{"id":2118,"date":"2024-02-29T14:32:15","date_gmt":"2024-02-29T13:32:15","guid":{"rendered":"https:\/\/lamellegno.it\/?page_id=2118"},"modified":"2025-02-24T11:27:17","modified_gmt":"2025-02-24T10:27:17","slug":"vollholzplatten","status":"publish","type":"page","link":"https:\/\/lamellegno.it\/de\/vollholzplatten\/","title":{"rendered":"Vollholzplatten"},"content":{"rendered":"<div class=\"fascia-slider-titolo-prod\">\n\n    <p id=\"bread-prod\"><span><span><a href=\"https:\/\/lamellegno.it\/de\/\">Home<\/a><\/span><\/span><\/p>\n    <div class=\"inner-fascia-slider-titolo-prod\">\n\n                    <div class=\"inspiration-gallery-slider\">\n                <div class=\"contenitore\">\n                    <div class=\"wrap\">\n                        <div class=\"slider \" data-swiper=\"{&quot;wrapperClass&quot;: &quot;slider-wrapper&quot;,&quot;slideClass&quot;: &quot;slide&quot;,&quot;slidesPerView&quot;: &quot;auto&quot;,&quot;loop&quot;: false,&quot;navigation&quot;: {&quot;nextEl&quot;: &quot;.nextslide&quot;, &quot;prevEl&quot;: &quot;.prevslide&quot;}}\">\n\n                            <div class=\"slider-wrapper lightgal\">\n                                                                    <div class=\"slide\" data-src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/05\/1pannellilistaintera.jpg\">\n                                        <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/05\/1pannellilistaintera.jpg\" height=\"800\" alt=\"\" \/>\n                                    <\/div>\n                                                                    <div class=\"slide\" data-src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/05\/2pannelilistaintera.jpg\">\n                                        <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/05\/2pannelilistaintera.jpg\" height=\"800\" alt=\"\" \/>\n                                    <\/div>\n                                                            <\/div>\n\n                            <span class=\"slider-arrow prev prevslide\" tabindex=\"0\" role=\"button\" aria-label=\"Prev slide\"><\/span>\n                            <span class=\"slider-arrow next nextslide\" tabindex=\"0\" role=\"button\" aria-label=\"Next slide\"><\/span>\n\n                        <\/div>\n                    <\/div>\n                <\/div>\n            <\/div>\n        \n        \n        <div class=\"testi\">\n            <span class=\"title\">Vollholzplatten<\/span>\n            <div class=\"testo\"><p>Die Vollholzplatte wird aus hochwertigem Holz hergestellt, indem ganze Lamellen mit variabler Breite verleimt werden, die sorgf\u00e4ltig ausgew\u00e4hlt und gew\u00e4hlt werden, um eine gleichm\u00e4\u00dfige Farbgebung zu gew\u00e4hrleisten. Die Vollholzplatte zeichnet sich durch ihre besondere Eleganz aus und eignet sich besonders f\u00fcr die Herstellung von Inneneinrichtungen<\/p>\n<\/div>\n        <\/div>\n\n    <\/div>\n<\/div>\n\n\n\n<div class=\"fascia-caratteristiche-slider\">\n    <div class=\"inner-fascia-caratteristiche-slider\">\n\n        <div class=\"informazioni\">\n            <div class=\"content-box\">\n                <span class=\"title\">Technological features<\/span>\n                <div class=\"testo\"><p>Vollst\u00e4ndige verleimte Leisten<br \/>\nFormaldehydgehalt gem\u00e4\u00df der E1-Norm<\/p>\n<\/div>\n            <\/div>\n\n            <div class=\"content-box grid\">\n                                    <div class=\"box\">\n                        <span class=\"title\">Gluing<\/span>\n                        <div class=\"label\">UNI-Norme EN 204 D3<\/div>\n                    <\/div>\n                \n                                    <div class=\"box\">\n                        <span class=\"title\">Humidity<\/span>\n                        <div class=\"label\">8% +\/- 2%<\/div>\n                    <\/div>\n                \n                            <\/div>\n\n            <div class=\"content-box\">\n                <span class=\"title\">Dimensions<\/span>\n                <div class=\"container-dim\">\n                                            <div class=\"dimensione\">\n                            <span class=\"label\">St\u00e4rken: 20-26-32-40-45 mm<\/span>\n                        <\/div>\n                                            <div class=\"dimensione\">\n                            <span class=\"label\">L\u00e4ngen: da 800 a 3000 mm<\/span>\n                        <\/div>\n                                            <div class=\"dimensione\">\n                            <span class=\"label\">Breite: 1250 mm<\/span>\n                        <\/div>\n                                            <div class=\"dimensione\">\n                            <span class=\"label\">Leiste: random 50-100 mm<\/span>\n                        <\/div>\n                                            <div class=\"dimensione\">\n                            <span class=\"label\">Andere Gr\u00f6\u00dfen sind auf Anfrage erh\u00e4ltlich.