.093413],[-93.301485,36.093001],[-93.301524,36.092784],[-93.30173,36.092581],[-93.301945,36.092413],[-93.302578,36.092227],[-93.30285,36.092069],[-93.303194,36.091799],[-93.303286,36.09163],[-93.303411,36.091299],[-93.303421,36.091123],[-93.303402,36.090936],[-93.303342,36.090783],[-93.303,36.09036],[-93.302836,36.090128],[-93.302683,36.089596],[-93.302706,36.089265],[-93.302762,36.089143],[-93.302931,36.088987],[-93.303079,36.088881],[-93.303693,36.088456],[-93.303789,36.088282],[-93.303835,36.08809],[-93.303745,36.087858],[-93.303619,36.087667],[-93.302836,36.087056],[-93.302154,36.086548],[-93.301225,36.086043],[-93.30042,36.085637],[-93.300218,36.085527],[-93.299929,36.085332],[-93.299618,36.085069],[-93.299377,36.084689],[-93.299322,36.084567],[-93.299082,36.08375],[-93.299008,36.083466],[-93.298976,36.083234],[-93.298971,36.082632],[-93.29882,36.08183],[-93.298694,36.081154],[-93.298681,36.080834],[-93.29872,36.080532],[-93.298898,36.079468],[-93.299148,36.078142],[-93.29926,36.077884],[-93.299351,36.077742],[-93.299561,36.077692],[-93.299939,36.077653],[-93.300128,36.077659],[-93.300388,36.077737],[-93.300969,36.077995],[-93.301557,36.078749],[-93.301883,36.079429],[-93.301982,36.080091],[-93.302382,36.080687],[-93.302969,36.081098],[-93.303605,36.081744],[-93.304113,36.082004],[-93.304617,36.082183],[-93.305053,36.082328],[-93.305286,36.082384],[-93.305615,36.082435],[-93.30607,36.082423],[-93.306578,36.082363],[-93.306735,36.082288],[-93.307299,36.081901],[-93.307877,36.081622],[-93.308439,36.081364],[-93.308692,36.081185],[-93.308868,36.080993],[-93.308981,36.080783],[-93.308913,36.080535],[-93.308777,36.080006],[-93.3088,36.079778],[-93.308852,36.079616],[-93.309037,36.079485],[-93.309261,36.079362],[-93.309472,36.07929],[-93.309735,36.07928],[-93.310411,36.079305],[-93.31081,36.079367],[-93.311268,36.079508],[-93.311633,36.079735],[-93.312169,36.080096],[-93.312476,36.0804],[-93.312687,36.080557],[-93.313405,36.080963],[-93.314147,36.081466],[-93.314294,36.081509],[-93.314374,36.081531],[-93.314679,36.081485],[-93.315673,36.081228],[-93.31607,36.081197],[-93.316155,36.081375],[-93.315947,36.081935],[-93.316135,36.082653],[-93.31642,36.083171],[-93.316789,36.083535],[-93.317457,36.084185],[-93.318016,36.084706],[-93.319179,36.085711],[-93.31956,36.086273],[-93.319699,36.086476],[-93.320027,36.086964],[-93.320085,36.087083],[-93.320318,36.087763],[-93.320438,36.088234],[-93.320589,36.089304],[-93.320756,36.089493],[-93.321015,36.089456],[-93.321146,36.089379],[-93.321675,36.088882],[-93.321841,36.088764],[-93.322115,36.088694],[-93.322661,36.088846],[-93.323483,36.089148],[-93.324296,36.089387],[-93.324479,36.089424],[-93.325556,36.089557],[-93.326389,36.089753],[-93.327347,36.090023],[-93.328272,36.090059],[-93.329308,36.090209],[-93.32951,36.090177],[-93.330987,36.089943],[-93.3315,36.089885],[-93.332782,36.089963],[-93.333861,36.089638],[-93.33429,36.089305],[-93.334484,36.089219],[-93.335168,36.089055],[-93.335516,36.088941],[-93.336228,36.088662],[-93.336448,36.088517],[-93.336796,36.088106],[-93.3372,36.087832],[-93.337612,36.087522],[-93.338473,36.087159],[-93.339195,36.086816],[-93.340075,36.086438],[-93.34045,36.086191],[-93.340705,36.086001],[-93.340899,36.085851],[-93.341211,36.085576],[-93.341308,36.085463],[-93.341436,36.085307],[-93.341641,36.085139],[-93.341981,36.085199],[-93.342448,36.085529],[-93.343574,36.085736],[-93.344932,36.085968],[-93.347163,36.08605],[-93.347752,36.085947],[-93.348319,36.085837],[-93.348493,36.085778],[-93.348856,36.085592],[-93.34898,36.085508],[-93.349415,36.085139],[-93.349982,36.084315],[-93.350565,36.083378],[-93.350695,36.083175],[-93.350847,36.082951],[-93.351269,36.082321],[-93.35157,36.082034],[-93.351763,36.081889],[-93.352207,36.081635],[-93.352462,36.081526],[-93.352753,36.081411],[-93.35329,36.081195],[-93.353699,36.081061],[-93.354274,36.080908],[-93.354631,36.080564],[-93.354714,36.080071],[-93.355088,36.079684],[-93.355274,36.079523],[-93.355508,36.07927],[-93.35618,36.078955],[-93.356474,36.078828],[-93.356924,36.07868],[-93.357181,36.0786],[-93.357961,36.078348],[-93.358344,36.078202],[-93.358725,36.078028],[-93.359333,36.077753],[-93.359941,36.077481],[-93.360535,36.077134],[-93.361222,36.076814],[-93.361692,36.076671],[-93.362458,36.076166],[-93.363091,36.075896],[-93.36355,36.075694],[-93.363774,36.075517],[-93.36389,36.075398],[-93.36406,36.075208],[-93.363976,36.074284],[-93.363954,36.074135],[-93.363753,36.073225],[-93.362899,36.071957],[-93.362495,36.071554],[-93.362339,36.071413],[-93.361987,36.071085],[-93.361396,36.071033],[-93.360681,36.070645],[-93.360144,36.070315],[-93.359916,36.070187],[-93.359503,36.070001],[-93.359305,36.069919],[-93.358788,36.069715],[-93.358229,36.069408],[-93.357822,36.069037],[-93.357729,36.068925],[-93.357511,36.06859],[-93.3574,36.068419],[-93.35733,36.068223],[-93.357284,36.067912],[-93.357388,36.067679],[-93.357633,36.067386],[-93.35804,36.067146],[-93.358179,36.067078],[-93.358649,36.066871],[-93.358919,36.066724],[-93.359155,36.066581],[-93.359603,36.066347],[-93.360142,36.066015],[-93.36029,36.065908],[-93.360394,36.065775],[-93.360496,36.065565],[-93.360637,36.065251],[-93.360707,36.064816],[-93.360713,36.064397],[-93.360747,36.064158],[-93.360951,36.063803],[-93.361135,36.063564],[-93.361319,36.063365],[-93.361588,36.06306],[-93.361751,36.062838],[-93.362001,36.062434],[-93.36255,36.061876],[-93.362652,36.061499],[-93.362826,36.060773],[-93.363069,36.059562],[-93.363235,36.059372],[-93.363467,36.059191],[-93.363936,36.059005],[-93.364433,36.058789],[-93.365101,36.05853],[-93.365467,36.058409],[-93.365928,36.058264],[-93.366486,36.058005],[-93.366654,36.057935],[-93.366913,36.057859],[-93.367219,36.057804],[-93.367514,36.057765],[-93.368137,36.057736],[-93.36859,36.057726],[-93.369022,36.057729],[-93.369542,36.057768],[-93.370381,36.057887],[-93.370812,36.057938],[-93.371026,36.057896],[-93.371256,36.05763],[-93.371295,36.057454],[-93.371282,36.05705],[-93.371186,36.056681],[-93.371052,36.05615],[-93.370956,36.055753],[-93.3711,36.055117],[-93.37159,36.054669],[-93.371717,36.054558],[-93.37235,36.054054],[-93.372545,36.053593],[-93.372729,36.053401],[-93.372994,36.053367],[-93.373219,36.053316],[-93.373473,36.053239],[-93.374042,36.052928],[-93.374413,36.052727],[-93.375152,36.052481],[-93.375843,36.0521],[-93.37683,36.051869],[-93.377479,36.051838],[-93.37814,36.051838],[-93.37889,36.051883],[-93.380347,36.052111],[-93.3812,36.052216],[-93.381769,36.052185],[-93.382132,36.051994],[-93.382243,36.051906],[-93.382496,36.05161],[-93.382908,36.051516],[-93.383604,36.051503],[-93.384139,36.051663],[-93.384593,36.051759],[-93.38502,36.051816],[-93.385432,36.051867],[-93.385684,36.051888],[-93.386086,36.05191],[-93.386443,36.051798],[-93.386641,36.051683],[-93.386828,36.051405],[-93.386853,36.051256],[-93.386797,36.050999],[-93.386731,36.050648],[-93.386735,36.05033],[-93.386972,36.049896],[-93.387104,36.049718],[-93.3875,36.049291],[-93.387886,36.049071],[-93.388195,36.048964],[-93.38857,36.048906],[-93.388765,36.048847],[-93.389198,36.048654],[-93.389386,36.048586],[-93.389793,36.04844],[-93.390016,36.048347],[-93.39045,36.048197],[-93.390654,36.047849],[-93.390964,36.047463],[-93.391368,36.046575],[-93.391546,36.045813],[-93.391745,36.044938],[-93.391962,36.044317],[-93.392036,36.044013],[-93.392028,36.043866],[-93.391879,36.043256],[-93.391601,36.042914],[-93.391423,36.042615],[-93.391382,36.041995],[-93.391771,36.041451],[-93.391839,36.041176],[-93.391808,36.040425],[-93.391886,36.039715],[-93.392234,36.038977],[-93.392267,36.037818],[-93.39231,36.036876],[-93.392186,36.036545],[-93.391809,36.036156],[-93.392113,36.035215],[-93.392366,36.034976],[-93.392832,36.034634],[-93.393382,36.034481],[-93.394177,36.034244],[-93.394845,36.034172],[-93.39547,36.034098],[-93.395758,36.034072],[-93.396273,36.034041],[-93.396647,36.034037],[-93.397453,36.034093],[-93.397754,36.034135],[-93.39805,36.034274],[-93.398327,36.034438],[-93.398626,36.034721],[-93.398902,36.034884],[-93.399213,36.035036],[-93.39966,36.035256],[-93.399927,36.035401],[-93.400308,36.035585],[-93.400874,36.035597],[-93.400997,36.035604],[-93.40118,36.035616],[-93.401585,36.035612],[-93.40202,36.03564],[-93.402211,36.03568],[-93.402717,36.036206],[-93.402877,36.036336],[-93.403096,36.036439],[-93.403303,36.036524],[-93.403488,36.036555],[-93.403741,36.036511],[-93.40425,36.036363],[-93.404501,36.036216],[-93.404903,36.035944],[-93.405504,36.035392],[-93.405721,36.034879],[-93.405869,36.034471],[-93.40614,36.034098],[-93.40672,36.033684],[-93.407161,36.033364],[-93.408177,36.032653],[-93.408319,36.032556],[-93.4086,36.032343],[-93.408898,36.032022],[-93.409252,36.031804],[-93.409449,36.031704],[-93.409701,36.031695],[-93.409954,36.031716],[-93.410468,36.031755],[-93.410656,36.031752],[-93.41109,36.031715],[-93.411458,36.031594],[-93.411737,36.031446],[-93.411876,36.031362],[-93.412332,36.031086],[-93.412466,36.031018],[-93.412973,36.030856],[-93.413792,36.030747],[-93.414243,36.030651],[-93.414668,36.030596],[-93.415517,36.030509],[-93.416687,36.030365],[-93.418011,36.030395],[-93.41844,36.030474],[-93.418741,36.030563],[-93.418928,36.030678],[-93.419369,36.031062],[-93.419842,36.031439],[-93.420283,36.031807],[-93.420697,36.032125],[-93.421174,36.032347],[-93.421521,36.032497],[-93.421966,36.032563],[-93.422495,36.032649],[-93.42315,36.03259],[-93.423935,36.032461],[-93.424833,36.031939],[-93.425215,36.031429],[-93.425434,36.031047],[-93.425605,36.030751],[-93.42576,36.030482],[-93.426032,36.030033],[-93.426393,36.029518],[-93.426854,36.028826],[-93.427214,36.028392],[-93.427335,36.028272],[-93.427578,36.028087],[-93.427955,36.027822],[-93.428367,36.027667],[-93.428789,36.027514],[-93.42899,36.027421],[-93.429131,36.027326],[-93.429314,36.027179],[-93.429517,36.026993],[-93.429959,36.026593],[-93.430429,36.026429],[-93.430807,36.026324],[-93.431006,36.0263],[-93.431732,36.026311],[-93.432276,36.026278],[-93.433637,36.026138],[-93.434378,36.026083],[-93.434818,36.026034],[-93.435551,36.025894],[-93.436132,36.025813],[-93.435995,36.024935],[-93.435839,36.023943],[-93.435807,36.023067],[-93.435738,36.022395],[-93.43577,36.021428],[-93.435715,36.020725],[-93.435688,36.020299],[-93.435692,36.020051],[-93.435776,36.019402],[-93.436085,36.018794],[-93.436376,36.018401],[-93.436586,36.018256],[-93.436831,36.018129],[-93.43795,36.017994],[-93.438159,36.017969],[-93.438514,36.017909],[-93.438698,36.017804],[-93.438995,36.017562],[-93.439131,36.017154],[-93.438856,36.016402],[-93.438632,36.015842],[-93.43845,36.015387],[-93.438358,36.015036],[-93.43852,36.014593],[-93.438837,36.014254],[-93.439139,36.014012],[-93.439491,36.013704],[-93.4399,36.013252],[-93.440231,36.012957],[-93.440365,36.012648],[-93.440435,36.012522],[-93.440622,36.012354],[-93.44089,36.012182],[-93.441082,36.012102],[-93.441752,36.012233],[-93.442383,36.012161],[-93.443319,36.012387],[-93.443964,36.012524],[-93.44482,36.012846],[-93.445029,36.01294],[-93.445368,36.013053],[-93.44572,36.012619],[-93.44579,36.01183],[-93.445785,36.011517],[-93.445695,36.011303],[-93.445053,36.010199],[-93.444561,36.009459],[-93.444172,36.008593],[-93.443618,36.007328],[-93.443329,36.006628],[-93.44322,36.006335],[-93.443357,36.005711],[-93.443421,36.005566],[-93.443701,36.005087],[-93.443931,36.004692],[-93.444223,36.004191],[-93.444619,36.003637],[-93.444708,36.003485],[-93.444881,36.003106],[-93.444948,36.002748],[-93.445019,36.001965],[-93.445116,36.001331],[-93.44516,36.001079],[-93.445262,36.000098],[-93.445292,35.999936],[-93.445427,35.999493],[-93.445585,35.999049],[-93.445796,35.998203],[-93.446085,35.997607],[-93.446474,35.996753],[-93.446527,35.996485],[-93.446615,35.996164],[-93.446635,35.996031],[-93.446929,35.996116],[-93.447267,35.996216],[-93.447791,35.996331],[-93.448333,35.996496],[-93.44873,35.996594],[-93.449065,35.996572],[-93.449219,35.996504],[-93.44932,35.996407],[-93.449497,35.996187],[-93.449661,35.995966],[-93.449861,35.995686],[-93.450015,35.995491],[-93.450138,35.995315],[-93.450226,35.994965],[-93.450089,35.994621],[-93.449896,35.994342],[-93.44936,35.993724],[-93.449294,35.993524],[-93.449007,35.992698],[-93.44869,35.992079],[-93.448479,35.99176],[-93.448218,35.99152],[-93.447687,35.990954],[-93.447406,35.990558],[-93.447298,35.990383],[-93.446971,35.989859],[-93.446769,35.989393],[-93.446763,35.98912],[-93.446893,35.988419],[-93.446952,35.988225],[-93.447462,35.987637],[-93.447653,35.987341],[-93.447692,35.987153],[-93.447795,35.985873],[-93.447736,35.98546],[-93.447592,35.984801],[-93.447166,35.984103],[-93.447089,35.98395],[-93.446974,35.983586],[-93.447005,35.982867],[-93.446959,35.982254],[-93.446966,35.982107],[-93.447028,35.981451],[-93.447073,35.981325],[-93.447576,35.980622],[-93.447687,35.980518],[-93.448124,35.980322],[-93.448364,35.98038],[-93.448863,35.98064],[-93.449024,35.980695],[-93.449448,35.980757],[-93.449658,35.980623],[-93.44976,35.980474],[-93.449873,35.979768],[-93.449978,35.979161],[-93.450067,35.978588],[-93.450225,35.977896],[-93.450461,35.977667],[-93.450581,35.97681],[-93.450723,35.976032],[-93.450805,35.975559],[-93.450858,35.975126],[-93.450806,35.974722],[-93.450683,35.974166],[-93.450498,35.973414],[-93.450524,35.972823],[-93.450771,35.972378],[-93.45091,35.972067],[-93.451221,35.971561],[-93.451364,35.9714],[-93.451483,35.971282],[-93.451713,35.970971],[-93.451965,35.970663],[-93.452414,35.970328],[-93.452731,35.970076],[-93.452865,35.969733],[-93.452842,35.969427],[-93.45242,35.969048],[-93.452447,35.968808],[-93.452692,35.968562],[-93.452896,35.968381],[-93.453031,35.96825],[-93.453296,35.967892],[-93.453384,35.967768],[-93.453657,35.967494],[-93.454002,35.967008],[-93.454148,35.966864],[-93.454606,35.96647],[-93.454719,35.966124],[-93.454737,35.965982],[-93.454731,35.965455],[-93.454682,35.964975],[-93.454624,35.964642],[-93.45455,35.964241],[-93.453649,35.964201],[-93.45332,35.963937],[-93.453649,35.963343],[-93.454006,35.962866],[-93.454084,35.962723],[-93.454184,35.962529],[-93.454355,35.962285],[-93.454744,35.961846],[-93.455009,35.961541],[-93.455381,35.960972],[-93.455594,35.960689],[-93.455822,35.960429],[-93.456112,35.960162],[-93.456259,35.959981],[-93.456414,35.959408],[-93.456768,35.959517],[-93.457901,35.959774],[-93.458819,35.959525],[-93.458956,35.959488],[-93.459999,35.959518],[-93.461047,35.95942],[-93.462374,35.959315],[-93.462744,35.959289],[-93.462964,35.959284],[-93.463153,35.959301],[-93.463666,35.959434],[-93.463971,35.959557],[-93.464407,35.959558],[-93.464724,35.959592],[-93.464908,35.959774],[-93.464703,35.960046],[-93.46448,35.960344],[-93.464393,35.960581],[-93.464234,35.961091],[-93.464072,35.961633],[-93.463907,35.961825],[-93.463603,35.96213],[-93.463522,35.962254],[-93.463552,35.962502],[-93.463843,35.962796],[-93.464197,35.96316],[-93.464744,35.96371],[-93.46495,35.963908],[-93.46535,35.964242],[-93.465879,35.964655],[-93.466042,35.964778],[-93.466439,35.965094],[-93.466757,35.965337],[-93.46719,35.965628],[-93.467398,35.965722],[-93.467558,35.96576],[-93.468281,35.965832],[-93.468359,35.96584],[-93.468555,35.965812],[-93.46913,35.965733],[-93.469553,35.965686],[-93.470438,35.965349],[-93.471124,35.965137],[-93.471715,35.965004],[-93.472244,35.965049],[-93.473234,35.965244],[-93.473554,35.965227],[-93.4739,35.96521],[-93.474502,35.965117],[-93.474964,35.96498],[-93.475428,35.964823],[-93.475985,35.964841],[-93.476479,35.96487],[-93.476668,35.964901],[-93.476959,35.964922],[-93.477087,35.964715],[-93.47724,35.964376],[-93.477389,35.964001],[-93.477451,35.963778],[-93.477327,35.963503],[-93.477239,35.963382],[-93.476868,35.963052],[-93.476543,35.962632],[-93.476022,35.962406],[-93.47551,35.962363],[-93.475273,35.962161],[-93.475263,35.962003],[-93.475346,35.961742],[-93.475591,35.961518],[-93.475962,35.961115],[-93.476214,35.960695],[-93.476418,35.960288],[-93.476513,35.960134],[-93.476769,35.959773],[-93.4771,35.959555],[-93.477504,35.959382],[-93.477861,35.959209],[-93.478305,35.959036],[-93.478833,35.959167],[-93.479191,35.959245],[-93.479195,35.959245],[-93.479425,35.959203],[-93.47968,35.959076],[-93.479991,35.958813],[-93.480108,35.958671],[-93.480177,35.958506],[-93.480056,35.95804],[-93.479577,35.957235],[-93.479351,35.956749],[-93.479215,35.95638],[-93.479188,35.956245],[-93.479132,35.955745],[-93.478958,35.954785],[-93.479072,35.954453],[-93.479319,35.953999],[-93.479331,35.953772],[-93.479278,35.95342],[-93.479232,35.953283],[-93.479137,35.953168],[-93.478969,35.953036],[-93.478214,35.952913],[-93.477944,35.952569],[-93.477783,35.952355],[-93.477728,35.952051],[-93.477766,35.951706],[-93.477828,35.951492],[-93.478093,35.95077],[-93.478226,35.950505],[-93.478443,35.950175],[-93.478516,35.950024],[-93.478645,35.949906],[-93.479407,35.949698],[-93.479789,35.949552],[-93.480136,35.949459],[-93.480608,35.949382],[-93.481138,35.949448],[-93.481406,35.949501],[-93.48161,35.949557],[-93.481878,35.949679],[-93.482674,35.950136],[-93.483264,35.950397],[-93.483909,35.950278],[-93.484063,35.950245],[-93.484658,35.950123],[-93.485029,35.950003],[-93.485229,35.949914],[-93.485298,35.949679],[-93.485077,35.949398],[-93.48495,35.949236],[-93.484992,35.949081],[-93.48509,35.948938],[-93.485262,35.948715],[-93.485604,35.948648],[-93.48597,35.94866],[-93.486185,35.948756],[-93.486473,35.948818],[-93.487055,35.948775],[-93.487574,35.948547],[-93.488143,35.94816],[-93.488666,35.947646],[-93.48922,35.947335],[-93.4893,35.947183],[-93.489362,35.946958],[-93.489299,35.946489],[-93.489309,35.946307],[-93.48926,35.94593],[-93.489187,35.945426],[-93.489267,35.944887],[-93.489551,35.944539],[-93.489732,35.944403],[-93.490277,35.944089],[-93.490462,35.94394],[-93.490738,35.943767],[-93.491413,35.94339],[-93.491782,35.942918],[-93.491887,35.942588],[-93.491979,35.942223],[-93.491973,35.942067],[-93.491931,35.941894],[-93.491109,35.940998],[-93.490766,35.940616],[-93.490512,35.940347],[-93.49011,35.939871],[-93.489934,35.939513],[-93.489788,35.939085],[-93.489622,35.938899],[-93.489469,35.938773],[-93.489091,35.938119],[-93.488659,35.937571],[-93.488323,35.937022],[-93.48813,35.936617],[-93.487562,35.935661],[-93.487571,35.935258],[-93.487691,35.934795],