{"id":50907,"date":"2025-08-17T05:21:10","date_gmt":"2025-08-16T20:21:10","guid":{"rendered":"https:\/\/phys-edu.net\/wp\/?p=50907"},"modified":"2025-08-17T05:21:10","modified_gmt":"2025-08-16T20:21:10","slug":"%eb%88%84%ea%b5%ac%eb%82%98-%ec%a2%8b%ec%95%84%ed%95%a0-%ec%b4%88%ea%b0%84%eb%8b%a8-%eb%af%b8%eb%8b%88-%eb%ac%bc%eb%a1%9c%ec%bc%93-%eb%a7%8c%eb%93%a4%ea%b8%b0%eb%b6%80%ed%84%b0-%ec%8f%98%eb%8a%94","status":"publish","type":"post","link":"https:\/\/phys-edu.net\/wp\/?p=50907&lang=ko","title":{"rendered":"\ub204\uad6c\ub098 \uc88b\uc544\ud560! \ucd08\uac04\ub2e8 \ubbf8\ub2c8 \ubb3c\ub85c\ucf13, \ub9cc\ub4e4\uae30\ubd80\ud130 \uc3d8\ub294 \ubc95\uae4c\uc9c0"},"content":{"rendered":"<p class=\"p1\">\ud398\ud2b8\ubcd1 \ub85c\ucf13\uc740 \uc5ec\ub984\ubc29\ud559 \uc790\uc720 \uc5f0\uad6c \uc8fc\uc81c\uc5d0 \ub531 \ub9de\ub294 \uc2e4\ud5d8\uc73c\ub85c, \uaf2d \ud55c \ubc88\ucbe4\uc740 \uccb4\ud5d8\ud574 \ubcf4\uae30\ub97c \uad8c\ud558\ub294 \uc7ac\ubbf8\uc788\ub294 \uacfc\ud559 \ud65c\ub3d9\uc785\ub2c8\ub2e4. \ubb3c\uc758 \uc591\uc744 \uc870\uc808\ud558\uba74 \ube44\ud589 \uac70\ub9ac\uac00 \ub2ec\ub77c\uc9c0\uae30\ub3c4 \ud558\uace0, \ubc1c\uc0ac \ud6c4 \ub85c\ucf13 \uc548\uc5d0 \uad6c\ub984\uc774 \uc0dd\uae30\ub294 \uc2e0\uae30\ud55c \ud604\uc0c1\ub3c4 \ubcfc \uc218 \uc788\uc2b5\ub2c8\ub2e4. \ud754\ud788 \u201c\ubb3c\ub85c\ucf13\u201d\uc774\ub77c\uace0\ub3c4 \ubd88\ub9ac\uba70, \ubb3c\uc744 \ub4a4\ucabd\uc73c\ub85c \ubd84\uc0ac\ud574 \ub0a0\uc544\uac00\ub294 \uce5c\ud658\uacbd\uc801\uc774\uace0 \uc548\uc804\ud55c \ub85c\ucf13\uc785\ub2c8\ub2e4. \uc2dc\uc911\uc5d0\uc11c\ub294 \ud0a4\ud2b8\ub85c\ub3c4 \ub9ce\uc774 \ud310\ub9e4\ub418\uace0 \uc788\uc9c0\uc694. \ud558\uc9c0\ub9cc \uc774\ubc88\uc5d0 \uc18c\uac1c\ud560 \uac83\uc740 \ud0a4\ud2b8\uac00 \uc544\ub2c8\ub77c, \uc9c1\uc811 \ub9cc\ub4e4 \uc218 \uc788\ub294 \ud398\ud2b8\ubcd1 \ub85c\ucf13\uc785\ub2c8\ub2e4!<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-41259 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/6863ec212f837d926ffd52cf9bdbfabf.jpg\" sizes=\"auto, (max-width: 289px) 100vw, 289px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/6863ec212f837d926ffd52cf9bdbfabf.jpg 1446w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/6863ec212f837d926ffd52cf9bdbfabf-300x215.jpg 300w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/6863ec212f837d926ffd52cf9bdbfabf-1024x734.jpg 1024w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/6863ec212f837d926ffd52cf9bdbfabf-768x550.jpg 768w\" alt=\"\" width=\"289\" height=\"207\" \/><\/p>\n<p class=\"p1\">\uc18c\ud615\uc774\uba74\uc11c\ub3c4 \uc800\ub834\ud558\uace0, \uc81c\uc791\uc774 \uac04\ub2e8\ud558\uba74\uc11c\ub3c4 \ubc15\ub825\uc774 \ub118\uce58\ub294 <span class=\"s1\"><b>500ml \ud398\ud2b8\ubcd1 \ub85c\ucf13<\/b><\/span>! \ucd08\ub4f1\ud559\uc0dd, \uc911\ud559\uc0dd, \uace0\ub4f1\ud559\uc0dd\uc744 \uc704\ud574 \uac1c\ubc1c\ub41c 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\uba40\ub9ac \ub0a0\uc544\uac11\ub2c8\ub2e4! \uc798 \ub9cc\ub4e4\uba74 <span class=\"s1\"><b>20m \uc774\uc0c1<\/b><\/span>, \ub54c\ub85c\ub294 <span class=\"s1\"><b>30m \uc774\uc0c1<\/b><\/span>\ub3c4 \uac00\ub2a5\ud569\ub2c8\ub2e4. \ub9e4\ub144 \uc218\uc5c5 \uc2dc\uac04\uc5d0 \ub9cc\ub4e4\uace0 \uc788\ub294\ub370, 30m\ub97c \ub118\uac8c \ub0a0\ub9b0 \ud559\uc0dd\ub3c4 \uc788\uc5c8\ub2f5\ub2c8\ub2e4. \uc774 \uc815\ub3c4 \uac70\ub9ac\ub77c\uba74 \ub9cc\ub4e4\uace0 \ub0a0\ub9ac\ub294 \uc990\uac70\uc6c0\uc744 \ucda9\ubd84\ud788 \ub290\ub084 \uc218 \uc788\uace0, \ud06c\uae30\uac00 \uc791\uc544 \uc9d1\uc73c\ub85c \uac00\uc838\uac00\uae30\ub3c4 \uc544\uc8fc \ud3b8\ub9ac\ud569\ub2c8\ub2e4. \uacf5\uc6d0\uc774\ub098 \uc6b4\ub3d9\uc7a5\uc5d0\uc11c \ub0a0\ub9ac\uae30\uc5d0 \ub531 \uc88b\uc740 \uac70\ub9ac\uc774\uc9c0 \uc54a\uc744\uae4c\uc694? \uc2e4\uc81c \ubc1c\uc0ac \uc601\uc0c1\uc744 \uc544\ub798\uc5d0 \uc62c\ub824 \ub450\uc5c8\uc73c\ub2c8 \ucc38\uace0\ud574 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\" 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\" alt=\"c3e31d3dbe97c650b66470c6b6d293b3.jpg\" \/><\/p>\n<p class=\"p1\">\ucc38\uace0\ub85c, \uc544\ub798\uc5d0\uc11c \uc18c\uac1c\ud558\ub294 <span class=\"s1\"><b>1.5L \ud398\ud2b8\ubcd1 \ub85c\ucf13 \ud0a4\ud2b8<\/b><\/span>\ub294 \uc798\ub9cc \ub0a0\ub9ac\uba74 <span class=\"s1\"><b>30m \uc774\uc0c1<\/b><\/span>\ub3c4 \ub0a0\ub9b4 \uc218 \uc788\uc2b5\ub2c8\ub2e4. \ud558\uc9c0\ub9cc \ud06c\uae30\uac00 \ucee4\uc11c \uc9d1\uc73c\ub85c \uac00\uc838\uac00\uae30\uac00 \uc5b4\ub835\uace0, \ub113\uc740 \uacf5\uac04\uc774 \uc544\ub2c8\uba74 \uc704\ud5d8\ud558\uae30 \ub54c\ubb38\uc5d0 \uc27d\uac8c \ub0a0\ub9ac\uae30\ub294 \ud798\ub4ed\ub2c8\ub2e4. \uadf8\ub798\uc11c \uc800\ub294 <span class=\"s1\"><b>\uc18c\ud615 \ub85c\ucf13<\/b><\/span>\uc744 \ucd94\ucc9c\ud569\ub2c8\ub2e4.<\/p>\n<p class=\"p1\">\ud398\ud2b8\ubcd1 \ub85c\ucf13\uc740 \ub2e8\uc21c\ud788 \uc7ac\ubbf8\ub9cc \uc788\ub294 \uac83\uc774 \uc544\ub2d9\ub2c8\ub2e4. <span class=\"s1\"><b>#\uc6b4\ub3d9\ub7c9 \ubcf4\uc874 \ubc95\uce59<\/b><\/span>, <span class=\"s1\"><b>#\uc791\uc6a9\uacfc \ubc18\uc791\uc6a9\uc758 \ubc95\uce59<\/b><\/span>, <span class=\"s1\"><b>#\ub2e8\uc5f4 \ubcc0\ud654<\/b><\/span>, <span class=\"s1\"><b>#\uad6c\ub984 \ubc1c\uc0dd<\/b><\/span> \ub4f1 \ub2e4\uc591\ud55c \uacfc\ud559 \uc6d0\ub9ac\ub97c \ucd08\ub4f1\ud559\uc0dd\ubd80\ud130 \uace0\ub4f1\ud559\uc0dd, \uadf8\ub9ac\uace0 \uc5b4\ub978\uae4c\uc9c0 \uc990\uac81\uac8c \ubc30\uc6b0\uba70 \uccb4\ud5d8\ud560 \uc218 \uc788\ub294 \ucd5c\uace0\uc758 \uacfc\ud559 \uad50\uc7ac\uc785\ub2c8\ub2e4. (\uc544\ub798\uc5d0 \uc790\uc138\ud55c \uc124\uba85\uc744 \uc815\ub9ac\ud574 \ub450\uc5c8\uc2b5\ub2c8\ub2e4.)<\/p>\n<p class=\"p1\">\uadf8\ub7fc \uc774\uc81c \ubcf8\uaca9\uc801\uc73c\ub85c <span class=\"s1\"><b>\ub9cc\ub4dc\ub294 \ubc29\ubc95<\/b><\/span>\uc744 \uc18c\uac1c\ud558\uaca0\uc2b5\ub2c8\ub2e4!<\/p>\n<h1 class=\"p1\"><b>\uacfc\ud559 \ub808\uc2dc\ud53c<\/b><b><\/b><\/h1>\n<h3><b>\uc900\ube44\ubb3c<\/b><\/h3>\n<h4><b>\uff1c\ub85c\ucf13 \ubcf8\uccb4\uc5d0 \ud544\uc694\ud55c \uac83\uff1e<\/b><\/h4>\n<ul>\n<li>\n<p class=\"p1\">\ud398\ud2b8\ubcd1(500ml) \u00d7 2<\/p>\n<p class=\"p1\">\u3000\u203b \uc885\uc774\ub85c \ub0a0\uac1c\ub97c \ub9cc\ub4dc\ub294 \uacbd\uc6b0\uc5d0\ub294 \ud398\ud2b8\ubcd1 1\uac1c\ub9cc\uc73c\ub85c\ub3c4 OK &#x1f449; (\uc790\uc138\ud55c \ub0b4\uc6a9\uc740 \uc5ec\uae30\ub97c \ucc38\uace0\ud558\uc138\uc694)<\/p>\n<p class=\"p1\">\u3000- 1\uac1c\ub294 \ubb3c\uc744 \ucc44\uc6cc \ucd94\uc9c4\ub825\uc774 \ub418\ub294 <span class=\"s1\"><b>\ud0f1\ud06c<\/b><\/span>\ub85c,<\/p>\n<p class=\"p1\">\u3000- \ub2e4\ub978 1\uac1c\ub294 <span class=\"s1\"><b>\ub0a0\uac1c<\/b><\/span> \ubd80\ubd84\uc73c\ub85c \uc0ac\uc6a9\ud569\ub2c8\ub2e4.