<\/span>\n                        <\/div>\n                                    <\/div>\n            <\/div>\n\n        <\/div>\n\n        <div class=\"slider-scheda\">\n\n            \n                            <div class=\"image-cont\">\n                    <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/caratt_pannelli_lista_intera.jpg\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                <\/div>\n            \n            <div class=\"download\">\n                <a href=\"\/wp-content\/uploads\/2024\/04\/PANNELLI-LISTA-INTERA-1.pdf\" target=\"_blank\">\n                    <div>\n                        <span class=\"title\">Data sheet<\/span>\n                        <span class=\"subtitle\">Click to download the sheet<\/span>\n                    <\/div>\n                    <svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"63\" height=\"63\" viewBox=\"0 0 63 63\" fill=\"none\">\n                        <path d=\"M61.1505 50.6953H59.3085V5.53711C59.3085 2.48432 56.8242 0 53.7714 0H16.8574C13.8046 0 11.3203 2.48432 11.3203 5.53711V10.0898H5.5371C2.48431 10.0898 0 12.5742 0 15.627V32.8535C0 35.9063 2.48431 38.3906 5.5371 38.3906H11.3203V57.4629C11.3203 60.5157 13.8046 63 16.8574 63H53.7714C54.3104 63 54.8222 62.765 55.1729 62.3552L62.552 53.742C63.5782 52.5447 62.728 50.6953 61.1505 50.6953ZM5.5371 34.6992C4.51951 34.6992 3.6914 33.8711 3.6914 32.8535V15.627C3.6914 14.6094 4.51951 13.7812 5.5371 13.7812H41.2206C42.2382 13.7812 43.0663 14.6094 43.0663 15.627V32.8535C43.0663 33.8711 42.2382 34.6992 41.2206 34.6992H5.5371ZM44.9871 53.742L49.7589 59.3086H16.8574C15.8398 59.3086 15.0117 58.4805 15.0117 57.4629V38.3906H41.2206C44.2734 38.3906 46.7577 35.9063 46.7577 32.8535V15.627C46.7577 12.5742 44.2734 10.0898 41.2206 10.0898H15.0117V5.53711C15.0117 4.51951 15.8398 3.69141 16.8574 3.69141H53.7714C54.789 3.69141 55.6171 4.51951 55.6171 5.53711V39.6211H50.08C49.0612 39.6211 48.2343 40.448 48.2343 41.4668V50.6953H46.3886C44.8111 50.6953 43.9609 52.5447 44.9871 53.742ZM53.7714 58.3181L50.3802 54.3621C51.2563 54.2181 51.9257 53.4577 51.9257 52.541V43.3125H55.6171V52.541C55.6171 53.4577 56.2853 54.2194 57.1626 54.3621L53.7714 58.3181Z\" fill=\"black\"\/>\n                        <path d=\"M37.8697 17.7871H33.1992C32.5631 17.7871 32.0469 18.3034 32.0469 18.9395V30.4629C32.0469 31.1243 32.6046 31.6567 33.2764 31.6129C33.8895 31.5738 34.3516 31.0379 34.3516 30.4237V25.7452H37.4594C38.0736 25.7452 38.6095 25.282 38.6487 24.6689C38.6924 23.9982 38.1612 23.4405 37.4986 23.4405H34.3516V20.0929H37.8305C38.4447 20.0929 38.9805 19.6297 39.0197 19.0167C39.0635 18.346 38.5311 17.7883 37.8697 17.7883V17.7871Z\" fill=\"black\"\/>\n                        <path d=\"M23.933 17.7902H20.6719C20.0346 17.7902 19.5184 18.3076 19.5195 18.9437C19.5241 21.548 19.5334 27.8594 19.538 30.4637C19.538 31.1009 20.0577 31.616 20.6949 31.6137C21.8242 31.6091 23.4571 31.6022 24.0494 31.5918C25.7341 31.5619 27.2333 30.8002 28.2716 29.445C29.2188 28.2097 29.7397 26.5261 29.7397 24.7031C29.7397 20.5674 27.4062 17.7891 23.9342 17.7891L23.933 17.7902ZM24.0079 29.2883C23.5136 29.2964 22.5894 29.3033 21.8404 29.3079C21.8357 27.9504 21.8254 21.5031 21.8231 20.0949H23.9319C26.5131 20.0949 27.4327 22.4756 27.4327 24.7043C27.4327 26.8834 26.361 29.2468 24.0068 29.2883H24.0079Z\" fill=\"black\"\/>\n                        <path d=\"M12.7472 17.7871H9.53906C8.90297 17.7871 8.38672 18.3034 8.38672 18.9395V30.4629C8.38672 31.1243 8.94445 31.6567 9.61627 31.6129C10.2293 31.5738 10.6914 31.0379 10.6914 30.4237V26.6037C11.4036 26.6002 12.277 26.5956 12.7472 26.5956C15.2109 26.5956 17.2148 24.6194 17.2148 22.1914C17.2148 19.7634 15.2109 17.7871 12.7472 17.7871ZM12.7472 24.2909C12.2793 24.2909 11.4174 24.2955 10.7064 24.299C10.7029 23.5673 10.696 20.8546 10.6937 20.0918H12.746C13.9191 20.0918 14.909 21.0529 14.909 22.1914C14.909 23.3299 13.918 24.2909 12.746 24.2909H12.7472Z\" fill=\"black\"\/>\n                    <\/svg>\n                <\/a>\n            <\/div>\n\n        <\/div>\n\n    <\/div>\n<\/div>\n\n<div class=\"prodotti\"><div class=\"prodotti-inner\"><span class=\"titolo-essenze\">Available wood species<\/span><div class=\"box-preview-prod\"><a title=\"2188\" data-modal-term=\"2188\" class=\"group-product group-product-2188\">\n                        <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\">\n                        <span class=\"title\">Europ\u00e4ische Eiche<\/span>\n                    <\/a><a title=\"2182\" data-modal-term=\"2182\" class=\"group-product group-product-2182\">\n                        <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\">\n                        <span class=\"title\">Dampfbuchenholz<\/span>\n                    <\/a><a