SAM® Tischplatte Baumkante Akazie Natur 140 x 40 cm CURTIS
147,99 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch moebelliebling
Tischplatten Akazie
289 Ergebnisse
Kategorie
Preis
SAM® Tischplatte Baumkante Akazie Natur 100 x 60 cm CURT
147,99 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie Natur 200 x 60 cm CURT
294,99 €
Kostenloser Versand
Lieferung Do. 05. – Mi. 11. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie Natur 180 x 60 cm CURT
275,99 €
Kostenloser Versand
Lieferung Do. 05. – Mi. 11. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie Natur 60 x 40 cm CURTIS
78,99 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch moebelliebling
Tischplatte Baumkante Akazie Nussbaum 120 x 60 cm CURT
189,94 €
Kostenloser Versand
Lieferung Mi. 04. – Do. 05. JuniVerkauf durch Loreno
SAM® Tischplatte Baumkante Akazie cognac 160 x 85 cm Esra
294,99 €
Kostenloser Versand
Lieferung Do. 05. – Mi. 11. JuniVerkauf durch moebelliebling
'%3e%3cpath%20d='M69.0669%20117.56L72.0664%20-33.4258'%20stroke='%23A11510'%20stroke-width='3'/%3e%3c/g%3e%3cg%20filter='url(%23filter1_d_19267_131908)'%3e%3cpath%20fill-rule='evenodd'%20clip-rule='evenodd'%20d='M69.7173%20204.276C67.7902%20204.816%2065.9146%20204.575%2064.0905%20203.55C62.2664%20202.525%2061.0839%20201.05%2060.543%20199.122L43.5712%20141.568C43.3126%20140.646%2043.2349%20139.685%2043.3382%20138.685C43.4415%20137.684%2043.7493%20136.728%2044.2616%20135.815L57.1899%20112.799C58.1842%20111.029%2059.6661%20109.867%2061.635%20109.315C63.604%20108.762%2065.4738%20108.983%2067.2442%20109.978L90.2603%20122.906C91.1724%20123.418%2091.9328%20124.075%2092.5416%20124.876C93.1507%20125.676%2093.5842%20126.538%2093.843%20127.459L110.77%20185.094C111.311%20187.021%20111.076%20188.883%20110.067%20190.681C109.057%20192.478%20107.589%20193.647%20105.662%20194.188L69.7173%20204.276ZM72.9992%20131.714C74.8692%20128.385%2073.6864%20124.17%2070.3571%20122.3C67.0279%20120.43%2062.8129%20121.613%2060.9429%20124.942C59.073%20128.271%2060.2558%20132.486%2063.5851%20134.356C66.9143%20136.226%2071.1292%20135.043%2072.9992%20131.714Z'%20fill='url(%23paint0_linear_19267_131908)'/%3e%3c/g%3e%3cpath%20d='M68.1965%20173.701C66.4652%20174.186%2064.8252%20174.269%2063.2764%20173.95C61.7382%20173.612%2060.4135%20172.916%2059.3023%20171.862C58.2016%20170.79%2057.4209%20169.432%2056.9602%20167.788C56.4996%20166.144%2056.4608%20164.577%2056.8441%20163.089C57.2378%20161.582%2058.004%20160.285%2059.1428%20159.197C60.2815%20158.109%2061.7238%20157.321%2063.4696%20156.831C65.1573%20156.359%2066.7557%20156.295%2068.2648%20156.641C69.7885%20156.983%2071.0955%20157.699%2072.1857%20158.79C73.2865%20159.863%2074.0672%20161.221%2074.5278%20162.865C74.9885%20164.509%2075.0272%20166.075%2074.6439%20167.563C74.2712%20169.033%2073.5227%20170.31%2072.3985%20171.393C71.2848%20172.459%2069.8841%20173.228%2068.1965%20173.701ZM80.7667%20152.455L89.1468%20150.107L77.8602%20187.021L69.4582%20189.376L80.7667%20152.455ZM63.7786%20165.83C63.9458%20166.426%2064.2621%20166.856%2064.7278%20167.117C65.208%20167.375%2065.7463%20167.42%2066.3428%20167.253C66.9102%20167.094%2067.3175%20166.784%2067.5648%20166.322C67.8225%20165.842%2067.8698%20165.311%2067.7068%20164.729C67.