幅900奥行900高さ740～940mm
幅900奥行600高さ740～940mm
幅900奥行750高さ740～940mm
幅1200奥行900高さ740～940mm
幅1200奥行750高さ740～940mm
幅1200奥行600高さ740～940mm
幅1500奥行750高さ740～940mm
幅1800奥行750高さ740～940mm
幅1800奥行900高さ740～940mm
幅1500奥行600高さ740～940mm
幅1800奥行600高さ740～940mm
幅1500奥行900高さ740～940mm
TKS099F
TKS096F
TKS097F
TKS096S
TKS097S
TKS096SI
TKS097SI
TKS096PI
TKS097PI
TKS129F
TKS127F
TKS126F
TKS127S
TKS126S
TKS127SI
TKS126SI
TKS127PI
TKS126PI
TKS157F
TKS187F
TKS189F
TKS156F
TKS186F
TKS159F
TKS157S
TKS187S
TKS189S
TKS156S
TKS186S
TKS157SI
TKS187SI
TKS189SI
TKS156SI
TKS186SI
TKS157PI
TKS187PI
TKS189PI
TKS156PI
TKS186PI
TKS096PD
TKS127PD
TKS157PD
TKS187PD
TKS189PD
TKS097PD
TKS126PD
TKS156PD
TKS186PD
1 台
50,451 円
1台50,451 円
2 台
100,901 円
1台50,450.5 円
3 台
151,350 円
1台50,450 円
合計金額(税込)
55,496
１台あたり55,496.1円
商品価格(税別)
50,451
１台あたり50,451円
消費税
5,045
6月15日 05:00までのご注文の場合
最短出荷日
6月16日(火)
コンビニ払い / 銀行振込：
6月17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 | TKS159F |
|---|---|
| JAN | 4549347147192 |
| 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
高さ７４０〜９４０ｍｍの範囲で任意の高さに調整可能！！
仕様
●外寸：W1500×D900×H740～940mm
●均等耐荷重：200kg
●カラー：サカエグリーン
●質量：34kg
●天板サイズ：1500×900×21mm
●天板種類：サカエリューム天板
●天板カラー：グリーン
●アジャスター：樹脂製 ネジ径M12×P1.75
●脚部伸縮自由、脚部には目盛り付！
' 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)
