The Helsinki 8 is a high output cassette stove with a widescreen, Etched Black Glass door and frame.
Nominal Output: 7.5Kw
(min 3.5kw - max 9kw)
The Helsinki 8 is a high output cassette stove designed to be installed into the wall or on a hearth. It has a 7.5kW nominal heat output and a heat range of between 3.5kw - 9kw which is enough to heat even the largest of rooms and an impressive 80% efficiency rating. It has a wide firebox that can fit logs up to 400mm in length. Easy to operate controls and a large ceramic glass viewing window makes this stove an ideal choice for open plan living.
Helsinki 8 Inset Features
- Black Glass Door & Frame
- Choice of 3 or 4 sided frame
- Contemporary Minimalistic Design
- 7.5Kw nominal output
- Heating range between 3.5 - 9kw
- 80% Effciency
- Eco Design 2022 Energy Rating A+
- Clean burn Technology
- Outside Air Ready
- Airwash technology to help keep the glass clean
- Ability to burn smokeless fuels and wood
- Top Flue Outlet
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/XBGAJhf4F3KhT/RFbBmwzxCQDJ63VH00fAqeD2mcBm7jqj1rXgJsRA8uAz6n603oCyGg2zgnE+QGmWjGdYmM7x9QN0FJA3ZhnYmOfbRQRyD0FuE1AUZ8FgGukDxinLJf/2YKpk4d2qm1QEjB3uRdHygrsunD3tfQndntBxq0jXw2uyclq/NVy98UtlHB1hi4+civ9id1emHHvZPyYhryCxl8td/8sSkGND5a7f1DDF+gLwPH8J0BZrA8EHIFyZ/61tc8FyQs9Dy8ul2EZsjdfglz72ak15cTa4V4+RB4X+dbfdsh23lnSkpcVa4e7uMIkLzoN7mnRPhEHiDN/BrJb64N70d7eBs1FrCmEYteJLpx3giZfF6BYSpkXogLyB+nHCBewaBeQFq0fwMOpZo3V3ytCzZvdvdJggwOqOuNDVcDxcN2ItQPrTgD3G+gJiueYNRUQL0Ddi0290HCvCJVd8cEquGZxetE+D9h1D/grRFdQMJbT0rAieBTsxSUO0ZO4zqxa2HYRciVJDspn88pwr4VeRKcDe5OBpEAfKjqTlJSUdOZGWpbTE+60VJSVpOZMhnUXmFLmdxP6dO/Rf/qBUhbyuqpl+tQFjwWJK6e/MWnm+qtOD3jQVgXpG4tONEgGLicDib50plZgYGBgcJ2oliPXPfQgJZiVfBeoppnR+jFDPNjRSMyg1x6zpC84lQbmgV26pXcIR0TE1/3vHQ/SKqMyPBmsE7azQHIGcNDiQ0mB5NnY9ajIQF53JQmk/rhKRnJz8szPdTGQGKxO6GGwMydayTPX+TILqU1UwPFwfQhMApKLgO95fSCKSmRhCa+Z6WDuNMmguldYD6LUGWNnZY/mSXaPdFblBDVcszh9SARSBCCB9IL657Ou1tXMfNbJIDncSobwqKMq1j1gut4ykHz+bcGtsuBzTgX800IXLAeBXOiKZSurbKBmprIK/8XLoD7fvD81Lm58v1BVOuawztQipU3u5l7b9cXLXWqTGtJaix5wmwCXvtDocgY+0MwIJwOPFkTynpQqmS0yKqeSYmPXtrVMJFMBCgbrASWAqScxqaydJq00TmWh8vbXgyKM3jP+AmZmc2WKPRRVMHC8pl8SlMS6ECbvu0AVeZZpowcA9jvbp3erxXun1jXWySCt7DrNcs3m/BF+K+tBlLysJOXHOrCoS6YMAGLh3+vHRhu90OIxaz2nlYTnCxn4p6VOSPpC61lZreSpaY/1YJhtl+Xuup8wMFi13mWseaQZy3qJIa2z6EMpsN2gI0tYZb01Q4FLHUoAlOyNNar0nIMVJ4OrG60w0qKAWv3DQMEQfXgEHA3QkQUse6x2KGh2hqQIyJodoM7YSmXW39IU3umqhJ/tYuBETV1IAZICdWSmD5Dhme+yJEUoXWhWZbygLDAJCu2xSij8OMs1h/cxbiPgSNaZd3yByNzhw7NFkgIUjePUGFruAzToCQP/tPQx0w4g6z5wIUxHVrHKesu7naB8TTN5RFxYzwW7/7HLwpVINWLtrPmaMq8RGdI6i29ZfwdS/gJSI3UkgZXTRl4CadMcOfCTU1miJ2G6Gh3zWes4LVGzOwwUDPKtwCQgeTeQHq0fxl9ZD6J8wT2o7ey/Klg4EKBCxD3WMaumuKlOBva186mgP4D7O4G89vphO8s6H6opi0kGEdX50sFKbqhCwBFWaiNPxlFx7K1eoLBDLMfH6b5U7zbwZzxgj9WPZpms7QZt8G36vjJt8YYDs+RR0C+somdVoM9YrnGeZMZ5g/rlMpBr96XoNGD3W4DrBf142cUQ55A2LLvsAgAcDZRHrwsMe6waz5UysCdIW6alAsOjj7R4DOyYIgBTdcPyK5h5nTXCrQYzu4OCkS4vhJ9jlY7RFkVe1oHeZcDiIXbgK93on886EqQRel1gSEsMsriPwSzqqga3UGDgSjNF073DvVrme0OdwIJehcBmTicanQZTmEpaaZvFwKNYWU1vse43VIOa/MMS9zeSZ+p/zjsU/IvvTQYqJjRNB05a9YCzjTwrsm5Eaca6j4XL3XlP0ftE1m6LKvyiSgbEs4MsnoxtVubCS/TsQ5/7CLAPrncduFHbd64OimWOmPJVYinY5VM5JXtj1ewVSkT0cjkL6e+3DTEQH9TojQsimK4JpArVPcUCnvwwIiY4MNDW5IVvMyR4zfCR4GPct0Bu56DfgUfNfUe0s52QKf0aSkoq7Wrm9XILO+wBYtZfPyVsSUx1wePZOipRzwcegPIHfyYlnctwQm5xD7Uo4ryPBRwDUhsZtgBlfXxH1YstSJG69lg3in3oQXnRv0gtftQjT2qWrQhRjcaW+latq8D5GvQ/QJyoI9LFZ0hThrhilVxfWlQjw0vpqkn3JllJvcCtkk81ewgcCKBJEvClfpRuaU7aIvP0LFVKltlIPeJ7n6xQRcpa3ZInL1CndJ/qUwZ8QzTAAew06YP0ZP/IINIaGZ476VQkXHstgLxBVHv+zUpFlfdXdDaRZ3UMXwi+9B8RmEPUKhu4HK45yx67wtLstCt73