<\/p>\n<p class=\"p1\">\u3000\ud2b9\ud788 \ud0f1\ud06c\uc6a9 \ud398\ud2b8\ubcd1\uc740 \ubc18\ub4dc\uc2dc <span class=\"s1\"><b>\ud0c4\uc0b0\uc6a9<\/b><\/span>\uc744 \uc0ac\uc6a9\ud574\uc57c \ud569\ub2c8\ub2e4. \ud0c4\uc0b0\uc6a9\uc740 \uc555\ub825\uc744 \uacac\ub51c \uc218 \uc788\ub3c4\ub85d \uc77c\ubc18 \ud398\ud2b8\ubcd1\ubcf4\ub2e4 \ud50c\ub77c\uc2a4\ud2f1\uc774 \ub450\uaecd\uace0 \ud2bc\ud2bc\ud558\uac8c \ub9cc\ub4e4\uc5b4\uc838 \uc788\uc2b5\ub2c8\ub2e4.<br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-24794 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/b353bc9b6a962fc62fd8e9d4edc01d48.jpg\" sizes=\"auto, (max-width: 191px) 100vw, 191px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/b353bc9b6a962fc62fd8e9d4edc01d48.jpg 191w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/b353bc9b6a962fc62fd8e9d4edc01d48-188x300.jpg 188w\" alt=\"\u30b9\u30af\u30ea\u30fc\u30f3\u30b7\u30e7\u30c3\u30c8 2016-04-21 5.07.03\" width=\"191\" height=\"305\" \/><\/p>\n<\/li>\n<li>\n<p class=\"p1\">\ube44\ub2d0 \ud14c\uc774\ud504, \ube68\ub300, \ucee4\ud130\uce7c, \uac00\uc704, \uc591\uba74 \ud14c\uc774\ud504, \uc1a1\uacf3, \ud310\uc790, \ud39c\uce58<\/p>\n<\/li>\n<li>\n<p class=\"p1\">\uace0\ubb34 \ub9c8\uac1c (6\ud638 \ub610\ub294 7\ud638 \u2192 6\ud638\uac00 \ub531 \ub9de\uc74c, 7\ud638\ub3c4 \uac00\ub2a5, <span class=\"s1\"><b>\ud578\uc988<\/b><\/span>\uc5d0\uc11c \uad6c\uc785 \uac00\ub2a5)<\/p>\n<\/li>\n<li>\n<p class=\"p1\">\uacf5\uae30 \uc8fc\uc785\uc6a9 \ubc14\ub298(\ub178\uc990 \uc138\ud2b8)<\/p>\n<p class=\"p1\">\u3000\u203b \ub178\uc990 \uad6c\uc785 \uc2dc\uc5d0\ub294 <span class=\"s1\"><b>\uac00\uc9c0\uace0 \uc788\ub294 \uacf5\uae30 \uc8fc\uc785\uae30\uc640 \ub9de\ub294\uc9c0<\/b><\/span> \uaf2d \ud655\uc778\ud558\uc138\uc694. \ud648\uc13c\ud130\ub098 \uc628\ub77c\uc778\uc5d0\uc11c \uc8fc\ubb38 \uac00\ub2a5<\/p>\n<\/li>\n<li>\n<p class=\"p1\">\uc548\uc804 \uc548\uacbd \/ \ubcf4\ud638 \uc548\uacbd<\/p>\n<\/li>\n<\/ul>\n<p class=\"p3\">\n<h4><b>\uff1c\ubc1c\uc0ac\ub300\uc5d0 \ud544\uc694\ud55c \uac83 (\uad50\uc0ac \ub4f1 \uc5b4\ub978\uc774 \ud558\ub098 \uc900\ube44\ud558\uba74 \ucda9\ubd84)\uff1e<\/b><\/h4>\n<ul>\n<li>\n<p class=\"p1\">\uc637\uac78\uc774<\/p>\n<\/li>\n<li>\n<p class=\"p1\">\uacf5\uae30 \uc8fc\uc785\uae30 (\uac00\ub2a5\ud558\uba74 <span class=\"s1\"><b>\uc555\ub825\uacc4\uac00 \ub2ec\ub9b0 \uac83<\/b><\/span>\uc744 \ucd94\ucc9c)<\/p>\n<\/li>\n<li>\n<p class=\"p1\">\uc758\uc790<\/p>\n<\/li>\n<\/ul>\n<h2 class=\"p1\"><b>\ub85c\ucf13 \ubcf8\uccb4 \ub9cc\ub4e4\uae30<\/b><b><\/b><\/h2>\n<h3><b>1. \uba38\ub9ac(\ud5e4\ub4dc)\uc640 \ub0a0\uac1c 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\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\" 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alt=\"20110726135609.png\" \/><br \/>\n<\/b><\/p>\n<\/li>\n<\/ol>\n<p class=\"p4\">\uc774 \uacfc\uc815\uc744 \uac70\uce58\uba74 \uc544\ub798 \uadf8\ub9bc\ucc98\ub7fc A\uc640 B \ubd80\ubd84\uc744 \ubd84\ub9ac\ud560 \uc218 \uc788\uc2b5\ub2c8\ub2e4.<\/p>\n<p class=\"p1\"><span class=\"s3\">\u00a0\uc774\ub807\uac8c \ud558\uba74 <\/span><b>\ucd08\ub4f1\ud559\uc0dd\ub3c4 \uc548\uc804\ud558\uac8c \uc790\ub97c \uc218 \uc788\uc2b5\ub2c8\ub2e4.<\/b><b><\/b><\/p>\n<p class=\"p4\">\ub2e8, \ucd08\ub4f1\ud559\uc0dd\uc758 \uacbd\uc6b0 \u2460\ub2e8\uacc4(\uad6c\uba4d\uc744 \ub0b4\ub294 \uacfc\uc815)\ub294 \ubc18\ub4dc\uc2dc <span class=\"s2\"><b>\ubcf4\ud638\uc790\uac00 \ud568\uaed8 \ub3c4\uc640\uc57c \ud569\ub2c8\ub2e4.<br \/>\n<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"f7da172ecf3134155a3375eb0ab6a8b2.jpg\" \/><br \/>\n<\/b><b><\/b><\/span><\/p>\n<ul>\n<li>\n<p class=\"p1\">A \ubd80\ubd84(\uba38\ub9ac)\uc740 \ub85c\ucf13\uc758 \uc55e\ubd80\ubd84\uc5d0 \ubd99\ub294 <span class=\"s1\"><b>\ud5e4\ub4dc<\/b><\/span>\uac00 \ub418\uace0,<\/p>\n<\/li>\n<li>\n<p class=\"p1\">B \ubd80\ubd84(\uac00\uc6b4\ub370 \ud50c\ub77c\uc2a4\ud2f1)\uc740 \uc798\ub77c\uc11c <span class=\"s1\"><b>\ub0a0\uac1c 2\uac1c<\/b><\/span>\ub97c \ub9cc\ub4e4\uc5b4 \uc0ac\uc6a9\ud569\ub2c8\ub2e4.<\/p>\n<\/li>\n<\/ul>\n<p class=\"p1\"><b>2. \ub0a0\uac1c \ub9cc\ub4e4\uae30<\/b><b><\/b><\/p>\n<p class=\"p3\">B \ubd80\ubd84\uc758 \uc6d0\ud1b5\ud615 \ud50c\ub77c\uc2a4\ud2f1\uc744 \uc790\uc138\ud788 \ubcf4\uba74, <span class=\"s1\"><b>\uc587\uc740 \uc120\uc774 \ub450 \uad70\ub370<\/b><\/span> \ubcf4\uc785\ub2c8\ub2e4.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-31155 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20120721185614-300x220.jpg\" sizes=\"auto, (max-width: 300px) 100vw, 300px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20120721185614-300x220.jpg 300w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20120721185614.jpg 450w\" alt=\"\" width=\"300\" height=\"220\" \/><\/p>\n<ol start=\"1\">\n<li>\n<p class=\"p1\">\uba3c\uc800 \uadf8 \ubd80\ubd84\uc744 \uc190\uc73c\ub85c \uc811\uc5b4 <span class=\"s1\"><b>\uc811\ud78c \uc790\uad6d<\/b><\/span>\uc744 \ub9cc\ub4ed\ub2c8\ub2e4. \uc2e4\uc81c\ub85c \ubcf4\uba74 \uae08\ubc29 \uc54c \uc218 \uc788\uc73c\ub2c8 \uc9c1\uc811 \ud655\uc778\ud574 \ubcf4\uc138\uc694.<br \/>\n<a href=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/35927dd97a64a0d1cb0da2c0ea0897bc.png\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-22143\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/35927dd97a64a0d1cb0da2c0ea0897bc-300x73.png\" sizes=\"auto, (max-width: 547px) 100vw, 547px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/35927dd97a64a0d1cb0da2c0ea0897bc-300x73.png 300w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/35927dd97a64a0d1cb0da2c0ea0897bc.png 627w\" alt=\"\u30b9\u30af\u30ea\u30fc\u30f3\u30b7\u30e7\u30c3\u30c8 2015-07-30 18.21.35\" width=\"547\" height=\"133\" \/><\/a><br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-31157 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20110726135611-245x300.png\" sizes=\"auto, (max-width: 245px) 100vw, 245px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20110726135611-245x300.png 245w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20110726135611.png 299w\" alt=\"\" width=\"245\" height=\"300\" \/><\/p>\n<\/li>\n<li>\n<p class=\"p1\"><span class=\"s1\">\uadf8\ub7f0 \ub2e4\uc74c, \ud50c\ub77c\uc2a4\ud2f1\uc744 <\/span><b>\ub098\ubb34\ud310 \uc0ac\uc774\uc5d0 \ub07c\uc6b4 \ub4a4 \uc704\uc5d0\uc11c \uccb4\uc911\uc744 \uc2e4\uc5b4 \ub20c\ub7ec \uc90d\ub2c8\ub2e4.