[-93.488093,35.934248],[-93.488458,35.933724],[-93.488774,35.933328],[-93.489028,35.933045],[-93.489232,35.93286],[-93.490038,35.932613],[-93.490658,35.932437],[-93.491298,35.932074],[-93.491826,35.931873],[-93.493081,35.931329],[-93.493716,35.930971],[-93.493745,35.930686],[-93.493695,35.9304],[-93.493775,35.930188],[-93.493894,35.930048],[-93.493957,35.929795],[-93.494653,35.929459],[-93.495176,35.929247],[-93.496306,35.93013],[-93.497074,35.930231],[-93.497185,35.930235],[-93.49738,35.930243],[-93.497584,35.930134],[-93.497794,35.929951],[-93.497835,35.929743],[-93.49781,35.929504],[-93.497787,35.929349],[-93.497692,35.929025],[-93.497252,35.927904],[-93.497248,35.927649],[-93.497553,35.92747],[-93.498154,35.927477],[-93.498593,35.927312],[-93.499123,35.92706],[-93.499295,35.927001],[-93.499798,35.926764],[-93.499968,35.926707],[-93.500201,35.92663],[-93.500836,35.926444],[-93.500985,35.926387],[-93.501361,35.926255],[-93.501553,35.926112],[-93.502025,35.925648],[-93.502338,35.925257],[-93.502628,35.924568],[-93.502713,35.92432],[-93.502846,35.923776],[-93.503054,35.922944],[-93.50345,35.922466],[-93.503999,35.921993],[-93.503905,35.92138],[-93.503867,35.921117],[-93.503815,35.920641],[-93.503812,35.920346],[-93.503881,35.920193],[-93.504289,35.91949],[-93.504372,35.919305],[-93.504589,35.918544],[-93.504625,35.918339],[-93.504616,35.918168],[-93.504571,35.917967],[-93.504413,35.917702],[-93.504155,35.917385],[-93.5038,35.917109],[-93.50328,35.916913],[-93.501569,35.916357],[-93.501185,35.916162],[-93.500798,35.915912],[-93.500563,35.915624],[-93.500428,35.915034],[-93.500264,35.914618],[-93.499945,35.914488],[-93.498972,35.91406],[-93.498096,35.913921],[-93.497351,35.913836],[-93.496968,35.913574],[-93.496653,35.913014],[-93.495921,35.912429],[-93.495624,35.912196],[-93.494988,35.911721],[-93.494683,35.911485],[-93.494035,35.911213],[-93.493491,35.910994],[-93.493299,35.910858],[-93.493246,35.910718],[-93.493207,35.910518],[-93.493155,35.90958],[-93.493075,35.909046],[-93.493015,35.908337],[-93.493008,35.908159],[-93.493261,35.908045],[-93.493745,35.907856],[-93.494159,35.907685],[-93.495152,35.907079],[-93.496252,35.906543],[-93.496891,35.906263],[-93.497276,35.906153],[-93.498007,35.90603],[-93.498201,35.906014],[-93.498361,35.906029],[-93.498942,35.906148],[-93.499188,35.906186],[-93.500193,35.906281],[-93.500667,35.906304],[-93.50074,35.906308],[-93.501604,35.9062],[-93.502317,35.906085],[-93.502987,35.906183],[-93.503171,35.906173],[-93.503394,35.906012],[-93.504319,35.90519],[-93.504926,35.904834],[-93.505375,35.90455],[-93.50575,35.904204],[-93.506056,35.903885],[-93.50639,35.903604],[-93.506602,35.902765],[-93.506732,35.902345],[-93.506774,35.901988],[-93.506891,35.901357],[-93.507032,35.901068],[-93.507338,35.900897],[-93.507671,35.900743],[-93.508494,35.900505],[-93.509024,35.900322],[-93.509484,35.900095],[-93.509999,35.899682],[-93.510413,35.899354],[-93.510725,35.899091],[-93.511117,35.898731],[-93.511275,35.898248],[-93.511488,35.897501],[-93.511761,35.897108],[-93.512218,35.89672],[-93.512316,35.896607],[-93.512725,35.895537],[-93.512892,35.894702],[-93.513029,35.893717],[-93.513105,35.893139],[-93.513026,35.892439],[-93.51318,35.891953],[-93.513484,35.891481],[-93.513684,35.891325],[-93.513937,35.891164],[-93.514138,35.891124],[-93.514535,35.891156],[-93.515137,35.891158],[-93.515448,35.89099],[-93.51606,35.890571],[-93.516482,35.890141],[-93.51667,35.889863],[-93.51682,35.889609],[-93.517121,35.889248],[-93.51766,35.888725],[-93.518497,35.888581],[-93.518906,35.888325],[-93.519359,35.887967],[-93.519656,35.886487],[-93.519872,35.885643],[-93.519963,35.885424],[-93.519917,35.884921],[-93.519851,35.884572],[-93.519846,35.884324],[-93.519891,35.883659],[-93.519928,35.883398],[-93.520056,35.883223],[-93.520219,35.883033],[-93.520611,35.882608],[-93.521007,35.882167],[-93.521312,35.881753],[-93.521433,35.881419],[-93.521463,35.881247],[-93.521323,35.880878],[-93.521276,35.880714],[-93.521335,35.880547],[-93.521605,35.880012],[-93.521704,35.879763],[-93.521911,35.879237],[-93.522104,35.87884],[-93.522075,35.878504],[-93.522037,35.87831],[-93.521825,35.878025],[-93.521316,35.877473],[-93.521053,35.877075],[-93.52092,35.876836],[-93.520908,35.876654],[-93.52088,35.87644],[-93.52082,35.876122],[-93.520855,35.875865],[-93.52095,35.87572],[-93.521184,35.875399],[-93.521301,35.875282],[-93.521444,35.875186],[-93.522032,35.874832],[-93.522311,35.874615],[-93.522454,35.874463],[-93.522593,35.874241],[-93.522783,35.873792],[-93.522692,35.872853],[-93.522672,35.872064],[-93.522657,35.871778],[-93.522629,35.871223],[-93.522603,35.870525],[-93.522612,35.870385],[-93.52268,35.870123],[-93.522998,35.869321],[-93.522956,35.868738],[-93.522925,35.868546],[-93.522763,35.86793],[-93.522815,35.867154],[-93.522882,35.866085],[-93.522904,35.865589],[-93.522743,35.865058],[-93.522543,35.864489],[-93.52248,35.863797],[-93.52244,35.86356],[-93.52245,35.863432],[-93.52251,35.863078],[-93.522629,35.862577],[-93.522948,35.862341],[-93.523441,35.862398],[-93.523872,35.86245],[-93.524242,35.862475],[-93.524798,35.86236],[-93.525126,35.862169],[-93.525307,35.861986],[-93.524995,35.861633],[-93.524655,35.861238],[-93.524666,35.860161],[-93.525076,35.859124],[-93.525375,35.858472],[-93.52553,35.858158],[-93.525759,35.857731],[-93.52611,35.857267],[-93.526189,35.857147],[-93.526398,35.85668],[-93.526531,35.856391],[-93.526701,35.856124],[-93.526899,35.855895],[-93.527148,35.85566],[-93.527373,35.855107],[-93.527312,35.854419],[-93.527459,35.853826],[-93.52749,35.853494],[-93.527649,35.853158],[-93.52761,35.852807],[-93.52752,35.852232],[-93.527529,35.85168],[-93.527576,35.851085],[-93.527709,35.849883],[-93.527725,35.849689],[-93.527797,35.848951],[-93.527983,35.847659],[-93.527914,35.847154],[-93.527891,35.846864],[-93.52778,35.846585],[-93.527528,35.846225],[-93.527187,35.84581],[-93.527438,35.845547],[-93.527538,35.845015],[-93.527175,35.844153],[-93.52679,35.843886],[-93.526323,35.843604],[-93.526149,35.843003],[-93.525964,35.842405],[-93.525684,35.841908],[-93.525406,35.841472],[-93.52527,35.841105],[-93.525406,35.840899],[-93.525545,35.840736],[-93.525872,35.840395],[-93.526286,35.840025],[-93.526358,35.839741],[-93.526414,35.839112],[-93.526698,35.83857],[-93.526935,35.838109],[-93.527103,35.837779],[-93.527272,35.837524],[-93.527591,35.837132],[-93.527828,35.836791],[-93.528149,35.836068],[-93.528466,35.835422],[-93.528949,35.834888],[-93.529389,35.834525],[-93.530144,35.834004],[-93.530419,35.833313],[-93.530484,35.832884],[-93.530262,35.832211],[-93.530187,35.831948],[-93.530011,35.831288],[-93.530003,35.831133],[-93.530135,35.830361],[-93.530254,35.829777],[-93.53031,35.829511],[-93.530423,35.829003],[-93.530429,35.828766],[-93.530378,35.82851],[-93.530245,35.827929],[-93.530523,35.827222],[-93.530352,35.826224],[-93.530007,35.825831],[-93.52964,35.825682],[-93.529492,35.825633],[-93.528796,35.825392],[-93.528439,35.824833],[-93.52857,35.824327],[-93.528742,35.823754],[-93.52903,35.823239],[-93.529246,35.822846],[-93.529489,35.822457],[-93.529742,35.822278],[-93.530131,35.82217],[-93.530316,35.822034],[-93.530425,35.821889],[-93.530748,35.821417],[-93.531284,35.820932],[-93.531414,35.820774],[-93.531494,35.820625],[-93.531661,35.82034],[-93.531931,35.819922],[-93.532181,35.819422],[-93.531999,35.818968],[-93.531925,35.818824],[-93.53147,35.818242],[-93.531162,35.817957],[-93.530524,35.817424],[-93.530181,35.817064],[-93.53006,35.816864],[-93.529948,35.816522],[-93.529902,35.816392],[-93.529784,35.816043],[-93.529459,35.815663],[-93.528637,35.815728],[-93.528116,35.81559],[-93.527261,35.815763],[-93.526597,35.816607],[-93.526202,35.817156],[-93.526078,35.817288],[-93.52577,35.817226],[-93.525405,35.817083],[-93.525016,35.81686],[-93.524702,35.816847],[-93.524482,35.816887],[-93.523859,35.817106],[-93.522287,35.817257],[-93.522129,35.817255],[-93.520851,35.817153],[-93.520028,35.817262],[-93.519511,35.817474],[-93.518871,35.81807],[-93.518238,35.818266],[-93.517992,35.81856],[-93.517665,35.818895],[-93.517316,35.819129],[-93.516634,35.818769],[-93.516323,35.818667],[-93.516045,35.818548],[-93.515492,35.818316],[-93.515065,35.818208],[-93.51484,35.818152],[-93.51413,35.817973],[-93.513644,35.818108],[-93.513243,35.818211],[-93.513067,35.818266],[-93.512892,35.818354],[-93.512527,35.818566],[-93.511966,35.818372],[-93.511449,35.818158],[-93.511262,35.817838],[-93.511134,35.817593],[-93.510785,35.8172],[-93.510632,35.816315],[-93.510588,35.815732],[-93.510587,35.815418],[-93.510614,35.81497],[-93.510623,35.814643],[-93.510783,35.814209],[-93.510483,35.813679],[-93.510373,35.813393],[-93.509665,35.813037],[-93.509313,35.812985],[-93.50882,35.812919],[-93.508595,35.8126],[-93.508468,35.81242],[-93.508361,35.81218],[-93.508266,35.811901],[-93.508188,35.811736],[-93.507992,35.81141],[-93.507353,35.81135],[-93.5067,35.811312],[-93.506428,35.811309],[-93.505945,35.811299],[-93.505487,35.81129],[-93.504895,35.811311],[-93.504462,35.811339],[-93.503516,35.811362],[-93.503068,35.811386],[-93.50153,35.81135],[-93.500717,35.811355],[-93.500485,35.811381],[-93.500109,35.811475],[-93.499223,35.81176],[-93.498775,35.811918],[-93.498256,35.811764],[-93.497523,35.811395],[-93.497509,35.811051],[-93.49753,35.810845],[-93.497709,35.810047],[-93.497487,35.809577],[-93.49747,35.808522],[-93.497895,35.808047],[-93.498041,35.807332],[-93.498074,35.807192],[-93.498228,35.806745],[-93.498333,35.806318],[-93.498388,35.806034],[-93.498558,35.80522],[-93.499095,35.805001],[-93.499261,35.804942],[-93.499883,35.804732],[-93.500348,35.804583],[-93.500515,35.804542],[-93.501148,35.804427],[-93.501977,35.804362],[-93.502186,35.804208],[-93.502198,35.804048],[-93.502139,35.803174],[-93.502124,35.802836],[-93.502111,35.801977],[-93.502014,35.800765],[-93.501535,35.799919],[-93.501216,35.799673],[-93.500746,35.799303],[-93.500646,35.799197],[-93.500483,35.798963],[-93.500336,35.798243],[-93.5003,35.797752],[-93.500757,35.79692],[-93.501013,35.796338],[-93.501086,35.7962],[-93.501285,35.795944],[-93.50171,35.7956],[-93.502064,35.79535],[-93.502192,35.795253],[-93.502629,35.794915],[-93.502686,35.794471],[-93.502855,35.793821],[-93.502623,35.793047],[-93.502574,35.792846],[-93.502509,35.792488],[-93.502516,35.792353],[-93.502624,35.791899],[-93.502735,35.79141],[-93.502551,35.790951],[-93.502318,35.790627],[-93.501735,35.790341],[-93.501496,35.790033],[-93.501804,35.789595],[-93.502252,35.789005],[-93.502551,35.788622],[-93.502625,35.788498],[-93.502824,35.788058],[-93.502563,35.787806],[-93.501871,35.787428],[-93.501849,35.786754],[-93.50214,35.786424],[-93.502023,35.785944],[-93.502131,35.784659],[-93.502134,35.784504],[-93.502096,35.784209],[-93.501932,35.783504],[-93.501958,35.782325],[-93.502153,35.781925],[-93.502546,35.781592],[-93.502546,35.781592],[-93.502101,35.780956],[-93.501701,35.780405],[-93.501573,35.780176],[-93.501273,35.779792],[-93.500891,35.77891],[-93.500351,35.778549],[-93.499759,35.778126],[-93.498909,35.777622],[-93.498061,35.777317],[-93.497589,35.776866],[-93.497092,35.776635],[-93.496681,35.776833],[-93.496313,35.777017],[-93.495523,35.77726],[-93.495164,35.777423],[-93.49483,35.777623],[-93.494706,35.777716],[-93.494137,35.778277],[-93.493856,35.778533],[-93.49355,35.778805],[-93.493401,35.778957],[-93.492893,35.779488],[-93.492048,35.779954],[-93.491468,35.780258],[-93.49049,35.780828],[-93.489728,35.781498],[-93.489279,35.781868],[-93.488931,35.782103],[-93.48841,35.782417],[-93.48771,35.78283],[-93.486762,35.783232],[-93.486426,35.783374],[-93.486114,35.78353],[-93.485439,35.783957],[-93.484457,35.783914],[-93.484081,35.783548],[-93.483916,35.783404],[-93.483632,35.783216],[-93.483362,35.783037],[-93.4832,35.782744],[-93.483094,35.782614],[-93.482856,35.782326],[-93.482759,35.782205],[-93.48251,35.781917],[-93.48226,35.781538],[-93.481638,35.781046],[-93.481263,35.780723],[-93.481134,35.780611],[-93.480849,35.780382],[-93.480201,35.780236],[-93.479557,35.779948],[-93.478893,35.779698],[-93.478745,35.779629],[-93.478396,35.779412],[-93.477961,35.779163],[-93.477611,35.778579],[-93.477501,35.778387],[-93.47722,35.777895],[-93.476888,35.777206],[-93.476641,35.776139],[-93.476569,35.775781],[-93.476439,35.775015],[-93.476316,35.774511],[-93.47561,35.774051],[-93.4754,35.773926],[-93.474914,35.773669],[-93.474557,35.77351],[-93.474045,35.773325],[-93.473613,35.773198],[-93.472955,35.773023],[-93.472639,35.773071],[-93.472201,35.773186],[-93.472021,35.773216],[-93.470657,35.773271],[-93.470405,35.773278],[-93.469645,35.773263],[-93.469105,35.773536],[-93.468024,35.773518],[-93.468022,35.773527],[-93.467996,35.773678],[-93.467934,35.773885],[-93.46776,35.774344],[-93.467451,35.774597],[-93.466884,35.775068],[-93.466453,35.775498],[-93.466341,35.77562],[-93.465853,35.776179],[-93.465714,35.77636],[-93.465528,35.77655],[-93.464983,35.777174],[-93.464523,35.777699],[-93.464431,35.777877],[-93.464422,35.778042],[-93.464592,35.778273],[-93.464417,35.778529],[-93.464232,35.778685],[-93.463995,35.77888],[-93.463828,35.779],[-93.463691,35.779115],[-93.463447,35.779416],[-93.46314,35.779922],[-93.462641,35.780334],[-93.462543,35.780441],[-93.46246,35.780612],[-93.462381,35.781077],[-93.462386,35.781864],[-93.462409,35.782655],[-93.462437,35.782891],[-93.46242,35.783297],[-93.46241,35.7835],[-93.462351,35.78371],[-93.462234,35.784222],[-93.462036,35.784552],[-93.461941,35.784735],[-93.461774,35.785152],[-93.461652,35.785417],[-93.461523,35.785672],[-93.461316,35.786247],[-93.461016,35.786519],[-93.460492,35.786688],[-93.460085,35.787079],[-93.460293,35.787746],[-93.460322,35.787962],[-93.460405,35.78834],[-93.460393,35.788489],[-93.460189,35.788898],[-93.460047,35.789173],[-93.459632,35.789666],[-93.459471,35.790765],[-93.459375,35.791247],[-93.459269,35.791723],[-93.459178,35.792071],[-93.458954,35.792671],[-93.458673,35.792819],[-93.458034,35.793004],[-93.457548,35.793191],[-93.457386,35.793263],[-93.456958,35.793337],[-93.456414,35.793634],[-93.45609,35.793751],[-93.455327,35.793997],[-93.455134,35.794054],[-93.454576,35.794167],[-93.454253,35.794084],[-93.453848,35.794],[-93.453137,35.79389],[-93.452841,35.793946],[-93.452434,35.794062],[-93.45172,35.794121],[-93.451126,35.794141],[-93.450936,35.794174],[-93.450137,35.794424],[-93.449304,35.794847],[-93.449157,35.794902],[-93.4486,35.795109],[-93.448395,35.795184],[-93.448155,35.795282],[-93.447746,35.795423],[-93.447465,35.795607],[-93.446953,35.795976],[-93.446792,35.796161],[-93.44659,35.796327],[-93.446475,35.796476],[-93.446182,35.796898],[-93.445878,35.796942],[-93.445663,35.796776],[-93.445538,35.796687],[-93.445275,35.796552],[-93.44495,35.7964],[-93.444759,35.796273],[-93.444524,35.796107],[-93.444243,35.795909],[-93.443866,35.795602],[-93.443565,35.795371],[-93.443062,35.794843],[-93.442408,35.794169],[-93.441707,35.794208],[-93.441471,35.794279],[-93.441214,35.794331],[-93.441046,35.794366],[-93.440257,35.794148],[-93.439999,35.794334],[-93.439808,35.794573],[-93.439659,35.794777],[-93.439495,35.794973],[-93.439345,35.795143],[-93.439322,35.795434],[-93.439275,35.795598],[-93.4392,35.796198],[-93.43875,35.796734],[-93.438419,35.797211],[-93.438115,35.797963],[-93.437926,35.798117],[-93.43783,35.798225],[-93.43767,35.798489],[-93.437509,35.798727],[-93.437377,35.798923],[-93.437195,35.799224],[-93.43709,35.799657],[-93.436684,35.800008],[-93.436233,35.800251],[-93.43529,35.800479],[-93.435045,35.800539],[-93.434436,35.800762],[-93.434246,35.800889],[-93.434015,35.801079],[-93.43384,35.801271],[-93.433506,35.80173],[-93.433173,35.802024],[-93.432864,35.802278],[-93.431976,35.802506],[-93.430913,35.802677],[-93.430585,35.803005],[-93.430484,35.803208],[-93.430389,35.803551],[-93.430082,35.804057],[-93.429773,35.804311],[-93.429464,35.804564],[-93.429155,35.804818],[-93.428602,35.804827],[-93.428406,35.804821],[-93.427293,35.804825],[-93.425918,35.804613],[-93.424478,35.804792],[-93.424188,35.805079],[-93.423888,35.805346],[-93.423678,35.805536],[-93.423554,35.805618],[-93.423265,35.805851],[-93.422646,35.806106],[-93.422045,35.806198],[-93.421659,35.806292],[-93.421094,35.806611],[-93.420337,35.806993],[-93.420268,35.807232],[-93.420171,35.807379],[-93.419517,35.808102],[-93.419199,35.808529],[-93.418804,35.80902],[-93.417776,35.809465],[-93.417081,35.809916],[-93.416631,35.810351],[-93.416499,35.810495],[-93.416379,35.810633],[-93.415847,35.811196],[-93.415648,35.811438],[-93.415238,35.813459],[-93.415132,35.81394],[-93.415069,35.814154],[-93.414966,35.81431],[-93.414665,35.814469],[-93.414036,35.814645],[-93.413789,35.814783],[-93.413348,35.815062],[-93.413135,35.81518],[-93.412721,35.815445],[-93.411864,35.815826],[-93.411715,35.815951],[-93.411253,35.816358],[-93.411085,35.816453],[-93.41081,35.816617],[-93.410341,35.816853],[-93.410214,35.817038],[-93.410029,35.817377],[-93.409972,35.817589],[-93.410013,35.818125],[-93.409544,35.818595],[-93.409344,35.818756],[-93.409082,35.818958],[-93.408848,35.819179],[-93.408645,35.819561],[-93.408423,35.820087],[-93.408252,35.820703],[-93.407899,35.821322],[-93.407745,35.821775],[-93.40753,35.822105],[-93.40744,35.82231],[-93.407409,35.82254],[-93.406769,35.822924],[-93.405936,35.823251],[-93.405368,35.823614],[-93.405175,35.823756],[-93.40505,35.823858],[-93.404741,35.824112],[-93.404213,35.824767],[-93.403968,35.825004],[-93.403505,35.825128],[-93.403077,35.825244],[-93.402767,35.825311],[-93.402603,35.825367],[-93.402081,35.825581],[-93.401647,35.825891],[-93.400805,35.826034],[-93.400186,35.826153],[-93.399526,35.826295],[-93.399127,35.826427],[-93.398961,35.826504],[-93.39863,35.826735],[-93.398274,35.827012],[-93.397904,35.827394],[-93.397549,35.827629],[-93.396686,35.827659],[-93.395924,35.827774],[-93.395214,35.82784],[-93.394414,35.827946],[-93.393648,35.828052],[-93.393596,35.828059],[-93.392975,35.827863],[-93.392646,35.827869],[-93.391951,35.828011],[-93.39116,35.828363],[-93.390924,35.828823],[-93.390845,35.829026],[-93.390505,35.829154],[-93.390313,35.829247],[-93.390153,35.82924],[-93.390107,35.829243],[-93.38989,35.829253],[-93.389558,35.829236],[-93.388446,35.828795],[-93.38789,35.828551],[-93.387374,35.828537],[-93.386931,35.82869],[-93.38667,35.828