注文金額の合計が1,500円（税抜）以上で送料無料 ※北海道、沖縄、離島、一部商品を除く
軽量作業台ＫＨタイプ ＫＨ－３９Ｓ
幅900奥行750高さ800mm
幅900奥行600高さ800mm
幅1200奥行600高さ800mm
幅1200奥行750高さ800mm
幅1500奥行600高さ800mm
幅1500奥行750高さ800mm
幅900奥行900高さ800mm
幅1200奥行900高さ800mm
幅1500奥行900高さ800mm
幅1800奥行600高さ800mm
幅1800奥行750高さ800mm
幅1800奥行900高さ800mm
KH39F
KH38F
KH48F
KH49F
KH58F
KH59F
KH30F
KH40F
KH50F
KH38S
KH48S
KH49S
KH58S
KH59S
KH38IG
KH39IG
KH49IG
KH59IG
KH48IG
KH58IG
KH39S
KH68F
KH69F
KH70F
KH68S
KH69S
KH70S
KH69IG
KH70IG
KH68IG
KH39FI
KH30FI
KH38FI
KH48FI
KH49FI
KH58FI
KH59FI
KH68FI
KH69FI
KH70FI
KH40FI
KH50FI
KH38FIV
KH39FIV
KH49FIV
KH59FIV
KH69FIV
KH70FIV
KH48FIV
KH40FIV
KH58FIV
KH50FIV
KH68FIV
KH38SI
KH48SI
KH49SI
KH58SI
KH59SI
KH68SI
KH69SI
KH70SI
KH38I
KH48I
KH49I
KH58I
KH59I
KH68I
KH69I
KH70I
KH39SI
KH39I
KH38LW
KH39LW
KH49LW
KH59LW
KH69LW
KH70LW
KH38LFW
KH49LFW
KH59LFW
KH69LFW
KH70LFW
KH30LW
KH48LW
KH40LW
KH58LW
KH50LW
KH68LW
KH38PD
KH48PD
KH49PD
KH58PD
KH59PD
KH68PD
KH69PD
KH70PD
KH39PD
KH38FD
KH49FD
KH59FD
KH69FD
KH70FD
1 台
31,514 円
1台31,514 円
2 台
63,026 円
1台31,513 円
3 台
94,538 円
1台31,512.6 円
合計金額(税込)
34,665
１台あたり34,665.4円
商品価格(税別)
31,514
１台あたり31,514円
消費税
3,151
4月6日 05:00までのご注文の場合
最短出荷日
4月7日(火)
コンビニ払い / 銀行振込：
4月8日(水)
お届け日の目安
※ 気象状況や運行状況により確約できるものではございません。
商品仕様
| 商品番号 | KH39S |
| JAN | 4549347106687 |
| 梱包形態 | 1台入り / 完全梱包 2台入り / 完全梱包 3台入り / 完全梱包 |
商品説明
特徴
本体は角パイプ（構造用鋼管）を使用しているため非常に堅牢でしかもホコリが溜まりません。
仕様
●外寸：W900×D750×H800mm
●内寸：W630×D528mm
●カラー：サカエグリーン
●均等耐荷重：350kg
●質量：33kg
●天板サイズ：900×750×25mm
●天板種類：スチール天板
●天板カラー：グリーン
●天板厚：25mm
●アジャスター：樹脂製 ネジ径M12×P1.75
●座・立兼用
' opacity='.7'%3e%3crect width='40' height='40' x='4' fill='url(%23i-353225138__b)' rx='5' shape-rendering='crispEdges'/%3e%3c/g%3e%3cdefs%3e%3cpattern id='i-353225138__b' width='1' height='1' patternContentUnits='objectBoundingBox'%3e%3cuse xlink:href='%23i-353225138__c' transform='scale(.00625)'/%3e%3c/pattern%3e%3cfilter