5396%20164.133%2067.2233%20163.704%2066.7576%20163.442C66.3025%20163.161%2065.7912%20163.101%2065.2238%20163.26C64.6273%20163.427%2064.1908%20163.745%2063.9145%20164.215C63.6527%20164.681%2063.6074%20165.219%2063.7786%20165.83ZM84.0144%20176.73C83.5497%20175.071%2083.5089%20173.498%2083.8922%20172.009C84.2713%20170.507%2085.0303%20169.211%2086.169%20168.123C87.3223%20167.031%2088.7719%20166.241%2090.5177%20165.752C92.2054%20165.279%2093.8038%20165.215%2095.3129%20165.561C96.8366%20165.903%2098.1436%20166.62%2099.2338%20167.711C100.335%20168.783%20101.117%20170.148%20101.582%20171.807C102.039%20173.436%20102.075%20174.995%20101.692%20176.484C101.319%20177.953%20100.571%20179.23%2099.4466%20180.314C98.3329%20181.379%2096.9322%20182.148%2095.2445%20182.621C93.5132%20183.106%2091.8732%20183.189%2090.3245%20182.87C88.7863%20182.532%2087.4616%20181.836%2086.3504%20180.782C85.2496%20179.71%2084.471%20178.359%2084.0144%20176.73ZM90.8328%20174.772C90.9999%20175.368%2091.3163%20175.798%2091.782%20176.059C92.2622%20176.317%2092.8005%20176.362%2093.397%20176.195C93.9644%20176.036%2094.3697%20175.719%2094.6129%20175.243C94.8706%20174.762%2094.92%20174.239%2094.761%20173.671C94.5938%20173.075%2094.2754%20172.638%2093.8057%20172.362C93.3505%20172.082%2092.8392%20172.021%2092.2718%20172.18C91.6753%20172.347%2091.241%20172.673%2090.9687%20173.157C90.7069%20173.623%2090.6616%20174.161%2090.8328%20174.772Z'%20fill='%23E10915'/%3e%3cg%20filter='url(%23filter2_d_19267_131908)'%3e%3cpath%20d='M67.999%20122V122C67.7777%20123.844%2065.107%20123.859%2064.866%20122.017L57.4104%2065.0235C52.3729%2027.0331%2051.4802%20-61.279%2051.4802%20-61.279'%20stroke='%23C7131D'%20stroke-width='3'/%3e%3c/g%3e%3cg%20filter='url(%23filter3_d_19267_131908)'%3e%3cpath%20d='M114.843%2071.3515L117.197%20-47.1523'%20stroke='%23A11510'%20stroke-width='3'/%3e%3c/g%3e%3cg%20filter='url(%23filter4_d_19267_131908)'%3e%3cpath%20fill-rule='evenodd'%20clip-rule='evenodd'%20d='M88.4534%20134.332C86.9084%20134.048%2085.67%20133.23%2084.7381%20131.878C83.8063%20130.526%2083.4825%20129.077%2083.7668%20127.532L91.68%2081.1059C91.816%2080.367%2092.0931%2079.6627%2092.5115%2078.9931C92.9299%2078.3235%2093.4771%2077.7558%2094.1531%2077.2899L111.213%2065.5323C112.525%2064.6279%20113.971%2064.3208%20115.55%2064.6113C117.128%2064.9019%20118.37%2065.7032%20119.274%2067.0155L131.032%2084.0757C131.498%2084.7517%20131.807%2085.4771%20131.959%2086.2518C132.112%2087.0263%20132.12%2087.7833%20131.985%2088.5221L124.012%20134.989C123.728%20136.535%20122.919%20137.766%20121.587%20138.684C120.255%20139.602%20118.816%20139.919%20117.271%20139.635L88.4534%20134.332ZM115.824%2084.3229C118.292%2082.6222%20118.914%2079.243%20117.213%2076.7752C115.512%2074.3075%20112.133%2073.6857%20109.665%2075.3864C107.198%2077.0871%20106.576%2080.4663%20108.277%2082.9341C109.977%2085.4018%20113.357%2086.0235%20115.824%2084.3229Z'%20fill='url(%23paint1_linear_19267_131908)'/%3e%3c/g%3e%3cpath%20d='M97.5885%20112.11C96.1979%20111.869%2095.0077%20111.375%2094.0179%20110.626C93.0417%20109.868%2092.3376%20108.928%2091.9057%20107.806C91.4874%20106.675%2091.3923%20105.449%2091.6204%20104.129C91.8486%20102.808%2092.3495%20101.685%2093.1231%20100.76C93.9104%2099.8248%2094