<\/b><\/p>\n<\/li>\n<\/ol>\n<p class=\"p3\">\u00a0\ub0a9\uc791\ud574\uc9c4 \ud50c\ub77c\uc2a4\ud2f1 \ud310\uc744 \uaebc\ub0b4\uc11c \uc591\ucabd\uc744 \ub354\uc6b1 \uaf3c\uaf3c\ud788 \ub20c\ub7ec \uc90d\ub2c8\ub2e4. \ud798\uc774 \ub9ce\uc774 \ud544\uc694\ud558\uae30 \ub54c\ubb38\uc5d0, \ucd08\ub4f1\ud559\uc0dd\uc740 <span class=\"s1\"><b>\ubcf4\ud638\uc790\uc758 \ub3c4\uc6c0<\/b><\/span>\uc744 \ubc1b\ub294 \uac83\uc774 \uc88b\uc2b5\ub2c8\ub2e4. \uc774\ub54c \uac01\ubaa9 \ub4f1\uc744 \uc0ac\uc6a9\ud574 \uc190\uc73c\ub85c \ub20c\ub7ec \uc8fc\uba74 \ub354 \uc798 \ub20c\ub9bd\ub2c8\ub2e4.<\/p>\n<ol start=\"3\">\n<li>\n<p class=\"p1\"><span class=\"s1\">\uadf8\ub2e4\uc74c <\/span><b>\uc790\ub97c \ub300\uace0 \uc704\uc5d0\uc11c 10cm \uc9c0\uc810<\/b><span class=\"s1\">\uc5d0\uc11c \uc798\ub77c \uc90d\ub2c8\ub2e4.<br \/>\n<a href=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/c04f7aa787804e6ec067a47c8409c1c5.png\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-22144\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/c04f7aa787804e6ec067a47c8409c1c5-300x106.png\" sizes=\"auto, (max-width: 509px) 100vw, 509px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/c04f7aa787804e6ec067a47c8409c1c5-300x106.png 300w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/c04f7aa787804e6ec067a47c8409c1c5.png 629w\" alt=\"\u30b9\u30af\u30ea\u30fc\u30f3\u30b7\u30e7\u30c3\u30c8 2015-07-30 18.25.06\" width=\"509\" height=\"180\" \/><\/a><br \/>\n<\/span><\/p>\n<\/li>\n<li>\n<p class=\"p1\">\uc774\uc5b4\uc11c <span class=\"s1\"><b>\uc67c\ucabd \uc704\uc5d0\uc11c 4cm, \uc624\ub978\ucabd \uc544\ub798\uc5d0\uc11c 4cm \uc9c0\uc810<\/b><\/span>\uc5d0 \ub9e4\uc9c1\ud39c\uc73c\ub85c \ud45c\uc2dc\ub97c \ud558\uace0, \uc790\ub97c \ub300\uc5b4 \ub300\uac01\uc120\uc73c\ub85c \uc120\uc744 \uadf8\ub9bd\ub2c8\ub2e4.<\/p>\n<\/li>\n<li>\n<p class=\"p1\">\ud45c\uc2dc\ud55c \uc120\uc744 \ub530\ub77c \uac00\uc704\ub85c \uc798\ub77c \uc8fc\uc138\uc694.<\/p>\n<\/li>\n<li>\n<p class=\"p1\">\uc798\ub77c\ub0b8 \ud6c4 \ub0a0\uac1c\ub97c \ud3bc\uce58\uace0, \uc811\ub294 \ubd80\ubd84 \uc544\ub798\uc5d0\uc11c <span class=\"s1\"><b>1cm \uae38\uc774\ub85c \uce7c\uc9d1<\/b><\/span>\uc744 \ub123\uc2b5\ub2c8\ub2e4.<br \/>\n<a href=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/455f132a8fd868e4a47eea74996ca74d.png\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-22145 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/455f132a8fd868e4a47eea74996ca74d-300x149.png\" sizes=\"auto, (max-width: 449px) 100vw, 449px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/455f132a8fd868e4a47eea74996ca74d-300x149.png 300w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/455f132a8fd868e4a47eea74996ca74d.png 477w\" alt=\"\u30b9\u30af\u30ea\u30fc\u30f3\u30b7\u30e7\u30c3\u30c8 2015-07-30 18.32.05\" width=\"449\" height=\"223\" \/><\/a><\/p>\n<\/li>\n<li>\n<p class=\"p1\"><span class=\"s1\">\uadf8\ub9ac\uace0 \uadf8 \ubd80\ubd84\uc744 \uc811\uc5b4 <\/span><b>\ud480\uce60\ud560 \uc218 \uc788\ub294 \uc811\ucc29 \ub0a0\uac1c(\ud480\uce60 \ubd80\ubd84)<\/b><span class=\"s1\"> \ub97c \ub9cc\ub4ed\ub2c8\ub2e4.<br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-22146 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/fdef613a542a74a78a9476c86f5a023f-300x182.png\" sizes=\"auto, (max-width: 274px) 100vw, 274px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/fdef613a542a74a78a9476c86f5a023f-300x182.png 300w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/fdef613a542a74a78a9476c86f5a023f.png 307w\" alt=\"\u30b9\u30af\u30ea\u30fc\u30f3\u30b7\u30e7\u30c3\u30c8 2015-07-30 18.32.09\" width=\"274\" height=\"167\" \/><\/span><\/p>\n<\/li>\n<\/ol>\n<p class=\"p3\">\ub9c8\uc9c0\ub9c9\uc73c\ub85c, \ub0a0\uac1c \uc0ac\uc774\uc5d0 <span class=\"s1\"><b>\uc591\uba74\ud14c\uc774\ud504\ub97c \ubd99\uc5ec \ub2e8\ub2e8\ud788 \uace0\uc815<\/b><\/span>\ud569\ub2c8\ub2e4.<\/p>\n<p class=\"p3\">\ub610\ud55c \ub0a0\uac1c \uac00\uc7a5\uc790\ub9ac\ub97c <span class=\"s1\"><b>\ube44\ub2d0\ud14c\uc774\ud504\ub85c \uac10\uc2f8 \uc8fc\uba74<\/b><\/span>, \uc190\uc774 \ubca0\uc774\uc9c0 \uc54a\uace0 \ub514\uc790\uc778\ub3c4 \uae54\ub054\ud574\uc9d1\ub2c8\ub2e4.<\/p>\n<p class=\"p1\"><b>3. \ubd80\ud488 \uc870\ub9bd\ud558\uae30<\/b><b><\/b><\/p>\n<p class=\"p3\">\uac00\uacf5\ud558\uc9c0 \uc54a\uc740 <span class=\"s1\"><b>\ub450 \ubc88\uc9f8 \ud398\ud2b8\ubcd1(\ud0f1\ud06c\uc6a9)<\/b><\/span> \uc758 \ubc14\ub2e5 \ubd80\ubd84\uc5d0, \uc798\ub77c\ub0b8 <span class=\"s1\"><b>A \ud398\ud2b8\ubcd1\uc758 \uba38\ub9ac(\ud5e4\ub4dc)<\/b><\/span> \ub97c \ubd99\uc785\ub2c8\ub2e4. \uc774\ub54c\ub294 <span class=\"s1\"><b>\ube44\ub2d0\ud14c\uc774\ud504\ub97c \ud55c \ubc14\ud034 \ube59 \ub458\ub7ec \uac10\uc544<\/b><\/span> \ub2e8\ub2e8\ud788 \uace0\uc815\ud574 \uc90d\ub2c8\ub2e4.<\/p>\n<p style=\"text-align: center;\"><a href=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/46cc86d43c88ecf69691f038629566fb.png\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-22147\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/46cc86d43c88ecf69691f038629566fb-300x158.png\" sizes=\"auto, (max-width: 433px) 100vw, 433px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/46cc86d43c88ecf69691f038629566fb-300x158.png 300w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/46cc86d43c88ecf69691f038629566fb.png 734w\" alt=\"\u30b9\u30af\u30ea\u30fc\u30f3\u30b7\u30e7\u30c3\u30c8 2015-07-30 18.35.12\" width=\"433\" height=\"228\" \/><\/a><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-31158 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20110726135615.png\" alt=\"\" width=\"145\" height=\"276\" \/><\/p>\n<p class=\"p1\"><span class=\"s2\">\ub9c8\uc9c0\ub9c9\uc73c\ub85c, <\/span><b>\ub0a0\uac1c\uc640 \ub0a0\uac1c \uc0ac\uc774\uc5d0 \ube68\ub300\ub97c \ubd99\uc774\uba74 \ub85c\ucf13 \uc644\uc131!<\/b><b><\/b><\/p>\n<p class=\"p3\">\ube68\ub300\ub294 \ubc1c\uc0ac\ud560 \ub54c \ub85c\ucf13\uc758 \uc790\uc138\ub97c \uc720\uc9c0\ud574 \uc8fc\ub294 \uc911\uc694\ud55c \uc5ed\ud560\uc744 \ud569\ub2c8\ub2e4.