id='i-353225138__a' width='48' height='48' x='0' y='0' color-interpolation-filters='sRGB' filterUnits='userSpaceOnUse'%3e%3cfeFlood flood-opacity='0' result='BackgroundImageFix'/%3e%3cfeColorMatrix in='SourceAlpha' result='hardAlpha' values='0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0'/%3e%3cfeOffset dy='4'/%3e%3cfeGaussianBlur stdDeviation='2'/%3e%3cfeComposite in2='hardAlpha' operator='out'/%3e%3cfeColorMatrix values='0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.2 0'/%3e%3cfeBlend in2='BackgroundImageFix' result='effect1_dropShadow_4603_118582'/%3e%3cfeBlend in='SourceGraphic' in2='effect1_dropShadow_4603_118582' result='shape'/%3e%3c/filter%3e%3cimage xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAAKIAAACgCAYAAACPOrcQAAAMQGlDQ1BJQ0MgUHJvZmlsZQAASImVVwdYU8kWnluSkEBoAQSkhN4EESkBpITQAkgvgqiEJEAoMQaCih1ZVHAtqIiADV0VUeyAWFDEzqLY%2b2JBQVkXC3blTQrouq987%2bSbe//8c%2bY/Z86dWwYAtRMckSgbVQcgR5gnjg7yo09ITKKTegACf8rAGuhxuLkiZmRkGIA2dP67vbsBfaFdtZdq/bP/v5oGj5/LBQCJhDiVl8vNgfggAHg1VyTOA4Ao5c2m54mkGDagJYYJQrxYitPluFqKU%2bV4r8wnNpoFcRsASiocjjgdANXLkKfnc9Ohhmo/xI5CnkAIgBodYu%2bcnKk8iFMgtoY%2bIoil%2bozUH3TS/6aZOqzJ4aQPY/lcZKbkL8gVZXNm/p/l%2bN%2bWky0ZimEJm0qGODhaOmdYt1tZU0OlWAXiPmFqeATEmhB/EPBk/hCjlAxJcJzcHzXg5rJgzYAOxI48jn8oxAYQBwqzw8MUfGqaIJANMVwh6AxBHjsWYl2IF/NzA2IUPpvEU6MVsdCGNDGLqeDPccSyuNJYDyRZcUyF/usMPluhj6kWZMQmQEyB2DxfEB8OsSrEDrlZMaEKn3EFGazwIR%2bxJFqavznE0XxhkJ9cH8tPEwdGK/xLcnKH5ottyhCwwxV4f15GbLC8PlgblyPLH84Fu8wXMuOGdPi5E8KG5sLj%2bwfI54718IVxMQqdD6I8v2j5WJwiyo5U%2bOOm/OwgKW8KsXNufoxiLB6fBxekXB9PE%2bVFxsrzxAsyOSGR8nzwFSAMsIA/oAMJbKlgKsgEgo6%2bxj74T94TCDhADNIBH9grmKERCbIeITzGgALwJ0R8kDs8zk/Wywf5kP86zMqP9iBN1psvG5EFnkKcA0JBNvwvkY0SDkeLB08gI/hHdA5sXJhvNmzS/n/PD7HfGSZkwhSMZCgiXW3IkxhA9CcGEwOJNrg%2b7o174mHw6AubE87A3Yfm8d2f8JTQSXhEuE7oItyeIigU/5TleNAF9QMVtUj9sRa4JdR0wf1wL6gOlXEdXB/Y484wDhP3gZFdIMtS5C2tCv0n7b/N4IerofAjO5JR8giyL9n655GqtqouwyrSWv9YH3muqcP1Zg33/Byf9UP1efAc%2brMnthg7gJ3FTmLnsaNYI6BjLVgT1o4dk%2bLh1fVEtrqGokXL8smCOoJ/xBu6stJK5jrWOfY6fpH35fFnSJ/RgDVVNFMsSM/IozPhG4FPZwu5DqPoTo5OzgBI3y/yx9ebKNl7A9Fp/84t/AMAr5bBwcEj37mQFgD2ucHb//B3zpoBXx3KAJw7zJWI8%2bUcLj0Q4FNCDd5pesAImMH3lz1wAq7AE/iCABACIkAsSASTYfYZcJ2LwXQwGywAxaAUrABrQCXYCLaAHWA32A8awVFwEpwBF8FlcB3chaunG7wA/eAd%2bIwgCAmhIjREDzFGLBA7xAlhIN5IABKGRCOJSAqSjggRCTIbWYiUImVIJbIZqUX2IYeRk8h5pBO5jTxEepHXyCcUQ1VQLdQQtURHowyUiYaisegkNB2dhhagRegytAKtQXehDehJ9CJ6He1CX6ADGMCUMR3MBLPHGBgLi8CSsDRMjM3FSrByrAarx5rhdb6KdWF92EeciNNwOm4PV3AwHodz8Wn4XHwpXonvwBvwNvwq/hDvx78RqAQDgh3Bg8AmTCCkE6YTignlhG2EQ4TT8F7qJrwjEok6RCuiG7wXE4mZxFnEpcT1xD3EE8RO4mPiAIlE0iPZkbxIESQOKY9UTFpH2kVqIV0hdZM%2bKCkrGSs5KQUqJSkJlQqVypV2Kh1XuqL0TOkzWZ1sQfYgR5B55Jnk5eSt5GbyJXI3%2bTNFg2JF8aLEUjIpCygVlHrKaco9yhtlZWVTZXflKGWB8nzlCuW9yueUHyp/VNFUsVVhqSSrSFSWqWxXOaFyW%2bUNlUq1pPpSk6h51GXUWuop6gPqB1WaqoMqW5WnOk%2b1SrVB9YrqSzWymoUaU22yWoFaudoBtUtqfepkdUt1ljpHfa56lfph9ZvqAxo0jTEaERo5Gks1dmqc1%2bjRJGlaagZo8jSLNLdontJ8TMNoZjQWjUtbSNtKO03r1iJqWWmxtTK1SrV2a3Vo9Wtrajtrx2vP0K7SPqbdpYPpWOqwdbJ1luvs17mh82mE4QjmCP6IJSPqR1wZ8V53pK6vLl%2b3RHeP7nXdT3p0vQC9LL2Veo169/VxfVv9KP3p%2bhv0T%2bv3jdQa6TmSO7Jk5P6RdwxQA1uDaINZBlsM2g0GDI0MgwxFhusMTxn2GekY%2bRplGq02Om7Ua0wz9jYWGK82bjF%2bTtemM%2bnZ9Ap6G73fxMAk2ERistmkw%2bSzqZVpnGmh6R7T%2b2YUM4ZZmtlqs1azfnNj8/Hms83rzO9YkC0YFhkWay3OWry3tLJMsFxk2WjZY6VrxbYqsKqzumdNtfaxnmZdY33NhmjDsMmyWW9z2Ra1dbHNsK2yvWSH2rnaCezW23WOIoxyHyUcVTPqpr2KPdM%2b377O/qGDjkOYQ6FDo8PL0eajk0avHH129DdHF8dsx62Od8dojgkZUzimecxrJ1snrlOV07Wx1LGBY%2beNbRr7ytnOme%2b8wfmWC81lvMsil1aXr65urmLXetdeN3O3FLdqt5sMLUYkYynjnDvB3c99nvtR948erh55Hvs9/vK098zy3OnZM85qHH/c1nGPvUy9OF6bvbq86d4p3pu8u3xMfDg%2bNT6PfM18eb7bfJ8xbZiZzF3Ml36OfmK/Q37vWR6sOawT/ph/kH%2bJf0eAZkBcQGXAg0DTwPTAusD%2bIJegWUEnggnBocErg2%2byDdlcdi27P8QtZE5IW6hKaExoZeijMNswcVjzeHR8yPhV4%2b%2bFW4QLwxsjQAQ7YlXE/UiryGmRR6KIUZFRVVFPo8dEz44%2bG0OLmRKzM%2bZdrF/s8ti7cdZxkrjWeLX45Pja%2bPcJ/gllCV0TRk%2bYM%2bFion6iILEpiZQUn7QtaWBiwMQ1E7uTXZKLk29Mspo0Y9L5yfqTsycfm6I2hTPlQAohJSFlZ8oXTgSnhjOQyk6tTu3nsrhruS94vrzVvF6%2bF7%2bM/yzNK60srSfdK31Vem%2bGT0Z5Rp%2bAJagUvMoMztyY%2bT4rImt71mB2QvaeHKWclJzDQk1hlrBtqtHUGVM7RXaiYlHXNI9pa6b1i0PF23KR3Em5TXla8EO%2bXWIt%2bUXyMN87vyr/w/T46QdmaMwQzmifaTtzycxnBYEFv83CZ3Fntc42mb1g9sM5zDmb5yJzU%2be2zjObVzSve37Q/B0LKAuyFvxe6FhYVvh2YcLC5iLDovlFj38J%2bqWuWLVYXHxzkeeijYvxxYLFHUvGLlm35FsJr%2bRCqWNpeemXpdylF34d82vFr4PL0pZ1LHddvmEFcYVwxY2VPit3lGmUFZQ9XjV%2bVcNq%2buqS1W/XTFlzvty5fONaylrJ2q6KsIqmdebrVqz7UplReb3Kr2pPtUH1kur363nrr2zw3VC/0XBj6cZPmwSbbm0O2txQY1lTvoW4JX/L063xW8/%2bxvitdpv%2bttJtX7cLt3ftiN7RVutWW7vTYOfyOrROUte7K3nX5d3%2bu5vq7es379HZU7oX7JXsfb4vZd%2bN/aH7Ww8wDtQftDhYfYh2qKQBaZjZ0N%2bY0djVlNjUeTjkcGuzZ/OhIw5Hth81OVp1TPvY8uOU40XHB1sKWgZOiE70nUw/%2bbh1SuvdUxNOXWuLaus4HXr63JnAM6fOMs%2b2nPM6d/S8x/nDFxgXGi%2b6Xmxod2k/9LvL74c6XDsaLrldarrsfrm5c1zn8Ss%2bV05e9b965hr72sXr4dc7b8TduHUz%2bWbXLd6tntvZt1/dyb/z%2be78e4R7JffV75c/MHhQ84fNH3u6XLuOPfR/2P4o5tHdx9zHL57kPvnSXfSU%2brT8mfGz2h6nnqO9gb2Xn0983v1C9OJzX/GfGn9Wv7R%2befAv37/a%2byf0d78Svxp8vfSN3pvtb53ftg5EDjx4l/Pu8/uSD3ofdnxkfDz7KeHTs8/Tv5C%2bVHy1%2bdr8LfTbvcGcwUERR8yRfQpgsKFpaQC83g4ANREAGtyfUSbK938yQ%2bR7VhkC/wnL94gycwWgHn6/R/XBr5ubAOzdCrdfUF8tGYBIKgCx7gAdO3a4De3VZPtKqRHhPmBTxNfUnFTwb0y%2b5/wh75/PQKrqDH4%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%2bMTYwPC9leGlmOlBpeGVsWURpbWVuc2lvbj4KICAgICAgICAgPGV4aWY6UGl4ZWxYRGltZW5zaW9uPjE2MjwvZXhpZjpQaXhlbFhEaW1lbnNpb24%2bCiAgICAgICAgIDxleGlmOlVzZXJDb21tZW50PlNjcmVlbnNob3Q8L2V4aWY6VXNlckNvbW1lbnQ%2bCiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY%2bCjwveDp4bXBtZXRhPgqi80lXAAAAHGlET1QAAAACAAAAAAAAAFAAAAAoAAAAUAAAAFAAAARy4TwQNQAABD5JREFUeAHsnedyqzAUBk16eYu8/zPlb3qZ9O7wKVcYY5XrBE4ssswwCAk4aLUjCUwm1fv7%2b7ReJn5pp5XX3m%2bnq6qaaF1bW3NbpVn%2bDgG5oPXj48Ntu254El0v2vtz6be3t8ZCfzG/1cXaae2vr6838mmfBQIiIE8kZd2xzQGZk%2b1fZ9XO08HaryRiWzafbm91oATUygKBHAHJqFUOeem6W13D57n06