.8911%2099.1638%2096.0651%2098.777C97.2391%2098.3901%2098.5272%2098.3179%2099.9295%2098.5601C101.285%2098.7943%20102.439%2099.2886%20103.392%20100.043C104.356%20100.799%20105.041%20101.748%20105.445%20102.889C105.864%20104.02%20105.959%20105.246%20105.731%20106.566C105.503%20107.887%20105.002%20109.01%20104.228%20109.935C103.468%20110.851%20102.507%20111.503%20101.345%20111.892C100.196%20112.271%2098.944%20112.344%2097.5885%20112.11ZM113.664%20101.294L120.395%20102.457L99.9432%20124.809L93.1948%20123.643L113.664%20101.294ZM97.1128%20105.041C97.0301%20105.52%2097.1095%20105.931%2097.3512%20106.274C97.6045%20106.619%2097.9708%20106.832%2098.4499%20106.915C98.9056%20106.994%2099.2989%20106.911%2099.6299%20106.668C99.9745%20106.414%20100.187%20106.054%20100.268%20105.587C100.351%20105.107%20100.271%20104.697%20100.03%20104.354C99.8017%20104.002%2099.4598%20103.786%2099.0041%20103.707C98.525%20103.625%2098.1083%20103.703%2097.754%20103.943C97.4114%20104.184%2097.1976%20104.551%2097.1128%20105.041ZM107.776%20119.592C108.007%20118.26%20108.508%20117.131%20109.282%20116.206C110.058%20115.269%20111.033%20114.607%20112.207%20114.22C113.392%20113.835%20114.686%20113.764%20116.089%20114.006C117.444%20114.24%20118.598%20114.735%20119.551%20115.489C120.515%20116.245%20121.2%20117.194%20121.605%20118.335C122.023%20119.466%20122.117%20120.698%20121.887%20122.03C121.661%20123.339%20121.161%20124.456%20120.387%20125.381C119.627%20126.297%20118.666%20126.949%20117.504%20127.338C116.355%20127.717%20115.103%20127.79%20113.747%20127.556C112.357%20127.315%20111.167%20126.821%20110.177%20126.072C109.201%20125.314%20108.497%20124.374%20108.065%20123.252C107.646%20122.121%20107.55%20120.901%20107.776%20119.592ZM113.269%20120.505C113.186%20120.984%20113.266%20121.395%20113.507%20121.738C113.761%20122.082%20114.127%20122.296%20114.606%20122.379C115.062%20122.457%20115.456%20122.369%20115.789%20122.114C116.134%20121.86%20116.345%20121.506%20116.424%20121.05C116.507%20120.571%20116.428%20120.154%20116.189%20119.8C115.961%20119.448%20115.619%20119.232%20115.163%20119.153C114.684%20119.071%20114.266%20119.155%20113.91%20119.406C113.567%20119.648%20113.354%20120.014%20113.269%20120.505Z'%20fill='%23E10915'/%3e%3cg%20filter='url(%23filter5_d_19267_131908)'%3e%3cpath%20d='M113.5%2074.6493V74.6493C113.216%2076.418%20110.677%2076.4358%20110.369%2074.6713L102.588%2030.167C97.5393%200.515263%2094.2876%20-68.7253%2094.2876%20-68.7253'%20stroke='%23C7131D'%20stroke-width='3'/%3e%3c/g%3e%3cg%20filter='url(%23filter6_d_19267_131908)'%3e%3cpath%20d='M48.5798%2026.3867L50.2422%20-92.1289'%20stroke='%23A11510'%20stroke-width='3'/%3e%3c/g%3e%3cg%20filter='url(%23filter7_d_19267_131908)'%3e%3cpath%20fill-rule='evenodd'%20clip-rule='evenodd'%20d='M53.0263%2085.484C51.7464%2085.9752%2050.4521%2085.9293%2049.1431%2085.3464C47.8341%2084.7634%2046.934%2083.8321%2046.4428%2082.5522L31.2152%2044.3808C30.9803%2043.7687%2030.8663%2043.1182%2030.8732%2042.4292C30.8801%2041.7403%2031.0293%2041.0686%2031.3208%2040.4141L38.6759%2023.8977C39.2417%2022.6274%2040.1784%2021.741%2041.4861%2021.2392C42.7937%2020.7375%2044.0828%2020.7693%2045.3533%2021.3351L61.8697%2028.6903C62.5242%2028.9817%2063.0845%2029.3812%2063.5505%2029.8887C