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-31159 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20110726135616-237x300.png\" sizes=\"auto, (max-width: 237px) 100vw, 237px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20110726135616-237x300.png 237w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20110726135616.png 262w\" alt=\"\" width=\"237\" height=\"300\" \/><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-31160 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20110726135619-256x300.png\" sizes=\"auto, (max-width: 256px) 100vw, 256px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20110726135619-256x300.png 256w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20110726135619.png 299w\" alt=\"\" width=\"256\" height=\"300\" \/><\/p>\n<p class=\"p1\"><b>4. \uacf5\uae30 \uc8fc\uc785\uad6c \ub9cc\ub4e4\uae30<\/b><b><\/b><\/p>\n<p class=\"p3\">\ud398\ud2b8\ubcd1 \ub85c\ucf13\uc758 \uc6d0\ub3d9\ub825\uc774 \ub418\ub294 <span class=\"s1\"><b>\uacf5\uae30 \uc8fc\uc785\uad6c<\/b><\/span> \ubd80\ubd84\uc744 \ub9cc\ub4ed\ub2c8\ub2e4.<\/p>\n<p class=\"p3\">6\ud638(\ub610\ub294 7\ud638) \uace0\ubb34\ub9c8\uac1c\uc758 \uc911\uc2ec\uc5d0 \uc1a1\uacf3\uc73c\ub85c \uad6c\uba4d\uc744 \ub6ab\uc5b4 \uc8fc\uc138\uc694. \ud798\uc774 \ub9ce\uc774 \ud544\uc694\ud558\ubbc0\ub85c, \ucd08\ub4f1\ud559\uc0dd\uc740 \ubc18\ub4dc\uc2dc \ubcf4\ud638\uc790\uc758 \ub3c4\uc6c0\uc744 \ubc1b\uc544\uc57c \ud569\ub2c8\ub2e4. \uace0\ubb34\ub9c8\uac1c\ub97c \ud310 \uc704\uc5d0 \uc138\uc6cc \ub450\uace0, \uc1a1\uacf3\uc744 \uc218\uc9c1\uc73c\ub85c \ub300\uc5b4 \uad6c\uba4d\uc744 \ub6ab\uc2b5\ub2c8\ub2e4. <span class=\"s1\"><b>\uc704\ud5d8\ud558\ub2c8 \uc870\uc2ec!<\/b><b><\/b><\/span><\/p>\n<p><a href=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/fbc41b6673c3699855809a85ad170419.png\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-22150 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/fbc41b6673c3699855809a85ad170419-300x257.png\" sizes=\"auto, (max-width: 389px) 100vw, 389px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/fbc41b6673c3699855809a85ad170419-300x257.png 300w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/fbc41b6673c3699855809a85ad170419.png 459w\" alt=\"\u30b9\u30af\u30ea\u30fc\u30f3\u30b7\u30e7\u30c3\u30c8 2015-07-30 18.39.25\" width=\"389\" height=\"333\" \/><\/a><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-31162 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20110726135607.png\" alt=\"\" width=\"218\" height=\"280\" \/><\/p>\n<p class=\"p3\">\ub6ab\ub9b0 \uad6c\uba4d\uc5d0 <span class=\"s1\"><b>\uacf5\uae30 \uc8fc\uc785 \ubc14\ub298<\/b><\/span>\uc744 \uaf42\uc2b5\ub2c8\ub2e4. \uc774 \uacfc\uc815\ub3c4 \ud798\uc774 \ud544\uc694\ud569\ub2c8\ub2e4. \ubc14\ub298 \ub05d\uc774 \uace0\ubb34\ub9c8\uac1c \ubc16\uc73c\ub85c \uc0b4\uc9dd \ub098\uc624\uba74 \uc131\uacf5\uc785\ub2c8\ub2e4.<\/p>\n<p class=\"p3\">\ubc14\ub298\uc758 \uae38\uc774\uc5d0 \ub530\ub77c\uc11c\ub294 \uace0\ubb34\ub9c8\uac1c\ub97c \uc870\uae08 \uc798\ub77c\ub0b4\uc57c \ud560 \uc218\ub3c4 \uc788\uc2b5\ub2c8\ub2e4. \uc77c\ubc18\uc801\uc73c\ub85c <span class=\"s1\"><b>7\ud638 \ub9c8\uac1c\uac00 \ub354 \ub2e8\ub2e8\ud558\uac8c \ub4e4\uc5b4\uac11\ub2c8\ub2e4.<\/b><\/span><\/p>\n<h2 class=\"p1\"><b>\ubc1c\uc0ac\ub300 \ub9cc\ub4e4\uae30!<\/b><b><\/b><\/h2>\n<p class=\"p3\">\uc774\uc81c \ubc1c\uc0ac\ub300\ub97c \ub9cc\ub4dc\ub294 \ubc29\ubc95\uc744 \uc124\uba85\ud558\uaca0\uc2b5\ub2c8\ub2e4. \ud559\uad50\uc5d0\uc11c \ub9cc\ub4e4 \uacbd\uc6b0\uc5d0\ub294 <span class=\"s1\"><b>\ubaa8\ub4e0 \ud559\uc0dd\uc774 \ud558\ub098\uc529 \ub9cc\ub4e4 \ud544\uc694\ub294 \uc5c6\uace0, 1~3\ub300 \uc815\ub3c4\ub9cc \uc900\ube44\ud558\uba74 \ucda9\ubd84<\/b><\/span>\ud569\ub2c8\ub2e4. \uc608\ub97c \ub4e4\uc5b4 40\uba85\uc774 \ud568\uaed8 \ub9cc\ub4e0\ub2e4\uace0 \ud558\uba74, \ubc1c\uc0ac\ub300\ub97c 3\ub300 \uc815\ub3c4 \uc900\ube44\ud574 \ub450\uba74 \ucc28\ub840\ub85c \ub85c\ucf13\uc744 \uc3d8\uba74\uc11c \uc990\uae38 \uc218 \uc788\uc2b5\ub2c8\ub2e4.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-22151 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/d281c18b761ee2730f72838dd5365af8.png\" alt=\"\u30b9\u30af\u30ea\u30fc\u30f3\u30b7\u30e7\u30c3\u30c8 2015-07-30 18.40.07\" width=\"252\" height=\"248\" \/><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-31163 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20110726135617.png\" alt=\"\" width=\"228\" height=\"263\" \/><\/p>\n<p class=\"p3\">\uc637\uac78\uc774\ub97c \uadf8\ub9bc\uacfc \uac19\uc774 \ud39c\uce58\ub85c \uc798\ub77c \uc8fc\uc138\uc694. (<span class=\"s1\"><b>\uaf64 \ud798\uc774 \ud544\uc694\ud569\ub2c8\ub2e4!<\/b><\/span>) \uadf8\ub9bc\uc5d0\uc11c <span class=\"s1\"><b>\uac80\uc740\uc0c9 \ubd80\ubd84\ub9cc \uc0ac\uc6a9<\/b><\/span>\ud558\uba74 \ub418\uace0, \ub098\uba38\uc9c0\ub294 \ubc84\ub824\ub3c4 \uad1c\ucc2e\uc2b5\ub2c8\ub2e4.<\/p>\n<p class=\"p3\">\uc637\uac78\uc774\ub294 \ud39c\uce58\uc758 \ub0a0 \ub05d\uc73c\ub85c \uc790\ub974\ub294 \uac83\uc774 \uc88b\uc2b5\ub2c8\ub2e4. \ud798\uc774 \ub9ce\uc774 \ub4e4\uae30 \ub54c\ubb38\uc5d0, \ubcf4\ud638\uc790\uc5d0\uac8c \ub3c4\uc6c0\uc744 \uc694\uccad\ud558\ub294 \uac83\uc774 \uc548\uc804\ud569\ub2c8\ub2e4. \uc798\ub77c\ub0b8 \ubd80\ubd84\uc740 \uc758\uc790 \ub4f1\uc5d0 \ub2e8\ub2e8\ud788 \uace0\uc815\ud574 \uc0ac\uc6a9\ud569\ub2c8\ub2e4.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-22152 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/68d87b2ca10b88f67a1994472ec102e7.png\" alt=\"\u30b9\u30af\u30ea\u30fc\u30f3\u30b7\u30e7\u30c3\u30c8 2015-07-30 18.40.10\" width=\"231\" height=\"218\" \/><\/p>\n<p class=\"p3\">\ub610, \uc637\uac78\uc774 \ub05d\uc774 \ubfb0\uc871\ud55c \uacbd\uc6b0\uac00 \uc788\uc73c\ub2c8 \uc8fc\uc758\ud574\uc57c \ud569\ub2c8\ub2e4. \ubcf4\ud638\uc790\ub294 \ud544\uc694\uc5d0 \ub530\ub77c \uc0ac\ud3ec\ub85c \uac08\uac70\ub098 \ube44\ub2d0\ud14c\uc774\ud504\ub97c \uac10\uc544 \uc548\uc804\ud558\uac8c \ucc98\ub9ac\ud574 \uc8fc\uc138\uc694. \uacfc\ud559\uc2e4\uc5d0\uc11c \uc2e4\uc2b5\ud558\ub294 \uacbd\uc6b0\ub77c\uba74 <span class=\"s1\"><b>\uc2a4\ud0e0\ub4dc\uc5d0 \uace0\uc815\ud558\ub294 \ubc29\ubc95<\/b><\/span>\ub3c4 \uc88b\uc2b5\ub2c8\ub2e4. \uc544\ub798 \uc0ac\uc9c4\uc740 \uc2a4\ud0e0\ub4dc \uc554(arm)\uc758 \ubaa8\uc2b5\uc785\ub2c8\ub2e4.