902],[-93.38644,35.829054],[-93.385671,35.829767],[-93.385432,35.829896],[-93.384909,35.830206],[-93.384703,35.830284],[-93.38444,35.830327],[-93.383542,35.830607],[-93.38318,35.830735],[-93.382872,35.8312],[-93.382832,35.831342],[-93.382748,35.831804],[-93.382517,35.832024],[-93.382193,35.832331],[-93.381967,35.832535],[-93.381508,35.832773],[-93.381352,35.83288],[-93.381097,35.833137],[-93.3808,35.833492],[-93.380235,35.833976],[-93.380092,35.834108],[-93.379849,35.834329],[-93.379326,35.834468],[-93.378623,35.834752],[-93.378229,35.835071],[-93.378252,35.835364],[-93.378346,35.836015],[-93.378213,35.837231],[-93.378118,35.838101],[-93.377885,35.83869],[-93.377819,35.83888],[-93.377723,35.839114],[-93.37713,35.839756],[-93.376712,35.839882],[-93.375576,35.84016],[-93.374489,35.840542],[-93.374449,35.840777],[-93.374251,35.841938],[-93.374072,35.842115],[-93.373963,35.842255],[-93.373692,35.842758],[-93.373617,35.842896],[-93.373302,35.843237],[-93.37324,35.843357],[-93.373126,35.843732],[-93.372905,35.844041],[-93.372605,35.844191],[-93.371927,35.844535],[-93.37133,35.844733],[-93.370421,35.845153],[-93.368822,35.845356],[-93.367712,35.845648],[-93.366218,35.845714],[-93.36606,35.845744],[-93.365732,35.845873],[-93.365363,35.846106],[-93.36515,35.84654],[-93.364879,35.846743],[-93.36461,35.846916],[-93.364414,35.847108],[-93.36426,35.847482],[-93.364162,35.8478],[-93.36407,35.848022],[-93.363872,35.848529],[-93.363554,35.848686],[-93.363055,35.848683],[-93.362699,35.848553],[-93.362385,35.848469],[-93.362144,35.84844],[-93.361988,35.848431],[-93.360814,35.848451],[-93.360406,35.848456],[-93.359711,35.848481],[-93.359163,35.848474],[-93.358135,35.848608],[-93.357596,35.848654],[-93.357356,35.848578],[-93.357173,35.848572],[-93.356054,35.848032],[-93.355834,35.84794],[-93.355192,35.847776],[-93.354931,35.847688],[-93.354663,35.847608],[-93.354209,35.847445],[-93.354023,35.847382],[-93.353457,35.847312],[-93.352934,35.846833],[-93.352218,35.846403],[-93.351936,35.846334],[-93.351642,35.846303],[-93.35138,35.846421],[-93.351106,35.846561],[-93.350852,35.846767],[-93.350532,35.84703],[-93.350063,35.847322],[-93.349238,35.847446],[-93.348977,35.847505],[-93.348722,35.847542],[-93.348469,35.84761],[-93.348152,35.847717],[-93.347814,35.847797],[-93.347096,35.848126],[-93.346873,35.848219],[-93.346502,35.848333],[-93.346335,35.848401],[-93.346145,35.848422],[-93.345505,35.848658],[-93.344744,35.848755],[-93.344005,35.848786],[-93.34379,35.848753],[-93.343577,35.848722],[-93.343214,35.848615],[-93.342652,35.848303],[-93.342206,35.848156],[-93.341788,35.8482],[-93.341444,35.848298],[-93.341189,35.848461],[-93.340716,35.848942],[-93.340266,35.849209],[-93.339971,35.849386],[-93.339475,35.849829],[-93.33906,35.850349],[-93.338835,35.850904],[-93.338753,35.851109],[-93.33849,35.851329],[-93.338106,35.851758],[-93.337924,35.851977],[-93.33762,35.852327],[-93.337521,35.852434],[-93.337385,35.852524],[-93.337225,35.852671],[-93.336897,35.852884],[-93.336254,35.853098],[-93.335702,35.853113],[-93.335398,35.853141],[-93.334735,35.853152],[-93.334258,35.853031],[-93.333738,35.852893],[-93.333466,35.852862],[-93.332178,35.852595],[-93.331884,35.85254],[-93.331408,35.852176],[-93.331196,35.852039],[-93.330992,35.851852],[-93.330508,35.851304],[-93.330362,35.851137],[-93.329918,35.850681],[-93.329758,35.850472],[-93.329104,35.849538],[-93.328186,35.84861],[-93.328001,35.848437],[-93.327517,35.848043],[-93.327139,35.847646],[-93.326932,35.847407],[-93.326605,35.846892],[-93.326311,35.84644],[-93.326079,35.845951],[-93.325627,35.845736],[-93.325242,35.845863],[-93.324765,35.84685],[-93.324178,35.847095],[-93.323937,35.847233],[-93.323805,35.847303],[-93.322795,35.847761],[-93.322495,35.848039],[-93.322176,35.848367],[-93.321642,35.848587],[-93.321214,35.848674],[-93.320738,35.848799],[-93.320495,35.848883],[-93.320155,35.849053],[-93.319629,35.849836],[-93.319389,35.850146],[-93.319217,35.850412],[-93.319135,35.850559],[-93.318962,35.85078],[-93.318883,35.850911],[-93.318246,35.851355],[-93.317888,35.851428],[-93.317683,35.851277],[-93.317431,35.851068],[-93.317177,35.850517],[-93.317099,35.850355],[-93.317015,35.849652],[-93.317091,35.848403],[-93.316702,35.847464],[-93.315965,35.846945],[-93.315763,35.846601],[-93.31553,35.846326],[-93.315307,35.846041],[-93.315138,35.845865],[-93.314713,35.845481],[-93.314613,35.845346],[-93.314506,35.84511],[-93.314394,35.844792],[-93.314157,35.844119],[-93.314017,35.843686],[-93.313954,35.843495],[-93.313866,35.843297],[-93.31374,35.843177],[-93.31342,35.84305],[-93.313146,35.843012],[-93.313043,35.842972],[-93.31295,35.842928],[-93.312915,35.842881],[-93.312898,35.842825],[-93.312897,35.842769],[-93.312823,35.842725],[-93.312797,35.842699],[-93.312717,35.842654],[-93.312637,35.842624],[-93.31256,35.842622],[-93.312313,35.842616],[-93.312013,35.842605],[-93.311252,35.842222],[-93.310579,35.842057],[-93.30966,35.841883],[-93.309349,35.84183],[-93.30871,35.841947],[-93.308477,35.841967],[-93.307931,35.842014],[-93.307024,35.84214],[-93.306742,35.842348],[-93.306433,35.842601],[-93.305859,35.843061],[-93.305235,35.843414],[-93.304852,35.843464],[-93.30471,35.843393],[-93.304336,35.843209],[-93.30426,35.842859],[-93.30417,35.842391],[-93.304036,35.842123],[-93.303693,35.841421],[-93.303604,35.841218],[-93.303456,35.841038],[-93.303113,35.840187],[-93.303066,35.839725],[-93.303019,35.839597],[-93.302272,35.838212],[-93.301903,35.836849],[-93.301706,35.83634],[-93.3014,35.836001],[-93.301187,35.835418],[-93.301134,35.835287],[-93.300986,35.834992],[-93.30083,35.834747],[-93.300504,35.834313],[-93.300277,35.834214],[-93.299571,35.834026],[-93.299283,35.83391],[-93.298939,35.833803],[-93.298519,35.833725],[-93.297752,35.833713],[-93.296365,35.83359],[-93.295711,35.833635],[-93.295226,35.833453],[-93.295004,35.833337],[-93.294608,35.832614],[-93.294457,35.832191],[-93.294064,35.831921],[-93.293915,35.831825],[-93.293453,35.831467],[-93.29329,35.83136],[-93.292909,35.831025],[-93.292695,35.830872],[-93.292346,35.830611],[-93.291971,35.830394],[-93.291866,35.830209],[-93.291728,35.829828],[-93.291998,35.829431],[-93.29205,35.829273],[-93.292246,35.828914],[-93.292344,35.82852],[-93.292388,35.828134],[-93.292185,35.827411],[-93.291926,35.827222],[-93.291629,35.827099],[-93.291328,35.826951],[-93.290996,35.826783],[-93.290905,35.825816],[-93.290994,35.82552],[-93.291121,35.824894],[-93.291102,35.824319],[-93.291102,35.824319],[-93.290463,35.824151],[-93.290177,35.824078],[-93.289803,35.824013],[-93.289033,35.823981],[-93.28886,35.823948],[-93.288671,35.823941],[-93.287739,35.823691],[-93.287016,35.823138],[-93.286837,35.823019],[-93.286202,35.822475],[-93.285925,35.822138],[-93.285384,35.821954],[-93.285117,35.821912],[-93.284751,35.82196],[-93.284264,35.822018],[-93.283112,35.822206],[-93.282272,35.822455],[-93.282119,35.822505],[-93.281881,35.822556],[-93.281192,35.8226],[-93.281026,35.822616],[-93.280345,35.822701],[-93.280142,35.822681],[-93.279936,35.822682],[-93.278918,35.822648],[-93.278425,35.822415],[-93.278102,35.822134],[-93.276879,35.821787],[-93.275603,35.821319],[-93.275427,35.821279],[-93.275083,35.821244],[-93.274813,35.821197],[-93.27448,35.821166],[-93.273619,35.820744],[-93.272283,35.820288],[-93.271446,35.820069],[-93.270495,35.819868],[-93.269725,35.819437],[-93.269301,35.819093],[-93.269099,35.818936],[-93.268867,35.818747],[-93.268503,35.818414],[-93.268332,35.818223],[-93.268066,35.817926],[-93.267844,35.817678],[-93.267661,35.817512],[-93.267262,35.81719],[-93.266588,35.816671],[-93.266141,35.81649],[-93.265787,35.81636],[-93.265474,35.81625],[-93.265307,35.81619],[-93.264635,35.815961],[-93.263899,35.815733],[-93.263606,35.815661],[-93.263403,35.815605],[-93.263088,35.815493],[-93.262857,35.815399],[-93.262706,35.815354],[-93.262517,35.815308],[-93.262191,35.815238],[-93.262048,35.815351],[-93.261893,35.815467],[-93.261635,35.815751],[-93.261346,35.816146],[-93.260836,35.81667],[-93.260407,35.817091],[-93.260002,35.817477],[-93.259735,35.817719],[-93.259573,35.817859],[-93.259132,35.818096],[-93.258549,35.818449],[-93.2581,35.818631],[-93.25762,35.818958],[-93.25669,35.819326],[-93.256393,35.81945],[-93.255643,35.81972],[-93.255352,35.819818],[-93.254858,35.820008],[-93.254644,35.820114],[-93.254358,35.820327],[-93.253493,35.820843],[-93.252979,35.821202],[-93.252792,35.82134],[-93.252663,35.821421],[-93.252513,35.821519],[-93.252317,35.821598],[-93.251878,35.821687],[-93.251526,35.821534],[-93.25122,35.821001],[-93.251094,35.820363],[-93.251105,35.819477],[-93.25107,35.818999],[-93.251036,35.818808],[-93.250791,35.818213],[-93.250626,35.817948],[-93.250459,35.81772],[-93.250335,35.817594],[-93.250099,35.817435],[-93.249561,35.817519],[-93.249381,35.817538],[-93.248726,35.817686],[-93.248069,35.817342],[-93.245397,35.817253],[-93.244962,35.817107],[-93.244309,35.817091],[-93.243171,35.817066],[-93.242889,35.816537],[-93.242716,35.816208],[-93.242094,35.815704],[-93.241778,35.815306],[-93.241475,35.814928],[-93.241352,35.814809],[-93.240942,35.814616],[-93.240891,35.814465],[-93.240246,35.813966],[-93.23971,35.813498],[-93.239408,35.813368],[-93.238249,35.812867],[-93.237261,35.812905],[-93.236655,35.812886],[-93.235555,35.812834],[-93.233587,35.8128],[-93.232709,35.813309],[-93.23221,35.813321],[-93.231963,35.813344],[-93.231522,35.813431],[-93.230739,35.813588],[-93.230504,35.813613],[-93.228799,35.813693],[-93.228507,35.813689],[-93.227538,35.813594],[-93.226695,35.813494],[-93.226425,35.813458],[-93.225635,35.813221],[-93.22516,35.813098],[-93.224511,35.81295],[-93.224302,35.812917],[-93.223411,35.81284],[-93.222725,35.812886],[-93.221917,35.813214],[-93.221594,35.813548],[-93.221286,35.813914],[-93.221167,35.814063],[-93.221395,35.814685],[-93.221356,35.815532],[-93.220726,35.816007],[-93.220089,35.816466],[-93.219659,35.816818],[-93.21931,35.817299],[-93.218729,35.817354],[-93.218563,35.817393],[-93.21804,35.817581],[-93.217511,35.817848],[-93.217364,35.817949],[-93.217155,35.818092],[-93.217004,35.818254],[-93.216657,35.818785],[-93.216445,35.819874],[-93.216157,35.820801],[-93.216141,35.820963],[-93.216143,35.821745],[-93.215934,35.822198],[-93.21559,35.82251],[-93.215054,35.822746],[-93.214405,35.822938],[-93.214204,35.823011],[-93.213242,35.823398],[-93.212968,35.823615],[-93.212443,35.823983],[-93.212639,35.825112],[-93.21233,35.825365],[-93.211434,35.825894],[-93.210035,35.826205],[-93.209759,35.826333],[-93.2094,35.826499],[-93.2094,35.826501],[-93.209207,35.827203],[-93.209193,35.827573],[-93.209012,35.82964],[-93.208931,35.831184],[-93.208933,35.831942],[-93.208934,35.832194],[-93.209182,35.832708],[-93.209394,35.833189],[-93.209032,35.833736],[-93.208731,35.834462],[-93.208666,35.834631],[-93.208389,35.835227],[-93.20808,35.835894],[-93.20795,35.836084],[-93.207634,35.836418],[-93.207384,35.836662],[-93.207266,35.836757],[-93.206847,35.837028],[-93.206329,35.8372],[-93.206161,35.837266],[-93.205568,35.837517],[-93.204927,35.838028],[-93.204814,35.838134],[-93.204663,35.838312],[-93.20442,35.838633],[-93.204309,35.838842],[-93.204296,35.83928],[-93.204042,35.839296],[-93.203707,35.839547],[-93.203469,35.839768],[-93.20307,35.839899],[-93.202636,35.840065],[-93.202131,35.840198],[-93.201816,35.840294],[-93.200999,35.840462],[-93.200579,35.840559],[-93.200373,35.840609],[-93.199152,35.840904],[-93.198736,35.841124],[-93.198563,35.841221],[-93.198262,35.841368],[-93.198075,35.841522],[-93.197816,35.841833],[-93.197585,35.842232],[-93.197476,35.84283],[-93.197168,35.843588],[-93.196901,35.843823],[-93.196549,35.844348],[-93.195945,35.845118],[-93.195792,35.845251],[-93.195628,35.845353],[-93.19531,35.845613],[-93.194885,35.845654],[-93.194589,35.845706],[-93.19429,35.84579],[-93.19394,35.845888],[-93.193701,35.845971],[-93.193232,35.84618],[-93.192765,35.846399],[-93.192585,35.846453],[-93.191326,35.846647],[-93.190896,35.84667],[-93.190345,35.84666],[-93.190167,35.846656],[-93.189738,35.846598],[-93.18943,35.846472],[-93.188964,35.846322],[-93.188193,35.84621],[-93.187241,35.846638],[-93.186428,35.846952],[-93.186089,35.846932],[-93.185325,35.846929],[-93.18465,35.846869],[-93.184449,35.846815],[-93.18414,35.846789],[-93.183997,35.846496],[-93.183826,35.846136],[-93.183772,35.844871],[-93.183467,35.844335],[-93.182988,35.843878],[-93.182592,35.843541],[-93.182356,35.843377],[-93.182035,35.84315],[-93.181831,35.842744],[-93.181772,35.842541],[-93.181644,35.842242],[-93.181514,35.841534],[-93.181376,35.841059],[-93.181123,35.840403],[-93.180779,35.839716],[-93.180665,35.839547],[-93.180453,35.839273],[-93.180218,35.838964],[-93.180143,35.8388],[-93.18005,35.83857],[-93.179865,35.838237],[-93.179762,35.837994],[-93.179645,35.837784],[-93.179649,35.837599],[-93.179626,35.837421],[-93.179631,35.836964],[-93.179684,35.83681],[-93.179755,35.836253],[-93.180082,35.835764],[-93.180306,35.835403],[-93.180369,35.835281],[-93.180403,35.834733],[-93.180327,35.834402],[-93.179947,35.833659],[-93.17981,35.833375],[-93.179542,35.832751],[-93.179011,35.83247],[-93.178331,35.832266],[-93.177818,35.832028],[-93.176825,35.831691],[-93.176627,35.831245],[-93.176485,35.830558],[-93.176339,35.829972],[-93.176201,35.829253],[-93.176139,35.828985],[-93.176091,35.828861],[-93.175813,35.828336],[-93.175716,35.828172],[-93.175602,35.827998],[-93.175403,35.827699],[-93.175093,35.827447],[-93.174447,35.827218],[-93.1741,35.827009],[-93.173847,35.826867],[-93.173651,35.826768],[-93.173203,35.826408],[-93.172938,35.82598],[-93.172502,35.82505],[-93.17201,35.824447],[-93.171825,35.824075],[-93.171648,35.823933],[-93.171378,35.823765],[-93.170736,35.823335],[-93.169852,35.823224],[-93.169569,35.823159],[-93.169342,35.823071],[-93.169113,35.82297],[-93.168605,35.8227],[-93.168401,35.822624],[-93.167302,35.822413],[-93.166211,35.822492],[-93.165784,35.822522],[-93.165156,35.822531],[-93.165048,35.822144],[-93.165161,35.821634],[-93.164737,35.821121],[-93.164216,35.82089],[-93.163906,35.820637],[-93.163595,35.820385],[-93.163401,35.820041],[-93.162653,35.819381],[-93.162201,35.818985],[-93.162071,35.818832],[-93.16188,35.818648],[-93.16152,35.818118],[-93.161273,35.817627],[-93.160936,35.817152],[-93.160819,35.816285],[-93.160781,35.816095],[-93.160746,35.815906],[-93.160675,35.815095],[-93.160628,35.814862],[-93.160465,35.814378],[-93.160032,35.81432],[-93.159703,35.8143],[-93.159018,35.814281],[-93.158033,35.814291],[-93.155897,35.814425],[-93.155338,35.814247],[-93.15471,35.814023],[-93.154397,35.813994],[-93.154021,35.813965],[-93.153718,35.813952],[-93.153552,35.813948],[-93.153291,35.813955],[-93.152625,35.813904],[-93.152241,35.81401],[-93.151791,35.814168],[-93.151486,35.814261],[-93.150851,35.814469],[-93.150655,35.814524],[-93.150253,35.814581],[-93.149607,35.814633],[-93.149183,35.814571],[-93.148659,35.814062],[-93.148083,35.813551],[-93.147559,35.81304],[-93.14693,35.812232],[-93.146746,35.811955],[-93.146804,35.811668],[-93.146665,35.811267],[-93.146513,35.811071],[-93.146169,35.810932],[-93.145829,35.810885],[-93.1455,35.810872],[-93.145082,35.810809],[-93.144865,35.810753],[-93.144582,35.810713],[-93.144286,35.810743],[-93.143711,35.810806],[-93.143424,35.81107],[-93.143129,35.811404],[-93.143036,35.811519],[-93.142381,35.811863],[-93.141773,35.811841],[-93.141595,35.811839],[-93.141236,35.81183],[-93.140506,35.811712],[-93.139735,35.811733],[-93.139054,35.811752],[-93.137622,35.811988],[-93.136981,35.812433],[-93.136836,35.812859],[-93.136538,35.813729],[-93.136094,35.814093],[-93.13574,35.814093],[-93.134825,35.814103],[-93.134657,35.814094],[-93.134254,35.814061],[-93.133205,35.813988],[-93.132297,35.813889],[-93.13137,35.813814],[-93.12944,35.814005],[-93.128536,35.813821],[-93.12824,35.813788],[-93.12718,35.813575],[-93.126421,35.813307],[-93.12614,35.813202],[-93.126019,35.812981],[-93.126002,35.812377],[-93.126111,35.812079],[-93.126234,35.811847],[-93.126352,35.811558],[-93.126586,35.811017],[-93.126564,35.809802],[-93.12655,35.809351],[-93.126701,35.80858],[-93.126737,35.808303],[-93.126757,35.807591],[-93.126642,35.806903],[-93.126593,35.806692],[-93.126037,35.806021],[-93.125931,35.805834],[-93.12549,35.805104],[-93.125402,35.804896],[-93.125371,35.804734],[-93.125339,35.804394],[-93.125314,35.803961],[-93.125403,35.803075],[-93.125441,35.802874],[-93.125481,35.802746],[-93.125703,35.802313],[-93.125702,35.801682],[-93.125514,35.801224],[-93.125273,35.800571],[-93.124844,35.800048],[-93.124068,35.799463],[-93.123718,35.799092],[-93.123388,35.79877],[-93.123238,35.798639],[-93.123042,35.798468],[-93.122758,35.798178],[-93.122369,35.797824],[-93.122156,35.797815],[-93.121742,35.797813],[-93.121359,35.797784],[-93.121089,35.797778],[-93.120386,35.797828],[-93.120239,35.797781],[-93.119716,35.797651],[-93.119547,35.797608],[-93.118965,35.797453],[-93.118569,35.797336],[-93.117979,35.79719],[-93.11783,35.797055],[-93.117691,35.796929],[-93.117647,35.796566],[-93.117594,35.796379],[-93.117426,35.796048],[-93.117029,35.79535],[-93.116757,35.795206],[-93.116363,35.795037],[-93.116018,35.794907],[-93.115643,35.794779],[-93.115537,35.794684],[-93.115117,35.794355],[-93.114926,35.79409],[-93.114807,35.793914],[-93.114592,35.793556],[-93.114278,35.793367],[-93.11378,35.793047],[-93.113436,35.792757],[-93.113259,35.792597],[-93.113145,35.792493],[-93.112798,35.792131],[-93.112576,35.791957],[-93.112317,35.791793],[-93.112108,35.791631],[-93.111824,35.791286],[-93.111402,35.790915],[-93.110757,35.790532],[-93.110496,35.790404],[-93.110182,35.79019],[-93.110156,35.790041],[-93.11018,35.789856],[-93.110229,35.789687],[-93.110472,35.789054],[-93.110977,35.788104],[-93.111144,35.787802],[-93.11159,35.787441],[-93.111718,35.78733],[-93.112225,35.786843],[-93.112353,35.786717],[-93.112498,35.786534],[-93.112763,35.786006],[-93.113224,35.785125],[-93.113442,35.784063],[-93.113546,35.783285],[-93.11354,35.78299],[-93.113462,35.782395],[-93.113362,35.78212],[-93.113258,35.781633],[-93.113046,35.780698],[-93.113513,35.779857],[-93.11356,35.779681],[-93.113666,35.779286],[-93.113487,35.779036],[-93.113257,35.778815],[-93.112519,35.778803],[-93.112179,35.778846],[-93.111448,35.779018],[-93.110176,35.77928],[-93.109031,35.779349],[-