64.0166%2030.3959%2064.367%2030.956%2064.602%2031.5679L79.8039%2069.797C80.2952%2071.0769%2080.2535%2072.3617%2079.6792%2073.6514C79.1048%2074.9411%2078.1778%2075.8316%2076.8978%2076.3227L53.0263%2085.484ZM50.6578%2035.7926C51.7217%2033.4036%2050.6475%2030.6043%2048.2584%2029.5404C45.8693%2028.4765%2043.0701%2029.5508%2042.0062%2031.9398C40.9423%2034.3288%2042.0165%2037.1281%2044.4056%2038.192C46.7947%2039.2559%2049.5939%2038.1816%2050.6578%2035.7926Z'%20fill='url(%23paint2_linear_19267_131908)'/%3e%3c/g%3e%3cpath%20d='M50.0648%2065.0189C48.9223%2065.4783%2047.8119%2065.6571%2046.7337%2065.5553C45.6613%2065.44%2044.7075%2065.0651%2043.8723%2064.4306C43.043%2063.7826%2042.4101%2062.9162%2041.9739%2061.8313C41.5376%2060.7464%2041.3945%2059.683%2041.5444%2058.6412C41.7%2057.586%2042.1249%2056.6456%2042.819%2055.8199C43.5131%2054.9943%2044.4363%2054.3499%2045.5884%2053.8866C46.7021%2053.4387%2047.7856%2053.2763%2048.8388%2053.3993C49.9017%2053.5184%2050.845%2053.9087%2051.6686%2054.5702C52.498%2055.2182%2053.1308%2056.0846%2053.5671%2057.1695C54.0033%2058.2545%2054.1465%2059.3178%2053.9966%2060.3596C53.8524%2061.3879%2053.438%2062.3129%2052.7535%2063.1347C52.0747%2063.943%2051.1785%2064.5711%2050.0648%2065.0189ZM57.0381%2049.6171L62.5683%2047.3934L57.6376%2073.367L52.093%2075.5965L57.0381%2049.6171ZM46.47%2059.9899C46.6282%2060.3835%2046.8757%2060.6521%2047.2122%2060.7956C47.5583%2060.9353%2047.9282%2060.9259%2048.3219%2060.7677C48.6963%2060.6171%2048.9505%2060.3755%2049.0844%2060.0428C49.224%2059.6966%2049.2166%2059.3316%2049.0622%2058.9475C48.9039%2058.5539%2048.6565%2058.2853%2048.32%2058.1418C47.9892%2057.9848%2047.6366%2057.9816%2047.2621%2058.1322C46.8685%2058.2905%2046.5951%2058.5398%2046.442%2058.8802C46.2985%2059.2168%2046.3078%2059.5866%2046.47%2059.9899ZM61.0599%2065.9011C60.6197%2064.8066%2060.4746%2063.7385%2060.6246%2062.6967C60.7706%2061.6453%2061.1907%2060.7068%2061.8848%2059.8812C62.5885%2059.0517%2063.5164%2058.4053%2064.6686%2057.942C65.7823%2057.4942%2066.8658%2057.3318%2067.919%2057.4548C68.9819%2057.5739%2069.9251%2057.9642%2070.7488%2058.6256C71.5782%2059.2736%2072.2129%2060.1449%2072.653%2061.2394C73.0854%2062.3147%2073.2267%2063.3732%2073.0767%2064.415C72.9326%2065.4433%2072.5182%2066.3684%2071.8337%2067.1901C71.1549%2067.9984%2070.2587%2068.6265%2069.145%2069.0744C68.0025%2069.5338%2066.8921%2069.7126%2065.8139%2069.6108C64.7414%2069.4955%2063.7876%2069.1206%2062.9525%2068.4861C62.1231%2067.8381%2061.4922%2066.9764%2061.0599%2065.9011ZM65.5559%2064.0597C65.7142%2064.4534%2065.9616%2064.722%2066.2982%2064.8655C66.6443%2065.0051%2067.0142%2064.9958%2067.4078%2064.8375C67.7823%2064.6869%2068.0345%2064.4405%2068.1646%2064.0982C68.3042%2063.7521%2068.2988%2063.3918%2068.1482%2063.0174C67.9899%2062.6237%2067.7406%2062.3504%2067.4002%2062.1972C67.0694%2062.0403%2066.7167%2062.0371%2066.3423%2062.1876C65.9487%2062.3459%2065.6772%2062.6001%2065.528%2062.9501C65.3845%2063.2866%2065.3938%2063.6565%2065.5559%2064.0597Z'%20fill='%23E10915'/%3e%3cg%20filter='url(%23filter8_d_19267_131908)'%3e%3cpath%20d='M46.91%2029.4765V29.4765C46.782%2031.0544%2044.5139%2031.1687%2044.228%2029.6117L36.0864%20-14.7222C30.8647%20-44.344%2027.2089%20-113.564%2027.2089%20-113.564