Высокоточная электрическая камерная печь с волоконной изоляцией SNOL 45/1200

Высокоточная электрическая камерная печь с волоконной изоляцией SNOL 45/1200 универсальная лабораторная печь, предназначенная для испытания материалов, термической обработки, такой как отверждение, разрыхление, нормализация, обжиг образцов керамики и керамогранита до 1200°C. Для удаления газов или дыма, выделяющихся при термической обработке, в продуктах может быть дополнительно установлена вытяжная система. Печь отлично подходит для научных лабораторий, учебных заведений, керамических мастерских, медицины и промышленности.

Описание

<img align="bottom" border="0" height="266" hspace="1" name="Paveikslėlis 1" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEA2wDcAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wgARCAJjAy8DASIAAhEBAxEB/8QAGwABAQADAQEBAAAAAAAAAAAAAAECBAUDBgf/xAAWAQEBAQAAAAAAAAAAAAAAAAAAAQL/2gAMAwEAAhADEAAAAfvwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAE8o9brep6JKyY4no8x6McgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA1sY22lDeaGB0pzMDqzk4HYnIh1seXTpTnYnRnPyN2adNmeORsbOnsyvHPA1scsLGXjie98oevprw3MtIdH15Q6+XJp18uRkdVzc632pmbDT4h9O+a6R00oAAAAAAAAAAAAAAAAAAAAAAAABqS4wlEmUMWUMZmPLH3hr47UNS7UNaBL54mxPHE2stXzl3MdQm41Fbzn5G756fuZeeXqaPrtw0stqGpn7jXx2R44bMPDDZh46HUxOX2fEdi8UdrY+d650BQAAAAAAAAAAAAAAAAAAAAAAGp879F83HTcrE7vt8xT6d89tnVc31N15ZmUkLo7uofMfX/ABH2h65+GJPPVGw16ezxHq8qZzEVKAVBUFIVBUFgCFgEDscfsm+KAAAAAAAAAAAAAAAAAAAAAAA1eN2fnI6jhU6mPO6hq4dDI4E7A5Ozu4mjuaOB0tv5T6o+M+1+E+7LjliaCUqUWCgqCpQCoKgqCoKgWBYCBLB2uL2jfFAAAAAAAAAAAAAAAAAAAAAAAauHp5xr63RHF9OqONet4HzPv0vA2vXWzj18fPm10N75b6g+F+9+C+8Ljlic+40qUWCpRYKgoKgqCoLAqCoABCyB3OH3TdFAAAAAAAAAAAAAAAAAAAAAAAa3n6ecAIEBATHIamr1IfO9n3xPz/774H74uGeJzbBQLBUosFQUCwVBUFQAAWA1drTOF39LePfv8D6A2xQAAAAAAAAAAAAAAAAAAAAAAGv5evlAEAlhFhASUY45Yn59