93.108385,35.779516],[-93.108143,35.779564],[-93.107231,35.779783],[-93.107054,35.779844],[-93.106125,35.780154],[-93.105862,35.780226],[-93.105196,35.780443],[-93.104796,35.780579],[-93.104372,35.780618],[-93.103809,35.78065],[-93.101992,35.78048],[-93.100857,35.780014],[-93.100614,35.77944],[-93.100411,35.77896],[-93.099932,35.778496],[-93.099557,35.778494],[-93.099053,35.778431],[-93.09841,35.778626],[-93.097736,35.77887],[-93.097509,35.778964],[-93.097324,35.779021],[-93.096874,35.779461],[-93.096704,35.779605],[-93.096514,35.779765],[-93.095894,35.779764],[-93.095584,35.779511],[-93.095273,35.779259],[-93.094625,35.778685],[-93.094455,35.778586],[-93.094133,35.778588],[-93.093719,35.778798],[-93.093412,35.779008],[-93.093065,35.779414],[-93.092938,35.779622],[-93.092873,35.779795],[-93.092677,35.780359],[-93.092062,35.781013],[-93.091584,35.781775],[-93.091381,35.781906],[-93.091248,35.782017],[-93.090959,35.782161],[-93.090625,35.782299],[-93.089551,35.782654],[-93.08881,35.783162],[-93.088143,35.783056],[-93.087676,35.782763],[-93.08731,35.782484],[-93.087147,35.78216],[-93.086942,35.781797],[-93.086518,35.781238],[-93.086395,35.781105],[-93.086304,35.780986],[-93.085959,35.780535],[-93.084795,35.778947],[-93.084397,35.778007],[-93.084306,35.777832],[-93.084093,35.777505],[-93.083432,35.77659],[-93.08324,35.776331],[-93.082826,35.775295],[-93.082665,35.774916],[-93.08253,35.774463],[-93.082298,35.772804],[-93.082255,35.772653],[-93.081674,35.771488],[-93.081604,35.77136],[-93.08145,35.771103],[-93.081008,35.770384],[-93.080686,35.769918],[-93.080931,35.769787],[-93.08172,35.769367],[-93.082629,35.768812],[-93.083325,35.768228],[-93.083489,35.768052],[-93.083694,35.767689],[-93.084084,35.7668],[-93.084131,35.76664],[-93.084168,35.765588],[-93.084194,35.765011],[-93.084217,35.76486],[-93.084218,35.764697],[-93.084567,35.764363],[-93.085065,35.764097],[-93.085217,35.764014],[-93.085863,35.763616],[-93.086231,35.763179],[-93.086683,35.762903],[-93.088279,35.76237],[-93.089705,35.76204],[-93.090759,35.761864],[-93.09099,35.761785],[-93.091194,35.761647],[-93.091644,35.761378],[-93.091604,35.760973],[-93.091871,35.760567],[-93.092072,35.760262],[-93.092225,35.760068],[-93.092688,35.759547],[-93.092842,35.759407],[-93.093209,35.759148],[-93.093413,35.758742],[-93.093774,35.758316],[-93.094162,35.757612],[-93.094309,35.757427],[-93.094488,35.757215],[-93.094945,35.756746],[-93.095206,35.756514],[-93.095139,35.756036],[-93.095048,35.755634],[-93.094883,35.754564],[-93.09514,35.754012],[-93.096255,35.753648],[-93.096056,35.753024],[-93.095267,35.752666],[-93.095089,35.752605],[-93.09483,35.75256],[-93.094543,35.752459],[-93.094358,35.752364],[-93.094206,35.752277],[-93.094061,35.752114],[-93.093968,35.751979],[-93.093269,35.751024],[-93.092841,35.750664],[-93.092449,35.75049],[-93.091659,35.750263],[-93.091354,35.749824],[-93.091361,35.749671],[-93.0914,35.748853],[-93.091389,35.747507],[-93.091382,35.747212],[-93.091309,35.746608],[-93.091202,35.745645],[-93.090927,35.744599],[-93.090737,35.744052],[-93.091113,35.743853],[-93.091825,35.743251],[-93.092479,35.742594],[-93.093355,35.742062],[-93.093949,35.74162],[-93.094276,35.741331],[-93.094389,35.741189],[-93.094602,35.74083],[-93.094605,35.739158],[-93.094422,35.73877],[-93.094153,35.738204],[-93.09413,35.736656],[-93.094104,35.736491],[-93.093985,35.736183],[-93.093658,35.735495],[-93.093423,35.734788],[-93.093669,35.733512],[-93.09397,35.732355],[-93.094197,35.731347],[-93.094214,35.731163],[-93.094163,35.730534],[-93.094129,35.730293],[-93.094043,35.729731],[-93.09399,35.729396],[-93.094018,35.728417],[-93.093903,35.727516],[-93.09389,35.727372],[-93.093824,35.727164],[-93.093706,35.72663],[-93.09408,35.726285],[-93.094162,35.725836],[-93.094404,35.725415],[-93.094507,35.725182],[-93.094879,35.724404],[-93.094964,35.72419],[-93.095012,35.724035],[-93.095197,35.723491],[-93.09518,35.723227],[-93.095069,35.722261],[-93.095069,35.72226],[-93.09499,35.721652],[-93.094735,35.721323],[-93.094556,35.721028],[-93.094437,35.720893],[-93.094506,35.720359],[-93.094305,35.719714],[-93.094239,35.719583],[-93.09406,35.718889],[-93.093828,35.718718],[-93.093532,35.718497],[-93.092986,35.718137],[-93.092356,35.717579],[-93.09181,35.71705],[-93.091806,35.717054],[-93.091689,35.717194],[-93.091531,35.717381],[-93.091179,35.717758],[-93.091001,35.717929],[-93.090679,35.718198],[-93.090551,35.718349],[-93.090242,35.718601],[-93.089313,35.719359],[-93.088944,35.71936],[-93.086334,35.719344],[-93.085892,35.719412],[-93.08541,35.719511],[-93.085072,35.719559],[-93.084773,35.719579],[-93.083205,35.719607],[-93.081456,35.719782],[-93.080091,35.719815],[-93.079841,35.719846],[-93.079369,35.720112],[-93.078996,35.720573],[-93.078802,35.720848],[-93.078517,35.721231],[-93.077956,35.721468],[-93.07726,35.721633],[-93.07643,35.721744],[-93.075559,35.721666],[-93.074977,35.72163],[-93.074799,35.721605],[-93.074005,35.721563],[-93.072905,35.721325],[-93.071569,35.720987],[-93.071435,35.720758],[-93.071322,35.72062],[-93.071164,35.720517],[-93.070972,35.720352],[-93.070829,35.720262],[-93.070581,35.720219],[-93.069728,35.720366],[-93.06892,35.72075],[-93.067821,35.721136],[-93.066699,35.721648],[-93.066304,35.721644],[-93.065262,35.721631],[-93.06481,35.721735],[-93.064481,35.721787],[-93.064247,35.721835],[-93.063788,35.722051],[-93.063514,35.722275],[-93.063263,35.722811],[-93.063109,35.723409],[-93.062874,35.724351],[-93.062698,35.724723],[-93.062145,35.725972],[-93.062081,35.72617],[-93.061799,35.727029],[-93.061652,35.727532],[-93.06153,35.72803],[-93.061115,35.728477],[-93.060806,35.728982],[-93.060496,35.729487],[-93.059938,35.730247],[-93.059669,35.730669],[-93.059108,35.730942],[-93.057753,35.731055],[-93.057117,35.73113],[-93.056734,35.731159],[-93.055494,35.731329],[-93.054371,35.731458],[-93.053989,35.731512],[-93.053678,35.731767],[-93.053014,35.732164],[-93.05218,35.732991],[-93.052005,35.733334],[-93.051766,35.733832],[-93.051567,35.734013],[-93.04996,35.734295],[-93.049761,35.734365],[-93.049419,35.734437],[-93.049104,35.73453],[-93.048907,35.734983],[-93.048234,35.735899],[-93.047792,35.736823],[-93.047561,35.737089],[-93.04718,35.737204],[-93.046615,35.73743],[-93.045096,35.737798],[-93.044953,35.737893],[-93.044692,35.738089],[-93.044037,35.738152],[-93.042645,35.737585],[-93.041837,35.737842],[-93.041044,35.738074],[-93.039483,35.737863],[-93.038381,35.73771],[-93.037759,35.737782],[-93.03745,35.737827],[-93.037261,35.737861],[-93.036493,35.738046],[-93.036314,35.738073],[-93.035726,35.738146],[-93.035263,35.738477],[-93.035073,35.738655],[-93.034516,35.738813],[-93.033802,35.738539],[-93.032335,35.738043],[-93.031905,35.737901],[-93.030786,35.737557],[-93.030163,35.737345],[-93.029381,35.736971],[-93.02841,35.736277],[-93.026946,35.735935],[-93.025781,35.735567],[-93.024726,35.735031],[-93.02427,35.734799],[-93.023936,35.734549],[-93.02361,35.734355],[-93.023388,35.734281],[-93.022935,35.733562],[-93.022984,35.732205],[-93.023254,35.731285],[-93.021919,35.730163],[-93.021809,35.730061],[-93.021427,35.729764],[-93.021303,35.729665],[-93.020594,35.729045],[-93.020474,35.728826],[-93.020257,35.728448],[-93.020132,35.728247],[-93.019103,35.728123],[-93.018382,35.728033],[-93.018103,35.727909],[-93.017924,35.727659],[-93.017671,35.727452],[-93.017318,35.726544],[-93.017307,35.726377],[-93.017386,35.725822],[-93.017647,35.725076],[-93.017554,35.724785],[-93.017106,35.724567],[-93.016942,35.724513],[-93.015347,35.724069],[-93.014358,35.723684],[-93.013923,35.723505],[-93.013758,35.723451],[-93.013479,35.723382],[-93.012895,35.723271],[-93.012389,35.723359],[-93.012144,35.723445],[-93.011877,35.723544],[-93.011519,35.723688],[-93.010859,35.724051],[-93.01028,35.724448],[-93.010024,35.72464],[-93.00935,35.724701],[-93.008806,35.724989],[-93.00842,35.725206],[-93.007744,35.725181],[-93.007564,35.725183],[-93.006441,35.725343],[-93.005667,35.725454],[-93.004056,35.725418],[-93.003249,35.725271],[-93.00294,35.725273],[-93.002169,35.725517],[-93.0017,35.725776],[-93.001212,35.726013],[-93.00049,35.726353],[-92.999971,35.726619],[-92.99936,35.726718],[-92.998889,35.726818],[-92.998366,35.726831],[-92.998108,35.726772],[-92.997711,35.726705],[-92.997379,35.726615],[-92.996407,35.726331],[-92.995553,35.726349],[-92.9936,35.726294],[-92.992658,35.726092],[-92.991917,35.72611],[-92.991748,35.726184],[-92.991502,35.726308],[-92.990912,35.726693],[-92.990773,35.726822],[-92.990233,35.727482],[-92.98957,35.728321],[-92.98945,35.728681],[-92.989125,35.729457],[-92.989061,35.729592],[-92.988997,35.729723],[-92.988846,35.729925],[-92.988509,35.730306],[-92.988152,35.730644],[-92.987804,35.73078],[-92.986983,35.73107],[-92.986605,35.731208],[-92.986451,35.731257],[-92.985792,35.731523],[-92.984849,35.731728],[-92.984053,35.73189],[-92.983002,35.731778],[-92.982387,35.731665],[-92.981489,35.731115],[-92.980367,35.731004],[-92.979282,35.73127],[-92.978042,35.73127],[-92.977201,35.731353],[-92.97563,35.731682],[-92.975411,35.731785],[-92.975253,35.731898],[-92.975069,35.731934],[-92.974612,35.731968],[-92.974317,35.731999],[-92.973941,35.73201],[-92.973735,35.732017],[-92.973296,35.731792],[-92.972722,35.731451],[-92.972514,35.731061],[-92.972452,35.730935],[-92.972384,35.730328],[-92.972303,35.729776],[-92.972463,35.728994],[-92.972887,35.728593],[-92.973531,35.727852],[-92.973672,35.727698],[-92.973873,35.727392],[-92.973775,35.726562],[-92.973706,35.726168],[-92.973647,35.725924],[-92.973157,35.725207],[-92.972816,35.724718],[-92.972715,35.724515],[-92.972554,35.724184],[-92.972517,35.723997],[-92.972833,35.72374],[-92.973129,35.723533],[-92.973395,35.722929],[-92.973395,35.722615],[-92.973409,35.722482],[-92.973765,35.72195],[-92.973622,35.721587],[-92.973511,35.720523],[-92.974016,35.719642],[-92.974591,35.71939],[-92.974871,35.719259],[-92.975095,35.71914],[-92.975745,35.718779],[-92.976336,35.718534],[-92.976494,35.718462],[-92.976655,35.71834],[-92.9768,35.718175],[-92.976717,35.71758],[-92.976789,35.717111],[-92.976795,35.716983],[-92.97683,35.716528],[-92.976879,35.715536],[-92.97716,35.715209],[-92.977427,35.714842],[-92.977508,35.714711],[-92.977723,35.714314],[-92.977893,35.714184],[-92.978056,35.714055],[-92.978357,35.713325],[-92.978992,35.712701],[-92.979205,35.712651],[-92.9802,35.712426],[-92.981189,35.712478],[-92.981725,35.71211],[-92.981889,35.71186],[-92.981969,35.71161],[-92.981884,35.711204],[-92.981802,35.711035],[-92.981626,35.710785],[-92.981419,35.7104],[-92.981097,35.709789],[-92.980634,35.709049],[-92.980491,35.708927],[-92.980346,35.708824],[-92.980364,35.708589],[-92.980407,35.708299],[-92.980637,35.707054],[-92.980816,35.706033],[-92.980817,35.705141],[-92.980803,35.704992],[-92.98078,35.704458],[-92.980771,35.704228],[-92.980756,35.704002],[-92.980755,35.703759],[-92.980808,35.703452],[-92.980925,35.702794],[-92.980804,35.702447],[-92.980731,35.702303],[-92.980655,35.702093],[-92.980578,35.701947],[-92.980357,35.701699],[-92.980233,35.701561],[-92.980094,35.701365],[-92.979751,35.700928],[-92.979698,35.700535],[-92.979559,35.699172],[-92.979435,35.69836],[-92.979265,35.697977],[-92.978981,35.697402],[-92.978868,35.695894],[-92.978687,35.695155],[-92.979018,35.694587],[-92.979179,35.694325],[-92.979531,35.693899],[-92.979754,35.693649],[-92.980052,35.693295],[-92.980295,35.692973],[-92.980653,35.692529],[-92.981272,35.691945],[-92.981638,35.6917],[-92.98176,35.691089],[-92.981865,35.690917],[-92.981997,35.690724],[-92.982193,35.690293],[-92.982285,35.689989],[-92.982353,35.689621],[-92.982366,35.689324],[-92.982297,35.689049],[-92.982213,35.688864],[-92.982104,35.688591],[-92.982001,35.688138],[-92.981933,35.687527],[-92.981917,35.687392],[-92.981903,35.68725],[-92.981739,35.685895],[-92.981768,35.685514],[-92.981768,35.685361],[-92.981587,35.685045],[-92.981325,35.684795],[-92.980983,35.684698],[-92.980719,35.684655],[-92.979721,35.684581],[-92.979417,35.684603],[-92.97914,35.684524],[-92.978982,35.684294],[-92.978924,35.683776],[-92.978863,35.683499],[-92.978314,35.682725],[-92.977775,35.682259],[-92.977436,35.681981],[-92.977194,35.681652],[-92.976499,35.680735],[-92.976055,35.680457],[-92.97581,35.680315],[-92.97538,35.679982],[-92.974994,35.679389],[-92.974564,35.678909],[-92.974314,35.678334],[-92.974201,35.677335],[-92.974332,35.676961],[-92.974396,35.676738],[-92.974571,35.676339],[-92.974652,35.676215],[-92.97488,35.675733],[-92.974321,35.674856],[-92.974324,35.674468],[-92.974312,35.674091],[-92.974432,35.673332],[-92.974355,35.672525],[-92.973639,35.671977],[-92.973349,35.671763],[-92.973172,35.671664],[-92.972483,35.671366],[-92.971826,35.670953],[-92.971587,35.670439],[-92.971489,35.670223],[-92.970513,35.669228],[-92.96953,35.668735],[-92.968595,35.668396],[-92.968334,35.668304],[-92.968021,35.667316],[-92.967529,35.665928],[-92.967559,35.665161],[-92.967547,35.66483],[-92.967425,35.664275],[-92.967232,35.66398],[-92.967014,35.663703],[-92.966677,35.66331],[-92.966677,35.66331],[-92.966253,35.663195],[-92.965704,35.66311],[-92.965426,35.66306],[-92.965077,35.663019],[-92.964548,35.663001],[-92.964163,35.663055],[-92.963482,35.663199],[-92.962851,35.663571],[-92.962247,35.663753],[-92.961396,35.663843],[-92.960321,35.663753],[-92.95945,35.663421],[-92.959014,35.663371],[-92.95823,35.663463],[-92.957308,35.663776],[-92.956784,35.664299],[-92.956471,35.664738],[-92.955888,35.665759],[-92.956178,35.667112],[-92.956423,35.668958],[-92.95639,35.669808],[-92.955727,35.670901],[-92.955237,35.671523],[-92.955425,35.672328],[-92.955201,35.672821],[-92.954798,35.673058],[-92.953925,35.673168],[-92.952895,35.673222],[-92.95153,35.673938],[-92.950643,35.67435],[-92.950382,35.674492],[-92.950096,35.674659],[-92.949475,35.675028],[-92.948758,35.675016],[-92.948548,35.674965],[-92.946938,35.674481],[-92.946467,35.67607],[-92.94584,35.676782],[-92.944764,35.677767],[-92.944878,35.678418],[-92.944833,35.679077],[-92.943658,35.680293],[-92.943462,35.680363],[-92.942959,35.680446],[-92.942473,35.680498],[-92.941528,35.680283],[-92.941359,35.680281],[-92.940965,35.680339],[-92.940832,35.680535],[-92.940748,35.680662],[-92.940678,35.680826],[-92.940554,35.681124],[-92.940417,35.68143],[-92.940326,35.681561],[-92.939949,35.681572],[-92.939648,35.681594],[-92.939488,35.681653],[-92.93898,35.681909],[-92.93863,35.682392],[-92.93852,35.682552],[-92.938397,35.682714],[-92.93809,35.683232],[-92.93778,35.683484],[-92.937471,35.683737],[-92.93716,35.683989],[-92.936851,35.684241],[-92.936199,35.684633],[-92.935661,35.684942],[-92.934764,35.684905],[-92.934091,35.684961],[-92.933284,35.685362],[-92.933288,35.68556],[-92.933291,35.68593],[-92.933299,35.686059],[-92.933393,35.686789],[-92.93344,35.687274],[-92.93313,35.688031],[-92.932878,35.688563],[-92.932783,35.688783],[-92.932512,35.689297],[-92.932373,35.689559],[-92.932227,35.689843],[-92.931888,35.690304],[-92.931576,35.690757],[-92.931194,35.691269],[-92.930813,35.691726],[-92.930337,35.692328],[-92.930027,35.69258],[-92.929724,35.692959],[-92.929477,35.693362],[-92.929188,35.693761],[-92.928931,35.694126],[-92.928418,35.694775],[-92.928085,35.695225],[-92.927546,35.695863],[-92.92721,35.696379],[-92.927165,35.696744],[-92.927769,35.69859],[-92.927947,35.699616],[-92.927793,35.700739],[-92.927903,35.703166],[-92.927835,35.70375],[-92.927767,35.704559],[-92.927777,35.704979],[-92.92777,35.705211],[-92.927767,35.705364],[-92.927766,35.706288],[-92.928087,35.707506],[-92.928284,35.707808],[-92.928368,35.707977],[-92.928343,35.708227],[-92.928299,35.708396],[-92.928017,35.708752],[-92.927703,35.708943],[-92.927219,35.70902],[-92.926935,35.709078],[-92.926644,35.70917],[-92.92604,35.709335],[-92.924899,35.709557],[-92.924427,35.709857],[-92.923554,35.710429],[-92.922167,35.710538],[-92.921696,35.710883],[-92.92146,35.711241],[-92.921418,35.71143],[-92.921387,35.711563],[-92.92136,35.711759],[-92.921237,35.711991],[-92.921102,35.712255],[-92.921032,35.712383],[-92.920892,35.712555],[-92.920732,35.7128],[-92.920262,35.712983],[-92.919534,35.713264],[-92.918951,35.714413],[-92.918329,35.715312],[-92.918264,35.715454],[-92.918137,35.715891],[-92.918009,35.716477],[-92.917743,35.717629],[-92.917719,35.717881],[-92.917626,35.719031],[-92.917618,35.72],[-92.91787,35.720767],[-92.917968,35.721152],[-92.918052,35.721486],[-92.917781,35.722],[-92.917291,35.724168],[-92.916947,35.724675],[-92.916632,35.725096],[-92.916508,35.725274],[-92.916428,35.725405],[-92.91634,35.725515],[-92.91605,35.725936],[-92.915778,35.726137],[-92.915485,35.726389],[-92.915098,35.726637],[-92.91466,35.726902],[-92.914221,35.727197],[-92.913775,35.727524],[-92.912736,35.728269],[-92.912156,35.729251],[-92.911729,35.729616],[-92.911551,35.729636],[-92.911309,35.72967],[-92.9111,35.72969],[-92.910526,35.729597],[-92.910066,35.729525],[-92.909611,35.729525],[-92.909465,35.729646],[-92.909296,35.729955],[-92.909028,35.73039],[-92.90876,35.730991],[-92.908351,35.731721],[-92.908051,35.732465],[-92.90791,35.732618],[-92.907762,35.732713],[-92.907509,35.732746],[-92.907341,35.732753],[-92.905703,35.732855],[-92.903953,35.732498],[-92.903247,35.732425],[-92.902094,35.732244],[-92.901163,35.732496],[-92.900265,35.733327],[-92.899508,35.734162],[-92.899012,35.73445],[-92.898593,35.734536],[-92.898414,35.734554],[-92.897629,35.734539],[-92.897438,35.73453],[-92.896992,35.734469],[-92.896517,35.734374],[-92.895581,35.733927],[-92.894959,35.733638],[-92.894237,35.733301],[-92.8933,35.732994],[-92.892274,35.733205],[-92.891758,35.733333],[-92.891126,35.733587],[-92.890896,35.733677],[-92.88967,35.733712],[-92.889365,35.733725],[-92.888672,35.733871],[-92.888244,35.734046],[-92.88755,35.734176],[-92.886941,35.734228],[-92.886242,35.734265],[-92.885857,35.734008],[-92.885603,35.733782],[-92.885321,35.733685],[-92.885005,35.73359],[-92.884837,35.733559],[-92.884618,35.733529],[-92.884112,35.73349],[-92.883802,35.73349],[-92.882885,35.733944],[-92.88223,35.734219],[-92.88083,35.73532],[-92.880489,35.737233],[-92.880386,35.737533],[-92.880329,35.738263],[-92.87994,35.738979],[-92.879786,35.739306],[-92.879522,35.739962],[-92.879362,35.740379],[-92.879241,35.74075],[-92.87901,35.741715],[-92.878935,35.742163],