'%20stroke='%23C7131D'%20stroke-width='3'/%3e%3c/g%3e%3cdefs%3e%3cfilter%20id='filter0_d_19267_131908'%20x='51.929'%20y='-45.965'%20width='37.2748'%20height='182.32'%20filterUnits='userSpaceOnUse'%20color-interpolation-filters='sRGB'%3e%3cfeFlood%20flood-opacity='0'%20result='BackgroundImageFix'/%3e%3cfeColorMatrix%20in='SourceAlpha'%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%20127%200'%20result='hardAlpha'/%3e%3cfeOffset%20dy='3.12748'/%3e%3cfeGaussianBlur%20stdDeviation='7.8187'/%3e%3cfeComposite%20in2='hardAlpha'%20operator='out'/%3e%3cfeColorMatrix%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200.35%200'/%3e%3cfeBlend%20mode='normal'%20in2='BackgroundImageFix'%20result='effect1_dropShadow_19267_131908'/%3e%3cfeBlend%20mode='normal'%20in='SourceGraphic'%20in2='effect1_dropShadow_19267_131908'%20result='shape'/%3e%3c/filter%3e%3cfilter%20id='filter1_d_19267_131908'%20x='33.2949'%20y='103.02'%20width='87.7578'%20height='115.537'%20filterUnits='userSpaceOnUse'%20color-interpolation-filters='sRGB'%3e%3cfeFlood%20flood-opacity='0'%20result='BackgroundImageFix'/%3e%3cfeColorMatrix%20in='SourceAlpha'%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%20127%200'%20result='hardAlpha'/%3e%3cfeOffset%20dy='4'/%3e%3cfeGaussianBlur%20stdDeviation='5'/%3e%3cfeComposite%20in2='hardAlpha'%20operator='out'/%3e%3cfeColorMatrix%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200.2%200'/%3e%3cfeBlend%20mode='normal'%20in2='BackgroundImageFix'%20result='effect1_dropShadow_19267_131908'/%3e%3cfeBlend%20mode='normal'%20in='SourceGraphic'%20in2='effect1_dropShadow_19267_131908'%20result='shape'/%3e%3c/filter%3e%3cfilter%20id='filter2_d_19267_131908'%20x='32.4128'%20y='-75.3471'%20width='54.6431'%20height='221.319'%20filterUnits='userSpaceOnUse'%20color-interpolation-filters='sRGB'%3e%3cfeFlood%20flood-opacity='0'%20result='BackgroundImageFix'/%3e%3cfeColorMatrix%20in='SourceAlpha'%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%20127%200'%20result='hardAlpha'/%3e%3cfeOffset%20dy='3.51353'/%3e%3cfeGaussianBlur%20stdDeviation='8.78383'/%3e%3cfeComposite%20in2='hardAlpha'%20operator='out'/%3e%3cfeColorMatrix%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200.35%200'/%3e%3cfeBlend%20mode='normal'%20in2='BackgroundImageFix'%20result='effect1_dropShadow_19267_131908'/%3e%3cfeBlend%20mode='normal'%20in='SourceGraphic'%20in2='effect1_dropShadow_19267_131908'%20result='shape'/%3e%3c/filter%3e%3cfilter%20id='filter3_d_19267_131908'%20x='101.07'%20y='-57.0003'%20width='29.9001'%20height='143.109'%20filterUnits='userSpaceOnUse'%20color-interpolation-filters='sRGB'%3e%3cfeFlood%20flood-opacity='0'%20result='BackgroundImageFix'/%3e%3cfeColorMatrix%20in='SourceAlpha'%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%20127%200'%20result='hardAlpha'/%3e%3cfeOffset%20dy='2.45466'/%3e%3cfeGaussianBlur%20stdDeviation='6.13665'/%3e%3cfeComposite%20in2='hardAlpha'%20operator='out'/%3e%3cfeColorMatrix%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200.35%200'/%3e%3cfeBlend%20mode='normal'%20in2='BackgroundImageFix'%20result='effect1_dropShadow_19267_131908'/%3e%3cfeBlend%20mode='normal'%20in='SourceGraphic'%20in2='effect1_dropShadow_19267_131908'%20result='shape