+0eRPJDE+1ezOvlgajma/sfV8oQ8k7PieLIc688u/uTQfKIi5xy6GGFDEfKb2/EGEhurzy7+xp5FHXBzrwT6QvLANcoojo3gayWmuPbxirs1Tq6ppkUGzvGerFXqAwia6uXv/jhVFJS0qkflvy7QwjJDu0V696rhgIiCmwx5oNvjyYlJe5aO29wtJkUhvaKdW+mgGsRy+xq8QHLISC/E1HAYcA5THN6zFsDAwOtPGmbCwgMDDTR0zDiLnCnPhHFA1joB/i5vYqBowFENFkEthuqOWaIwGqOiPqUApfDqzcMWwFxEhFRzAMgt331Rp3rQHFPt6DTQOW46o1excC9Bm7c/wGs4Ko13pSAgxY3ekMEfg+uzgjYB+AzYnYtBDKbVWc0SQOcI1h1bgCu0dUZ4yqAjKYs488AlnLVF4aNAE4EsWiuBPweXH0RcRvA5+SxZxGQ1ab6YlQ5YB/sqfY1oHJ8tQW/EsDdBp4MmwAs46or6l4DsM3oiV4XgKSQ6ooRDkCYRDLbZAHZ7XTNVL9zv9Gj+3Wub1KDC2nZZ8Sovm1COTU4W/PeQ8YM6d3Mxqlhjeo+4IURfdrXMuiacROAR63kBJ8ChIk6VmvctjsFDpfLXnDnx5drKuGiFyQ+trtc9uwz7zTmlJg6fvzHw7LyivKyh3982t6ogG8861BKsaPCac+7urafVceaPgBwyCqHPpSAzQa9sow544RMZ+JgoyzzuOsCPIrXx5rlxXz9WIJn6eFX9WSFv3lPgMzCH1pzujVDAMQ5JDu2GLhRT6dsXxVBYe4sswzznELILpxjlsF1PSdCvnCwqYzInS7Il67153TK9juA7Pbyal4CSvvpk2WxC4qLp/AeuFeLoLDoVc5Th2tQLB1u4KHeXhGK73TRqYElAA4GyuO/BqRPOF0aUwQV07t4aHEXiu+28BC2HyqKaywM0xIBKh6vpUvmzQCEqaRwUBlwOliPwpPALr504vRdFwtbLAzjCokhPUw6nSkxpJVG1oRylpCaePxsvsTAk1hGlywwpZyzx/9IE1iuaZwetX8EIK2ZkjpXgNyOejTSwZASB9ewBjaYnsnK6chomQZ38UCHoMC2e0Q3pLdiBB0Bs/iTJkFWW/fdlQysMxARv1RiuLZ3sVmDmn1RzEBSqA4ZFksANpuU8CsAcZYO8evBvNea3PnxpQxxOmOOyLjTnIioyU2GOI/RIZchfGQm97rHWNdrE1Gty2DurEHu5k8FxpPOOtQ0GUDZ86T4uVLggFV/alxkiO9yDAo5wcA6N+shuEufc27ce5IbjgS6TRQY92KIPdrByO9ERF0LGUV9id0omSGM1x/uXQHAX+HKws8Bj1rrT6ssRmFX8vgJa5+ZiBqnM0r7EbNrASOjmdsqMLcYPDTJZNhjieg1gXGxhgfzPgbi9KfRHQDSR5wy7itAmK4/XW4/LnMC9yI8xbFOWoloSDkjJYpV6yqjfBgRGdemF9gFYD55rHdHztS0PHsFsN3ggRL0iv9QAJDVgVSMLQIOBuqOObJF7+GT337L4ulN1laeiOaA+Wcwy3KQgflExNWO6dz31enLYz1FpjLKehNRaHT72BfjPn+NPBq2saboTqtUANhuUSPkFJDdQXeUG7exlhERrWXtNrFoA2s9qdq9kPGoGakZfpHhfF5vTCslAKXPk6ozBIiLOL1rnMyoHE9E5n2sBPK4inXAogb3ocT4K1SVASWMRy30plcOAJwKVadJKnAmTOcM7wmMjOZEFJjEWu9pDispUI0mt8FcyqkR+COYRwJ1JmQ3ALj+Q+oa1wIlA3Qu9iGYW8xEVOMSa4mnONbVmioErxcZT3qSivwbZYzKKaSv3BsOt/N1VKI+hcBag661uQRmQX8ioshU1nxFD6KUmRc4wPzJqgL3fCaYVxroTItbAFAxg1Mr+BCQ0ljPoo9JDOlbi1t0GitOUVq0IvOcYjCze5Fyrsc9MMv/y+lL4CbJ7UI9Uv1VJ4SZOha5TwTzTivSlnlWEZiVnxmVcV2ugCnttJGu8pPsAOCcxKlX+wJwJly3Gu8TwSx6ldOWeXYRmNKhOqSY734F7DvtSF+7pcD9RDipz82uhONFvep0VgTTsdBMmrLMLQb7UltSzI9MATvzeU5fos/A/ckg8mbULWBvoD49cxls18pgYkemsuYqehAlK/iDErCvdSbF/KgMsHPG8qSroVtFN3G12SvcOwIK+ujSM5fBdsXbyGONS6wvFf0dLifgMwfYt3pxivhRGWA/mWQkXQ1Y6oL7tcbk3Sb3gc1mHXrmMtiueBt5DkxirfO0kJUUKMPyVgnYV3twpJQfnQl20WwT6ap5binci1/ivMR/LiK3m/50uAx22WIbybQcZCV4+oa1z+zJPLcY7MudOVLKj8oEO2uymXTVPKcY7sLKAPJ2ixRI6016E5MosYrftJLsBNZOE4v7jvUNeTTNKQZTuvQMKeaGZ4Cd8YKBdNUypxjMU/XJ64bPRGQ9qzP194pgFs8xk/yFrDPBLOtxhjTbAz+uAEwpsT0p73IX7IxRPOmq7ZNiMO8/SxpschfSBrOuBK8TwCyeYyaFo1yMlChW3ZsMxyAPfdPBlE40I+WNz4KdMYonXa37fxeYeWN4LfCLBOT11BPDvHIwS+aaSWmrxwz7YFa3QsaDRqxG58E+25yU234UWQ9H8aSnfOejApjFs02kyahrwJYAHen9GMzK5QGkOOQ0A6sNbty7EmN/AMOaILLudyHl/BwnmKWTeNJT2/RUsJ2fWkibXJwLRUP1w7Yf7LSXYmV34ImI+0BipHdya3oL7sJ0Yo4qAVNc1zdWbq9QtzapYP81OFZ2PR8z9d5bDrZrVQhptWYicDhUN8Y5PAh2+ccCiYg6ZTOkxL6hth6HREZqU0bYcXgst8vO60VExpWShwq7/Ek+ZWy3OhceXfE20u7oEpS/welE8GGonMQwfyu5AQXnz+VLcBeXGBgjyzwptMcSUat0qBznQ0G912ZK8OhaaSMiXiuB24GrUTrRs9A71OYeS+71xuRu2gJvzBf1hQtuO+NoAWS64m1E1KiDVqjLQwhfGvXhA8lL/AtZSnJHcYzoZG8EHoVP8UENOvV/PW72l/9f+cG0KSP6v/H16WwRcsu/thFRvZ/7aMbwiYCsXroQcBheIuPLGfKypxqJOcThjaYZvmOO6DX928T7+Q4RHl0OEQpLPwohItu6vC6aoQYXgP1helD/nteI73Pc6anywlAjsefBG/3tvsHZus7febdEgpeLFwYQUfBKV3qMduhfJXDO5HWg1uIEtd8yeyAKH//LvUK7vTjl4NQG5Hl8gtprmhF1X5+gdqw3Ajq9m/hEgvdzZ5mJKOCjclypqSHrdxJS2uuAVs0RXWJju0VZSb9DR/6WLUGLqWOMRBSwsBQ4YdUQtbwL6Vfb00L3Q8YeL4MmxXM9eCIKer8EwCZOS9wkB8oncVUBU799ZdCm6+fGRES2FQ4AeJ80HbxNwr12VYCIJbnQ6JOPwoiIan/jAgBhvLao9R1Iu2r4e4Z+ZwRoU7o+2kxEFPNbJdxLemiMm1AK17sm/y5