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-41221 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/097233aa0359c9c28b08496e04dff29f.jpg\" sizes=\"auto, (max-width: 310px) 100vw, 310px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/097233aa0359c9c28b08496e04dff29f.jpg 908w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/097233aa0359c9c28b08496e04dff29f-191x300.jpg 191w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/097233aa0359c9c28b08496e04dff29f-651x1024.jpg 651w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/097233aa0359c9c28b08496e04dff29f-768x1208.jpg 768w\" alt=\"\" width=\"310\" height=\"488\" \/><\/p>\n<h2 class=\"p1\"><b>\ub85c\ucf13\uc744 \ub0a0\ub824 \ubcf4\uc790!<\/b><b><\/b><\/h2>\n<p class=\"p3\">\ud0f1\ud06c\uc5d0 <span class=\"s1\"><b>\ubb3c\uc744 \uc870\uae08 \ub123\uace0<\/b><\/span>, \uace0\ubb34 \ub9c8\uac1c\ub85c \ub2e8\ub2e8\ud788 \ub9c9\uc2b5\ub2c8\ub2e4.<\/p>\n<p><a href=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/c9ae57b0037d0d65b403a2d3cdab47e5.png\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-22154 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/c9ae57b0037d0d65b403a2d3cdab47e5-300x155.png\" sizes=\"auto, (max-width: 465px) 100vw, 465px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/c9ae57b0037d0d65b403a2d3cdab47e5-300x155.png 300w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/09\/c9ae57b0037d0d65b403a2d3cdab47e5.png 469w\" alt=\"\u30b9\u30af\u30ea\u30fc\u30f3\u30b7\u30e7\u30c3\u30c8 2015-07-30 18.41.10\" width=\"465\" height=\"240\" \/><\/a><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-31164 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20110726135618-206x300.png\" sizes=\"auto, (max-width: 206px) 100vw, 206px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20110726135618-206x300.png 206w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20110726135618.png 227w\" alt=\"\" width=\"206\" height=\"300\" \/><\/p>\n<p class=\"p3\">\u00a0\ubb3c\uc744 \uc5bc\ub9c8\ub098 \ub123\ub294\uc9c0\uac00 <span class=\"s1\"><b>\uc131\uacf5\uc758 \ud3ec\uc778\ud2b8<\/b><\/span>! \uc9c1\uc811 \ub0a0\ub824 \ubcf4\uba74\uc11c \uc591\uc744 \ubc14\uafd4 \uc2e4\ud5d8\ud574 \ubcf4\uc138\uc694.<\/p>\n<p class=\"p3\">\uadf8\ub2e4\uc74c \ubc1c\uc0ac\ub300\uc5d0 \ub85c\ucf13\uc744 \uc138\ud305\ud569\ub2c8\ub2e4. \ub85c\ucf13\uc5d0 \ubd99\uc5b4 \uc788\ub294 <span class=\"s1\"><b>\uc2a4\ud2b8\ub85c\ub97c \ubc1c\uc0ac\ub300\uc758 \uc637\uac78\uc774 \ubd80\ubd84\uc5d0 \ub07c\uc6cc \uc8fc\uc138\uc694.<\/b><b><\/b><\/span><\/p>\n<p class=\"p3\">\uc138\ud305\uc774 \ub05d\ub098\uba74 \uacf5\uae30\uc8fc\uc785\uae30\ub97c \uc0ac\uc6a9\ud574 \ud0f1\ud06c\uc5d0 \uacf5\uae30\ub97c \ub123\uc2b5\ub2c8\ub2e4. \uc555\ub825\uc774 \uc810\uc810 \ub192\uc544\uc9c0\uba74, \ub9c8\uac1c\uac00 \u2018\ud401\u2019 \ud558\uace0 \ube60\uc9c0\uba74\uc11c \ub3d9\uc2dc\uc5d0 \ub85c\ucf13\uc774 \ud558\ub298\ub85c \uc19f\uc544\uc624\ub985\ub2c8\ub2e4!<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-31165 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20120721185622.png\" alt=\"\" width=\"235\" height=\"213\" \/><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-31166 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20120721185617-1-300x286.png\" sizes=\"auto, (max-width: 300px) 100vw, 300px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20120721185617-1-300x286.png 300w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2016\/07\/20120721185617-1.png 302w\" alt=\"\" width=\"300\" height=\"286\" \/><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-41331 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/2492de296c833a71d0cf58745d6e7c1b.jpg\" sizes=\"auto, (max-width: 432px) 100vw, 432px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/2492de296c833a71d0cf58745d6e7c1b.jpg 934w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/2492de296c833a71d0cf58745d6e7c1b-212x300.jpg 212w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/2492de296c833a71d0cf58745d6e7c1b-723x1024.jpg 723w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/2492de296c833a71d0cf58745d6e7c1b-768x1087.jpg 768w\" alt=\"\" width=\"432\" height=\"611\" \/><\/p>\n<p class=\"p3\">\ub610\ud55c \ubc1c\uc0ac\ud560 \ub54c \uad50\uc0ac\uac00 <span class=\"s1\"><b>\uace0\ubb34 \ub9c8\uac1c\ub97c \uc190\uc73c\ub85c \uc7a1\uc544 \uc8fc\uba74<\/b><\/span>, \ubc18\ub3d9\uc73c\ub85c \ub9c8\uac1c\uac00 \ub4a4\ub85c \ud280\uc9c0 \uc54a\uc544 \ub354 \uba40\ub9ac \ub0a0\uc544\uac11\ub2c8\ub2e4. (\uc65c \uc774\ub807\uac8c \uba40\ub9ac \ub0a0\uc544\uac00\ub294\uc9c0 \ud559\uc0dd\ub4e4\uc5d0\uac8c \uc0dd\uac01\ud558\uac8c \ud558\uba74 \ub354 \uc7ac\ubbf8\uc788\uaca0\uc8e0?)<\/p>\n<h2 class=\"p1\"><b>\uc2e4\ud5d8<\/b><b><\/b><\/h2>\n<p class=\"p2\">\ud398\ud2b8\ubcd1 \ub85c\ucf13\uc744 \ub0a0\ub9b4 \ub54c\ub294 <span class=\"s1\"><b>\uc548\uc5d0 \ub123\ub294 \ubb3c\uc758 \uc591\uc744 \ubc14\uafd4 \ubcf4\uba74\uc11c<\/b><\/span>, \ube44\ud589 \uac70\ub9ac\uac00 \uc5b4\ub5bb\uac8c \ub2ec\ub77c\uc9c0\ub294\uc9c0 \uc9c1\uc811 \uc2e4\ud5d8\ud574 \ubcf4\uc138\uc694.<\/p>\n<p class=\"p2\">\uacfc\uc5f0 \ucd5c\uc801\uc758 \ubb3c\uc758 \uc591\uacfc \ubc1c\uc0ac \uac01\ub3c4\ub294 \ubb34\uc5c7\uc77c\uae4c\uc694?<\/p>\n<p class=\"p2\">\ubb3c\uc744 \ub108\ubb34 \uc801\uac8c \ub123\uc73c\uba74 \ubc00\uc5b4\ub0bc \ud798\uc774 \ubd80\uc871\ud574 \uba40\ub9ac \ub0a0\uc9c0 \ubabb\ud569\ub2c8\ub2e4. \ubc18\ub300\ub85c \ubb3c\uc744 \ub9ce\uc774 \ub123\uc73c\uba74 \uc548\uc5d0 \ubb3c\uc774 \ub0a8\uc740 \uc0c1\ud0dc\ub85c \ubc1c\uc0ac\ub418\uc5b4, \uc774 \uc5ed\uc2dc \uba40\ub9ac \ub0a0\uc9c0 \ubabb\ud569\ub2c8\ub2e4.<\/p>\n<p class=\"p2\">\uc790\uc720 \uc5f0\uad6c \uacfc\uc81c\ub85c\ub3c4 \ub531 \uc88b\uc2b5\ub2c8\ub2e4. \uace0\ub4f1\ud559\uc0dd\uc774\ub77c\uba74 \uc544\ub798\uc5d0\uc11c \uc18c\uac1c\ud558\ub294 <span class=\"s1\"><b>\uc6b4\ub3d9\ub7c9 \ubcf4\uc874 \ubc95\uce59<\/b><\/span>\uacfc \uc5f0\uad00 \uc9c0\uc5b4 \uc0dd\uac01\ud574 \ubcf4\ub294 \uac83\ub3c4 \uc88b\uc2b5\ub2c8\ub2e4.<\/p>\n<p class=\"p2\">\ub610, \ubc1c\uc0ac \uac01\ub3c4\ub294 \uba87 \ub3c4\uac00 \uac00\uc7a5 \uc88b\uc744\uae4c\uc694? \uc81c\uac00 \ub9cc\ub4e0 <span class=\"s1\"><b>\uc2a4\ud06c\ub798\uce58(Scratch) \uc2dc\ubbac\ub808\uc774\uc158 \ud504\ub85c\uadf8\ub7a8<\/b><\/span>\uc73c\ub85c\ub3c4 \ud655\uc778\ud560 \uc218 \uc788\uc2b5\ub2c8\ub2e4.