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
テープ無 OPP袋 7818 OPPバッグ No. 18-30 ベルベ
ケース
バラ
140×106mm
220×25mm
90×40mm
140×50mm
100×60mm
120×80mm
150×90mm
220×100mm
175×110mm
240×120mm
250×125mm
210×140mm
260×150mm
300×160mm
250×200mm
280×210mm
300×220mm
360×230mm
400×255mm
360×260mm
445×270mm
400×280mm
110×35mm
490×340mm
550×360mm
80×50mm
200×50mm
250×50mm
650×420mm
350×55mm
700×450mm
380×272mm
310×227mm
250×60mm
710×500mm
810×540mm
250×80mm
120×95mm
150×100mm
280×100mm
155×105mm
220×110mm
300×110mm
180×120mm
180×130mm
810×650mm
200×150mm
300×150mm
250×170mm
330×170mm
350×180mm
300×190mm
450×190mm
200×200mm
300×200mm
330×210mm
350×220mm
530×340mm
300×130mm
460×130mm
260×140mm
210×95mm
400×80mm
210×100mm
250×110mm
250×40mm
400×110mm
180×80mm
190×90mm
230×106mm
200×11mm
300×120mm
310×125mm
230×120mm
150×150mm
300×180mm
345×210mm
420×220mm
450×240mm
500×280mm
230×160mm
450×300mm
450×160mm
200×170mm
660×340mm
440×310mm
230×180mm
1000 点
9,000 円
1点9 円
3000 点
27,000 円
1点9 円
5000 点
45,000 円
1点9 円
10000 点
80,000 円
1点8 円
沖縄・離島への配送不可です
合計金額(税込)
9,900
１点あたり9.9円
商品価格(税別)
9,000
１点あたり9円
消費税
900
9月4日 05:00までのご注文の場合
最短出荷日
9月11日(金)
コンビニ払い / 銀行振込：
9月14日(月)
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 | PS-9003085732 |
|---|---|
| メーカー型番 | 7818.0 |
| JAN | 4.985863078181E12 |
| メーカー名 | ベルベ |
| 梱包形態 | 1000点入り / 完全梱包 3000点入り / 完全梱包 5000点入り / 完全梱包 10000点入り / 完全梱包 |
商品説明
卓越した透明度と美しいツヤ
「7818 OPPバッグ No. 18-30」は、その抜群の透明度と張りのあるツヤが特徴のOPP袋です。
透け感が美しく、包装したアイテムをより魅力的に見せることができます。
ラッピングや商品パッケージングに最適なアイテムです。
商品仕様
サイズは300×180mmで、厚さは30μです。このサイズ感は様々な用途に使いやすく、
小物や中型サイズのアイテムのパッケージングにぴったりです。
材質は耐久性がありながらも軽量なOPPを使用しており、重量はわずか3gです。
用途とおすすめの方
このOPP袋は、商品の展示や保管において美しさを保ちながら、
外部の汚れや湿気からしっかりと保護します。
クリアな無地のデザインにより、どんなデザインやブランドのラベルとも調和します。
ラッピング業者、雑貨店、または手作りアイテムを販売する方に特におすすめです。
ご注意
この商品は電子レンジでの使用ができません。
温度管理が必要な商品や、電子レンジでの加熱が必要な食品の包装には適しておりませんのでご注意ください。
' 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)