g2iNo1LGtBUdEfM8zIphpMRoj62oBeaM5fy58WQm0Kd2eGkJEFDI1DR7/CNEaRfwF3O3gx0Vsr4A2SzY254iIa/1jOTwn8JqjIbnA4Xp+W93fBGhSOPeilYgo5L93JXgWp5D2jW87IawJ8tNs6yqhRSn9/QgiIlOvXQ7ILezmAxT6kwjHfJNfZvmfC1rM39jeQESGNqtyIP9abV+gppeAvDG8H8b9uxgaLN3bz0JEprbL0iUo3GTwCRrwCEjp7oe1uQ3vl+wfHkxEIf02ZEpQWvka+SY/tRS43NbvCvlF8paU/+uwYKKAVjNPFEHFjGY+QgHLKiAdjvSzuMkOeFdIXdMjgLO1j9vzUICqv1h8hcJ3iBB31/WvmtyCV0uS5raJ6PRq/JlcASq7xpPvxpwBKtfZ/CnDUtEbpeeWvRN/8Ga+AC/eiPAh6nwLcMXb/KgOmfCms9QJb4sfcr7EPZ8JuFbZ/CbjKskrWkxtQT7Nv1IAOJeH+Eut0+HbwscG3yLznGKgfJnNP+I+lHzs70jydfPbDsC50uYX1b0C3y4Zx/kcBa1wAa54mz80uty3hPgA0kFbvAtwxYf6P8ZN8O3f65Mu2uJdgGtdPb8n8h/futyJdNIW7wKEPVH+zshyX5IuPkO6aYt3AeKpjv4NtwI+XLGnJemoLd4F4OpA3p8JSfKh3E9rka7aVrkAZE4w+zEtHzFEe1ZaWvL9tLT0AnulRpxHB5hIZ20rHQCKPg71X0a5IBX+ueo/fVtFRzdoEB0d07nPuFnxO84+KKr0jv2PiTVIf4MXFQFwbWvkt7wvPV7dK5QjpSZbdNeXPth2JrWoXFLDkbJlZDjpsnlCJgDx4jCjf2LcfrCrkVQ3hER1HTRl+c9Jt9ML7HZnRYXDXpR+eef7Q2JMpNf8iLsAkLsw1C8JfqcBed8YVC+mc2yf5198YWBs15hwE+k61+W8CMD5UwvODzHbyO9sursSgHTjRYv/4ZfWXmUHgMIVDapDKHB2NgAIfw4xVYOQYdg1CQDylzSsBiGu1e4KABD+et5S/UEU/lkB3Av+35yr/iDzmJsSAEh3Z9as/iCu5c/lcHedHG6t9iCyzc10A4q3djdVe5ChxzHBDchZ1cZQ3UFU96t8BqT0pa0N1R1kGnZWcAOktKWtDdUcRA2W5DEAKX1FZ3M1B5kGnqpgAFL2988FV28Q1V6YJjEAFB8YV4er1iBDhx+KPQDOvz/sYNEvY9MZ83rXMfh1RNZRiS4PgJT12ysNeD3iQvuvTxWkkusbxkYZ/DmiWrNuCh4AuG6vGVyb15nAjov+KAbb9c/6AcH+HHExn6VJngCU/b1iYF1eNwLbzTycI0J28f5BZj+OyNB6eaYkA0DZtbUvNrL4Hl+j+8Jj2SKUP/k8xJ8jMrZf9ViSA8CVumd+j9oG3+GCmo9dc6FQgrrOaf4dkbHLmhRBFgCp6OoP0/o0CuI0Z6rT+cWlpx5WwIubeT+PyNj07esuee5i2YNTqyf1igrmtcFZ67Uf8+GOGwUV8G7JeKoCchFvnCxRwhRLUv/Y8v743s3qBhnVMgfVa9LzxfkJx27nVcD7hYsCqgJEZBv0XbqojC2UPryV9Mv6T6b+d0SfWJkD/h03c+WGPX/cziypgDaFy2PNVGU0tZiXVKyOTMlpl+sQoG3h1qKGHFUpQ/t+fd3hDV8u/WNWFEdVTr7eiHW3HHrjuLlmYBhVUQ0Rz6/5u1jSC6nwwqrn6/NUleVr9V54MLXc56SSuzvn9wjnqQoc0GjYJ4ful0q+