'/%3e%3c/filter%3e%3cfilter%20id='filter4_d_19267_131908'%20x='73.2058'%20y='58.2285'%20width='69.3365'%20height='96.1549'%20filterUnits='userSpaceOnUse'%20color-interpolation-filters='sRGB'%3e%3cfeFlood%20flood-opacity='0'%20result='BackgroundImageFix'/%3e%3cfeColorMatrix%20in='SourceAlpha'%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%20127%200'%20result='hardAlpha'/%3e%3cfeOffset%20dy='4.18488'/%3e%3cfeGaussianBlur%20stdDeviation='5.2311'/%3e%3cfeComposite%20in2='hardAlpha'%20operator='out'/%3e%3cfeColorMatrix%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200.2%200'/%3e%3cfeBlend%20mode='normal'%20in2='BackgroundImageFix'%20result='effect1_dropShadow_19267_131908'/%3e%3cfeBlend%20mode='normal'%20in='SourceGraphic'%20in2='effect1_dropShadow_19267_131908'%20result='shape'/%3e%3c/filter%3e%3cfilter%20id='filter5_d_19267_131908'%20x='79.0008'%20y='-79.8256'%20width='49.768'%20height='173.856'%20filterUnits='userSpaceOnUse'%20color-interpolation-filters='sRGB'%3e%3cfeFlood%20flood-opacity='0'%20result='BackgroundImageFix'/%3e%3cfeColorMatrix%20in='SourceAlpha'%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%20127%200'%20result='hardAlpha'/%3e%3cfeOffset%20dy='2.75766'/%3e%3cfeGaussianBlur%20stdDeviation='6.89415'/%3e%3cfeComposite%20in2='hardAlpha'%20operator='out'/%3e%3cfeColorMatrix%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200.35%200'/%3e%3cfeBlend%20mode='normal'%20in2='BackgroundImageFix'%20result='effect1_dropShadow_19267_131908'/%3e%3cfeBlend%20mode='normal'%20in='SourceGraphic'%20in2='effect1_dropShadow_19267_131908'%20result='shape'/%3e%3c/filter%3e%3cfilter%20id='filter6_d_19267_131908'%20x='34.8068'%20y='-101.969'%20width='29.2087'%20height='143.105'%20filterUnits='userSpaceOnUse'%20color-interpolation-filters='sRGB'%3e%3cfeFlood%20flood-opacity='0'%20result='BackgroundImageFix'/%3e%3cfeColorMatrix%20in='SourceAlpha'%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%20127%200'%20result='hardAlpha'/%3e%3cfeOffset%20dy='2.45466'/%3e%3cfeGaussianBlur%20stdDeviation='6.13665'/%3e%3cfeComposite%20in2='hardAlpha'%20operator='out'/%3e%3cfeColorMatrix%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200.35%200'/%3e%3cfeBlend%20mode='normal'%20in2='BackgroundImageFix'%20result='effect1_dropShadow_19267_131908'/%3e%3cfeBlend%20mode='normal'%20in='SourceGraphic'%20in2='effect1_dropShadow_19267_131908'%20result='shape'/%3e%3c/filter%3e%3cfilter%20id='filter7_d_19267_131908'%20x='19.381'%20y='13.9895'%20width='72.2556'%20height='87.9197'%20filterUnits='userSpaceOnUse'%20color-interpolation-filters='sRGB'%3e%3cfeFlood%20flood-opacity='0'%20result='BackgroundImageFix'/%3e%3cfeColorMatrix%20in='SourceAlpha'%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%20127%200'%20result='hardAlpha'/%3e%3cfeOffset%20dy='4.59683'/%3e%3cfeGaussianBlur%20stdDeviation='5.74604'/%3e%3cfeComposite%20in2='hardAlpha'%20operator='out'/%3e%3cfeColorMatrix%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200.2%200'/%3e%3cfeBlend%20mode='normal'%20in2='BackgroundImageFix'%20result='effect1_dropShadow_19267_131908'/%3e%3cfeBlend%20mode='normal'%20in='SourceGraphic'%20in2='effect1_dropShadow_19267_131908'%20result='shape'/%3e%3c/filter%3e%3cfilter%20id