Feinkost Popp
Finde in der Kalorientabelle "Feinkost Popp" die Kalorien und Nährwerte für tausende Lebensmittel. Die Nährwerttabelle "Feinkost Popp" enthält für jedes Produkt detaillierte Nährwerte wie Fett, Kohlenhydrate und Eiweiß.
Finde in der Kalorientabelle "Feinkost Popp" die Kalorien und Nährwerte für tausende Lebensmittel. Die Nährwerttabelle "Feinkost Popp" enthält für jedes Produkt detaillierte Nährwerte wie Fett, Kohlenhydrate und Eiweiß.
'/%3e%3cpath%20d='M16.2099%201.2036C16.5937%200.53887%2017.5058%200.161046%2018.2472%200.359707L38.9834%205.91594C39.8301%206.14283%2040.1613%206.94222%2039.7229%207.70142L25.7545%2031.8954C25.3162%2032.6546%2024.2744%2033.0862%2023.4276%2032.8593L2.69149%2027.303C1.95008%2027.1044%201.66017%2026.4045%202.04395%2025.7397L16.2099%201.2036Z'%20fill='url(%23paint1_linear_5847_5644)'/%3e%3cpath%20d='M2.8452%2027.2735C1.95265%2027.0317%201.04319%2027.601%200.870693%2028.5095L0.277251%2031.6349C0.121269%2032.4564%200.629341%2033.2581%201.43883%2033.4677L25.6287%2039.7311C26.0959%2039.8521%2026.5219%2039.4282%2026.4033%2038.9603L25.1864%2034.1632C25.0455%2033.6077%2024.6161%2033.1713%2024.0629%2033.0214L2.8452%2027.2735Z'%20fill='%2376331D'/%3e%3crect%20width='8.92855'%20height='7.68261'%20rx='0.837407'%20transform='matrix(0.965926%200.258819%20-0.5%200.866025%2013.6633%2010.4717)'%20fill='%236C3322'/%3e%3crect%20width='8.92855'%20height='7.68261'%20rx='0.837407'%20transform='matrix(0.965926%200.258819%20-0.5%200.866025%2023.4377%2013.0596)'%20fill='%236C3322'/%3e%3cpath%20d='M17.6611%203.53449C17.8929%203.13294%2018.4446%202.90534%2018.8916%203.02681L25.8717%204.92341C26.3152%205.04391%2026.4888%205.46286%2026.2606%205.86171L23.2927%2011.0476C23.0626%2011.4497%2022.5115%2011.6789%2022.0635%2011.5589L15.0476%209.67898C14.6008%209.55928%2014.4261%209.13756%2014.6574%208.73703L17.6611%203.53449Z'%20fill='%236C3322'/%3e%3cpath%20d='M27.4345%206.12141C27.6663%205.71985%2028.218%205.49226%2028.665%205.61372L35.6451%207.51032C36.0886%207.63083%2036.2623%208.04978%2036.034%208.44863L33.0662%2013.6345C32.836%2014.0366%2032.2849%2014.2659%2031.837%2014.1458L24.821%2012.2659C24.3743%2012.1462%2024.1996%2011.7245%2024.4308%2011.3239L27.4345%206.12141Z'%20fill='%236C3322'/%3e%3cpath%20d='M8.79604%2018.9252C9.02789%2018.5236%209.57959%2018.296%2010.0266%2018.4175L17.0063%2020.3147C17.4498%2020.4353%2017.6233%2020.8543%2017.395%2021.2531L14.3205%2026.6241C14.0904%2027.0261%2013.5393%2027.2554%2013.0914%2027.1353L6.07531%2025.2554C5.62858%2025.1357%205.45389%2024.714%205.68514%2024.3134L8.79604%2018.9252Z'%20fill='%236C3322'/%3e%3cpath%20d='M18.5705%2021.5121C18.8023%2021.1105%2019.354%2020.8829%2019.801%2021.0044L26.7807%2022.9017C27.2242%2023.0222%