Uv74/OaZsRFmqkIHRMZO35CYWixoypn/z6mNc4e0CDNQFZwPjuox/uOtiXcflbm8IjpKMu8m/bxi2rCOEYEcVe0NwZFtBry8YPGOPeeSkx8UiB4qn6QmJ1/eu3PtopnP92sRGWwkfxJWUDgg3AgAAHBBAJ0BKiwBJwE+USiQRaOioZPJhHQ4BQSxt3BgIfzP6AP4B8FtDnAPz74BbgM8A1P/Z/80B+AXGYzv7jspuOd9/vn7Uf3TozuT+9fHl2F5ynj35N/pfuR+a37AdIB/Dv4n/svt07w38o9AH9E/y//Z/u3vF/pX7Ifsv/gHyAf0T/Kf/D2cfUx/qP/h9gD+R/3T1V/9F+zP/5+RL9o/3W+Az+Vf3v/9/8D3APQA9AD1z+h/8A/AD9APz97/CIszMN4sr1MrnAey3JYu7us5+LYC1uNI9Tt1XRn9Y1ZzL0acIEr3jdsnNFGIYV+KpoEptaamZMGryqKjyMO5pMZgFpGqqnXkjIKfkscuzCgULD4Ea+HJ2ZeKbok+UWGbNRW/6+jgFInPU04d89J/M5jDxhZEgGpbDEVfUaAvO7+9duYl44JcnapKdmZqSBv9cN3aA96vUD+A6gcnjwHvs40UTgAAAAATuQf3rGqq93epri7lyF+AqpUxLdwMjoPzP7p1lC+x14exXsXjvxoqk+0kjA2U42cTwz6BMMB2PtsMbM0rfiquJ6nVEc7p8R+2Nn6U2/G59NYVl/3esVTOocrWycYnahCFL2hDxef/y9ZmZiW1vNRgX8FJ0w2SfEsLJ5pqzoV+KpIfGSxPfB89lmYvXa/X08o5INr1HKfOgYiG1MoZl2/nzTd3d3aIZgsBIEt0zCqqqUAA/UnIctb/+ba2HgscY0bqjM8+jo1ail/xxG+vnu5YPxjpzsWnijWgikrA04e2w/LQ1spc/yI8gmpWUUGJ29vWfRQh7ne3OAiTv+7dQQwYuKVNEfJ8abijqtXpbbZXjQIkLYi5ogA9q/4NmJwBW9i/FRiEo/DgwY0gUQwjfFzGywe9Qm1BoLEuZmqG1k7qGxNszZSorSMF///NtNfeUXi9lWaThKWfykfVEcn0rNVTReYBsx6h7AwwwIlrWq37dvgbL0M1TrfrlT8OqrEJIAAL/O1UTgmU9mhtbnslnBB6ucwAqe3qGaZk3BTs4uOqVq8Z7RU7q0z4ikO1N74KKqG2+YkQgxeLIkmR7azjxxpSveH2v/mKN7hJYbQsUtkj087QBwBJs7DOajxJ7vgAdXULJo7q5KpqA1xdHCbpeexQeuyK5HTqqnWT78niqAUkfEnDkk2jh0A9r/9Koo1gIyjKgmq0Fz83fWYysIAAWI+uChVmW822ppP6/1ZShaczzr26ZoFIkvD0oPDd1gu7uDHRRr/7lnRxZp0nfKk575lP5mdf4m3COA6QBgRi7uF1wxitZDvUGD8lw94mvYFlsjzRJk4TBRZi5GSMWAs94fnvNJy8ow7wMyQAAyg67GNZT3lMGPZKXhA9OjoKO+F2WvYU1NiPjkz5NqaDd0ABHwnqmGz3LiFV2M8oED1xQqT+RYWL17GgQroa0tinTfZOAzhQnqWc3XBEooyrLviyGmmtpDySpkIYvGAammh6cY8/A4sjltxKOKTxmsSccy29CTE61BZ3aqNpd3ebL+1VtNTfoRJ5L++FN6AFYSLNflKE18eT33kpCnENthkv/821xk+gvQGsJ5RC/nl6gtV2X92Olo5dDKYJ5SDde3wJDTpPFo1EDcsbK+vmr9nqxW+VbLCRbYKsLze/eg/ueJN8XAQzqI6bAHJnyi6ql4C020w/2Pp10SGzr5dGm8X97xnPmSAtDgmbNwSrEvqFPy+9Fvn9Qk/yCBGdNR6QAnkh6v9SaBC8zj9QvCjlEw9Ed0dWK6hoB8h74QiEN59e6hFSgjjNAG7AeNiDF5/tHHeznEpuUhIpZuld9QcYaesJQB3s5+ZnLNrHZDR3oNAHXFDxS79nzqyLjYKeDEAQiRkGcHvWQTGpU07nnuCgBonKc8t/bQlrobiO4bovpVH3ADnSxGuEukCAHvO+l56xqUQNM49zeRt9MvL6RO7lZgcxtDV3mqIBNAjuxQRalSTSpT4q92jPgf9beetV+Y93q/AIhv5BaCWdBZ0LKS63F4jhfr0ZbIOj/mFP2L/PlYdYjyGQvEGDykwsFozGjCbf40nbUH0YnoaMM4In4Jph1J7NBKpC/Zh2NEaClZ/USLQC8oCARa8Fd0VJVdWlB6xr0Dd8h6Ob7FeRGWwRVkHpWN1UMeCdhsEbRLNrxkql2IT5Nb8yl2Oh0oUUA07qeS8bo9U5PKS0tcd5uuXhR9Else2/PzgDHkJQPa482jtEwy+AW0DwWOMaNZfkz2ToLySAe93wUvvcqooAeAEYCrw6kAkaUOZovU0aZlnE03lj5GS1LbjJaoXeFQnpyoiYamf+WuQq/Q2evorOq1APEZma/MdBgyqTYKni9kh5SLPNFd9nfdJcf02V/RgPvz/IOxwX2A3fIejm8lnB11HDmVBgQ3OjzS7gm76SH3oT+amqNWm3rcVX/3x3rXG+BWD5BNeAD4CapEokic1fLQoQxy5Fw7ZxiKMssJRSBij7HQBBa/tLwJjbQv/3ZHAHDeA+msJQQSh22R2byZ5/ugPLfEAYnfxlKfWPKITOPwc6C9u3NLad/LkbKALhmbG+fRkNvsgEwbk4kjvVOxb4CsQsH9k1VGW3MU1sEjnusCkDe+/TEoSM1DR3q0z0GnTz1EJQMGBEED+DXnythqTf69p9vW+IEYcODCIwqwjyxmqlgEejW2Drn6izRXVrW+9dgX8eXX/2P3qJvTFFB/vaDxBD89T6I9NhjT6W3oKSQTurRNZfFuMWNkyxLjxg+1xR/4B4bVNHv6wjaBKPJWp15wvHtBzSuF61+9XEZDheF5gY7e3ruJiQPhNJZjHIQmg82TpXI5jyxqYRwDw/maWFqrh83+EBiHSpmrZhljuBkLmgg1rjWdmE4+UB1qn6JPGGjbz1LdGeTSScE9nk74CjLZ2HwwO2Euqbd10G8k9BfkzB/UADoDyZs/NoW/+k/b5bvbHXZDqddx0xJfgPtUASlPcTj8K33WaWPBSunv5IUfiu0UGnI9CIgMx3Kdx5W8vi3bMjart1PIOVaeNhbBIs59CIcHAAAA==)
Dimensions
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)
4 Sided Frame 3 Sided Frame Height ex Frame 535mm
Stove front frame | | | | |
W = 683mm, D = 20mm, H = 3 sided 593mm, H = 4 sided 654mm | | | | | |
Inset Box | | | | | | | | | | |
W = 534mm, H = 531mm, D = 335mm Flue outlet 125mm Max log size 400mm | | | | | | | |
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