='filter8_d_19267_131908'%20x='11.9226'%20y='-124.673'%20width='50.27'%20height='173.442'%20filterUnits='userSpaceOnUse'%20color-interpolation-filters='sRGB'%3e%3cfeFlood%20flood-opacity='0'%20result='BackgroundImageFix'/%3e%3cfeColorMatrix%20in='SourceAlpha'%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%20127%200'%20result='hardAlpha'/%3e%3cfeOffset%20dy='2.75766'/%3e%3cfeGaussianBlur%20stdDeviation='6.89415'/%3e%3cfeComposite%20in2='hardAlpha'%20operator='out'/%3e%3cfeColorMatrix%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200.35%200'/%3e%3cfeBlend%20mode='normal'%20in2='BackgroundImageFix'%20result='effect1_dropShadow_19267_131908'/%3e%3cfeBlend%20mode='normal'%20in='SourceGraphic'%20in2='effect1_dropShadow_19267_131908'%20result='shape'/%3e%3c/filter%3e%3clinearGradient%20id='paint0_linear_19267_131908'%20x1='107.805'%20y1='296.723'%20x2='75.8227'%20y2='119.237'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20stop-color='%23FFE6E7'/%3e%3cstop%20offset='1'%20stop-color='white'/%3e%3c/linearGradient%3e%3clinearGradient%20id='paint1_linear_19267_131908'%20x1='83.3737'%20y1='212.644'%20x2='122.123'%20y2='76.5038'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20stop-color='%23FFE6E7'/%3e%3cstop%20offset='1'%20stop-color='white'/%3e%3c/linearGradient%3e%3clinearGradient%20id='paint2_linear_19267_131908'%20x1='84.8691'%20y1='146.11'%20x2='51.7912'%20y2='27.1047'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20stop-color='%23FFE6E7'/%3e%3cstop%20offset='1'%20stop-color='white'/%3e%3c/linearGradient%3e%3c/defs%3e%3c/svg%3e)
SAM® Tischplatte Baumkante Akazie Natur 80 x 40 cm CURTIS
88,99 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch moebelliebling
SIT Möbel Tischplatte 160 x 85 cm | Plattenstärke 36 mm | Akazie-Holz massiv | B 160 x T 85 x H 3,6 cm | natur | 07173-01 | Serie TOPS & TABLES
UVP 629,00 €
-169,95 €
459,05 €
Kostenloser Versand
Lieferung Sa. 31. Mai – Mi. 18. JuniVerkauf durch Kaufland
SAM® Tischplatte Baumkante Akazie Natur 100 x 40 cm CURTIS
97,99 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie Natur 200 x 60 cm CURT
294,99 €
Kostenloser Versand
Lieferung Do. 05. – Mi. 11. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie Natur 100 x 40 cm CURTIS
97,99 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie Natur 120 x 60 cm CURT
186,99 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie Natur 200 x 40 cm CURTIS
166,99 €
Kostenloser Versand
Lieferung Do. 05. – Mi. 11. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie cognac 200 x 100 cm Esra
342,99 €
Kostenloser Versand
Lieferung Do. 05. – Mi. 11. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie Natur 140 x 60 cm CURT
216,99 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie Natur 60 x 60 cm CURT
88,99 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie Nuss 180 x 60 cm CURT
275,99 €
Kostenloser Versand
Lieferung Do. 05. – Mi. 11. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie cognac 180 x 90 cm Esra
342,99 €
Kostenloser Versand
Lieferung Do. 05. – Mi. 11. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie cognac 120 x 80 cm Esra
245,99 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie Natur 160 x 60 cm CURT