2027.3977%2023.4412%2027.1694%2023.84L24.0949%2029.211C23.8648%2029.6131%2023.3137%2029.8423%2022.8658%2029.7222L15.8497%2027.8423C15.403%2027.7226%2015.2283%2027.3009%2015.4596%2026.9003L18.5705%2021.5121Z'%20fill='%236C3322'/%3e%3cdefs%3e%3clinearGradient%20id='paint0_linear_5847_5644'%20x1='21.6705'%20y1='0.35024'%20x2='25.7689'%20y2='41.4874'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20stop-color='%23904329'/%3e%3cstop%20offset='1'%20stop-color='%233C0F01'/%3e%3c/linearGradient%3e%3clinearGradient%20id='paint1_linear_5847_5644'%20x1='31.1485'%20y1='-7.07396'%20x2='24.9434'%20y2='34.0659'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20stop-color='%237E3822'/%3e%3cstop%20offset='1'%20stop-color='%23A56848'/%3e%3c/linearGradient%3e%3c/defs%3e%3c/svg%3e)
'/%3e%3cpath%20fill-rule='evenodd'%20clip-rule='evenodd'%20d='M0.900544%2026.2703C2.61314%2020.2595%207.25134%2015.5237%2013.2252%2013.6864L14.5455%2013.2803C17.0578%2012.5077%2019.7269%2012.3964%2022.2947%2012.9573L28.312%2014.2716L34.3749%2013.1872C36.9622%2012.7244%2039.6252%2012.9371%2042.1062%2013.8047L43.4101%2014.2607C49.3098%2016.3239%2053.7646%2021.2326%2055.2473%2027.3042C56.4319%2032.1549%2056.0401%2037.2568%2054.1286%2041.8696L50.2209%2051.2999C48.0011%2056.6569%2042.7273%2060.1081%2036.9296%2059.9978L34.1746%2059.9454C31.7618%2059.8995%2029.4592%2058.9273%2027.7436%2057.2301L27.4995%2056.9885L27.2463%2057.2205C25.4675%2058.8512%2023.1295%2059.7352%2020.7167%2059.6893L17.9617%2059.6369C12.164%2059.5266%207.02531%2055.8773%205.0108%2050.4398L1.46456%2040.8677C-0.270093%2036.1855%20-0.467655%2031.0724%200.900544%2026.2703Z'%20fill='url(%23paint1_radial_5836_3322)'/%3e%3cdefs%3e%3clinearGradient%20id='paint0_linear_5836_3322'%20x1='44.4734'%20y1='59.9505'%20x2='-2.84802'%20y2='39.5609'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20stop-color='%23950000'/%3e%3cstop%20offset='1'%20stop-color='%23DE3123'/%3e%3c/linearGradient%3e%3cradialGradient%20id='paint1_radial_5836_3322'%20cx='0'%20cy='0'%20r='1'%20gradientTransform='matrix(38.1446%2022.4687%20-26.5536%2045.0554%200.000298003%2029.1128)'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20offset='0.428203'%20stop-color='%23FF3424'/%3e%3cstop%20offset='1'%20stop-color='%23DE3123'%20stop-opacity='0'/%3e%3c/radialGradient%3e%3c/defs%3e%3c/svg%3e)