%2bur6xHb4qnA70u%2bjY0NZbFAYCkCdSfX9JBeuuhWInrp2lulNzc36QWXQs/BXQLqGWvH5p4jujLqnOrl5SUoIhJ2kbL/XQJtGXWNrojar56fn5uh2feISPhd5JwXI%2bBlVLkTr/PgUj09Pc2JKAmZE8Zwkv8TApozhoZpJ6ZEVE%2boVQ8mW1tbP4nFuRBIEqingu4BptsrVo%2bPj05Enb2zs9OM38mrUQiBbxJQh1d3fu7sORkfHh6ciBqStbJAYGgCGp7bQ7QT8v7%2bfqrE7u7u0PG5PgQaAvVI3LzwdiLe3d1N1RMyN2wYkTAgoLniXK94e3s73d/fZ25oAJ8QMwKaK9ajcfMqp9LQvLe3NzuCFASMCNTPJ%2b5DCfcFl17fbG9vG4UmDARmBOofU2bDs37i42l5BoeUHQHNEfUqxz2s6DMwPu%2byg0%2bkGQH97NfME%2buPGd3rm1kxKQjYENADy83NzVeP6N5m28QlCgQWCFxfX3998Y%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%2bJNjLlhFms7mYy5vgzNoRZf0TxEpGFWggAirkQzLN7EmBtmsbYMzSEmK5GHiOFm4IV2mMtguYgYRouIYS6D5SJiGC0ihrkMlouIYbSIGOYyWC4ihtEiYpjLYLmIGEaLiGEu5EIgS6DoX1ayteOAYgggYjFNNe4bRcRxt28xtUPEYppq3DeKiONu32Jqh4jFNNW4bxQRx92%2bxdQOEYtpqnHfKCKOu32LqZ0X8RMAAP//524DrAAABC9JREFU7ZpZb6MwFEZNU1Xd9%2bW9//839bF7um/qxvCRsYckVEYdAjdwkKoQQ%2bD63NNrwCRptjgWCLRE4OzszA0GA5cgYksZ4LQ5AUREBBMEENFEGggCEXHABAFENJEGgkBEHDBBABFNpIEgEBEHTBBARBNpIIi5FvHk5KRSBo%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%2b/naXl5ejxzcfHx/p4uJi0zFwPgi4z89Pd319PRLx9fU1XV5eBgsEGifw9vbm7u7uRiI%2bPDykGxsbjQfBCSHw%2bPjonp%2bfRyJmpTHd29uDCgQaJzAcDvPhOZ/iOz09TQ8PD91gMGg8EE7YXwLZTXK4UQkiamheX1/vLxV63jiBp6cnp6FZEgYRtXJ0dNR4MJywvwQuLi6cHt8EEbP3wVI1bG5uUhX760WjPVc1zG6Sg4R5RfQiJkmSV0U1skBgVgRU9FQN9fahr4ZBRDVqh5WVFbe7uzurGDguBNzNzY3Lnl2Prguz4udlTLK5vnxoloj629nZYYhGmJkQ0JB8e3sb5PMS5hVRIvqK6GXc3993q6urMwmGg/aTwMvLS5jO8wLqcjCsZ%2bN1qIhFIQ8ODpCxn87U3mtJeHV19U%2b6goBBxOzthyCiKmJRRl0v6m6aBQK/JaC7Y10XBuEmJPRVMZGIRfmKMqp9bW3NaQpQB2KBQFUC8khTeJpLDrL9IKHcSrKSmVfEoox%2b3X9qx%2b3tbbe1tVU1DvbrMYH7%2b/v8rRrJmEv2V0AvZLHNryd66UE/mKyEk98lpeajNVRrSpB3GHtsWknX9W6hpuw0FGseWdJ58X76lIRBxKx8VhbRyykp9Q6jnjvqc2lpKRdTB2XpPgF5IPHe39%2bd3inUc0F9Tsr3k4C%2b3Uuozz%2bFfwzNK%2bNb%2bAAAAABJRU5ErkJggg==' id='i-353225138__c' width='162' height='160' preserveAspectRatio='none'/%3e%3c/defs%3e%3c/svg%3e)