<\/p>\n<p class=\"p2\">\uc774\ub860\uc801\uc73c\ub85c\ub294 45\u00b0\uc77c \ub54c \ucd5c\ub300 \ube44\ud589 \uac70\ub9ac\ub97c \uc5bb\uc744 \uc218 \uc788\uc2b5\ub2c8\ub2e4. \ud558\uc9c0\ub9cc \uc2e4\uc81c\ub85c\ub294 \uacf5\uae30 \uc800\ud56d \ub54c\ubb38\uc5d0 45\u00b0\ubcf4\ub2e4 \ub0ae\uc744 \uac00\ub2a5\uc131\uc774 \ud07d\ub2c8\ub2e4. \uadf8\ub807\ub2e4\uba74 \uc2e4\uc81c\ub85c \ubc1c\uc0ac\ud574 \ubcf4\uba74 \uc5b4\ub5a4 \uacb0\uacfc\uac00 \ub098\uc62c\uae4c\uc694?<\/p>\n<p class=\"p2\">\ubc1c\uc0ac \uc9c1\ud6c4 \ub85c\ucf13\uc744 \ubcf4\uba74 \uc548\ucabd\uc5d0 <span class=\"s1\"><b>\ud558\uc580 \uad6c\ub984<\/b><\/span>\uc774 \uc0dd\uaca8 \ubfcc\uc607\uac8c \ubcf4\uc774\ub294 \ud604\uc0c1\uc744 \uad00\ucc30\ud560 \uc218 \uc788\uc2b5\ub2c8\ub2e4. \uc774\uac83\uc740 \ub85c\ucf13 \ub0b4\ubd80\uc758 \uacf5\uae30\uac00 <span class=\"s1\"><b>\ub2e8\uc5f4 \ud33d\ucc3d<\/b><\/span>\ud558\uba74\uc11c \uc628\ub3c4\uac00 \ub0b4\ub824\uac00\uae30 \ub54c\ubb38\uc785\ub2c8\ub2e4. \u201c\uc65c \uc628\ub3c4\uac00 \ub0b4\ub824\uac08\uae4c?\u201d \uac19\uc740 \uc9c8\ubb38\uc744 \ub358\uc9c0\uba74 \ud6cc\ub96d\ud55c \uacfc\ud559 \ud559\uc2b5 \uc18c\uc7ac\uac00 \ub429\ub2c8\ub2e4.<\/p>\n<p class=\"p1\"><b>\uc8fc\uc758\ud560 \uc810!<\/b><b><\/b><\/p>\n<ul>\n<li>\n<p class=\"p1\">\ubc1c\uc0ac\ud560 \ub54c \ubb3c\uc5d0 \uc816\uc744 \uc218 \uc788\uc2b5\ub2c8\ub2e4.<\/p>\n<\/li>\n<li>\n<p class=\"p1\"><span class=\"s1\">\ub354 \uba40\ub9ac \ub0a0\ub9ac\uae30 \uc704\ud574 <\/span><b>\uace0\ubb34 \ub9c8\uac1c\ub97c \ub108\ubb34 \uc138\uac8c \ub07c\uc6b0\uac70\ub098, \uacf5\uae30\ub97c \uacfc\ub3c4\ud558\uac8c \uc8fc\uc785\ud558\ub824\uace0 \ud574\uc11c\ub294 \uc548 \ub429\ub2c8\ub2e4.<\/b><b><\/b><\/p>\n<\/li>\n<li>\n<p class=\"p1\">\uc774 \ub85c\ucf13\uc740 \uc790\uc5f0\uc2a4\ub7fd\uac8c \uace0\ubb34 \ub9c8\uac1c\uac00 \ube60\uc9c0\ub3c4\ub85d \uc124\uacc4\ub418\uc5b4 \uc788\uc5b4 \uc548\uc804\uc131\uc774 \ub192\uc9c0\ub9cc, \uc2dc\uc911\uc758 \ud0a4\ud2b8\ud615 \ub85c\ucf13\uc740 \uc704\ud5d8\ud560 \uc218 \uc788\uc2b5\ub2c8\ub2e4.<\/p>\n<\/li>\n<\/ul>\n<p class=\"p2\">\ud398\ud2b8\ubcd1\uc5d0\ub294 \ub208\uc5d0 \uc798 \ubcf4\uc774\uc9c0 \uc54a\ub294 \ubbf8\uc138\ud55c \uae08\uc774 \uc788\uc744 \uc218 \uc788\uace0, \uc774 \uacbd\uc6b0 \uace0\uc555\uc744 \uacac\ub514\uc9c0 \ubabb\ud574 <span class=\"s1\"><b>\ud3ed\ubc1c<\/b><\/span>\ud560 \uc704\ud5d8\uc774 \uc788\uc2b5\ub2c8\ub2e4. \ub530\ub77c\uc11c \ud0a4\ud2b8 \ub85c\ucf13\uc744 \uc0ac\uc6a9\ud560 \ub54c\ub294 \ubc18\ub4dc\uc2dc <span class=\"s1\"><b>\ubcf4\ud638 \uc548\uacbd<\/b><\/span>\uc744 \ucc29\uc6a9\ud558\uace0 \uc548\uc804\uc744 \ucd5c\uc6b0\uc120\uc73c\ub85c \ud558\uc138\uc694.<\/p>\n<p class=\"p2\">\uacf5\uae30 \uc555\ub825\uc740 <span class=\"s1\"><b>\ucd5c\ub300 4\uae30\uc555 \uc774\ub0b4<\/b><\/span>\uc5d0\uc11c \ubc1c\uc0ac\ud574\uc57c \ud558\uba70, \ub0b4\ubd80 \uc555\ub825\uc744 \ud655\uc778\ud560 \uc218 \uc788\ub294 <span class=\"s1\"><b>\uc555\ub825\uacc4\uac00 \ub2ec\ub9b0 \uacf5\uae30 \uc8fc\uc785\uae30<\/b><\/span>\ub97c \uc0ac\uc6a9\ud558\uc138\uc694.<\/p>\n<p class=\"p2\">\ub610\ud55c <span class=\"s1\"><b>\uc0ac\ub78c\uc774 \uc5c6\ub294 \ub113\uc740 \uc7a5\uc18c<\/b><\/span>\uc5d0\uc11c \ubc1c\uc0ac\ud574\uc57c \ud569\ub2c8\ub2e4. \ud639\uc2dc \ubd80\ub52a\ud788\uba74 \ud070 \ubd80\uc0c1\uae4c\uc9c0\ub294 \uc544\ub2c8\ub354\ub77c\ub3c4 \uc704\ud5d8\ud560 \uc218 \uc788\uc73c\ub2c8 \uaf2d \uc8fc\uc758\ud558\uc138\uc694.<\/p>\n<p class=\"p1\"><b>\ucc38\uace0 \uc815\ubcf4<\/b><b><\/b><\/p>\n<p class=\"p2\">\ub0a0\uac1c\ub97c \uc885\uc774\ub85c \ub9cc\ub4e4\uba74 \uc2dc\uac04\uc744 \uc808\uc57d\ud560 \uc218 \uc788\uc2b5\ub2c8\ub2e4!<\/p>\n<p><a href=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2015\/07\/bb1678aa000d0e61a49c2129a2fb360c.png\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-22131 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2015\/07\/bb1678aa000d0e61a49c2129a2fb360c-274x300.png\" sizes=\"auto, (max-width: 274px) 100vw, 274px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2015\/07\/bb1678aa000d0e61a49c2129a2fb360c-274x300.png 274w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2015\/07\/bb1678aa000d0e61a49c2129a2fb360c.png 342w\" alt=\"\u30b9\u30af\u30ea\u30fc\u30f3\u30b7\u30e7\u30c3\u30c8 2015-07-30 16.31.09\" width=\"274\" height=\"300\" \/><\/a><\/p>\n<p class=\"p2\">\ud559\uad50 \uc218\uc5c5 \ub4f1\uc5d0\uc11c \uc9c4\ud589\ud560 \uacbd\uc6b0, 50\ubd84 \uc218\uc5c5 \uc548\uc5d0 \uc704 \ubc29\ubc95\uc73c\ub85c\ub294 \uc2dc\uac04\uc774 \ubd80\uc871\ud560 \uc218 \uc788\uc2b5\ub2c8\ub2e4. \uadf8\ub798\uc11c \uc870\uae08 \ub354 \uac04\ub2e8\ud558\uac8c \ub9cc\ub4e4 \uc218 \uc788\ub294 \ubc29\ubc95\uc744 \uc18c\uac1c\ud569\ub2c8\ub2e4. <span class=\"s1\"><b>\ub450\uaebc\uc6b4 \uc885\uc774(\ud654\uc9c0)\ub85c \ub0a0\uac1c\ub97c \ub9cc\ub4e4\uba74, 30\ubd84 \uc548\uc5d0 \ub85c\ucf13\uc744 \uc644\uc131\ud560 \uc218 \uc788\uc2b5\ub2c8\ub2e4.<\/b><b><\/b><\/span><\/p>\n<p class=\"p2\">\uc791\uc5c5\uc6a9 \ud654\uc9c0\ub97c \uc0ac\uc6a9\ud558\uba70, \ubbf8\ub9ac \uc778\uc1c4\ub41c \uc904\uc774 \uc788\uc5b4\uc11c \ub204\uad6c\ub098 \uc27d\uac8c, \uae54\ub054\ud558\uac8c \ub9cc\ub4e4 \uc218 \uc788\uc2b5\ub2c8\ub2e4.<\/p>\n<p class=\"p2\">\uc608\ub97c \ub4e4\uc5b4, 5\uc7a5\uc774 \ub4e4\uc5b4 \uc788\ub294 \ud654\uc9c0\ub97c \uc57d 160\uc5d4\uc5d0 \uad6c\ub9e4\ud560 \uc218 \uc788\uace0, \uc9c0\uae08 \ub9cc\ub4e4 \ub0a0\uac1c 1\uc7a5\uc73c\ub85c 8\uac1c\uc758 \ub0a0\uac1c\ub97c \ub9cc\ub4e4 \uc218 \uc788\uc2b5\ub2c8\ub2e4.<\/p>\n<p class=\"p2\">\ub0a0\uac1c\ub97c 1\uac1c\ub2f9 2\uac1c\uc529 \ubd99\uc774\uba74 4\uba85\uc758 \ub85c\ucf13\uc744 \ub9cc\ub4e4 \uc218 \uc788\uc73c\ubbc0\ub85c, <span class=\"s1\"><b>\ucd1d 20\uba85\uc758 \ub85c\ucf13<\/b><\/span>\uc744 \ub9cc\ub4e4 \uc218 \uc788\uc2b5\ub2c8\ub2e4.<\/p>\n<p><a href=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2015\/07\/IMG_6241.jpg\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-22132 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2015\/07\/IMG_6241-300x201.jpg\" sizes=\"auto, (max-width: 300px) 100vw, 300px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2015\/07\/IMG_6241-300x201.jpg 300w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2015\/07\/IMG_6241-1024x685.jpg 1024w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2015\/07\/IMG_6241.jpg 1280w\" alt=\"IMG_6241\" width=\"300\" height=\"201\" \/><\/a><\/p>\n<p><a href=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2015\/07\/IMG_6243.jpg\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-22133 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2015\/07\/IMG_6243-300x201.jpg\" sizes=\"auto, (max-width: 300px) 100vw, 300px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2015\/07\/IMG_6243-300x201.jpg 300w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2015\/07\/IMG_6243-1024x685.jpg 1024w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2015\/07\/IMG_6243.jpg 1280w\" alt=\"IMG_6243\" width=\"300\" height=\"201\" \/><\/a><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-41220 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/aad5da63a705a647c1d09c4829b1cbc5.jpg\" sizes=\"auto, (max-width: 469px) 100vw, 469px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/aad5da63a705a647c1d09c4829b1cbc5.jpg 1120w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/aad5da63a705a647c1d09c4829b1cbc5-300x183.jpg 300w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/aad5da63a705a647c1d09c4829b1cbc5-1024x624.jpg 1024w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/aad5da63a705a647c1d09c4829b1cbc5-768x468.jpg 768w\" alt=\"\" width=\"469\" height=\"286\" \/><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-41260 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/a7c8bcc93e7bdc7dedc9bd3f4c8e3f9a.jpg\" sizes=\"auto, (max-width: 410px) 100vw, 410px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/a7c8bcc93e7bdc7dedc9bd3f4c8e3f9a.jpg 1428w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/a7c8bcc93e7bdc7dedc9bd3f4c8e3f9a-300x234.jpg 300w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/a7c8bcc93e7bdc7dedc9bd3f4c8e3f9a-1024x800.jpg 1024w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/06\/a7c8bcc93e7bdc7dedc9bd3f4c8e3f9a-768x600.jpg 768w\" alt=\"\" width=\"410\" height=\"320\" \/><\/p>\n<p class=\"p2\">\ub0a0\uac1c \uc804\uac1c\ub3c4\ub294 \uc544\ub798\uc640 \uac19\uc2b5\ub2c8\ub2e4.<\/p>\n<ul>\n<li>\n<p class=\"p1\"><span class=\"s1\"><b>\uc2e4\uc120<\/b><\/span>: \uc790\ub974\uace0,<\/p>\n<\/li>\n<li>\n<p class=\"p1\"><span class=\"s1\"><b>\uc810\uc120<\/b><\/span>: \uc811\ub294 \ubd80\ubd84\uc785\ub2c8\ub2e4.<\/p>\n<\/li>\n<\/ul>\n<p class=\"p2\">\uc774 \uc791\uc5c5\uc740 \ud559\uc0dd\ub4e4\uc774 \uc9c1\uc811 <span class=\"s1\"><b>\uc790\uc640 \ud39c<\/b><\/span>\uc744 \uc0ac\uc6a9\ud558\uc5ec \uc791\uc5c5\uc6a9 \ud654\uc9c0\uc5d0 \uadf8\ub9ac\uba74\uc11c \ub9cc\ub4e4\ub3c4\ub85d \ud569\ub2c8\ub2e4.<\/p>\n<p class=\"p2\">\uc774\ubc88\uc5d0\ub294 \uc2dc\uac04 \uc808\uc57d\uc744 \uc704\ud574 \ub0a0\uac1c\ub97c 2\uc7a5\uc73c\ub85c \ub9cc\ub4e4\uc5c8\uc9c0\ub9cc, 3\uc7a5, 4\uc7a5\uc73c\ub85c\ub3c4 \ucda9\ubd84\ud788 \uc9e7\uc740 \uc2dc\uac04 \uc548\uc5d0 \ub9cc\ub4e4 \uc218 \uc788\uc2b5\ub2c8\ub2e4.<\/p>\n<p class=\"p2\">\uc608\ub97c \ub4e4\uc5b4, \uc9111~\uc9113 \ud559\uc0dd 10\uba85\uc774 \ucc38\uc5ec\ud588\uc744 \ub54c, \uc791\uc5c5 \uc2dc\uc791\ubd80\ud130 \uc644\uc131\uae4c\uc9c0 \uc815\ud655\ud788 30\ubd84, \ubc1c\uc0ac\uae4c\uc9c0 \ud3ec\ud568\ud558\uba74 \uc57d 1\uc2dc\uac04 \uc548\uc5d0 \ub05d\ub0ac\uc2b5\ub2c8\ub2e4.<\/p>\n<h3>\uff15\u6708\u306e\u30a4\u30c1\u30aa\u30b7\u5b9f\u9a13\uff01<\/h3>\r\n<p>\u30ad\u30fc\u30f3\u3068\u51b7\u3048\u308b\u30c9\u30e9\u30a4\u30a2\u30a4\u30b9\uff01\u6c17\u6e29\u304c\u4e0a\u304c\u3063\u3066\u304f\u308b\u3053\u306e\u6642\u671f\u30fb\u30c9\u30e9\u30a4\u30a2\u30a4\u30b9\u3092\u4f7f\u3063\u305f\u6607\u83ef\u30fb\u51dd\u7d50\u30fb\u7b49\u901f\u5ea6\u76f4\u7dda\u904b\u52d5\u306e\u5b9f\u9a13\u306f\u3044\u304b\u304c\uff1f<\/p>\r\n<p><img class=\"alignnone wp-image-39516 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/03\/0618612becc032a60bdda50090ccccbe.jpg\" sizes=\"auto, (max-width: 550px) 100vw, 550px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/03\/0618612becc032a60bdda50090ccccbe.jpg 1406w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/03\/0618612becc032a60bdda50090ccccbe-300x168.jpg 300w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/03\/0618612becc032a60bdda50090ccccbe-1024x572.jpg 1024w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/03\/0618612becc032a60bdda50090ccccbe-768x429.jpg 768w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2022\/03\/0618612becc032a60bdda50090ccccbe-320x180.jpg 320w\" alt=\"\" width=\"453\" height=\"253\" \/><\/p>\r\n<p style=\"text-align: center;\"><a href=\"https:\/\/phys-edu.net\/wp\/?p=39513\">\u6db2\u4f53\u30bc\u30ed\uff01\u30c9\u30e9\u30a4\u30a2\u30a4\u30b9\u304c\u6d88\u3048\u308b\u307e\u3067\u306e\uff13\u6642\u9593\u3092\u79d1\u5b66\u3059\u308b\uff08\u6607\u83ef\u30fb\u51dd\u7d50\u30fb\u7b49\u901f\u5ea6\u76f4\u7dda\u904b\u52d5\uff09<\/a><\/p>\r\n<h3 style=\"text-align: left;\"><span style=\"font-size: medium;\"><b><strong>\u30c6\u30ec\u30d3\u756a\u7d44\u76e3\u4fee\u30fb\u30a4\u30d9\u30f3\u30c8\u7b49\u306e\u304a\u77e5\u3089\u305b<\/strong><\/b><\/span><\/h3>\r\n<ul>\r\n<li>4\u670830\u65e5\uff08\u6728\uff09\u300cTHE\u7a81\u7834\u30d5\u30a1\u30a4\u30eb\u300d\uff08\u65e5\u672c\u30c6\u30ec\u30d3\uff09\u306e<a href=\"https:\/\/phys-edu.net\/wp\/?p=62906\">\u79d1\u5b66\u76e3\u4fee\u3092\u62c5\u5f53\u3057\u307e\u3057\u305f<\/a>\u3002<\/li>\r\n<li>5\u67088\u65e5\uff08\u91d1\uff09<a href=\"https:\/\/phys-edu.net\/wp\/?p=62629\">\u7406\u79d1\u6559\u80b2\u30cb\u30e5\u30fc\u30b9<\/a>\u3092\u62c5\u5f53\u3057\u307e\u3057\u305f\u3002<\/li>\r\n<li>6\u670814\u65e5\uff08\u65e5\uff09\u3000\u5343\u8449\u5927\u5b66\u30a4\u30f3\u30b9\u30bf\u30ec\u30fc\u30b7\u30e7\u30f3\u300c\u63a2\u7a76\u300d\u306b\u3066\u8b1b\u5e2b\u3092\u52d9\u3081\u307e\u3059<\/li>\r\n<li>6\u670826\u65e5\uff08\u91d1\uff09\u3000\u5343\u8449\u5927\u5b66\u306e\u516c\u958b\u7814\u7a76\u4f1a\uff08\u4e2d\u5b66\u7406\u79d1\u306b\u3064\u3044\u3066\u6388\u696d\u516c\u958b\u4e88\u5b9a\uff09<\/li>\r\n<li>7\u670818\u65e5\uff08\u571f\uff09\u3000<a href=\"https:\/\/phys-edu.net\/wp\/?p=60018\">\u6559\u54e1\u5411\u3051\u5b9f\u9a13\u8b1b\u7fd2\u4f1a\u300c\u30ca\u30ea\u30ab\u30ab\u30b5\u30a4\u30a8\u30f3\u30b9\u30a2\u30ab\u30c7\u30df\u30fc\u300d\u306e\u8b1b\u5e2b\u3092\u3057\u307e\u3059<\/a>\u3002\u304a\u4f1a\u3044\u3057\u307e\u3057\u3087\u3046\u3002<\/li>\r\n<\/ul>\r\n<h3><b>\u66f8\u7c4d<strong>\u306e\u304a\u77e5\u3089\u305b<\/strong><\/b><\/h3>\r\n<ul>\r\n<li>\u300e\u5927\u4eba\u306e\u305f\u3081\u306e\u9ad8\u6821\u7269\u7406\u5fa9\u7fd2\u5e33\u300f\uff08\u8b1b\u8ac7\u793e\uff09\u2026\u4e00\u822c\u5411\u3051\u306b\u65e5\u5e38\u306e\u7269\u7406\u306b\u3064\u3044\u3066\u516c\u5f0f\u3092\u5143\u306b\u7d10\u89e3\u304d\u307e\u3057\u305f\u3002<a