[-92.878931,35.742454],[-92.878991,35.743061],[-92.879137,35.743597],[-92.879057,35.743998],[-92.878628,35.744643],[-92.87813,35.745397],[-92.878174,35.745805],[-92.878257,35.746082],[-92.878791,35.746601],[-92.878894,35.746746],[-92.879068,35.747007],[-92.879147,35.747127],[-92.879449,35.74754],[-92.879537,35.747668],[-92.879536,35.74784],[-92.879543,35.748158],[-92.879545,35.748399],[-92.879692,35.749562],[-92.879239,35.749922],[-92.879057,35.750098],[-92.878669,35.750381],[-92.87854,35.75048],[-92.878303,35.750604],[-92.877868,35.750827],[-92.876666,35.751437],[-92.875713,35.752186],[-92.875403,35.752438],[-92.874607,35.753265],[-92.874411,35.753673],[-92.874175,35.754139],[-92.874156,35.754459],[-92.874147,35.754761],[-92.874151,35.755426],[-92.874254,35.755579],[-92.874467,35.755976],[-92.874278,35.756648],[-92.87355,35.758475],[-92.873464,35.758761],[-92.873118,35.759133],[-92.872576,35.759547],[-92.872317,35.759738],[-92.871339,35.760386],[-92.870693,35.760927],[-92.870622,35.761057],[-92.870427,35.761533],[-92.870042,35.7619],[-92.869413,35.7623],[-92.869069,35.762471],[-92.868855,35.762586],[-92.868584,35.762825],[-92.86842,35.763169],[-92.868412,35.763356],[-92.86839,35.763697],[-92.868389,35.76408],[-92.868397,35.764256],[-92.868283,35.764571],[-92.868266,35.764709],[-92.867983,35.764952],[-92.867371,35.765068],[-92.867165,35.765093],[-92.86698,35.765113],[-92.866775,35.76532],[-92.866684,35.765593],[-92.866556,35.767838],[-92.86634,35.769059],[-92.866229,35.769965],[-92.866148,35.77049],[-92.866187,35.770943],[-92.865804,35.771896],[-92.865981,35.772589],[-92.865727,35.772737],[-92.865478,35.772777],[-92.864534,35.772517],[-92.864268,35.772409],[-92.864038,35.772287],[-92.863807,35.772158],[-92.863023,35.771884],[-92.862345,35.771976],[-92.862033,35.772214],[-92.86189,35.772289],[-92.861111,35.772563],[-92.860589,35.772682],[-92.859994,35.772809],[-92.85951,35.772676],[-92.859299,35.772595],[-92.859115,35.772491],[-92.858786,35.77226],[-92.858541,35.77173],[-92.858028,35.771202],[-92.857414,35.771136],[-92.856773,35.771259],[-92.856522,35.771297],[-92.856354,35.771333],[-92.85493,35.771762],[-92.853972,35.772131],[-92.853662,35.77213],[-92.85323,35.771361],[-92.853136,35.770755],[-92.853076,35.770504],[-92.853037,35.770344],[-92.852739,35.769451],[-92.852466,35.768766],[-92.852098,35.768024],[-92.851969,35.767739],[-92.851716,35.767081],[-92.851272,35.766328],[-92.851052,35.76596],[-92.850993,35.765827],[-92.850765,35.765031],[-92.850744,35.764442],[-92.85079,35.763875],[-92.850821,35.763683],[-92.850867,35.763277],[-92.850799,35.763047],[-92.85068,35.762732],[-92.850599,35.762515],[-92.850579,35.762371],[-92.850634,35.762051],[-92.850733,35.761702],[-92.850765,35.761566],[-92.850251,35.760484],[-92.850014,35.76024],[-92.849886,35.7601],[-92.849768,35.759994],[-92.849515,35.7598],[-92.848696,35.759186],[-92.848572,35.759041],[-92.848414,35.758764],[-92.848274,35.758164],[-92.848203,35.757792],[-92.848152,35.75758],[-92.847879,35.756626],[-92.847704,35.756038],[-92.847542,35.755501],[-92.847286,35.754719],[-92.846942,35.754463],[-92.846266,35.754427],[-92.845492,35.754737],[-92.845026,35.755171],[-92.844665,35.755317],[-92.844413,35.7554],[-92.844166,35.755508],[-92.843832,35.755458],[-92.843739,35.755442],[-92.843426,35.755451],[-92.843128,35.755207],[-92.842783,35.754785],[-92.842767,35.754656],[-92.842768,35.754426],[-92.842926,35.754131],[-92.843052,35.75399],[-92.843162,35.753861],[-92.843362,35.753634],[-92.843474,35.753314],[-92.843684,35.75228],[-92.843783,35.751687],[-92.843788,35.751522],[-92.843711,35.751062],[-92.843569,35.750528],[-92.842624,35.750198],[-92.84223,35.750125],[-92.841965,35.750068],[-92.841676,35.750086],[-92.841315,35.750124],[-92.841047,35.750123],[-92.840654,35.750085],[-92.840324,35.749893],[-92.839999,35.749286],[-92.839613,35.74897],[-92.839263,35.748733],[-92.838913,35.748455],[-92.838648,35.748389],[-92.837869,35.748264],[-92.837642,35.748239],[-92.836959,35.74822],[-92.836669,35.748283],[-92.83593,35.748478],[-92.835685,35.748552],[-92.835304,35.74866],[-92.834423,35.748857],[-92.83358,35.748937],[-92.832871,35.748997],[-92.832424,35.748529],[-92.832339,35.748112],[-92.832169,35.747443],[-92.831861,35.74707],[-92.83165,35.746831],[-92.831319,35.74635],[-92.831201,35.746145],[-92.831318,35.745618],[-92.831365,35.745309],[-92.831458,35.745124],[-92.831522,35.744953],[-92.831676,35.744872],[-92.831795,35.744787],[-92.831944,35.74469],[-92.832084,35.744553],[-92.832219,35.74442],[-92.83232,35.744298],[-92.832631,35.743794],[-92.833267,35.742769],[-92.833749,35.742236],[-92.833856,35.741634],[-92.833852,35.741478],[-92.833802,35.741282],[-92.833697,35.740806],[-92.833462,35.739339],[-92.833216,35.73829],[-92.833263,35.737592],[-92.833918,35.736986],[-92.834061,35.736932],[-92.834661,35.736699],[-92.834949,35.736647],[-92.8354,35.736537],[-92.836175,35.736338],[-92.836509,35.736165],[-92.83682,35.735994],[-92.8369,35.735584],[-92.836975,35.735203],[-92.836999,35.734966],[-92.83704,35.734031],[-92.83705,35.733902],[-92.837112,35.73331],[-92.837345,35.7326],[-92.837543,35.73194],[-92.837977,35.731126],[-92.838346,35.730911],[-92.838966,35.730542],[-92.839218,35.730096],[-92.83936,35.729886],[-92.839467,35.729733],[-92.83963,35.729386],[-92.839525,35.728944],[-92.839311,35.728137],[-92.839338,35.727292],[-92.839521,35.726523],[-92.839268,35.726275],[-92.838951,35.726189],[-92.838257,35.725868],[-92.838045,35.725762],[-92.837632,35.72554],[-92.8375,35.725468],[-92.837303,35.725222],[-92.83709,35.724918],[-92.83705,35.724582],[-92.837028,35.724338],[-92.836836,35.724049],[-92.836685,35.723824],[-92.836054,35.723309],[-92.835155,35.722789],[-92.834979,35.722609],[-92.834597,35.722245],[-92.834353,35.722051],[-92.834071,35.721841],[-92.832841,35.721564],[-92.831525,35.721581],[-92.830818,35.7218],[-92.830184,35.722061],[-92.829299,35.721985],[-92.828164,35.721576],[-92.82753,35.720982],[-92.826849,35.720555],[-92.826123,35.72013],[-92.825465,35.720147],[-92.824931,35.720528],[-92.824001,35.720526],[-92.823557,35.720329],[-92.82324,35.720031],[-92.822674,35.719476],[-92.822455,35.719007],[-92.822147,35.718249],[-92.822163,35.717221],[-92.82212,35.716459],[-92.822554,35.715716],[-92.823083,35.715471],[-92.823394,35.714964],[-92.823058,35.714324],[-92.8224,35.71332],[-92.82231,35.712799],[-92.822561,35.712391],[-92.82309,35.712185],[-92.823929,35.712003],[-92.824977,35.71191],[-92.825115,35.71152],[-92.824478,35.710927],[-92.823705,35.710367],[-92.821793,35.709697],[-92.820267,35.709602],[-92.819744,35.709304],[-92.819108,35.708707],[-92.818744,35.708168],[-92.818221,35.707834],[-92.817492,35.707758],[-92.816445,35.707793],[-92.815057,35.707196],[-92.814735,35.706864],[-92.81417,35.706527],[-92.81351,35.706321],[-92.812758,35.706376],[-92.812052,35.706503],[-92.810502,35.706855],[-92.809454,35.70691],[-92.808407,35.706759],[-92.807314,35.706665],[-92.806109,35.706503],[-92.805493,35.706234],[-92.80513,35.705836],[-92.804743,35.705414],[-92.804129,35.70519],[-92.803366,35.7052],[-92.802522,35.70542],[-92.801634,35.705382],[-92.800815,35.70527],[-92.799813,35.704897],[-92.799086,35.704393],[-92.798472,35.703761],[-92.7977,35.703045],[-92.796745,35.702365],[-92.795975,35.70095],[-92.795953,35.700418],[-92.796158,35.700008],[-92.796401,35.69899],[-92.796473,35.698239],[-92.796782,35.697325],[-92.797006,35.696527],[-92.797098,35.695966],[-92.796791,35.694956],[-92.795862,35.694699],[-92.795553,35.694446],[-92.795244,35.694193],[-92.794935,35.693688],[-92.794627,35.693183],[-92.794376,35.692413],[-92.794267,35.691453],[-92.794324,35.6904],[-92.794007,35.689282],[-92.793719,35.688756],[-92.793076,35.688737],[-92.791123,35.68877],[-92.790034,35.689365],[-92.789166,35.690268],[-92.786902,35.690627],[-92.786577,35.690892],[-92.786633,35.691568],[-92.786764,35.692292],[-92.78654,35.693234],[-92.786338,35.693666],[-92.786225,35.694662],[-92.786067,35.695532],[-92.785843,35.696472],[-92.785818,35.697378],[-92.78566,35.6983],[-92.785626,35.69898],[-92.785457,35.699404],[-92.784969,35.699603],[-92.784694,35.699736],[-92.784383,35.699988],[-92.784073,35.70024],[-92.783679,35.70067],[-92.783488,35.701276],[-92.783392,35.701413],[-92.783043,35.701908],[-92.782664,35.702505],[-92.782596,35.70303],[-92.78326,35.703592],[-92.783681,35.704064],[-92.784012,35.704534],[-92.78437,35.705044],[-92.784231,35.705621],[-92.783747,35.706052],[-92.783362,35.70696],[-92.783005,35.707683],[-92.782803,35.708406],[-92.783078,35.709297],[-92.783708,35.709686],[-92.78463,35.710238],[-92.785214,35.710976],[-92.785591,35.711871],[-92.78566,35.71287],[-92.786246,35.71309],[-92.786876,35.713515],[-92.786896,35.71436],[-92.787232,35.715095],[-92.787862,35.715649],[-92.788333,35.71633],[-92.788987,35.716931],[-92.789198,35.717351],[-92.789466,35.718381],[-92.789327,35.719833],[-92.788872,35.721579],[-92.788662,35.722491],[-92.788349,35.723755],[-92.788037,35.724512],[-92.787725,35.725271],[-92.786947,35.725759],[-92.785757,35.725897],[-92.785008,35.726432],[-92.784892,35.727189],[-92.785887,35.728022],[-92.786632,35.729315],[-92.786473,35.729818],[-92.786335,35.73011],[-92.785858,35.730479],[-92.785231,35.730573],[-92.784611,35.730826],[-92.78399,35.731078],[-92.783679,35.73133],[-92.782976,35.731935],[-92.782746,35.732338],[-92.782744,35.733097],[-92.782914,35.733772],[-92.783343,35.734327],[-92.784315,35.735512],[-92.784518,35.735918],[-92.784176,35.736528],[-92.784604,35.737417],[-92.784579,35.738414],[-92.785166,35.739357],[-92.785142,35.739819],[-92.784895,35.740177],[-92.784585,35.740431],[-92.784274,35.740683],[-92.783963,35.740935],[-92.783652,35.741439],[-92.783444,35.743226],[-92.783193,35.744019],[-92.783463,35.744687],[-92.783779,35.745242],[-92.784259,35.746244],[-92.784698,35.747435],[-92.784751,35.747685],[-92.785062,35.747773],[-92.785253,35.747846],[-92.785504,35.748067],[-92.785632,35.748268],[-92.785492,35.748773],[-92.785326,35.749185],[-92.784716,35.749488],[-92.78425,35.749783],[-92.783628,35.750286],[-92.783355,35.750631],[-92.782862,35.751126],[-92.782073,35.751801],[-92.781594,35.752498],[-92.781448,35.753569],[-92.781136,35.754326],[-92.781136,35.754578],[-92.781444,35.755336],[-92.781753,35.755591],[-92.782372,35.756097],[-92.78299,35.756603],[-92.783207,35.757228],[-92.782633,35.75782],[-92.782103,35.758355],[-92.781947,35.75918],[-92.7805,35.76039],[-92.780188,35.760895],[-92.779566,35.761653],[-92.779255,35.761905],[-92.778632,35.762914],[-92.778011,35.763167],[-92.7777,35.763419],[-92.777079,35.76367],[-92.773354,35.76518],[-92.772189,35.766614],[-92.771439,35.767296],[-92.770734,35.767725],[-92.770314,35.768227],[-92.77024,35.769471],[-92.769929,35.769975],[-92.769308,35.770226],[-92.768997,35.770478],[-92.768066,35.770476],[-92.767446,35.770223],[-92.766304,35.769815],[-92.764059,35.770006],[-92.763414,35.770467],[-92.762778,35.771422],[-92.762168,35.772487],[-92.761855,35.773246],[-92.760922,35.774254],[-92.75999,35.774759],[-92.759057,35.775515],[-92.757503,35.776523],[-92.755132,35.778175],[-92.754898,35.777993],[-92.753997,35.777294],[-92.753634,35.776761],[-92.753017,35.776201],[-92.752161,35.77642],[-92.751298,35.777268],[-92.750985,35.778025],[-92.750674,35.778277],[-92.750413,35.779115],[-92.750343,35.780025],[-92.749959,35.781063],[-92.750023,35.782064],[-92.74942,35.785318],[-92.748637,35.785497],[-92.748032,35.785843],[-92.747583,35.786351],[-92.747544,35.78737],[-92.748426,35.788614],[-92.74867,35.789435],[-92.749003,35.790145],[-92.748773,35.790911],[-92.748809,35.791448],[-92.748693,35.792741],[-92.748535,35.793142],[-92.748713,35.793472],[-92.749405,35.793874],[-92.749693,35.794452],[-92.75034,35.795134],[-92.751433,35.796266],[-92.749863,35.79761],[-92.749548,35.798248],[-92.748965,35.798666],[-92.748416,35.799039],[-92.748613,35.800297],[-92.748162,35.801461],[-92.748429,35.801791],[-92.749048,35.802286],[-92.749356,35.802791],[-92.750264,35.803206],[-92.75046,35.803472],[-92.750323,35.803688],[-92.749972,35.80431],[-92.749695,35.804672],[-92.749389,35.805145],[-92.748984,35.805565],[-92.748936,35.806352],[-92.749033,35.807089],[-92.748721,35.807593],[-92.748459,35.808053],[-92.748031,35.808437],[-92.747626,35.808601],[-92.747242,35.809369],[-92.746702,35.809586],[-92.745375,35.810206],[-92.745462,35.810828],[-92.745865,35.811507],[-92.745953,35.811873],[-92.745805,35.812393],[-92.745691,35.812979],[-92.745441,35.813893],[-92.745348,35.814862],[-92.744973,35.815168],[-92.744513,35.815961],[-92.744219,35.816729],[-92.744033,35.817945],[-92.743721,35.818452],[-92.7431,35.818703],[-92.7421,35.818863],[-92.741807,35.819212],[-92.741692,35.819998],[-92.741084,35.820398],[-92.740138,35.821129],[-92.739529,35.821732],[-92.738765,35.821565],[-92.737981,35.821142],[-92.737059,35.821233],[-92.736183,35.821084],[-92.735194,35.821321],[-92.734677,35.821263],[-92.734094,35.820897],[-92.733984,35.8202],[-92.73367,35.819924],[-92.732222,35.81973],[-92.731637,35.819785],[-92.731576,35.819802],[-92.730918,35.819984],[-92.730423,35.820258],[-92.729814,35.820714],[-92.729162,35.821023],[-92.728711,35.821259],[-92.728505,35.82145],[-92.72808,35.821954],[-92.727539,35.822483],[-92.727355,35.823544],[-92.727106,35.82433],[-92.72663,35.825237],[-92.726317,35.825996],[-92.726005,35.8265],[-92.725241,35.827427],[-92.72524,35.827777],[-92.725732,35.828325],[-92.726,35.828694],[-92.726314,35.829077],[-92.726828,35.829775],[-92.727614,35.830178],[-92.728061,35.830583],[-92.728783,35.831055],[-92.72945,35.832159],[-92.729299,35.833412],[-92.729139,35.834237],[-92.729719,35.835482],[-92.729875,35.835884],[-92.730051,35.837221],[-92.729758,35.837385],[-92.727981,35.83782],[-92.727394,35.838569],[-92.72706,35.837561],[-92.726906,35.836646],[-92.726285,35.835346],[-92.725976,35.83484],[-92.725587,35.834686],[-92.725235,35.834144],[-92.72451,35.834005],[-92.721654,35.834567],[-92.720732,35.834637],[-92.720137,35.834804],[-92.719482,35.834794],[-92.718978,35.835146],[-92.718028,35.835507],[-92.717036,35.83569],[-92.71627,35.835706],[-92.715931,35.835705],[-92.715345,35.835665],[-92.71442,35.836049],[-92.712935,35.836327],[-92.711895,35.83652],[-92.711264,35.836665],[-92.710766,35.836939],[-92.709525,35.837396],[-92.708622,35.838126],[-92.706612,35.839316],[-92.705889,35.839625],[-92.705188,35.840174],[-92.70451,35.840925],[-92.703831,35.841509],[-92.703377,35.842446],[-92.702743,35.843344],[-92.702672,35.84424],[-92.70269,35.845307],[-92.70262,35.846206],[-92.702753,35.846718],[-92.703021,35.84751],[-92.703525,35.848014],[-92.703817,35.848492],[-92.703959,35.848973],[-92.703237,35.849703],[-92.702957,35.850192],[-92.702462,35.850635],[-92.701355,35.85141],[-92.700765,35.851757],[-92.700152,35.851988],[-92.699138,35.852114],[-92.698285,35.852721],[-92.697661,35.853476],[-92.696617,35.854062],[-92.695394,35.855673],[-92.69494,35.856499],[-92.694374,35.85723],[-92.694102,35.857486],[-92.69383,35.857817],[-92.693164,35.858338],[-92.692521,35.85851],[-92.691439,35.858397],[-92.69047,35.858266],[-92.689276,35.857952],[-92.687203,35.858093],[-92.68603,35.858144],[-92.683619,35.857937],[-92.681096,35.857671],[-92.680312,35.857101],[-92.679315,35.856544],[-92.678025,35.855691],[-92.677029,35.854985],[-92.676487,35.854375],[-92.676262,35.853781],[-92.675924,35.853246],[-92.675201,35.852374],[-92.674703,35.852041],[-92.673616,35.85141],[-92.672734,35.850871],[-92.671918,35.850427],[-92.670515,35.849553],[-92.670154,35.848943],[-92.669589,35.848387],[-92.668341,35.848366],[-92.667728,35.848308],[-92.666936,35.848887],[-92.666935,35.848903],[-92.666842,35.849791],[-92.666858,35.851231],[-92.666473,35.851636],[-92.66554,35.851838],[-92.6638,35.852557],[-92.663267,35.852772],[-92.66293,35.852908],[-92.662631,35.852901],[-92.661998,35.853284],[-92.661457,35.853551],[-92.660926,35.853856],[-92.660703,35.854331],[-92.6604,35.854894],[-92.66017,35.855443],[-92.660078,35.855885],[-92.660302,35.856514],[-92.660345,35.857123],[-92.660173,35.857501],[-92.660308,35.857891],[-92.659578,35.858904],[-92.658643,35.859769],[-92.6578,35.860542],[-92.658002,35.861225],[-92.658179,35.862094],[-92.658289,35.86311],[-92.658399,35.863758],[-92.658443,35.864238],[-92.658056,35.864588],[-92.657576,35.865139],[-92.657506,35.86586],[-92.657798,35.866323],[-92.657705,35.866859],[-92.657191,35.867678],[-92.656464,35.868102],[-92.655622,35.86856],[-92.65537,35.868967],[-92.654938,35.869428],[-92.654743,35.870548],[-92.654095,35.871404],[-92.653635,35.871547],[-92.653046,35.871176],[-92.652257,35.871045],[-92.65182,35.871393],[-92.651632,35.871803],[-92.65132,35.872307],[-92.650748,35.872592],[-92.650248,35.872922],[-92.649971,35.87403],[-92.649788,35.87425],[-92.649099,35.87416],[-92.648207,35.87425],[-92.647381,35.874428],[-92.646533,35.874698],[-92.645483,35.875184],[-92.644991,35.875492],[-92.644519,35.876144],[-92.644206,35.876596],[-92.643913,35.877213],[-92.643197,35.8777],[-92.642599,35.878095],[-92.642013,35.878314],[-92.641074,35.878674],[-92.640361,35.878762],[-92.639132,35.879286],[-92.637611,35.880424],[-92.63696,35.881402],[-92.636308,35.882415],[-92.635237,35.882486],[-92.634536,35.8824],[-92.633934,35.883374],[-92.633421,35.884642],[-92.632111,35.885817],[-92.630627,35.885458],[-92.629396,35.885101],[-92.628575,35.884562],[-92.627889,35.884454],[-92.627122,35.884483],[-92.625203,35.88495],[-92.62382,35.885018],[-92.622569,35.885449],[-92.621809,35.885792],[-92.620291,35.886096],[-92.618963,35.886391],[-92.617825,35.886714],[-92.617176,35.887075],[-92.616682,35.887817],[-92.61646,35.888881],[-92.616264,35.889333],[-92.615871,35.89015],[-92.615745,35.890607],[-92.615288,35.891361],[-92.614769,35.892337],[-92.614637,35.892824],[-92.614293,35.893819],[-92.614114,35.894305],[-92.614267,35.894736],[-92.614674,35.895761],[-92.614693,35.896602],[-92.614761,35.897098],[-92.614853,35.897479],[-92.614945,35.897939],[-92.615504,35.8988],[-92.615499,35.899735],[-92.615769,35.900617],[-92.616096,35.901283],[-92.615548,35.902623],[-92.614911,35.903441],[-92.614722,35.903821],[-92.614521,35.904547],[-92.614341,35.905024],[-92.614207,35.905303],[-92.614005,35.906578],[-92.613838,35.90713],[-92.613505,35.908141],[-92.612948,35.908585],[-92.612635,35.909089],[-92.612322,35.909593],[-92.612009,35.910099],[-92.610439,35.910662],[-92.607316,35.91051],[-92.605377,35.910386],[-92.605423,35.909577],[-92.605285,35.908986],[-92.604865,35.908584],[-92.60428,35.908334],[-92.603941,35.908049],[-92.60365,35.907644],[-92.603325,35.906938],[-92.602813,35.906287],[-92.602556,35.905941],[-92.602232,35.905081],[-92.602376,35.90432],[-92.602707,35.903881],[-92.602873,35.903442],[-92.602724,35.902991],[-92.602104,35.902737],[-92.601795,35.902483],[-92.601175,35.902226],[-92.599552,35.901428],[-92.598898,35.901044],[-92.598103,35.900602],[-92.597942,35.899858],[-92.59717,35.899454],[-92.596608,35.899243],[-92.595933,35.898267],[-92.595912,35.897714],[-92.595891,35.897313],[-92.59579,35.896501],[-92.595604,35.89612],[-92.59514,35.895201],[-92.594999,35.894878],[-92.594463,35.894416],[-92.593975,35.893633],[-92.593814,35.893021],[-92.593458,35.892596],[-92.592669,35.892179],[-92.592295,35.891986],[-92.591757,35.891601],[-92.591174,35.891008],[-92.590278,35.889565],[-92.589928,35.889181],[-92.589508,35.888893],[-92.588855,35.888185],[-92.588435,35.887726],[-92.587874,35.887361],[-92.587359,35.887245],[-92.586539,35.887032],[-92.58579,35.886876],[-92.585134,35.886703],[-92.583636,35.885992],[-92.582933,35.885737],[-92.579207,35.885472],[-92.578562,35.88514],[-92.577723,35.884824],[-92.577037,35.884705],[-92.576726,35.884703],[-92.575045,35.883239],[-92.574511,35.881928],[-92.574424,35.88128],[-92.573947,35.881186],[-92.573331,35.88159],[-92.571968,35.881452],[-92.571832,35.881438],[-92.571084,35.881066],[-92.569634,35.88045],[-92.567862,35.880369],[-92.5672,35.880903],[-92.566403,35.881234],[-92.565562,35.881064],[-92.564602,35.880776],[-92.562202,35.88036],[-92.559886,35.880385],[-92.558685,35.880207],[-92.557316,35.879573],[-92.556417,35.87943],[-92.555859,35.879392],[-92.555302,35.87946],[-92.554704,35.87957],[-92.554082,35.87982],[-92.55377,35.880072],[-92.553215,35.880205],[-92.551592,35.880821],[-92.551274,35.880993],[-92.55074,35.881618],[-92.549767,35.882313],[-92.548308,35.882472],[-92.547964,35.883095],[-92.547849,35.883588],[-92.547846,35.884093],[-92.547954,35.884844],[-92.547839,35.885358],[-92.547835,35.886115],[-92.547774,35.886541],[-92.547205,35.88763],[-92.546974,35.888754],[-92.546736,35.889566],[-92.546372,35.889876],[-92.545882,35.890066],[-92.545412,35.890427],[-92.545005,35.890736],[-92.544487,35.890879],[-92.54401,35.890859],[-92.543813,35.890896],[-92.543441,35.890967],[-92.542987,35.890929],[-92.542533,35.890835],[-92.541877,35.890828],[-92.540976,35.890638],[-92.540602,35.890478],[-92.540284,35.890234],[-92.539606,35.889765],[-92.53914,35.889486],[-92.538811,35.889115],[-92.538445,35.888185],[-92.538193,35.887489],[-92.537708,35.886692],[-92.537541,35.886155],[-92.537352,35.885773],[-92.537015,35.885199],[-92.536807,35.884473],[-92.536447,35.884021],[-92.536258,35.883657],[-92.536202,35.882857],[-92.535876,35.882607],[-92.53443,35.882108],[-92.533917,35.881802],[-92.533451,35.881647],[-92.532493,35.881548],[-92.531817,35.881203],[-92.531404,35.880996],[-92.531095,35.880743],[-92.530562,35.880229],[-92.530167,35.879801],[-92.52969,35.879782],[-92.52937,35.880035],[-92.528902,35.880184],[-92.528414,35.880331],[-92.527991,35.880478],[-92.527369,35.880476],[-92.526367,35.880657],[-92.525546,35.881097],[-92.525112,35.881519],[-92.524565,35.881982],[-92.524252,35.882485],[-92.523314,35.882531],[-92.523008,35.882852],[-92.523005,35.88324],[-92.522606,35.88363],[-92.52238,35.883995],[-92.522378,35.884247],[-92.522133,35.884523],[-92.521546,35.885015],[-92.521128,35.885507],[-92.520603,35.886305],[-92.520315,35.887577],[-92.520475,35.88813],[-92.520176,35.888787],[-92.51965,35.889326],[-92.518548,35.88991],[-92.517646,35.890278],[-92.516991,35.890408],[-92.516289,35.890406],[-92.515261,35.890401],[-92.513556,35.890129],[-92.512197,35.89075],[-92.51112,35.890937],[-92.51091,35.890936],[-92.510584,35.890705],[-92.509723,35.890113],[-92.509117,35.889844],[-92.508092,35.889232],[-92.506221,35.888972],[-92.506195,35.887207],[-92.505628,35.886591],[-92.505128,35.886141],[-92.504583,35.885638],[-92.50363,35.884913],[-92.503635,35.88411],[-92.503438,35.883413],[-92.503095,35.882208],[-92.503489,35.881335],[-92.503976,35.88037],[-92.503981,35.879478],[-92.504329,35.878622],[-92.504369,35.877313],[-92.504413,35.876339],[-92.504288,35.874941],[-92.504459,35.874442],[-92.504408,35.873592],[-92.504169,35.873106],[-92.503509,35.87204],[-92.503201,35.871531],[-92.503101,35.871161],[-92.502587,35.870519],[-92.501964,35.869382],[-92.501466,35.868826],[-92.501288,35.868232],[-92.500973,35.8676],[-92.500683,35.866767],[-92.500505,35.866153],[-92.499987,35.865171],[-92.49952,35.864441],[-92.499084,35.864112],[-92.498555,35.863174],[-92.498127,35.862505],[-92.497834,35.861986],[-92.497364,35.86165],[-92.496746,35.861143],[-92.496663,35.860626],[-92.496581,35.860101],[-92.496329,35.859263],[-92.495775,35.858702],[-92.495735,35.858179],[-92.49543,35.857364],[-92.495842,35.856843],[-92.49612,35.856199],[-92.495399,35.854975],[-92.495105,35.854637],[-92.495108,35.854628],[-92.495428,35.853467],[-92.495543,35.851896],[-92.495483,35.850816],[-92.495627,35.850172],[-92.495679,35.849431],[-92.495799,35.848805],[-92.495847,35.848539],[-92.495359,35.848271],[-92.494893,35.848195],[-92.494475,35.848098],[-92.494174,35.847698],[-92.494246,35.847412],[-92.494661,35.847233],[-92.495602,35.846717],[-92.496142,35.846169],[-92.496776,35.845374],[-92.497361,35.845092],[-92.49755,35.844674],[-92.497785,35.844213],[-92.498098,35.843709],[-92.498106,35.842444],[-92.497799,35.841938],[-92.497714,35.840748],[-92.498015,35.839987],[-92.498566,35.839397],[-92.498866,35.838823],[-92.498573,35.838265],[-92.497755,35.837741],[-92.496892,35.837312],[-92.497013,35.836142],[-92.496606,35.835676],[-92.495973,35.836118],[-92.495302,35.836451],[-92.494526,35.836596],[-92.492268,35.836882],[-92.49042,35.837154],[-92.489283,35.836889],[-92.487902,35.836336],[-92.487213,35.836196],[-92.487164,35.83675],[-92.486797,35.837046],[-92.486431,35.837229],[-92.485816,35.837339],[-92.484513,35.837759],[-92.483463,35.837958],[-92.482924,35.838084],[-92.482482,35.838215],[-92.481865,35.838454],[-92.481407,35.838711],[-92.481055,35.839086],[-92.481127,35.839787],[-92.480691,35.840268],[-92.479663,35.840579],[-92.479085,35.840689],[-92.478834,35.839676],[-92.477587,35.838385],[-92.477131,35.838298],[-92.476779,35.838438],[-92.475063,35.838519],[-92.473062,35.838823],[-92.471575,35.839245],[-92.470957,35.838726],[-92.470394,35.838954],[-92.469796,35.838976],[-92.468487,35.839022],[-92.467866,35.838897],[-92.466815,35.838893],[-92.466172,35.838854],[-92.465848,35.838767],[-92.465535,35.839018],[-92.465009,35.839426],[-92.464686,35.839722],[-92.464492,35.839843],[-92.464082,35.84012],[-92.463714,35.840574],[-92.463197,35.840903],[-92.462874,35.841129],[-92.462487,35.841231],[-92.462106,35.841279],[-92.461778,35.841386],[-92.46122,35.841487],[-92.460767,35.84187],[-92.459667,35.842792],[-92.458382,35.842488],[-92.45789,35.842259],[-92.457109,35.842018],[-92.456639,35.841685],[-92.454965,35.841499],[-92.454032,35.841822],[-92.453303,35.842121],[-92.451753,35.842871],[-92.450389,35.843067],[-92.450257,35.843058],[-92.449844,35.843029],[-92.448914,35.842876],[-92.446937,35.84298],[-92.446545,35.843268],[-92.446511,35.843293],[-92.446565,35.84424],[-92.446172,35.845183],[-92.446364,35.845731],[-92.446552,35.846009],[-92.44699,35.846176],[-92.44748,35.846519],[-92.447919,35.846728],[-92.448458,35.847312],[-92.448091,35.848038],[-92.447816,35.849094],[-92.447899,35.849606],[-92.448077,35.85006],[-92.448385,35.850314],[-92.448629,35.850759],[-92.448952,35.85106],[-92.449296,35.85154],[-92.449777,35.852849],[-92.449953,35.853858],[-92.450317,35.854531],[-92.450597,35.854956],[-92.451005,35.855557],[-92.451427,35.856371],[-92.451634,35.856678],[-92.451755,35.856902],[-92.451967,35.85709],[-92.452677,35.857641],[-92.45341,35.857933],[-92.454099,35.858312],[-92.454683,35.858827],[-92.455099,35.859394],[-92.455327,35.859873],[-92.455635,35.860779],[-92.455189,35.861615],[-92.454536,35.861919],[-92.45389,35.862472],[-92.453415,35.86323],[-92.452848,35.863347],[-92.451884,35.863189],[-92.45123,35.863664],[-92.450277,35.864838],[-92.450544,35.865762],[-92.45052,35.866205],[-92.4506,35.866702],[-92.450781,35.867266],[-92.450219,35.867926],[-92.449211,35.867308],[-92.44894,35.867086],[-92.44858,35.866997],[-92.448269,35.866995],[-92.447648,35.866992],[-92.446842,35.866923],[-92.445582,35.867037],[-92.444599,35.866604],[-92.443907,35.866515],[-92.443466,35.866531],[-92.442943,35.866391],[-92.442673,35.865998],[-92.442214,35.865586],[-92.441798,35.864953],[-92.441087,35.864659],[-92.440227,35.864655],[-92.439871,35.864601],[-92.439157,35.864548],[-92.438422,35.86468],[-92.437623,35.864881],[-92.437055,35.865169],[-92.436448,35.864894],[-92.435608,35.864924],[-92.435136,35.864946],[-92.434191,35.865061],[-92.433376,35.865409],[-92.432696,35.865721],[-92.432222,35.866012],[-92.431204,35.866131],[-92.429992,35.866213],[-92.429342,35.866262],[-92.428518,35.866418],[-92.427977,35.866522],[-92.427262,35.86657],[-92.426869,35.867098],[-92.426584,35.867606],[-92.426363,35.868117],[-92.426522,35.868663],[-92.426379,35.86905],[-92.425877,35.869577],[-92.424795,35.869554],[-92.42423,35.869885],[-92.423576,35.870587],[-92.423226,35.871025],[-92.422768,35.871498],[-92.422159,35.871937],[-92.421637,35.872268],[-92.421113,35.872917],[-92.420478,35.873883],[-92.419941,35.874136],[-92.419214,35.873855],[-92.418416,35.873172],[-92.418009,35.872614],[-92.417622,35.872312],[-92.417147,35.872062],[-92.416498,35.872041],[-92.415649,35.872738],[-92.414287,35.87249],[-92.413313,35.872555],[-92.412618,35.872727],[-92.411903,35.872936],[-92.411014,35.873089],[-92.41004,35.87312],[-92.408133,35.873411],[-92.407158,35.873564],[-92.406443,35.87363],[-92.406074,35.873752],[-92.405705,35.873838],[-92.40524,35.874104],[-92.404637,35.874245],[-92.404056,35.874497],[-92.40343,35.874729],[-92.402804,35.874944],[-92.402022,35.875249],[-92.401485,35.875499],[-92.400993,35.875751],[-92.400523,35.875967],[-92.400166,35.876074],[-92.399585,35.876233],[-92.398603,35.876303],[-92.39778,35.87617],[-92.397179,35.876059],[-92.396511,35.875929],[-92.39571,35.875707],[-92.394151,35.875516],[-92.393557,35.875324],[-92.392316,35.875065],[-92.390836,35.874719],[-92.389836,35.874462],[-92.389189,35.874459],[-92.388321,35.8742],[-92.387318,35.874267],[-92.385545,35.874395],[-92.384787,35.874481],[-92.383915,35.874711],[-92.382698,35.875467],[-92.381814,35.875462],[-92.381123,35.875587],[-92.380187,35.875988],[-92.379546,35.876334],[-92.378833,35.876619],[-92.378357,35.876914],[-92.377437,35.877247],[-92.376986,35.877788],[-92.376577,35.878298],[-92.376473,35.878676],[-92.376466,35.87912],[-92.376456,35.879167],[-92.376455,35.879172],[-92.376365,35.879631],[-92.376464,35.879862],[-92.376619,35.880703],[-92.376653,35.881578],[-92.376679,35.882144],[-92.376485,35.88269],[-92.376058,35.883238],[-92.375442,35.883767],[-92.3751,35.884367],[-92.37457,35.884808],[-92.37446,35.885303],[-92.374736,35.885893],[-92.374812,35.886673],[-92.374422,35.887244],[-92.374187,35.887712],[-92.374057,35.888209],[-92.373897,35.888553],[-92.373952,35.889058],[-92.37388,35.88963],[-92.373257,35.88988],[-92.372943,35.890383],[-92.37263,35.890634],[-92.372045,35.891262],[-92.371627,35.891814],[-92.371624,35.892251],[-92.371163,35.89304],[-92.371056,35.893576],[-92.370825,35.89408],[-92.371442,35.894369],[-92.372412,35.894593],[-92.372962,35.895504],[-92.373388,35.89648],[-92.373544,35.897168],[-92.373787,35.897539],[-92.373904,35.897718],[-92.374518,35.898194],[-92.37497,35.898478],[-92.375204,35.898716],[-92.375293,35.898938],[-92.375418,35.89922],[-92.375723,35.899679],[-92.37594,35.899933],[-92.376191,35.900229],[-92.376969,35.90081],[-92.378139,35.901968],[-92.378942,35.902173],[-92.379953,35.902397],[-92.380611,35.902443],[-92.381416,35.902675],[-92.381827,35.902938],[-92.381843,35.903349],[-92.381634,35.903654],[-92.381256,35.903972],[-92.380877,35.904428],[-92.380723,35.904932],[-92.380643,35.905648],[-92.380545,35.906045],[-92.380468,35.906319],[-92.380353,35.906625],[-92.380108,35.906852],[-92.379467,35.907139],[-92.379954,35.907353],[-92.380262,35.907607],[-92.380571,35.907861],[-92.380876,35.908623],[-92.381185,35.908877],[-92.381798,35.909892],[-92.382107,35.910146],[-92.382724,35.910654],[-92.383033,35.910908],[-92.38365,35.911416],[-92.38388,35.911897],[-92.383898,35.912242],[-92.383998,35.912439],[-92.384571,35.912938],[-92.385322,35.913712],[-92.385521,35.914108],[-92.386112,35.914463],[-92.386628,35.91479],[-92.387041,35.914972],[-92.387037,35.915477],[-92.386313,35.916125],[-92.385589,35.916579],[-92.384729,35.917068],[-92.38396,35.917614],[-92.383303,35.918178],[-92.383388,35.918783],[-92.383698,35.919443],[-92.383874,35.919976],[-92.38398,35.920745],[-92.384045,35.921185],[-92.384092,35.921363],[-92.384075,35.921832],[-92.384022,35.922293],[-92.383944,35.922568],[-92.383752,35.922916],[-92.383562,35.923202],[-92.383397,35.923374],[-92.383383,35.923496],[-92.383483,35.923589],[-92.383746,35.923755],[-92.384159,35.924034],[-92.384459,35.924351],[-92.384659,35.924695],[-92.384785,35.925324],[-92.384606,35.925738],[-92.384266,35.925937],[-92.383848,35.926077],[-92.383407,35.926555],[-92.383403,35.927033],[-92.383375,35.927567],[-92.383586,35.927951],[-92.383958,35.929769],[-92.384682,35.93054],[-92.386007,35.930322],[-92.38644,35.930251],[-92.387653,35.93055],[-92.388259,35.93081],[-92.389023,35.931033],[-92.389628,35.931311],[-92.390019,35.931669],[-92.390328,35.931923],[-92.390431,35.932359],[-92.390045,35.932778],[-92.389386,35.933183],[-92.389048,35.93358],[-92.389085,35.934274],[-92.389374,35.934697],[-92.389683,35.934954],[-92.390137,35.935093],[-92.390654,35.935457],[-92.391229,35.935971],[-92.391536,35.936478],[-92.391757,35.937011],[-92.392294,35.93739],[-92.39273,35.937382],[-92.393602,35.937365],[-92.394544,35.937354],[-92.395027,35.937075],[-92.395453,35.936842],[-92.396337,35.936863],[-92.397264,35.936443],[-92.398033,35.936495],[-92.398898,35.936609],[-92.399488,35.937347],[-92.399917,35.937784],[-92.400226,35.938038],[-92.400749,35.938589],[-92.40111,35.939091],[-92.402438,35.939129],[-92.402787,35.93923],[-92.403185,35.939369],[-92.403302,35.939438],[-92.40346,35.939576],[-92.403541,35.939687],[-92.403596,35.939874],[-92.403642,35.940091],[-92.403658,35.940607],[-92.403289,35.941074],[-92.403028,35.941237],[-92.4029,35.941557],[-92.402906,35.94205],[-92.403066,35.942574],[-92.403042,35.9432],[-92.402558,35.943559],[-92.40194,35.943946],[-92.401732,35.944366],[-92.401157,35.945168],[-92.40203,35.946135],[-92.403112,35.947301],[-92.403378,35.947924],[-92.403601,35.948701],[-92.404085,35.94901],[-92.404278,35.949612],[-92.405108,35.950196],[-92.405424,35.9512],[-92.404976,35.95182],[-92.403886,35.952516],[-92.403293,35.952813],[-92.402749,35.953051],[-92.402376,35.95339],[-92.402078,35.953828],[-92.401652,35.954709],[-92.401474,35.955429],[-92.401328,35.956747],[-92.401626,35.958135],[-92.401914,35.95897],[-92.401991,35.959003],[-92.40182,35.959101],[-92.400973,35.959193],[-92.399865,35.95974],[-92.399063,35.960252],[-92.39767,35.961332],[-92.396371,35.962393],[-92.395251,35.962809],[-92.395372,35.963288],[-92.395936,35.964014],[-92.39699,35.964288],[-92.398372,35.964536],[-92.398707,35.965655],[-92.399166,35.967332],[-92.400104,35.968245],[-92.399989,35.969379],[-92.400527,35.971065],[-92.398646,35.973213],[-92.399463,35.973512],[-92.401052,35.973484],[-92.401392,35.973905],[-92.401519,35.974255],[-92.403052,35.974605],[-92.403961,35.97493],[-92.404904,35.97511],[-92.406947,35.976283],[-92.407083,35.976996],[-92.407072,35.978511],[-92.405292,35.980765],[-92.405199,35.981639],[-92.405483,35.983054],[-92.406103,35.983309],[-92.40637,35.983377],[-92.406819,35.983491],[-92.40764,35.983477],[-92.408298,35.98348],[-92.40858,35.983499],[-92.409524,35.983326],[-92.411295,35.981843],[-92.412843,35.98165],[-92.413186,35.982578],[-92.413636,35.982735],[-92.414506,35.98315],[-92.415101,35.983991],[-92.416939,35.985222],[-92.417582,35.985376],[-92.418797,35.986579],[-92.420377,35.987422],[-92.420685,35.987929],[-92.420679,35.988688],[-92.420381,35.990195],[-92.419179,35.990189],[-92.417869,35.990189],[-92.41549,35.990101],[-92.413984,35.990757],[-92.413312,35.991693],[-92.411896,35.991738],[-92.410209,35.991809],[-92.409756,35.992194],[-92.409484,35.993268],[-92.409336,35.994162],[-92.408437,35.994137],[-92.407654,35.994115],[-92.407138,35.994142],[-92.406879,35.994236],[-92.407054,35.995972],[-92.407166,35.99668],[-92.408286,35.997657],[-92.409241,35.998656],[-92.409081,36.001015],[-92.408764,36.001773],[-92.408581,36.002106],[-92.408133,36.003032],[-92.40781,36.004547],[-92.407079,36.005844],[-92.405255,36.006469],[-92.404916,36.007179],[-92.405656,36.007846],[-92.406646,36.008712],[-92.406616,36.00982],[-92.40706,36.011231],[-92.407753,36.012129],[-92.40798,36.012784],[-92.407558,36.013246],[-92.406714,36.013107],[-92.40587,36.012914],[-92.404794,36.012354],[-92.403436,36.011774],[-92.401092,36.011447],[-92.40044,36.011322],[-92.398429,36.011071],[-92.396904,36.010617],[-92.395944,36.010554],[-92.395324,36.010298],[-92.394393,36.010041],[-92.393773,36.009785],[-92.393154,36.009275],[-92.392534,36.00902],[-92.391298,36.008004],[-92.390208,36.00748],[-92.388317,36.007454],[-92.386016,36.007217],[-92.384463,36.006957],[-92.383843,36.006701],[-92.382738,36.00608],[-92.38104,36.006019],[-92.380501,36.006208],[-92.38011,36.006682],[-92.379313,36.006935],[-92.378838,36.006771],[-92.378555,36.006674],[-92.377618,36.006646],[-92.376426,36.006476],[-92.374962,36.006747],[-92.373821,36.007028],[-92.373084,36.007896],[-92.37162,36.008308],[-92.370287,36.00858],[-92.369125,36.008166],[-92.367993,36.0072],[-92.36736,36.006363],[-92.367061,36.00543],[-92.366873,36.004749],[-92.365504,36.003445],[-92.364964,36.002724],[-92.364796,36.002164],[-92.364028,36.002297],[-92.363233,36.001874],[-92.36089,36.000047],[-92.359687,35.997883],[-92.35863,35.997801],[-92.357931,35.997225],[-92.355525,35.998472],[-92.354809,35.999881],[-92.354978,36.002267],[-92.353915,36.003005],[-92.353429,36.003128