245,99 €
Kostenloser Versand
Lieferung Do. 05. – Mi. 11. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie Natur 100 x 60 cm CURT
147,99 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch moebelliebling
Tischplatte Baumkante Akazie Nussbaum 80 x 40 cm CURTIS
89,90 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch Loreno
Tischplatte Baumkante Akazie Nussbaum 100 x 40 cm CURTIS
99,95 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch Loreno
Holzplatte Akazienholz natur massiv 60x30 cm Holzbrett einseitige Baumkante ARYA
49,97 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch Loreno
Tischplatte Baumkante Akazie Cognac 160 x 85 cm ESRA
299,69 €
Kostenloser Versand
Lieferung Do. 05. – Mi. 11. JuniVerkauf durch Loreno
Holzplatte Akazienholz nussbaum massiv 120x30 cm Holzbrett einseitige Baumkante ARYA
99,95 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch Loreno
Tischplatte Baumkante Akazie Nussbaum 80 x 60 cm CURT
119,95 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch Loreno
SAM® Tischplatte Baumkante Akazie Natur 120 x 40 cm CURTIS
127,99 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie Nuss 120 x 60 cm CURT
186,99 €
Kostenloser Versand
Lieferung Mi. 04. – Do. 05. JuniVerkauf durch moebelliebling
Tischplatte Baumkante Akazie Nussbaum 180 x 60 cm CURT
279,93 €
Kostenloser Versand
Lieferung Do. 05. – Mi. 11. JuniVerkauf durch Loreno
Holzplatte Arya mit echter Baumkante (einseitig), 30 x 30 cm, Akazienholz nussfarben, massiv & lackiert
34,99 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch moebelliebling
Holzplatte Akazienholz natur massiv 90x30 cm Holzbrett einseitige Baumkante ARYA
69,89 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch Loreno
SIT Möbel Tischplatte 180 x 90 cm | Plattenstärke 36 mm | massive Akazie | B 180 x T 90 x H 3,6 cm | natur | 07175-01 | Serie TOPS & TABLES
UVP 729,00 €
-223,05 €
505,95 €
Kostenloser Versand
Lieferung Mi. 17. September – Do. 16. OktoberVerkauf durch Kaufland
SAM® Tischplatte Baumkante Akazie Natur 160 x 40 cm CURTIS
166,99 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch moebelliebling
Tischplatte Baumkante Akazie Eiche 140 x 60 cm CURT
219,91 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch Loreno
SAM® Tischplatte Baumkante Akazie Nuss 160 x 60 cm CURT
245,99 €
Kostenloser Versand
Lieferung Fr. 06. – Do. 12. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie cognac 160 x 85 cm Esra
294,99 €
Kostenloser Versand
Lieferung Do. 05. – Mi. 11. JuniVerkauf durch moebelliebling
SAM® Tischplatte Baumkante Akazie Natur 80 x 40 cm CURTIS
88,99 €
Kostenloser Versand
Lieferung Di. 03. – Mi. 04. JuniVerkauf durch moebelliebling
Liefervorteile
- Schnelle Lieferung (1–3 Tage)
Preis
–
- Im Angebot %
Länge
Breite
Form
- Rund
- Rechteckig
- Quadratisch
Durchmesser
Holzart / Dekor
- Bambus
- Eiche
- Akazie
- Mango
- MDF
- Palisander
- Buche
- Teak
- Massivholz
- Kiefer
- Spanplatte
- Altholz
- Nussbaum
- Pinie
- Rattan
- Sperrholz
- Ahorn
- Esche
Material
- Holz
Farbe
- Braun
- Beige
- Grau
- Naturbelassen
Marke
- Sam Möbel GmbH
- SIT Möbel GmbH
- DELIFE
- TrendLine
- Henk Schram Meubelen B.V.
- vidaXL
- LEBENSwohnART
- TPFLiving
- SAM
- Dynamic24
- Prolenta
Auch oft gesucht