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河川の24時間水位グラフ3 | 縦軸:水位(m)、横軸:時間(h)3 |
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広見橋 水位観測所 2024年07月01日08時30分 |
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| ![和歌山河川カメラ画像]() ![](data:image/webp;base64,UklGRuoCAABXRUJQVlA4WAoAAAA4AAAAAAAAAAAASUNDUOABAAAAAAHgbGNtcwQgAABtbnRyUkdCIFhZWiAH4gADABQACQAOAB1hY3NwTVNGVAAAAABzYXdzY3RybAAAAAAAAAAAAAAAAAAA9tYAAQAAAADTLWhhbmR56b9WWj4BtoMjhVVG90+qAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApkZXNjAAAA/AAAACRjcHJ0AAABIAAAACJ3dHB0AAABRAAAABRjaGFkAAABWAAAACxyWFlaAAABhAAAABRnWFlaAAABmAAAABRiWFlaAAABrAAAABRyVFJDAAABwAAAACBnVFJDAAABwAAAACBiVFJDAAABwAAAACBtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAYAAAAcAEMAQwAwAABYWVogAAAAAAAA9tYAAQAAAADTLXNmMzIAAAAAAAEMPwAABd3///MmAAAHkAAA/ZL///uh///9ogAAA9wAAMBxWFlaIAAAAAAAAG+gAAA48gAAA49YWVogAAAAAAAAYpYAALeJAAAY2lhZWiAAAAAAAAAkoAAAD4UAALbEcGFyYQAAAAAAAwAAAAJmaQAA8qcAAA1ZAAAT0AAACltBTFBIAgAAAAAAVlA4IBgAAAAwAQCdASoBAAEAAUAmJaQAA3AA/v02aABFWElGugAAAEV4aWYAAElJKgAIAAAABgASAQMAAQAAAAEAAAAaAQUAAQAAAFYAAAAbAQUAAQAAAF4AAAAoAQMAAQAAAAIAAAATAgMAAQAAAAEAAABphwQAAQAAAGYAAAAAAAAAOGMAAOgDAAA4YwAA6AMAAAYAAJAHAAQAAAAwMjEwAZEHAAQAAAABAgMAAKAHAAQAAAAwMTAwAaADAAEAAAD//wAAAqAEAAEAAAABAAAAA6AEAAEAAAABAAAAAAAAAA==) |
過去24時間 (m) | 09時 | 10時 | 11時 | 12時 | 13時 | 14時 | 15時 | 16時 | 17時 | 18時 | 19時 | 20時 | 21時 | 22時 | 23時 | 00時 | 01時 | 02時 | 03時 | 04時 | 05時 | 06時 | 07時 | 08時 | 水位 | -0.09 | -0.12 | -0.07 | 0.01 | 0.25 | 0.26 | 0.21 | 0.08 | 0.02 | 0.02 | -0.10 | -0.12 | -0.01 | 0.12 | 0.30 | 0.31 | 0.49 | 0.52 | 0.45 | 0.33 | 1.35 | 1.09 | 0.82 | 1.03 |
最新60分(m) | 07時50分 | 08時00分 | 08時10分 | 08時20分 | 08時30分 | 08時40分 | 水位 | 1.05 | 1.03 | 1 | 0.96 | 0.94 | 0.9 |
※****の表示は、欠測です。 |