],[-92.353303,36.003258],[-92.353184,36.003443],[-92.353145,36.003688],[-92.353176,36.004795],[-92.352857,36.006319],[-92.351545,36.00768],[-92.351151,36.008954],[-92.350759,36.010351],[-92.351861,36.011478],[-92.352181,36.012586],[-92.352994,36.013363],[-92.353612,36.013872],[-92.353294,36.014627],[-92.352982,36.014878],[-92.352668,36.015131],[-92.352044,36.01538],[-92.351731,36.015631],[-92.350968,36.016454],[-92.350062,36.016832],[-92.349643,36.017846],[-92.34957,36.019363],[-92.349112,36.020161],[-92.349189,36.020711],[-92.349698,36.02123],[-92.349941,36.021581],[-92.350124,36.02194],[-92.350433,36.022194],[-92.350753,36.022635],[-92.351045,36.023462],[-92.351041,36.023967],[-92.350718,36.024384],[-92.350857,36.024987],[-92.35103,36.025231],[-92.351506,36.025923],[-92.351893,36.026342],[-92.352381,36.026794],[-92.352548,36.029788],[-92.35264,36.029917],[-92.352905,36.029988],[-92.353689,36.030071],[-92.354365,36.030163],[-92.354823,36.030154],[-92.355187,36.030109],[-92.355453,36.030081],[-92.355681,36.0301],[-92.355916,36.030239],[-92.355967,36.030313],[-92.356276,36.030567],[-92.356729,36.030876],[-92.357422,36.031313],[-92.358135,36.031587],[-92.358133,36.03184],[-92.358266,36.032305],[-92.358568,36.032649],[-92.359013,36.032899],[-92.359247,36.033054],[-92.360298,36.033368],[-92.36009,36.034077],[-92.360198,36.034528],[-92.360595,36.034817],[-92.362448,36.035095],[-92.363132,36.03485],[-92.36402,36.034688],[-92.364119,36.034953],[-92.364636,36.035665],[-92.364695,36.03627],[-92.364628,36.036677],[-92.364202,36.037072],[-92.36462,36.037687],[-92.364636,36.038237],[-92.36523,36.039207],[-92.365212,36.039849],[-92.36504,36.040311],[-92.364469,36.040546],[-92.364985,36.041137],[-92.365411,36.041372],[-92.365831,36.041563],[-92.366039,36.041941],[-92.365951,36.042369],[-92.36561,36.042863],[-92.364788,36.042892],[-92.364077,36.043565],[-92.363596,36.044337],[-92.36291,36.044868],[-92.362272,36.045378],[-92.362197,36.045856],[-92.362812,36.046141],[-92.363304,36.046527],[-92.363613,36.046781],[-92.363922,36.047035],[-92.364423,36.047554],[-92.363663,36.047807],[-92.362524,36.047988],[-92.36173,36.048793],[-92.361527,36.049233],[-92.361723,36.049552],[-92.36181,36.050281],[-92.361927,36.051124],[-92.361923,36.051697],[-92.362325,36.052082],[-92.362622,36.052494],[-92.362929,36.05305],[-92.362798,36.053741],[-92.362462,36.054312],[-92.362305,36.054608],[-92.362123,36.055153],[-92.362921,36.055371],[-92.363231,36.055625],[-92.363402,36.056122],[-92.36366,36.056818],[-92.363796,36.057132],[-92.363537,36.057437],[-92.362901,36.057898],[-92.362425,36.058375],[-92.362376,36.058718],[-92.362887,36.059667],[-92.362811,36.060057],[-92.36226,36.060169],[-92.361659,36.060242],[-92.360788,36.06037],[-92.359768,36.060408],[-92.359713,36.060362],[-92.359459,36.060154],[-92.359187,36.060136],[-92.35873,36.060134],[-92.357804,36.060183],[-92.357145,36.060295],[-92.356883,36.060751],[-92.3566,36.060882],[-92.356453,36.061607],[-92.356192,36.06193],[-92.355838,36.062156],[-92.355224,36.062498],[-92.355079,36.062912],[-92.354765,36.063162],[-92.354075,36.063294],[-92.353922,36.064237],[-92.35351,36.064418],[-92.353197,36.064668],[-92.353195,36.064923],[-92.353504,36.065177],[-92.353809,36.065936],[-92.354118,36.06619],[-92.354309,36.066455],[-92.354513,36.06681],[-92.354508,36.067486],[-92.353738,36.067683],[-92.35317,36.067955],[-92.352884,36.068622],[-92.353097,36.069622],[-92.352012,36.070049],[-92.351749,36.070588],[-92.3519,36.070981],[-92.352209,36.071236],[-92.352829,36.071491],[-92.35404,36.071822],[-92.354811,36.072194],[-92.355211,36.072708],[-92.35524,36.072715],[-92.355868,36.072862],[-92.356479,36.072809],[-92.357486,36.073033],[-92.358417,36.073543],[-92.359037,36.073799],[-92.360278,36.07431],[-92.360901,36.074314],[-92.361719,36.074467],[-92.362,36.074322],[-92.362259,36.07419],[-92.362775,36.073566],[-92.363383,36.073376],[-92.363963,36.073519],[-92.364329,36.073827],[-92.36471,36.074237],[-92.364946,36.07459],[-92.365605,36.075272],[-92.366096,36.075764],[-92.366154,36.076532],[-92.36742,36.076922],[-92.368193,36.077066],[-92.368817,36.077105],[-92.369481,36.077264],[-92.370169,36.077462],[-92.370566,36.077507],[-92.371147,36.07751],[-92.370883,36.078329],[-92.371135,36.079171],[-92.371233,36.080305],[-92.371296,36.080445],[-92.371053,36.081195],[-92.371111,36.082205],[-92.371107,36.082709],[-92.37136,36.083116],[-92.371437,36.083613],[-92.370794,36.084056],[-92.370551,36.084379],[-92.369676,36.084543],[-92.369223,36.084721],[-92.368909,36.084972],[-92.368596,36.085223],[-92.368283,36.085474],[-92.367968,36.085979],[-92.367373,36.086418],[-92.365802,36.08634],[-92.365163,36.086217],[-92.36423,36.086212],[-92.363654,36.086285],[-92.363603,36.086713],[-92.363802,36.087476],[-92.363501,36.087943],[-92.362965,36.088479],[-92.362652,36.08873],[-92.362027,36.088979],[-92.361403,36.089228],[-92.360778,36.089477],[-92.36002,36.089674],[-92.359618,36.089672],[-92.358536,36.088735],[-92.358161,36.0886],[-92.357548,36.088845],[-92.357029,36.089013],[-92.356096,36.088846],[-92.355578,36.088176],[-92.355252,36.087437],[-92.354663,36.086925],[-92.35335,36.087272],[-92.352074,36.087661],[-92.351449,36.087913],[-92.350889,36.088031],[-92.350513,36.08816],[-92.349979,36.088268],[-92.349886,36.088661],[-92.34971,36.089159],[-92.349376,36.089398],[-92.348293,36.089349],[-92.34714,36.089429],[-92.346819,36.089411],[-92.346503,36.089367],[-92.346229,36.089255],[-92.345923,36.089158],[-92.34568,36.089123],[-92.345395,36.089131],[-92.345178,36.089195],[-92.344896,36.089646],[-92.344583,36.089897],[-92.34418,36.090348],[-92.34404,36.091334],[-92.343735,36.091892],[-92.343689,36.092169],[-92.343527,36.092869],[-92.342683,36.093678],[-92.342369,36.093928],[-92.342056,36.094179],[-92.341431,36.094428],[-92.340855,36.094815],[-92.340309,36.09504],[-92.338928,36.095807],[-92.339123,36.096446],[-92.338921,36.096689],[-92.338296,36.096937],[-92.337361,36.096932],[-92.33673,36.096345],[-92.334875,36.096414],[-92.334564,36.096412],[-92.333006,36.096403],[-92.332695,36.096402],[-92.332073,36.096398],[-92.330824,36.096644],[-92.330511,36.096894],[-92.330197,36.097145],[-92.330016,36.097615],[-92.330626,36.100109],[-92.329908,36.100051],[-92.329037,36.10017],[-92.328613,36.100422],[-92.32799,36.100608],[-92.328295,36.10118],[-92.328598,36.101802],[-92.328508,36.102313],[-92.329002,36.102935],[-92.329212,36.103207],[-92.329833,36.103463],[-92.330141,36.103717],[-92.330451,36.103971],[-92.330756,36.10473],[-92.331682,36.105747],[-92.331987,36.106506],[-92.331985,36.106759],[-92.332187,36.107208],[-92.332337,36.107545],[-92.33305,36.108151],[-92.333722,36.108454],[-92.333611,36.10879],[-92.333085,36.109086],[-92.331652,36.109286],[-92.331338,36.109536],[-92.331167,36.110167],[-92.331228,36.110568],[-92.331586,36.111442],[-92.331711,36.11202],[-92.331936,36.112571],[-92.332693,36.112776],[-92.333098,36.113249],[-92.332859,36.113841],[-92.332508,36.114398],[-92.332137,36.114953],[-92.331766,36.115615],[-92.331594,36.116108],[-92.331536,36.117392],[-92.331267,36.117876],[-92.330329,36.118377],[-92.329702,36.118879],[-92.32939,36.118877],[-92.328297,36.118875],[-92.327519,36.119119],[-92.326235,36.119763],[-92.325695,36.120161],[-92.3247,36.120872],[-92.323383,36.121318],[-92.323439,36.122635],[-92.323119,36.123643],[-92.323059,36.124167],[-92.323475,36.125028],[-92.323543,36.125412],[-92.324977,36.124917],[-92.325602,36.124669],[-92.325916,36.124418],[-92.326736,36.124075],[-92.327167,36.123918],[-92.328086,36.124694],[-92.328169,36.12508],[-92.328553,36.125429],[-92.329605,36.125629],[-92.330314,36.125716],[-92.331023,36.125339],[-92.331846,36.125344],[-92.332245,36.125517],[-92.332668,36.125634],[-92.33285,36.126303],[-92.333373,36.126734],[-92.333844,36.126727],[-92.334617,36.126993],[-92.334612,36.127498],[-92.334466,36.128167],[-92.334415,36.129016],[-92.334366,36.12962],[-92.334534,36.130349],[-92.335709,36.131027],[-92.335879,36.131596],[-92.336129,36.132127],[-92.336334,36.132082],[-92.336443,36.132059],[-92.337081,36.131639],[-92.337369,36.131196],[-92.337613,36.130756],[-92.338018,36.130046],[-92.338332,36.129793],[-92.338645,36.129542],[-92.339273,36.129041],[-92.341142,36.129051],[-92.34176,36.129559],[-92.34207,36.129813],[-92.34331,36.13058],[-92.343474,36.13065],[-92.343755,36.130771],[-92.344586,36.130776],[-92.345179,36.13059],[-92.345725,36.130392],[-92.346819,36.130274],[-92.34776,36.130137],[-92.348508,36.129556],[-92.348535,36.128988],[-92.348934,36.128589],[-92.349248,36.128338],[-92.349703,36.127664],[-92.350813,36.127334],[-92.351352,36.127878],[-92.351788,36.128074],[-92.352375,36.12838],[-92.352984,36.128611],[-92.353595,36.1289],[-92.354613,36.128912],[-92.355143,36.129353],[-92.355465,36.129888],[-92.355773,36.130395],[-92.357341,36.130516],[-92.35764,36.130657],[-92.358259,36.131166],[-92.358569,36.13142],[-92.359501,36.131677],[-92.359809,36.132186],[-92.360432,36.132189],[-92.362303,36.131947],[-92.363551,36.131699],[-92.363865,36.131448],[-92.364178,36.131197],[-92.36419,36.12968],[-92.364508,36.128925],[-92.364822,36.128674],[-92.365445,36.128677],[-92.36622,36.128433],[-92.368259,36.127428],[-92.368691,36.127173],[-92.37013,36.127185],[-92.371347,36.127365],[-92.372393,36.12744],[-92.372927,36.127957],[-92.373603,36.128596],[-92.373549,36.129903],[-92.374157,36.129988],[-92.374778,36.130243],[-92.375088,36.130497],[-92.375397,36.130751],[-92.375959,36.130923],[-92.376328,36.131261],[-92.376085,36.132051],[-92.375879,36.132814],[-92.376137,36.133205],[-92.376658,36.13349],[-92.377244,36.133741],[-92.377613,36.133954],[-92.378795,36.13456],[-92.378166,36.135314],[-92.377631,36.135836],[-92.378016,36.13667],[-92.378461,36.137337],[-92.378771,36.137594],[-92.37908,36.137848],[-92.37939,36.138102],[-92.379697,36.138608],[-92.381198,36.138941],[-92.38159,36.139051],[-92.382133,36.139205],[-92.382497,36.139128],[-92.383122,36.138878],[-92.384059,36.138631],[-92.384798,36.1387],[-92.385615,36.138891],[-92.386234,36.139399],[-92.386699,36.140592],[-92.386311,36.141212],[-92.386285,36.141867],[-92.387026,36.142286],[-92.387512,36.142841],[-92.388068,36.143959],[-92.38867,36.144487],[-92.388496,36.144953],[-92.387876,36.145365],[-92.387743,36.145727],[-92.38771,36.147401],[-92.387359,36.148763],[-92.388499,36.150063],[-92.388836,36.150497],[-92.389112,36.150636],[-92.389573,36.150789],[-92.389876,36.151039],[-92.389868,36.151954],[-92.389487,36.153169],[-92.389335,36.153495],[-92.388947,36.153978],[-92.388774,36.154425],[-92.388472,36.154942],[-92.388605,36.155083],[-92.389227,36.155338],[-92.389786,36.155708],[-92.390157,36.155848],[-92.390467,36.156102],[-92.390775,36.156608],[-92.391085,36.156865],[-92.391604,36.157462],[-92.392636,36.15763],[-92.393258,36.157885],[-92.394261,36.158062],[-92.395436,36.158401],[-92.396407,36.158728],[-92.397429,36.158648],[-92.397749,36.158546],[-92.398413,36.158153],[-92.39899,36.157844],[-92.400143,36.157402],[-92.400952,36.156901],[-92.401363,36.157221],[-92.401889,36.157742],[-92.402603,36.158437],[-92.402913,36.158693],[-92.403399,36.159232],[-92.404279,36.159595],[-92.404894,36.159902],[-92.404979,36.160349],[-92.404818,36.161153],[-92.403988,36.162992],[-92.403451,36.164063],[-92.403092,36.164865],[-92.403199,36.165276],[-92.40359,36.165995],[-92.404102,36.166279],[-92.404412,36.166535],[-92.404722,36.166789],[-92.405298,36.166912],[-92.405518,36.16781],[-92.406085,36.168744],[-92.406964,36.169124],[-92.407889,36.169397],[-92.408415,36.169722],[-92.408749,36.170093],[-92.409059,36.170349],[-92.409467,36.17062],[-92.410129,36.170659],[-92.41121,36.170592],[-92.411352,36.170609],[-92.412142,36.170705],[-92.412684,36.170536],[-92.413999,36.170962],[-92.415414,36.17057],[-92.417727,36.170759],[-92.418965,36.171263],[-92.419139,36.170766],[-92.42021,36.169786],[-92.424127,36.170355],[-92.425264,36.170252],[-92.425465,36.170233],[-92.42617,36.169869],[-92.427942,36.169364],[-92.43276,36.168169],[-92.432515,36.167921],[-92.432437,36.167762],[-92.432402,36.167645],[-92.432403,36.167568],[-92.432461,36.167488],[-92.432584,36.16736],[-92.432707,36.167225],[-92.432867,36.167093],[-92.43299,36.166994],[-92.433171,36.166842],[-92.433418,36.16664],[-92.433671,36.166459],[-92.433881,36.166214],[-92.434012,36.166064],[-92.434254,36.165784],[-92.434266,36.165765],[-92.434324,36.165696],[-92.43445,36.165629],[-92.434686,36.165451],[-92.434878,36.165333],[-92.435056,36.165131],[-92.435175,36.164964],[-92.435382,36.164858],[-92.435514,36.164823],[-92.435647,36.164776],[-92.435765,36.164717],[-92.43578,36.164657],[-92.435767,36.164514],[-92.435782,36.164395],[-92.435915,36.164288],[-92.436048,36.164205],[-92.436211,36.164122],[-92.436432,36.164052],[-92.436668,36.163969],[-92.436889,36.163935],[-92.437109,36.163912],[-92.437316,36.163817],[-92.437537,36.163711],[-92.437759,36.163605],[-92.438009,36.16357],[-92.43823,36.163524],[-92.438451,36.163513],[-92.438642,36.163454],[-92.438907,36.163407],[-92.439099,36.163325],[-92.43932,36.163254],[-92.439542,36.16316],[-92.439836,36.16309],[-92.440101,36.163055],[-92.440219,36.163068],[-92.440322,36.163032],[-92.440499,36.162914],[-92.440691,36.162867],[-92.440868,36.162832],[-92.441133,36.162762],[-92.441354,36.162656],[-92.441635,36.162538],[-92.441856,36.162443],[-92.442077,36.162325],[-92.44224,36.162278],[-92.442519,36.16222],[-92.44274,36.162197],[-92.442902,36.16221],[-92.443064,36.162175],[-92.443241,36.16214],[-92.443418,36.162093],[-92.443595,36.162022],[-92.443757,36.161915],[-92.443934,36.161845],[-92.444302,36.161775],[-92.444538,36.16174],[-92.444759,36.161682],[-92.445068,36.161623],[-92.445304,36.161541],[-92.445569,36.161459],[-92.445791,36.16134],[-92.445998,36.161234],[-92.446277,36.1612],[-92.446571,36.161201],[-92.446792,36.161202],[-92.447057,36.161191],[-92.447278,36.161168],[-92.447498,36.161169],[-92.447733,36.161194],[-92.448042,36.161196],[-92.448425,36.161186],[-92.448778,36.161211],[-92.449072,36.1612],[-92.449337,36.16119],[-92.449689,36.161203],[-92.450028,36.161109],[-92.45025,36.161003],[-92.451193,36.160757],[-92.45137,36.160674],[-92.451561,36.160651],[-92.451812,36.160593],[-92.452033,36.160522],[-92.452283,36.160428],[-92.452475,36.160357],[-92.452682,36.160287],[-92.453035,36.160265],[-92.4533,36.160242],[-92.453506,36.160243],[-92.454036,36.160126],[-92.454301,36.16002],[-92.454582,36.159902],[-92.454847,36.159808],[-92.455039,36.159701],[-92.455216,36.159559],[-92.455423,36.159452],[-92.455615,36.159346],[-92.455733,36.159275],[-92.45591,36.159228],[-92.456072,36.159169],[-92.456308,36.159111],[-92.456646,36.159076],[-92.457014,36.159102],[-92.45722,36.159127],[-92.457425,36.159187],[-92.45769,36.159212],[-92.457881,36.159225],[-92.458057,36.159262],[-92.458263,36.15931],[-92.458498,36.159359],[-92.458659,36.159396],[-92.458777,36.159408],[-92.459012,36.159349],[-92.459189,36.159267],[-92.459485,36.159125],[-92.459766,36.158912],[-92.46009,36.158734],[-92.460253,36.158604],[-92.46046,36.158473],[-92.460681,36.158391],[-92.460843,36.158332],[-92.46105,36.158249],[-92.461286,36.158143],[-92.461507,36.158037],[-92.461714,36.157942],[-92.462023,36.157824],[-92.462274,36.15773],[-92.462554,36.15766],[-92.462878,36.157637],[-92.463113,36.157639],[-92.463451,36.157628],[-92.463731,36.157629],[-92.463995,36.157619],[-92.464378,36.15762],[-92.464761,36.157574],[-92.465173,36.157469],[-92.465424,36.157339],[-92.465601,36.157256],[-92.465808,36.157162],[-92.466029,36.157055],[-92.466353,36.156914],[-92.466604,36.156831],[-92.466928,36.156725],[-92.467194,36.156643],[-92.467474,36.156561],[-92.467783,36.156467],[-92.468107,36.156349],[-92.468373,36.156255],[-92.468594,36.15616],[-92.468786,36.156078],[-92.469037,36.155959],[-92.46917,36.155817],[-92.469318,36.155651],[-92.469407,36.15552],[-92.469556,36.155318],[-92.469689,36.155115],[-92.469793,36.154937],[-92.469927,36.154735],[-92.470017,36.154521],[-92.470136,36.154318],[-92.470255,36.15414],[-92.470388,36.154057],[-92.470609,36.153963],[-92.47086,36.153868],[-92.471111,36.153714],[-92.471288,36.153632],[-92.471509,36.153549],[-92.47176,36.153348],[-92.471923,36.153169],[-92.472086,36.152991],[-92.472322,36.152849],[-92.472558,36.152755],[-92.472898,36.152565],[-92.473237,36.152448],[-92.473517,36.15233],[-92.473754,36.152152],[-92.473961,36.151974],[-92.474138,36.151819],[-92.47436,36.151677],[-92.474625,36.151607],[-92.474964,36.151501],[-92.475229,36.151395],[-92.475539,36.151313],[-92.475892,36.151183],[-92.476217,36.151077],[-92.476496,36.151031],[-92.476732,36.150984],[-92.476953,36.150878],[-92.477204,36.150795],[-92.477587,36.150749],[-92.47791,36.150727],[-92.478249,36.15068],[-92.478588,36.150563],[-92.478912,36.150385],[-92.479134,36.150267],[-92.479473,36.150197],[-92.479856,36.150091],[-92.47998,36.150069],[-92.48018,36.150033],[-92.480503,36.15001],[-92.480812,36.150024],[-92.48115,36.150085],[-92.481414,36.150181],[-92.481648,36.15029],[-92.481869,36.150338],[-92.482162,36.150399],[-92.482427,36.1504],[-92.482692,36.150378],[-92.483001,36.150307],[-92.483222,36.150249],[-92.483517,36.15019],[-92.483782,36.150096],[-92.484077,36.150026],[-92.484445,36.149884],[-92.484666,36.149802],[-92.484946,36.149731],[-92.48524,36.149721],[-92.48549,36.149722],[-92.485785,36.149711],[-92.486034,36.149736],[-92.486255,36.149749],[-92.486461,36.149654],[-92.486638,36.149619],[-92.486903,36.149609],[-92.487182,36.149658],[-92.487431,36.149778],[-92.487519,36.149886],[-92.487694,36.150065],[-92.487826,36.150209],[-92.48803,36.150436],[-92.488205,36.150604],[-92.488249,36.150736],[-92.488218,36.150879],[-92.48829,36.151082],[-92.488466,36.151214],[-92.488642,36.151322],[-92.488876,36.151454],[-92.489022,36.151598],[-92.489154,36.151753],[-92.489329,36.151873],[-92.489594,36.151946],[-92.48977,36.151947],[-92.490064,36.151984],[-92.49021,36.15208],[-92.490254,36.152199],[-92.490223,36.152366],[-92.49009,36.152509],[-92.489972,36.152651],[-92.489853,36.152806],[-92.489734,36.152936],[-92.489557,36.153031],[-92.48941,36.15309],[-92.489262,36.153173],[-92.489129,36.153256],[-92.488952,36.15341],[-92.488745,36.153552],[-92.488538,36.153707],[-92.488376,36.153813],[-92.488213,36.15392],[-92.488051,36.154038],[-92.487947