'/%3e%3cpath%20d='M44.4645%2057.5298C49.3018%2060.5474%2057.9558%2060.9542%2058.6822%2051.3759C59.5173%2040.3628%2025.7375%206.50354%2019.4533%202.41381C12.3271%20-2.22398%20-3.05157%202.80033%206.86795%2015.6741C20.2654%2033.0615%2039.6271%2054.5123%2044.4645%2057.5298Z'%20fill='url(%23paint1_radial_5836_3327)'/%3e%3cpath%20d='M38.178%2041.2961L51.5179%2042.306C51.1738%2040.6323%2049.2951%2037.6656%2044.5995%2037.3101C39.6848%2036.9381%2038.3564%2039.9758%2038.178%2041.2961Z'%20fill='%23F7AD4C'/%3e%3cpath%20d='M29.1282%2030.2561L42.4681%2031.266C42.124%2029.5923%2040.2453%2026.6256%2035.5497%2026.2701C30.635%2025.8981%2029.3066%2028.9358%2029.1282%2030.2561Z'%20fill='%23F7AD4C'/%3e%3cpath%20d='M20.0432%2019.678L33.3831%2020.6878C33.0391%2019.0142%2031.1603%2016.0474%2026.4647%2015.692C21.55%2015.3199%2020.2217%2018.3577%2020.0432%2019.678Z'%20fill='%23F7AD4C'/%3e%3cpath%20d='M12.5784%209.46316L24.28%2010.349C23.9739%208.93837%2022.3184%206.43453%2018.1994%206.12271C13.8883%205.79635%2012.7313%208.35156%2012.5784%209.46316Z'%20fill='%23F7AD4C'/%3e%3cdefs%3e%3clinearGradient%20id='paint0_linear_5836_3327'%20x1='59.3335'%20y1='68.6138'%20x2='45.7487'%20y2='0.395971'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20stop-color='%23FFA011'/%3e%3cstop%20offset='1'%20stop-color='%23FFD27F'/%3e%3c/linearGradient%3e%3cradialGradient%20id='paint1_radial_5836_3327'%20cx='0'%20cy='0'%20r='1'%20gradientUnits='userSpaceOnUse'%20gradientTransform='translate(24.706%2042.0745)%20rotate(-131.27)%20scale(49.2688%2029.4603)'%3e%3cstop%20stop-color='%23FFA011'/%3e%3cstop%20offset='1'%20stop-color='%23FFD27F'%20stop-opacity='0'/%3e%3c/radialGradient%3e%3c/defs%3e%3c/svg%3e)
'/%3e%3cpath%20d='M16.5229%2010.7855C17.5962%207.57998%2020.9722%205.75675%2024.2413%206.6171L43.1288%2011.588C44.4659%2011.9399%2044.7613%2013.7054%2043.6116%2014.4734L7.12948%2038.8421L12.0477%2024.1521C12.1122%2024.1573%2012.1782%2024.1603%2012.2456%2024.1603C13.5746%2024.1603%2014.9309%2023.1196%2015.2749%2021.8358C15.6094%2020.5877%2014.8637%2019.5694%2013.6005%2019.514L16.5229%2010.7855Z'%20fill='url(%23paint1_linear_5836_3316)'%20fill-opacity='0.3'/%3e%3ccircle%20cx='3.20855'%20cy='3.20855'%20r='3.20855'%20transform='matrix(1%208.17015e-09%20-0.258819%200.965926%2026.2471%2015.7412)'%20fill='%23FFC227'/%3e%3ccircle%20cx='24.6796'%20cy='36.1543'%20r='4.01069'%20transform='rotate(-15%2024.6796%2036.1543)'%20fill='%23F0A20B'/%3e%3ccircle%20cx='42.9155'%20cy='32.9291'%20r='2.40641'%20transform='rotate(-15%2042.9155%2032.9291)'%20fill='%23F9A50A'%20fill-opacity='0.8'/%3e%3cdefs%3e%3clinearGradient%20id='paint0_linear_5836_3316'%20x1='27.3635'%20y1='6.84198'%20x2='18.0904'%20y2='59.8962'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20stop-color='%23FFEB12'/%3e%3cstop%20offset='1'%20stop-color='%23FF8C00'/%3e%3c/linearGradient%3e%3clinearGradient%20id='paint1_linear_5836_3316'%20x1='24.1706'%20y1='10.3491'%20x2='31.8313'%20y2='22.0479'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20stop-color='%23FFD412'/%3e%3cstop%20offset='1'%20stop-color='%23FFF9DA'/%3e%3c/linearGradient%3e%3c/defs%3e%3c/svg%3e)