href=\"https:\/\/phys-edu.net\/wp\/?p=1827\">\u7279\u8a2d\u30b5\u30a4\u30c8<\/a>\u3067\u306f\u5b9f\u9a13\u3092\u591a\u6570\u7d39\u4ecb\u3057\u3066\u3044\u307e\u3059\u3002<strong>\u203b\u5897\u5237\u304c\u304b\u304b\u308a\uff16\u5237\u3068\u306a\u308a\u307e\u3057\u305f\uff082026\/02\/01\uff09<br \/><img class=\"alignnone wp-image-10940 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/12\/0811159a99f69eeff1a357e3daed84e0-300x262.jpg\" sizes=\"(max-width: 220px) 100vw, 220px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/12\/0811159a99f69eeff1a357e3daed84e0-300x262.jpg 300w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2013\/12\/0811159a99f69eeff1a357e3daed84e0.jpg 311w\" alt=\"\u30b9\u30af\u30ea\u30fc\u30f3\u30b7\u30e7\u30c3\u30c8 2014-07-05 0.43.51\" width=\"220\" height=\"192\" \/><br \/><\/strong><\/li>\r\n<li>\u300e\u304d\u3081\u308b!\u5171\u901a\u30c6\u30b9\u30c8 \u7269\u7406\u57fa\u790e \u6539\u8a02\u7248\u300f\uff08\u5b66\u7814\uff09\u2026\u3000\u9ad8\u6821\u7269\u7406\u306e\u53c2\u8003\u66f8\u3067\u3059\u3002\u30a4\u30e9\u30b9\u30c8\u3092\u591a\u304f\u3057\u3066\u30a4\u30e1\u30fc\u30b8\u304c\u6301\u3066\u308b\u3088\u3046\u306b\u63cf\u304d\u307e\u3057\u305f\u3002\u6388\u696d\u306b\u3064\u3044\u3066\u3044\u3051\u306a\u3044\u3001\u7269\u7406\u304c\u82e6\u624b\u3001\u305d\u3093\u306a\u751f\u5f92\u306b\u304a\u3059\u3059\u3081\u3067\u3059\u3002<a href=\"https:\/\/phys-edu.net\/wp\/?p=45322\">\u7279\u8a2d\u30b5\u30a4\u30c8<\/a>\u306f\u3053\u3061\u3089\u3002<br \/><img class=\"alignnone wp-image-45718 aligncenter\" src=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2024\/04\/dc1da64a8c8d1422062b4867c0607a1c.jpg\" sizes=\"(max-width: 184px) 100vw, 184px\" srcset=\"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2024\/04\/dc1da64a8c8d1422062b4867c0607a1c.jpg 756w, https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2024\/04\/dc1da64a8c8d1422062b4867c0607a1c-300x269.jpg 300w\" alt=\"\" width=\"184\" height=\"165\" \/><\/li>\r\n<\/ul>\r\n<h3><span style=\"text-align: center;\">\u5404\u7a2eSNS\uff08\u66f4\u65b0\u60c5\u5831\u3092\u304a\u5c4a\u3051\uff01\uff09<\/span><\/h3>\r\n<p style=\"text-align: center;\"><a style=\"text-align: center;\" href=\"https:\/\/twitter.com\/kuwako\">X(Twitter)<\/a><span style=\"text-align: center;\">\uff0f<\/span><a style=\"text-align: center;\" href=\"https:\/\/www.instagram.com\/science_seeds\/\">instagram<\/a><span style=\"text-align: center;\">\uff0f<\/span><a style=\"text-align: center;\" href=\"https:\/\/www.facebook.com\/kuwakolab\/\">Facebook<\/a>\uff08\u65e5\u672c\u8a9e\uff09<\/p>\r\n<p style=\"text-align: center;\"><a style=\"text-align: center;\" href=\"https:\/\/bsky.app\/profile\/kagakunoneta.bsky.social\">BlueSky<\/a><span style=\"text-align: center;\">\uff0f<\/span><a style=\"text-align: center;\" href=\"https:\/\/www.threads.net\/@science_seeds?hl=ja\">Threads<\/a>\uff08\u82f1\u8a9e\uff09<\/p>\r\n<h3 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href=\"http:\/\/phys-edu.net\/wp\/?page_id=37\">About<\/a>\u00a0\u2026\u300c\u79d1\u5b66\u306e\u30cd\u30bf\u5e33\u300d\u306e\u30b3\u30f3\u30bb\u30d7\u30c8\u3084\u3001\u904b\u55b6\u8005\u3067\u3042\u308b\u6851\u5b50\u7814\u306e\u30d7\u30ed\u30d5\u30a3\u30fc\u30eb\u30fb\u60f3\u3044\u3092\u307e\u3068\u3081\u3066\u3044\u307e\u3059\u3002<\/li>\r\n<li><a href=\"https:\/\/phys-edu.net\/wp\/?page_id=188\">\u304a\u554f\u3044\u5408\u308f\u305b<\/a> \u2026\u5b9f\u9a13\u6559\u5ba4\u306e\u3054\u4f9d\u983c\u3001\u57f7\u7b46\u30fb\u8b1b\u6f14\u306e\u76f8\u8ac7\u3001\u79d1\u5b66\u76e3\u4fee\u7b49\u306f\u3053\u3061\u3089\u306e\u30d5\u30a9\u30fc\u30e0\u304b\u3089\u304a\u5bc4\u305b\u304f\u3060\u3055\u3044\u3002<\/li>\r\n<\/ul>\r\n","protected":false},"excerpt":{"rendered":"<p>\ud398\ud2b8\ubcd1 \ub85c\ucf13\uc740 \uc5ec\ub984\ubc29\ud559 \uc790\uc720 \uc5f0\uad6c \uc8fc\uc81c\uc5d0 \ub531 \ub9de\ub294 \uc2e4\ud5d8\uc73c\ub85c, \uaf2d \ud55c \ubc88\ucbe4\uc740 \uccb4\ud5d8\ud574 \ubcf4\uae30\ub97c \uad8c\ud558\ub294 \uc7ac\ubbf8\uc788\ub294 \uacfc\ud559 \ud65c\ub3d9\uc785\ub2c8\ub2e4. \ubb3c\uc758 \uc591\uc744 \uc870\uc808\ud558\uba74 \ube44\ud589 \uac70\ub9ac\uac00 \ub2ec\ub77c\uc9c0\uae30\ub3c4 \ud558\uace0, \ubc1c\uc0ac \ud6c4 \ub85c\ucf13 \uc548\uc5d0 \uad6c\ub984 [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":48836,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_sitemap_exclude":false,"_sitemap_priority":"","_sitemap_frequency":"","sns_share_botton_hide":"","vkExUnit_sns_title":"","vkexunit_cta_each_option":"","_lightning_design_setting":{"layout":"default"},"footnotes":""},"categories":[1512],"tags":[],"class_list":["post-50907","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-science-ko"],"jetpack_featured_media_url":"https:\/\/phys-edu.net\/wp\/wp-content\/uploads\/2024\/06\/2bdbd1ee738f092c14f98126d73cfd1f.jpg","jetpack-related-posts":[{"id":51334,"url":"https:\/\/phys-edu.net\/wp\/?p=51334&lang=ko","url_meta":{"origin":50907,"position":0},"title":"&#8220;\ud3d0\ub294 \uc2a4\uc2a4\ub85c \ubd80\ud480\uc5b4 \uc624\ub974\uc9c0 \uc54a\ub294\ub2e4?!&#8221; \ud398\ud2b8\ubcd1 \ubaa8\ub378\ub85c \ubc30\uc6b0\ub294 \ud638\ud761\uc758 \uc6d0\ub9ac (\ud6a1\uaca9\ub9c9\uacfc \ud3d0)","author":"\u6851\u5b50 \u7814","date":"2025\u5e749\u67081\u65e5","format":false,"excerpt":"\uc0ac\uc774\uc5b8\uc2a4 \ud2b8\ub808\uc774\ub108 \ucfe0\uc640\ucf54 \ucf04\uc785\ub2c8\ub2e4. \ub9e4\uc77c\uc774 \uc2e4\ud5d8\uc774\uc8e0. \ud398\ud2b8\ubcd1\uacfc \ud48d\uc120\uc73c\ub85c '\ud3d0'\uc758 \uae30\ub2a5\uc744 \ubcf4\u2026","rel":"","context":"Science","block_context":{"text":"Science","link":"https:\/\/phys-edu.net\/wp\/?cat=1512&lang=ko"},"img":{"alt_text":"","src":"https:\/\/i0.wp.com\/phys-edu.net\/wp\/wp-content\/uploads\/2023\/09\/5d51b08747ef774221e3f44e2e700ec4.jpg?resize=350%2C200&ssl=1","width":350,"height":200,"srcset":"https:\/\/i0.wp.com\/phys-edu.net\/wp\/wp-content\/uploads\/2023\/09\/5d51b08747ef774221e3f44e2e700ec4.jpg?resize=350%2C200&ssl=1 1x, https:\/\/i0.wp.com\/phys-edu.net\/wp\/wp-content\/uploads\/2023\/09\/5d51b08747ef774221e3f44e2e700ec4.jpg?resize=525%2C300&ssl=1 1.5x, 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