998F96XHLE5lgoKgoFgqCgsCoKgqCwADy5Z2dLT1zb6HP6Zl9B899EbQoAAAAAAAAAAAAAAAAAAAAAADX8vXygCAQEsIsIDHHLA+B+8+F+6LjngcuwUCwUCwVBQLAsFQVBYFgcrpamkdpxcj26fH7BPo/m/pTYFAAAAAAAAAAAAAAAAAAAAAAAa/l7eMCACAlggQGOGeJ8H918T9sMcocmwUFQUFQVBQVBUFSghUoQObsYGnetiaHT5XVMfp/mPqD2FAAAAAAAAAAAAAAAAAAAAAAAeHj7eMIAEBAQCBjjlifC/cfD/cFxyxORYKCpQCpQBYKgpCpQAADl+/hDDw73NJ0+Z0yfUfL/UnqKAAAAAAAAAAAAAAAAAAAAAAA8PD38IASwAgICSjHHLE+H+2+K+1LjlicewUFSgFSiwAVBSFAAABzJcjo83Xp69PmdMn1fyn1hmKAAAAAAAAAAAAAAAAAAAAAAA8PD38IEAEogICAxxzwPiftPi/tC45YnGQZMRkgySlSiwVKCFAAAsCwczoXjHbceGfW8vUx+u+R+vKKAAAAAAAAAAAAAAAAAAAAAAA8dfY14QAEsAICSwmGvT5H7P5T6g9JjTiTAejCHpfOnpl55mSUqUAAAqCoKlBDS1PTonLbnmc/v8AN6RPsPj/ALACgAAAAAAAAAAAAAAAAAAAAAAPHW2taIACASwAko0/X2xMfPmdU43Q+R+cPuMfkdY+7nwHmfoOHwI/QPf85+qPobjSgWBYKlACUAA09Xra5z/aQx63h7j6/wCR+uoAAAAAAAAAAAAAAAAAAAAAAADy1drVgAQASwSwSwmOWJ8X9j8f9gc/537LA/KNbu+pwvbt+pxvft7Rr9KZCylSgFSgAAFShKefMvsT34m8decfsGf1vyf1lAAAAAAAAAAAAAAAAAAAAAAAAeWrt6kJYACFjwPeWCWDDKHxn2HyH14xzxPlPf3pj6SlgCgBQABQAAAAcvp83zOs5NJ19bZPT6z5T6ugAAAAAAAAAAAAAAAAAAAAAAAPPU29SIABAAQEsGOWJ8d9d8l9aWWHBspQUCygCwVKALBQAAAY8rOmOPrkefU5vSPb6r5b6mgAAAAAAAAAAAAAAAAAAAAAAAPPT3dKAAIACPH2EsJMsT5D635L6wqw4FBYKCgWCgAoAFgqUAA5mGfkTDOnv0eb0jZ+n+Z+moAAAAAAAAAAAAAAAAAAAAAAADDS3tGABAAQASwY5YnyP1nyn1ZZYcAFSiwUFAsFABQAFAAHM09zaOd65UnT5nTNv6X5r6WgAAAAAAAAAAAAAAAAAAAAAAAMdHe5sejDMEAAIsEsGOWJ8l9X8p9WWWHAABQVKLKALKCgAoAABoa3YHMw6w8/RDe+j+e+hoAAAAAAAAAAAAAAAAAAAAAAADHi9vlx850God32+U6B2mptgEUSUYzKHyP1fyv1RZR8+AUAoKAUAoChKAACwsogIsOj9BwO/QAAAAAAAAAAAAAAAAAAAAAAAE4/Z58fKdH25x0dLX6Zx9zf1Dc3/l8j6hzNw95RjMsT5P6n5f6goOBLCgUCgUFJVJQFIoAAAAiiA6Xe4fcoAAAAAAAAAAAAAAAAAAAAAAABp7mpGGNpz+f9DD5na6PONvy1aa/h1xr9Li0+jx4XROB9R8z9OFHzywUFUlUlUigolAolCUBSLBMoR5+pJ19g1e34e9AAAAAAAAAAAAAAAAAAAAAAAANTb1THHJEURYeHM7Q+P2PouWXZ4G+PbDonz303zf0omQ+emUCgoKCgUigQrW8jeczzOu4nmdjy0Mq2cPKllyMujz+gfXgAAAAAAAAAAAAAAAAAAAAAAAAAau1qmIgAACA8dPpQ+X6PW8DgfQ/B+J+iXmdM+eZQLiZNXyN+8vA6+PFwOt5aNrY8/MPP0pKBQWkuWR5z24h0vXjd8u1jvn04AAAAAAAAAAAAAAAAAAAAAAABCpiZavvrwQAUAAEAxyh85p9voH5/0vLMujtc43fLT3i5WUKRaYPTI8ntma92cjVu1ka2ezka2fvkeGXtTX+c+q+fPmPoeV2U+j3dTdX6AAAAAAAAAAAAAAAAAAAAAAABBCCWDG4HL2eD85H6NeL1zNBQAAJYczoc7pHxV9Yefns0089nM1bt5GpltWtbLZHhl7WPK+lPN6wxuQlQtgqC+Xra0t3Gl99bePoQAAAAAAAAAAAAAAAAAAAAAAQEmUJKMZlDy8tnE0tXqeZpbnjqR02juGSUWCxDmdLmdM+YbA8b64GLTzNy45kWCWkBUBIZSQyYeRsTQ8Dr3geZ9Do8nGt76/5T6k39rW9z0y8qejGlAAAAAAAAAAAAAAAAAAAABFglGKwkyhMcoYzIePltYmjqdXxNbd1NWOrdHcMkpyeryeqcMDS3dA8tLd52L3fbG7lYwyeOqb85Osd/H5vxPotXkexs+HvtVx59Htny+19P6Hz232fQ0NzZ9Tx98sxmpaospbBQAAAAAAAAAAAAAAAAAAAARRisJKJMoYzKGLKGOHpDw8tvA5+t1PM8NzS1C9X4foRnt6uqdTU5mqdXPgDta2jsGOv1Nqvns/qNk+U2PqfQ+d2+56HI2ehTTz2qa+WxTwy9sjxy9MjzzypMlFUVQUAoAAAAAAAAAAAAAAAAAAAAAAJjmMGUMZnDFRiyGEzHn57ENPU62J+a6P6nD8+3PtcT4vP63E+e2uwND226a92KeGfsPO+lPPLMY3IY3IRlTG2mNtJVC0lUFABQAAAAAACUAAAAAAAAAAAAAAAAAEokyGMzGDIYM4YzOGMzHm9B5vQeL1p4PceD2Hi9h431Hk9R5sxhcxgzGNojIRaRaRQAUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJcDJRFEURRFEURRFGNoiiKIoiiUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGOQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA/8QANhAAAQMCAgkDAwMEAgMAAAAAAQACAwQREhMFEBQwMTIzQFAhNDUgIkEjNmAVJUVGJIBDRJD/2gAIAQEAAQUC/wDnwUdTVcK4WILG1Y2rG1XH8NuFcLEFjasxqzWLOYs9qzwtoC2hZ5WeVnlZzkx7i46pPRYliWLVissazEJFmlCZZ6zFmBY2q489iKxOWJyxFX1WcvuVysSvr9fq+1fYrNKYLOLgsQT7PWWsGq2rgr313V9WIrGVjKxrNWaswrNT5w1v9TcxkGloXLaxm+UP1WVl66rBYFlrAVbV667ax6L112WHVhWFFzGrPhRqYGrbqRbXCtsatpus+oQlqSjtiG2rDUlZdUjDIVsqNI0g6MhchouEKNmWc5bQ1bSxMkEg8geO79NXqjYBs0D06RoWc22esx5WZUIOqEdqQ2pZdSUI5kYLoUwRo4HIUNOFs8KyYAhYLEsYWMLGFjCxhY1jWYVjKxuWNyxH66Tk8geMdTLhE5yzVMac+NX3VZ7TQklxiWJYhhzmrMaswLMWYVmFZjljcsRVz3FJ0/IHi2GRijjflyBSeokuC6aRrhUPu2rBLKmN7Q9p+mq9