title=\"2184\" data-modal-term=\"2184\" class=\"group-product group-product-2184\">\n                        <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\">\n                        <span class=\"title\">Tulpenholz<\/span>\n                    <\/a><a title=\"2192\" data-modal-term=\"2192\" class=\"group-product group-product-2192\">\n                        <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\">\n                        <span class=\"title\">Sapelli<\/span>\n                    <\/a><a title=\"2190\" data-modal-term=\"2190\" class=\"group-product group-product-2190\">\n                        <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\">\n                        <span class=\"title\">Iroko<\/span>\n                    <\/a><a title=\"2270\" data-modal-term=\"2270\" class=\"group-product group-product-2270\">\n                        <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\">\n                        <span class=\"title\">Esche<\/span>\n                    <\/a><a title=\"2186\" data-modal-term=\"2186\" class=\"group-product group-product-2186\">\n                        <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\">\n                        <span class=\"title\">Rohbuche<\/span>\n                    <\/a><a title=\"2196\" data-modal-term=\"2196\" class=\"group-product group-product-2196\">\n                        <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\">\n                        <span class=\"title\">Roteiche<\/span>\n                    <\/a><\/div><\/div><\/div><!-- The Modal -->\n                                <div id=\"products-modal-2188\" class=\"modal-products\">\n                                \n                                  <!-- Modal content -->\n                                  <div class=\"modal-wrapper\">\n                                    <div class=\"close\">\n                                        <svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"26\" height=\"26\" viewBox=\"0 0 26 26\" fill=\"none\">\n                                            <g id=\"Icon Frame\">\n                                            <path id=\"Vector\" d=\"M24 2L2 24\" stroke=\"#472F1E\" stroke-width=\"1.5\" stroke-linecap=\"square\" stroke-linejoin=\"round\"\/>\n                                            <path id=\"Vector_2\" d=\"M2 2L24 24\" stroke=\"#472F1E\" stroke-width=\"1.5\" stroke-linecap=\"square\" stroke-linejoin=\"round\"\/>\n                                            <\/g>\n                                        <\/svg>\n                                    <\/div>\n                                    \n                                    <div class=\"modal-finish-content\">\n                                        \n                                        <div class=\"modal-descripition\">\n                                            <div class=\"content-description\">\n                                                <div class=\"img-princ\">\n                                                    <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\" class=\"immagine-prod\">\n                                                     <div class=\"products-slider__row\"> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus spp.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faserverlauf:<\/strong> Relativ gerade und regelm\u00e4\u00dfig<br><strong>Mittlere Dichte:<\/strong> 720\u2013800 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Stark<br><strong>H\u00e4rte:<\/strong> Mittel bis hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 52\u201361 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 106\u2013108 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 12.500 MPa<br><strong>Schlagfestigkeit:<\/strong> Gut<br><strong>Biegsamkeit:<\/strong> Ausreichend<br><strong>Dauerhaftigkeit:<\/strong> Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2188\" data-modal-term=\"2188\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\" data-title=\"Europ\u00e4ische Eiche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<br><br><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur: <\/strong>Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwund:<\/strong> Hoch<br><strong>Aderung:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittlicher Wert 61 MPa<br><strong>Biegefestigkeit: <\/strong>Durchschnittlicher Wert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 14.700 MPa<br><strong>Schlagfestigkeit: <\/strong>Hoch<br><strong>Flexibilit\u00e4t: <\/strong>Mittel<br><strong>Haltbarkeit:<\/strong> Mangelhaft<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2188\" data-modal-term=\"2188\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\" data-title=\"Dampfbuchenholz\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5Ijoiek1oOXcyeFZWTENWMVBhdGxDMzZwbSIsInBhc3RlSUQiOjU2OTY4MjY1NCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)-->\"><\/span><span data-buffer=\"<!