,36.154169],[-92.488019,36.154336],[-92.488062,36.154551],[-92.488046,36.154742],[-92.488044,36.155052],[-92.488057,36.155279],[-92.488027,36.155458],[-92.487922,36.155708],[-92.487803,36.15591],[-92.487684,36.156124],[-92.48758,36.156326],[-92.487402,36.156528],[-92.487342,36.156659],[-92.487312,36.156814],[-92.487326,36.156969],[-92.48731,36.157148],[-92.487235,36.157374],[-92.48713,36.157613],[-92.487026,36.157779],[-92.486893,36.157946],[-92.486715,36.158195],[-92.486566,36.158397],[-92.486374,36.158504],[-92.486182,36.158658],[-92.486034,36.158836],[-92.485797,36.159014],[-92.48562,36.159145],[-92.485442,36.159323],[-92.485191,36.159572],[-92.485057,36.159774],[-92.484938,36.159917],[-92.484702,36.160143],[-92.484598,36.160297],[-92.484449,36.160475],[-92.484316,36.160666],[-92.484123,36.16088],[-92.483975,36.161046],[-92.483856,36.161284],[-92.483737,36.161474],[-92.483588,36.1617],[-92.48344,36.161914],[-92.48335,36.162117],[-92.483275,36.162367],[-92.483141,36.162617],[-92.483037,36.162795],[-92.482918,36.162985],[-92.482814,36.16314],[-92.482681,36.163318],[-92.482533,36.163425],[-92.482414,36.163592],[-92.482236,36.163805],[-92.482044,36.163936],[-92.48194,36.164138],[-92.481835,36.164352],[-92.481672,36.164542],[-92.481554,36.164697],[-92.481508,36.164888],[-92.481551,36.165031],[-92.481727,36.165127],[-92.481845,36.16514],[-92.482006,36.165212],[-92.482167,36.165332],[-92.482299,36.165428],[-92.482548,36.165512],[-92.482842,36.165561],[-92.483092,36.165586],[-92.483328,36.165575],[-92.483651,36.165577],[-92.484063,36.165614],[-92.484416,36.165652],[-92.484724,36.165713],[-92.484974,36.165761],[-92.485209,36.165846],[-92.485399,36.165966],[-92.485663,36.166086],[-92.486015,36.166207],[-92.486309,36.16628],[-92.486559,36.166329],[-92.486634,36.166336],[-92.486809,36.166354],[-92.487015,36.166331],[-92.487191,36.166296],[-92.487442,36.166249],[-92.487751,36.166203],[-92.488134,36.166145],[-92.488458,36.166086],[-92.488708,36.166016],[-92.4889,36.165897],[-92.489033,36.16585],[-92.48915,36.165934],[-92.489296,36.166078],[-92.489442,36.166281],[-92.489529,36.166413],[-92.489675,36.166592],[-92.489792,36.166796],[-92.489952,36.16694],[-92.490128,36.167036],[-92.490422,36.167061],[-92.490717,36.167038],[-92.490982,36.166968],[-92.491247,36.166885],[-92.491498,36.166803],[-92.491749,36.166673],[-92.491956,36.166519],[-92.492104,36.166305],[-92.492296,36.166162],[-92.492488,36.166056],[-92.492695,36.165937],[-92.492975,36.165819],[-92.493226,36.165642],[-92.493433,36.165499],[-92.493625,36.165357],[-92.493817,36.165238],[-92.494038,36.16518],[-92.494215,36.165192],[-92.494552,36.165301],[-92.494802,36.165374],[-92.495066,36.16547],[-92.49533,36.165579],[-92.49555,36.165699],[-92.495755,36.165783],[-92.496035,36.165808],[-92.4963,36.165786],[-92.496579,36.165715],[-92.496859,36.165669],[-92.49711,36.165586],[-92.497361,36.16548],[-92.497494,36.165314],[-92.497672,36.165135],[-92.497834,36.165053],[-92.4981,36.164923],[-92.498321,36.164804],[-92.498543,36.164638],[-92.498676,36.164508],[-92.498942,36.164342],[-92.499177,36.164259],[-92.499428,36.164189],[-92.499723,36.164094],[-92.499988,36.164012],[-92.500282,36.163989],[-92.500562,36.164014],[-92.500826,36.164087],[-92.501193,36.164184],[-92.501502,36.164209],[-92.501811,36.164211],[-92.502179,36.164164],[-92.502414,36.164118],[-92.502606,36.164035],[-92.502798,36.163905],[-92.50299,36.16375],[-92.503227,36.163548],[-92.503434,36.163382],[-92.5037,36.163193],[-92.503892,36.163062],[-92.504142,36.16298],[-92.504437,36.162898],[-92.504716,36.162911],[-92.504878,36.163007],[-92.505039,36.163139],[-92.505229,36.163306],[-92.505389,36.16351],[-92.505491,36.163641],[-92.505681,36.163893],[-92.505753,36.164108],[-92.505825,36.164311],[-92.505971,36.164502],[-92.506147,36.16467],[-92.506337,36.164778],[-92.506558,36.164791],[-92.506779,36.164768],[-92.506941,36.164709],[-92.507089,36.164614],[-92.507266,36.164531],[-92.507545,36.164461],[-92.50787,36.164367],[-92.508223,36.164344],[-92.50862,36.164394],[-92.508943,36.164467],[-92.509266,36.164539],[-92.509471,36.1646],[-92.509633,36.164708],[-92.509823,36.164864],[-92.510013,36.165008],[-92.510247,36.165164],[-92.510467,36.165272],[-92.510702,36.165404],[-92.510966,36.16556],[-92.511244,36.165764],[-92.51145,36.165777],[-92.511346,36.165896],[-92.511198,36.166074],[-92.511035,36.16624],[-92.510887,36.166371],[-92.510754,36.166537],[-92.510664,36.166752],[-92.51056,36.16699],[-92.51047,36.167192],[-92.510322,36.167382],[-92.510233,36.167537],[-92.510189,36.167665],[-92.510188,36.167675],[-92.510137,36.167809],[-92.510136,36.16798],[-92.510107,36.168139],[-92.510035,36.168298],[-92.509894,36.168434],[-92.509781,36.168536],[-92.509738,36.168672],[-92.509765,36.168831],[-92.50982,36.169025],[-92.509876,36.169173],[-92.509973,36.16931],[-92.510126,36.16947],[-92.51035,36.169664],[-92.510517,36.169824],[-92.510628,36.169961],[-92.510725,36.170166],[-92.51085,36.170394],[-92.511025,36.170564],[-92.511297,36.170702],[-92.511497,36.170814],[-92.511643,36.170908],[-92.511758,36.171088],[-92.511778,36.171242],[-92.511756,36.17137],[-92.511755,36.17154],[-92.511764,36.171771],[-92.511816,36.171959],[-92.511888,36.172172],[-92.51195,36.17242],[-92.512022,36.172608],[-92.512179,36.172831],[-92.51242,36.172977],[-92.512756,36.17308],[-92.513082,36.173158],[-92.513208,36.173168],[-92.513419,36.173117],[-92.51363,36.173007],[-92.513873,36.172846],[-92.514074,36.172719],[-92.514275,36.172575],[-92.514402,36.172464],[-92.514581,36.172379],[-92.514782,36.172269],[-92.514993,36.172117],[-92.515173,36.171938],[-92.515311,36.17176],[-92.515407,36.171564],[-92.51544,36.171393],[-92.515567,36.171172],[-92.515706,36.170942],[-92.515855,36.170678],[-92.515971,36.170508],[-92.51613,36.170389],[-92.51634,36.170432],[-92.516477,36.170493],[-92.516644,36.170673],[-92.516727,36.170801],[-92.51679,36.170946],[-92.516894,36.171109],[-92.517072,36.171169],[-92.517105,36.171168],[-92.517294,36.171162],[-92.517515,36.171145],[-92.517746,36.171129],[-92.517999,36.171113],[-92.518199,36.171089],[-92.518504,36.171107],[-92.518809,36.171099],[-92.518999,36.171117],[-92.519262,36.171161],[-92.519356,36.171238],[-92.519471,36.171341],[-92.519596,36.171487],[-92.519764,36.171581],[-92.520059,36.171625],[-92.520364,36.171558],[-92.520649,36.171508],[-92.520933,36.171543],[-92.521238,36.17157],[-92.52149,36.171614],[-92.521721,36.171691],[-92.52191,36.171795],[-92.522141,36.171958],[-92.522434,36.172112],[-92.522703,36.172227],[-92.522739,36.172242],[-92.523022,36.172362],[-92.523326,36.172508],[-92.523515,36.172586],[-92.523757,36.172604],[-92.524052,36.172648],[-92.524283,36.1727],[-92.524525,36.172761],[-92.524703,36.172813],[-92.524956,36.172873],[-92.525176,36.172977],[-92.525238,36.173113],[-92.525216,36.173258],[-92.525257,36.173421],[-92.525309,36.1736],[-92.525339,36.173788],[-92.525296,36.173958],[-92.525253,36.174163],[-92.525283,36.174368],[-92.525356,36.174547],[-92.525523,36.174719],[-92.52567,36.174813],[-92.525912,36.174908],[-92.526164,36.174969],[-92.526416,36.174987],[-92.526721,36.175014],[-92.527016,36.175032],[-92.527279,36.175016],[-92.527637,36.175],[-92.527869,36.17501],[-92.528184,36.175054],[-92.528584,36.175115],[-92.528826,36.175133],[-92.529057,36.175125],[-92.529321,36.175101],[-92.529478,36.175084],[-92.529657,36.175153],[-92.529835,36.17529],[-92.529992,36.175445],[-92.530149,36.175582],[-92.530348,36.175719],[-92.530495,36.175848],[-92.530694,36.176036],[-92.530893,36.176174],[-92.530945,36.176319],[-92.530943,36.176515],[-92.530984,36.176712],[-92.530994,36.176908],[-92.531035,36.177104],[-92.531097,36.177284],[-92.531127,36.177429],[-92.531158,36.177634],[-92.531178,36.17777],[-92.531335,36.177908],[-92.531587,36.178045],[-92.531744,36.178165],[-92.531838,36.178311],[-92.531911,36.178456],[-92.532015,36.178704],[-92.532129,36.178926],[-92.532264,36.179208],[-92.532875,36.179219],[-92.533085,36.179246],[-92.533348,36.179306],[-92.5336,36.179393],[-92.533778,36.179479],[-92.533988,36.179548],[-92.534146,36.179574],[-92.534346,36.179592],[-92.534599,36.179567],[-92.53482,36.17956],[-92.535115,36.179544],[-92.53543,36.179553],[-92.535651,36.179588],[-92.535767,36.17964],[-92.535776,36.179811],[-92.535786,36.179981],[-92.535774,36.180144],[-92.535773,36.180365],[-92.535793,36.180553],[-92.535823,36.180707],[-92.535875,36.180818],[-92.535959,36.180998],[-92.536032,36.181117],[-92.536125,36.18128],[-92.536198,36.181417],[-92.536208,36.181545],[-92.536113,36.18157],[-92.535882,36.181578],[-92.535713,36.18162],[-92.535576,36.18167],[-92.535417,36.181789],[-92.535238,36.181891],[-92.535069,36.181958],[-92.534952,36.18206],[-92.53492,36.182231],[-92.534876,36.182444],[-92.534844,36.182632],[-92.534801,36.182734],[-92.534654,36.18275],[-92.534475,36.182767],[-92.534264,36.182826],[-92.534042,36.182919],[-92.533915,36.183012],[-92.533809,36.183123],[-92.533714,36.183276],[-92.533587,36.183412],[-92.533502,36.183539],[-92.533406,36.183701],[-92.533394,36.18394],[-92.533404,36.184094],[-92.533403,36.184239],[-92.533423,36.184341],[-92.533464,36.184512],[-92.533537,36.184692],[-92.53362,36.184828],[-92.533693,36.185025],[-92.533787,36.185085],[-92.534008,36.18518],[-92.534333,36.185309],[-92.534606,36.185395],[-92.534922,36.185448],[-92.535153,36.185466],[-92.535385,36.185501],[-92.535542,36.185536],[-92.535731,36.185605],[-92.535931,36.185716],[-92.536162,36.185854],[-92.53634,36.185982],[-92.536486,36.186128],[-92.536612,36.186231],[-92.536748,36.186342],[-92.536895,36.186411],[-92.537053,36.186497],[-92.537178,36.186583],[-92.537325,36.186695],[-92.537335,36.186857],[-92.537281,36.187053],[-92.537196,36.18724],[-92.537068,36.187393],[-92.537015,36.187564],[-92.536993,36.187743],[-92.537024,36.187845],[-92.537149,36.187974],[-92.537264,36.188162],[-92.537273,36.18835],[-92.537283,36.188478],[-92.537272,36.188631],[-92.537197,36.188802],[-92.537122,36.189049],[-92.537047,36.189245],[-92.536951,36.189398],[-92.536824,36.189551],[-92.536718,36.189687],[-92.536675,36.189798],[-92.536632,36.190003],[-92.536641,36.190182],[-92.536609,36.190353],[-92.536513,36.190489],[-92.536355,36.190591],[-92.536312,36.190761],[-92.536289,36.190949],[-92.536288,36.191111],[-92.536288,36.191273],[-92.536328,36.191478],[-92.536359,36.191666],[-92.536379,36.191785],[-92.536315,36.191939],[-92.53623,36.192058],[-92.536135,36.192185],[-92.536029,36.192279],[-92.535986,36.192398],[-92.535954,36.192543],[-92.535911,36.192679],[-92.535857,36.192884],[-92.535824,36.193114],[-92.535813,36.193276],[-92.535811,36.193481],[-92.535863,36.19372],[-92.535977,36.193934],[-92.536049,36.194156],[-92.536048,36.194335],[-92.536016,36.19454],[-92.536014,36.194745],[-92.535939,36.195001],[-92.535864,36.195239],[-92.535715,36.195571],[-92.535576,36.195835],[-92.53547,36.195989],[-92.535364,36.196193],[-92.535299,36.196389],[-92.535267,36.196525],[-92.535203,36.19673],[-92.53517,36.196926],[-92.535126,36.197139],[-92.535073,36.197318],[-92.53503,36.197446],[-92.534997,36.1976],[-92.534965,36.197787],[-92.534932,36.198017],[-92.53492,36.198145],[-92.53493,36.198291],[-92.534929,36.198436],[-92.534939,36.198606],[-92.535012,36.198726],[-92.535116,36.19888],[-92.53521,36.198991],[-92.535293,36.199154],[-92.535345,36.199308],[-92.535355,36.199444],[-92.535322,36.199598],[-92.53529,36.199751],[-92.535247,36.199887],[-92.535246,36.200033],[-92.535277,36.200152],[-92.53535,36.200297],[-92.535433,36.200451],[-92.535612,36.200572],[-92.535706,36.200623],[-92.535864,36.200683],[-92.536053,36.200735],[-92.536274,36.200779],[-92.5364,36.200831],[-92.536483,36.200908],[-92.536441,36.201027],[-92.53644,36.201155],[-92.536471,36.201266],[-92.536523,36.201377],[-92.536575,36.201488],[-92.536606,36.201608],[-92.536626,36.201719],[-92.536688,36.201856],[-92.536793,36.202027],[-92.536855,36.202181],[-92.536865,36.202334],[-92.536779,36.202496],[-92.536652,36.202649],[-92.536556,36.202794],[-92.536492,36.202973],[-92.536449,36.203118],[-92.536353,36.203297],[-92.536289,36.203501],[-92.536165,36.203773],[-92.536163,36.203777],[-92.536308,36.203868],[-92.536444,36.203945],[-92.536602,36.204014],[-92.536738,36.204151],[-92.536916,36.204323],[-92.537104,36.204511],[-92.537261,36.204665],[-92.53744,36.204768],[-92.537629,36.204837],[-92.537797,36.204881],[-92.538007,36.204933],[-92.538228,36.204993],[-92.538428,36.205045],[-92.538712,36.205106],[-92.538964,36.205124],[-92.539133,36.205168],[-92.539216,36.205236],[-92.539364,36.205279],[-92.539574,36.205289],[-92.539753,36.205289],[-92.539974,36.205282],[-92.540259,36.20524],[-92.540522,36.205181],[-92.540754,36.205131],[-92.540976,36.205106],[-92.541186,36.205107],[-92.541376,36.205133],[-92.541576,36.205151],[-92.541754,36.205152],[-92.541944,36.205153],[-92.542186,36.205128],[-92.542387,36.205103],[-92.542544,36.205095],[-92.542755,36.20507],[-92.543018,36.20508],[-92.543271,36.205081],[-92.543482,36.205073],[-92.543671,36.2051],[-92.543871,36.20516],[-92.544039,36.205263],[-92.544249,36.205332],[-92.54448,36.20541],[-92.54468,36.205496],[-92.544837,36.205582],[-92.544973,36.205693],[-92.545173,36.205805],[-92.545372,36.205934],[-92.545519,36.206045],[-92.545792,36.206157],[-92.546013,36.206235],[-92.546233,36.206313],[-92.546464,36.20639],[-92.546706,36.206425],[-92.546875,36.206409],[-92.547075,36.206384],[-92.547264,36.206427],[-92.547369,36.20653],[-92.547506,36.206607],[-92.547673,36.206702],[-92.547789,36.206813],[-92.547967,36.206908],[-92.548219,36.206977],[-92.548404,36.206983],[-92.548514,36.206987],[-92.548862,36.20698],[-92.549146,36.206972],[-92.54942,36.20693],[-92.549652,36.206855],[-92.549916,36.206753],[-92.550169,36.20666],[-92.550391,36.206576],[-92.550676,36.206491],[-92.550907,36.206433],[-92.551108,36.206408],[-92.55136,36.206417],[-92.551623,36.206435],[-92.551834,36.206419],[-92.552087,36.206309],[-92.552236,36.206173],[-92.552395,36.205994],[-92.552564,36.205893],[-92.552795,36.205885],[-92.553058,36.205903],[-92.553322,36.205913],[-92.553553,36.205913],[-92.553743,36.205948],[-92.553963,36.205983],[-92.554247,36.206044],[-92.554542,36.206071],[-92.554774,36.206054],[-92.555027,36.205996],[-92.555238,36.205928],[-92.555428,36.205827],[-92.555618,36.205682],[-92.555925,36.205521],[-92.556147,36.2053],[-92.556316,36.205122],[-92.556486,36.204926],[-92.556634,36.204722],[-92.556741,36.204526],[-92.556837,36.204347],[-92.556911,36.204194],[-92.557123,36.203998],[-92.557292,36.203845],[-92.557472,36.203684],[-92.55761,36.203548],[-92.557716,36.203437],[-92.557853,36.20331],[-92.557917,36.203207],[-92.557991,36.203088],[-92.558066,36.202909],[-92.558162,36.202765],[-92.558299,36.202714],[-92.55851,36.202689],[-92.558794,36.202707],[-92.559067,36.202708],[-92.55931,36.202701],[-92.559541,36.202684],[-92.559804,36.202719],[-92.560046,36.202746],[-92.560242,36.20274],[-92.56031,36.202738],[-92.560489,36.202696],[-92.56071,36.202663],[-92.560942,36.202707],[-92.561141,36.202741],[-92.561331,36.20281],[-92.561467,36.202871],[-92.561625,36.202888],[-92.561815,36.202889],[-92.562057,36.202898],[-92.562246,36.202916],[-92.562499,36.202874],[-92.5627,36.202773],[-92.562858,36.20262],[-92.562922,36.202441],[-92.563081,36.202279],[-92.56324,36.202169],[-92.56343,36.202093],[-92.563662,36.202008],[-92.563894,36.201873],[-92.564063,36.201745],[-92.564327,36.201772],[-92.564589,36.201815],[-92.564789,36.201859],[-92.565042,36.201911],[-92.565346,36.202006],[-92.565546,36.202075],[-92.565746,36.202127],[-92.566009,36.202213],[-92.566282,36.202342],[-92.566449,36.202462],[-92.566585,36.202616],[-92.566595,36.20283],[-92.566594,36.203009],[-92.566624,36.203248],[-92.566686,36.203453],[-92.566812,36.203633],[-92.566948,36.203752],[-92.567073,36.203915],[-92.567188,36.204061],[-92.567324,36.204206],[-92.567471,36.2043],[-92.567629,36.204403],[-92.567849,36.204507],[-92.567986,36.204567],[-92.568133,36.204653],[-92.56829,36.204739],[-92.56849,36.204842],[-92.568594,36.20491],[-92.56873,36.205065],[-92.568835,36.20521],[-92.56895,36.205373],[-92.569075,36.205544],[-92.569232,36.205758],[-92.569368,36.205912],[-92.569525,36.206091],[-92.569651,36.206228],[-92.569766,36.20634],[-92.569944,36.206511],[-92.570133,36.206665],[-92.570363,36.206837],[-92.570625,36.207034],[-92.570919,36.207189],[-92.571076,36.207351],[-92.571191,36.207514],[-92.571265,36.207599],[-92.571306,36.207719],[-92.571284,36.207847],[-92.571241,36.20806],[-92.571156,36.208273],[-92.57106,36.208444],[-92.570975,36.208614],[-92.570889,36.208844],[-92.570772,36.209134],[-92.570665,36.209398],[-92.570548,36.209568],[-92.570411,36.20973],[-92.570262,36.209908],[-92.570093,36.210027],[-92.569924,36.210103],[-92.569776,36.210205],[-92.569681,36.210359],[-92.569648,36.210538],[-92.569679,36.210725],[-92.569783,36.210965],[-92.569908,36.211136],[-92.570055,36.211316],[-92.570149,36.211453],[-92.570158,36.211598],[-92.570126,36.211785],[-92.570083,36.211956],[-92.570018,36.21216],[-92.569996,36.212374],[-92.569974,36.212629],[-92.569951,36.212902],[-92.569929,36.213158],[-92.569916,36.213466],[-92.569904,36.21373],[-92.569892,36.214003],[-92.569912,36.214242],[-92.569942,36.214541],[-92.569836,36.214694],[-92.569635,36.214813],[-92.569413,36.214957],[-92.569223,36.215127],[-92.569032,36.215357],[-92.568926,36.215501],[-92.568799,36.215689],[-92.568692,36.215876],[-92.56867,36.216072],[-92.568722,36.216209],[-92.568869,36.21632],[-92.568994,36.216466],[-92.569088,36.21662],[-92.569214,36.216791],[-92.569308,36.216919],[-92.569412,36.217039],[-92.569528,36.217151]]],"sen1floods":{"source":"OPERA","source_full":"OPERA DSWx-HLS (Sentinel-2 / Landsat-8, 7 Apr 2025, +38 h from crest)","field":"snapshot @ DSWx overpass (model frame nearest 2025-04-07 16:48 UTC)","thresh_m":0.15,"overpass_utc":"2025-04-07T16:48Z","legend":{"hit":"#2ca02c","miss":"#1f77b4","false_alarm":"#d62728"},"chips":[{"id":"OPERA DSWx-HLS \u00b7 7 Apr 2025 (T+38 h)","corners":{"nw":[-93.534917,36.218416],"ne":[-92.323293,36.217699],"se":[-92.328004,35.663251],"sw":[-93.531193,35.663954]},"img":"data:image/png;base64,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","csi":0.166,"pod":0.604,"far":0.814,"n_flood":25985}]},"hwms":null}
\ No newline at end of file