abQR9dTuXwNJ0vIO4tqXpsweLROBpWOD6ZxEkJuRYs5o+jLwxOEm1StgNUWvFbHgm6Og+fU7l8DSdLyDuNrFjnYoXktjRc4LOcEZQgaV5bTR4HU7sJiOJ0X6L/cO9vL0tB+41Hl8DSdLyDuZZMdxSMatke1FrwC71efSLmh6RLgwPdfOuwmnLzSwyNf09B+41Hl8DS9HyDub6SAUYWFbE0EUsjGPxNYHfc0/pv8AcL/xaD9zqPDwNL0PIO5t0WgowMLXUl5DRyhN6eg/c6ncve1BtTOomGip/bKl6HkHc2/0H7vUeHe1XtXfFw9BU3Q8g/m3350H7vU7l72r9pL6aMj6Spvb+Qfx3350H7zU7l7qSRsTDpOmX9QDlJPUTxVX26Ob6NVN7fyD+O/0L77U7l7rSHshr0h7DVT9DyD+O/0P8hqdy91VRGenEVctknK2AFDRlNrg6HkH8d8Voj5LU7l7uWrwyZleTh0heGofm6oej5B/HfFaJP8AcdR5e6qJMqCmiyYSQE17Xqs9NcXR8g/flaK+U1Hl7qv9aWqlMVO3R0NpqeOlNd7fVF0fISb8rRny2o8vdVvJWcirvbVvS1R9LyEnYaO+Y1Hl7qs4VnBVnTrOTVH0/ISdho/5nUeHdViq2OdB/UoVd9XNWa2cnkJOwoPmtR5e6rr7M0hzdQdtFZqHL5CTflUHzeo8O6IuNmqIVlVpWxOco2Njb5OTflUPzeo8O6qJ8hudWOVq9w2eqcnxSQyeTk4b0TszXYy6mp5YdKA6jw7qq5yQ0GqgCbWwPfVdTycnDemBuJrcLEWgqqrBSOZMyViDg7XiCzWLOiTXtd2c9O2oA0dTBTMpqZlNT5Sc7Pq0OPkZOG+Khrmy1S05zQTOikmns7aH4TK8rEViKuUAXHRsMkXaTSthjgicXzyue+KJsMabz+Rk5d8VSfOKopIahSaGsjA9BpKyJEKZyFM0IRMVK3C3s3vbGyFhqJKiZzVBCIWamdTyMnLv6X53X+RdCNxQpyUKZNhAQFu0qgH1FTUCnjgmLBn1bg2WpFQout5F/Lv6b53UeAgFxEEGjuJ/eaiQBJIx9aout5F/LuHOcJPqp/ntR4d1UwyvkyasrYiUNHUyZTwx6oev5F/Lv4PntR4d05wa0V2KV75Z5dgaVTOeyVQdfyL+Xfw/P6vx3VV+pJP16H1po6yKWU/JKn9x5F/Lv4vn9X47qT3x++uh9NFN5z8iqb3HkX8u5djzPpj/AHBq/HdSe+/9kemiiLVB+SVL7nyLuXfs/cHey++ke1k0326JJzK7/Jql9z5F3Lv2/uDvZvevgikdXetPB7iD9SqVL7nyLuXft/cPe1MLpG51XaOGR0rqNzpGMbGxUnuPIu5XPDAHBw3o/cOv89/R9fyLuWp6UTzl7YWJsrHndj9w+Douv5E8JMOEUzCpInCORGpfG5tQxx3P+w+Dout5Ko6cN2ugqnOYYop2VML2tlOF2c6NbW1rgQfr/wBg1/nv6Lq+SLQ4bIA5kb4kx32tqHAPZBOp6V4bOEcTXtqTiZKyT6f9g1/nv6LqeS/NrNsnUjCsl8bXcBM9qc6KVPpro4myQeqZUPjibUMJ1f5/wdDz+S/PoGi1tT6dj0+B7Ff1ZIQ5lUHptPGROx0cRH3tlc19PNnR/wCe7/MYo7SvFEUKONMiZH5P8/U6JjkaVzXRXa+J1o9psMuOQmnex9F0z893JniC2li2hyzZSrvKwgoKj915U8dw6Nj0+kLWSXar/qQ1LrRuY9H53V+N/eyNREEapi2l6M0xV3lYG3t9dH7vyp47p8bZGupvuYx0bqTgR/e9X43JIajURBGqatpes2Yo4ysDd1dY004lZaOa4VPlTx3hAKbE2M6ZcWVdPpqaNU1bBVD8ayQEamELamraJCjJMV9xWBu8srLCsKkxPqGbEXZEEasqQf8AJ8qeO+qKWOqrn6LwIwBQ1NREnTyJ1RMH43He2VlhWFYVhWFYVhRCPu5r49GcVSe48qeO+/yJ4F7cxFSD1bKBTs+4fTZYVhWFYVhWFYVhWFWVlbWVgtXVFO8O0XG4BUnX8tU1cVLIyRsjd5/kTwwtxaiFltwhtlZYVhWFYVhWFYVZWVlZW3Jja4tb+rq0fK2Wby2lKKWqMVHpKmdT1UuEEEbo/InlI9bLCsKDFhWFYVhVlbVbsLeuqgaGy+WIRaiwFZTmFs9kDfcu+SPAj1srK3bue1ofXU7ENJxOe2mYmwRBD0V/MWVk5oKy3MLajcO+SPC3rbUTZOmTX3Q310ZWNRqowjWI1MhWZI5GMPQoInKHR8bTHiTT5whWTmhywPjTagfU75I8Dx1SEBSNLHCSTEzc3TqiII1jEaxyNTKUS9ywoRkptM8ptGU2jam0zQmxBBgQb58hEIsBWF8abUD6H/J/j86p2XMr/uDXYRy6royNajVRBGtCNZIUZpXKxKwIQuKFK8oURTaNqbTtCEawLAg1AfwOyIRCdGCrSRJlQ06n/J/hz35+qVBNljYHVkQRrSjVTFF0jlhWBCBxQpXlNo02jahTgIRLLWBYVhWFYVZWVlb+CWRarJ0YcvvgE2lm5tNpmGVbVAnVrE6teU6aVyOJywIRoU7ym0bk2jCFMwIRBZaEawLCrKysrKysrarfwiyLUWqSPHHLomoxf0mrvBo10Y2MrZHIUjk2jCFI0IQAIRhYAsCwLCrKysrK2q38RLVlhZYWW1Zay1hVlZWVlZWVlb+PWWELCsKwqysrK3/Sixv/ACUX/wCg/wD/xAAUEQEAAAAAAAAAAAAAAAAAAACg/9oACAEDAQE/AXi//8QAFhEAAwAAAAAAAAAAAAAAAAAAEXCg/9oACAECAQE/AVibFP/EAEoQAAECAgMJCgwEBQQDAAAAAAEAAgMRECExBBIiMkBBcXLBIFBRYGFzgYKx0RMwM0KRobLCw9Lh8CM0g5IUQ1JiooCTs+JjkKP/2gAIAQEABj8C/wDX7araLVareJ1qtVqtVtNisos3AnSKLaLFwK2nOrVaFZTbv/bTaVjK2jP4vOsb10Wbi1Y3rX33qxWer6LPTZ6vpTYs9FlFqtosRkK07wvg4b80ypRIjS7+wFBoz5t/rFnVposX08RUrTuc9Nb2DpXl4f71XFb2ryo/aVglztULyF0n9NVXPG6WyVVxH/dC/Ky0vVUOB0kqsXKNE1+Zht0MVd3f/IKu6onQJL83dX7lhRI7tL1iO9JXkx0oSkAOVWq2iY4gTcOkrAe12oZrFi9DCsWN/tuVUCMeqFVcsTpLe9flPTFXkIY0xPoqv4YelVxIA0NPevzYGiGsK6nHQwKu6Y/QZbF5a6HaXrCY49Kqg/5FeRZ0ryMIdAXmBWhYyxivOWf0qxYoVgWai1WlW7s6d8mYU5htvU+Yq+I82aN8DV9e5HDFXD09x8XG1D2KP0baSVirEWKrFYFmotVpVuUHTvlDmw1Xvw+4pkza0djfqnDT2HvUTrfETyP7vip8nnzvf7gpGVu0oAtt/wCvzIGcpidfR3hVOG5i6hUfq7aTvEdO+TZgVy93vUObcYT7O9Zlgvt+venSkbfe707BNc/e7107SmaW9sNN1R7MNO0HsiqokYfvtQdOZvJ16k1elvnS/w</p>