--(figma)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(\/figma)-->\"><\/span><strong>BOTANISCHER NAME<\/strong><br>Liriodendron Tulipifera L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong>FTEN<\/strong><br><strong>Textur:<\/strong> Mittel und gleichm\u00e4\u00dfig<br><strong>Faserverlauf:<\/strong> Gerade<br><strong>Mittlere Dichte:<\/strong> 447 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 37 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 70 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.900 MPa<br><strong>Schlagfestigkeit:<\/strong> Niedrig<br><strong>Biegsamkeit:<\/strong> Gering<br><strong>Dauerhaftigkeit:<\/strong> Gering<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2188\" data-modal-term=\"2188\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\" data-title=\"Tulpenholz\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Entandrophragma cylindricum<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur<\/strong>: Mittel bis fein<br><strong>Faserverlauf<\/strong>: Regelm\u00e4\u00dfig verflochten<br><strong>Dichte<\/strong>: 690 kg\/m\u00b3<br><strong>Schwund<\/strong>: Von gering bis mittel<br><strong>Porosit\u00e4t<\/strong>: Niedrig<br><strong>H\u00e4rte<\/strong>: Mittel<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert 61 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert 145 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert 11.500 MPa<br><strong>Schlagfestigkeit<\/strong>: Niedrig<br><strong>Flexibilit\u00e4t<\/strong>: Mittel<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2188\" data-modal-term=\"2188\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\" data-title=\"Sapelli\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Milicia excelsa<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Mittel bis grob<br><strong>Faserverlauf:<\/strong> Nicht immer regelm\u00e4\u00dfig<br><strong>Dichte: <\/strong>660 kg\/m\u00b3<br><strong>Schwund: <\/strong>Niedrig<br><strong>Porosit\u00e4t:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittswert 55 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 116 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.000 MPa<br><strong>Schlagfestigkeit:<\/strong> Von m\u00e4\u00dfig bis mittel<br><strong>Flexibilit\u00e4t:<\/strong> Von mittel bis hoch<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2188\" data-modal-term=\"2188\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\" data-title=\"Iroko\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fraxinus excelsior<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faseverlauf:<\/strong> Ziemlich gerade und gleichm\u00e4\u00dfig<br><strong>Mittlere<\/strong> Dichte: 720 kg\/m\u00b3<br><strong>Schwund:<\/strong> Mittel<br><strong>Aderung:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale<\/strong> Druckfestigkeit: Durchschnittlicher Wert 51 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittlicher Wert 106 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 12.800 MPa<br><strong>Schlagfestigkeit:<\/strong> Bemerkenswert<br><strong>Flexibilit\u00e4t:<\/strong> Ausreichend<br><strong>Haltbarkeit:<\/strong> Von gering bis mittel<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2188\" data-modal-term=\"2188\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\" data-title=\"Esche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 61 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 14.700 MPa<br><strong>Schlagfestigkeit:<\/strong> Hoch<br><strong>Biegsamkeit:<\/strong> Mittel<br><strong>Dauerhaftigkeit:<\/strong> M\u00e4\u00dfig<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2188\" data-modal-term=\"2188\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\" data-title=\"Rohbuche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus rubra<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur<\/strong>: Grob und deutlich<br><strong>Faserverlauf:<\/strong> Ziemlich gerade oder leicht gewellt<br><strong>Dichte<\/strong>: 720 kg\/m\u00b3<br><strong>Schwund<\/strong>: Mittel bis moderat<br><strong>Porosit\u00e4t<\/strong>: Stark<br><strong>H\u00e4rte<\/strong>: Mittel bis hoch<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert ca. 52-62 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert ca. 96-110 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert ca. 11.000-12.400 MPa<br><strong>Schlagfestigkeit<\/strong>: Gut<br><strong>Flexibilit\u00e4t<\/strong>: M\u00e4\u00dfig<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2188\" data-modal-term=\"2188\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\" data-title=\"Roteiche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div><\/div>\n                                                <\/div>\n                                                <div class=\"content\">\n                                                    <div class=\"title\">Europ\u00e4ische Eiche<\/div>\n                                                    <div class=\"testo\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus spp.