#tbcss .tb-field[data-toolset-blocks-field="771b1cbe5c0cee9cbb87ac3180c2a5c6"] { text-align: center; }  #tbcss .tb-field[data-toolset-blocks-field="5f52577c264e1d9cd4670d60f8edb001"] { font-weight: normal;text-align: center; }  #tbcss .tb-field[data-toolset-blocks-field="1b3400423e45c86f3639e70824fa78a9"] { text-align: center; }  #tbcss .tb-field[data-toolset-blocks-field="99643c4495257da00e66ce5007dfac10"] { text-align: center; }  .tb-image{position:relative;transition:transform 0.25s ease}.wp-block-image .tb-image.aligncenter{margin-left:auto;margin-right:auto}.tb-image img{max-width:100%;height:auto;width:auto;transition:transform 0.25s ease}.tb-image .tb-image-caption-fit-to-image{display:table}.tb-image .tb-image-caption-fit-to-image .tb-image-caption{display:table-caption;caption-side:bottom} #tbcss .wp-block-image.tb-image[data-toolset-blocks-image="e641218de5cb39c1c3d120a1f44c3103"] { max-width: 100%; } .tb-grid,.tb-grid>.block-editor-inner-blocks>.block-editor-block-list__layout{display:grid;grid-row-gap:25px;grid-column-gap:25px}.tb-grid-item{background:#d38a03;padding:30px}.tb-grid-column{flex-wrap:wrap}.tb-grid-column>*{width:100%}.tb-grid-column.tb-grid-align-top{width:100%;display:flex;align-content:flex-start}.tb-grid-column.tb-grid-align-center{width:100%;display:flex;align-content:center}.tb-grid-column.tb-grid-align-bottom{width:100%;display:flex;align-content:flex-end} #tbcss .wpv-view-output[data-toolset-views-view-editor="cd75f2ebfeb9d6b570e20d8e2c781fcc"] > .tb-grid-column:nth-of-type(4n + 1) { grid-column: 1 } #tbcss .wpv-view-output[data-toolset-views-view-editor="cd75f2ebfeb9d6b570e20d8e2c781fcc"] > .tb-grid-column:nth-of-type(4n + 2) { grid-column: 2 } #tbcss .wpv-view-output[data-toolset-views-view-editor="cd75f2ebfeb9d6b570e20d8e2c781fcc"] > .tb-grid-column:nth-of-type(4n + 3) { grid-column: 3 } #tbcss .wpv-view-output[data-toolset-views-view-editor="cd75f2ebfeb9d6b570e20d8e2c781fcc"] > .tb-grid-column:nth-of-type(4n + 4) { grid-column: 4 } #tbcss .wpv-view-output[data-toolset-views-view-editor="cd75f2ebfeb9d6b570e20d8e2c781fcc"] .js-wpv-loop-wrapper > .tb-grid { grid-template-columns: minmax(0, 0.25fr) minmax(0, 0.25fr) minmax(0, 0.25fr) minmax(0, 0.25fr);grid-auto-flow: row } #tbcss h3.tb-heading[data-toolset-blocks-heading="f5f1a1a36706b4c0239a1b1008c34e6d"]  { text-align: center;margin-bottom: -1px; }   .tb-container .tb-container-inner{width:100%;margin:0 auto} #tbcss .wp-block-toolset-blocks-container.tb-container[data-toolset-blocks-container="ed3832aa6201cbec5b1e5b902dc067e2"] { padding: 25px; } #tbcss .tb-field[data-toolset-blocks-field="d35569da59cfc6dd7ed1ad0cfeea005b"] { text-align: left; }  .tb-image{position:relative;transition:transform 0.25s ease}.wp-block-image .tb-image.aligncenter{margin-left:auto;margin-right:auto}.tb-image img{max-width:100%;height:auto;width:auto;transition:transform 0.25s ease}.tb-image .tb-image-caption-fit-to-image{display:table}.tb-image .tb-image-caption-fit-to-image .tb-image-caption{display:table-caption;caption-side:bottom} #tbcss .wp-block-image.tb-image[data-toolset-blocks-image="97cee3d59ac7909302565ae19de09f43"] { max-width: 100%; } @media only screen and (max-width: 781px) {     .tb-image{position:relative;transition:transform 0.25s ease}.wp-block-image .tb-image.aligncenter{margin-left:auto;margin-right:auto}.tb-image img{max-width:100%;height:auto;width:auto;transition:transform 0.25s ease}.tb-image .tb-image-caption-fit-to-image{display:table}.tb-image .tb-image-caption-fit-to-image .tb-image-caption{display:table-caption;caption-side:bottom}.tb-grid,.tb-grid>.block-editor-inner-blocks>.block-editor-block-list__layout{display:grid;grid-row-gap:25px;grid-column-gap:25px}.tb-grid-item{background:#d38a03;padding:30px}.tb-grid-column{flex-wrap:wrap}.tb-grid-column>*{width:100%}.tb-grid-column.tb-grid-align-top{width:100%;display:flex;align-content:flex-start}.tb-grid-column.tb-grid-align-center{width:100%;display:flex;align-content:center}.tb-grid-column.tb-grid-align-bottom{width:100%;display:flex;align-content:flex-end} #tbcss .wpv-view-output[data-toolset-views-view-editor="cd75f2ebfeb9d6b570e20d8e2c781fcc"] > .tb-grid-column:nth-of-type(2n + 1) { grid-column: 1 } #tbcss .wpv-view-output[data-toolset-views-view-editor="cd75f2ebfeb9d6b570e20d8e2c781fcc"] > .tb-grid-column:nth-of-type(2n + 2) { grid-column: 2 } #tbcss .wpv-view-output[data-toolset-views-view-editor="cd75f2ebfeb9d6b570e20d8e2c781fcc"] .js-wpv-loop-wrapper > .tb-grid { grid-template-columns: minmax(0, 0.5fr) minmax(0, 0.5fr);grid-auto-flow: row }   .tb-container .tb-container-inner{width:100%;margin:0 auto} .tb-image{position:relative;transition:transform 0.25s ease}.wp-block-image .tb-image.aligncenter{margin-left:auto;margin-right:auto}.tb-image img{max-width:100%;height:auto;width:auto;transition:transform 0.25s ease}.tb-image .tb-image-caption-fit-to-image{display:table}.tb-image .tb-image-caption-fit-to-image .tb-image-caption{display:table-caption;caption-side:bottom} } @media only screen and (max-width: 599px) { #tbcss .tb-field[data-toolset-blocks-field="771b1cbe5c0cee9cbb87ac3180c2a5c6"] { font-size: 12px; }  #tbcss .tb-field[data-toolset-blocks-field="5f52577c264e1d9cd4670d60f8edb001"] { font-size: 12px; }  #tbcss .tb-field[data-toolset-blocks-field="1b3400423e45c86f3639e70824fa78a9"] { font-size: 12px; }  #tbcss .tb-field[data-toolset-blocks-field="99643c4495257da00e66ce5007dfac10"] { font-size: 12px; }  .tb-image{position:relative;transition:transform 0.25s ease}.wp-block-image .tb-image.aligncenter{margin-left:auto;margin-right:auto}.tb-image img{max-width:100%;height:auto;width:auto;transition:transform 0.25s ease}.tb-image .tb-image-caption-fit-to-image{display:table}.tb-image .tb-image-caption-fit-to-image .tb-image-caption{display:table-caption;caption-side:bottom}.tb-grid,.tb-grid>.block-editor-inner-blocks>.block-editor-block-list__layout{display:grid;grid-row-gap:25px;grid-column-gap:25px}.tb-grid-item{background:#d38a03;padding:30px}.tb-grid-column{flex-wrap:wrap}.tb-grid-column>*{width:100%}.tb-grid-column.tb-grid-align-top{width:100%;display:flex;align-content:flex-start}.tb-grid-column.tb-grid-align-center{width:100%;display:flex;align-content:center}.tb-grid-column.tb-grid-align-bottom{width:100%;display:flex;align-content:flex-end} #tbcss .wpv-view-output[data-toolset-views-view-editor="cd75f2ebfeb9d6b570e20d8e2c781fcc"] > .tb-grid-column:nth-of-type(2n + 1) { grid-column: 1 } #tbcss .wpv-view-output[data-toolset-views-view-editor="cd75f2ebfeb9d6b570e20d8e2c781fcc"] > .tb-grid-column:nth-of-type(2n + 2) { grid-column: 2 } #tbcss .wpv-view-output[data-toolset-views-view-editor="cd75f2ebfeb9d6b570e20d8e2c781fcc"] .js-wpv-loop-wrapper > .tb-grid { grid-template-columns: minmax(0, 0.5fr) minmax(0, 0.5fr);grid-auto-flow: row }   .tb-container .tb-container-inner{width:100%;margin:0 auto} .tb-image{position:relative;transition:transform 0.25s ease}.wp-block-image .tb-image.aligncenter{margin-left:auto;margin-right:auto}.tb-image img{max-width:100%;height:auto;width:auto;transition:transform 0.25s ease}.tb-image .tb-image-caption-fit-to-image{display:table}.tb-image .tb-image-caption-fit-to-image .tb-image-caption{display:table-caption;caption-side:bottom} } 

LAM 100 -sarjan laminoidun lasin leikkuupöydät

Turomasin LAM 100 -sarjan laminoidun lasin leikkuupöydät toimivat puoliautomaattisesti ja autonomisesti. Ne ovat erittäin helppokäyttöisiä ja ovat suunnattu yrityksille, joilla on keskimääräinen laminoidun lasin tuotantotarve aina 8 + 8 mm paksuuteen asti.

Yleiset ominaisuudet:

- Maksimileikkauskoko: 3700 mm (146″)
- Lasin paksuus: 8 + 8 mm (0.31″ + 0.31″)
- Erittäin tukeva ja kestävä rakenne
- Optimoitu ilmatyynyjärjestelmä
- Murto- ja erotusjärjestelmä
- Alumiininen pöytätaso
- Automaattinen leikkauspaineen säätö
- Mekaaninen paikannusjärjestelmä
- Float-lasin leikkaus
- Laser-avusteinen suoran muodon leikkaus

LATAA TIEDOSTOJA