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faserverlauf:<\/strong> Relativ gerade und regelm\u00e4\u00dfig<br><strong>Mittlere Dichte:<\/strong> 720\u2013800 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Stark<br><strong>H\u00e4rte:<\/strong> Mittel bis hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 52\u201361 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 106\u2013108 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 12.500 MPa<br><strong>Schlagfestigkeit:<\/strong> Gut<br><strong>Biegsamkeit:<\/strong> Ausreichend<br><strong>Dauerhaftigkeit:<\/strong> Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                <\/div>\n                                               \n                                            <\/div>\n                                            \n                                        <\/div>\n                                    <\/div>\n                                  <\/div>\n                                \n                                <\/div><!-- The Modal -->\n                                <div id=\"products-modal-2182\" class=\"modal-products\">\n                                \n                                  <!-- Modal content -->\n                                  <div class=\"modal-wrapper\">\n                                    <div class=\"close\">\n                                        <svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"26\" height=\"26\" viewBox=\"0 0 26 26\" fill=\"none\">\n                                            <g id=\"Icon Frame\">\n                                            <path id=\"Vector\" d=\"M24 2L2 24\" stroke=\"#472F1E\" stroke-width=\"1.5\" stroke-linecap=\"square\" stroke-linejoin=\"round\"\/>\n                                            <path id=\"Vector_2\" d=\"M2 2L24 24\" stroke=\"#472F1E\" stroke-width=\"1.5\" stroke-linecap=\"square\" stroke-linejoin=\"round\"\/>\n                                            <\/g>\n                                        <\/svg>\n                                    <\/div>\n                                    \n                                    <div class=\"modal-finish-content\">\n                                        \n                                        <div class=\"modal-descripition\">\n                                            <div class=\"content-description\">\n                                                <div class=\"img-princ\">\n                                                    <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\" class=\"immagine-prod\">\n                                                     <div class=\"products-slider__row\"> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus spp.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faserverlauf:<\/strong> Relativ gerade und regelm\u00e4\u00dfig<br><strong>Mittlere Dichte:<\/strong> 720\u2013800 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Stark<br><strong>H\u00e4rte:<\/strong> Mittel bis hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 52\u201361 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 106\u2013108 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 12.500 MPa<br><strong>Schlagfestigkeit:<\/strong> Gut<br><strong>Biegsamkeit:<\/strong> Ausreichend<br><strong>Dauerhaftigkeit:<\/strong> Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2182\" data-modal-term=\"2182\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\" data-title=\"Europ\u00e4ische Eiche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<br><br><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur: <\/strong>Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwund:<\/strong> Hoch<br><strong>Aderung:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittlicher Wert 61 MPa<br><strong>Biegefestigkeit: <\/strong>Durchschnittlicher Wert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 14.700 MPa<br><strong>Schlagfestigkeit: <\/strong>Hoch<br><strong>Flexibilit\u00e4t: <\/strong>Mittel<br><strong>Haltbarkeit:<\/strong> Mangelhaft<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2182\" data-modal-term=\"2182\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\" data-title=\"Dampfbuchenholz\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5Ijoiek1oOXcyeFZWTENWMVBhdGxDMzZwbSIsInBhc3RlSUQiOjU2OTY4MjY1NCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)-->\"><\/span><span data-buffer=\"<!--(figma)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(\/figma)-->\"><\/span><strong>BOTANISCHER NAME<\/strong><br>Liriodendron Tulipifera L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong>FTEN<\/strong><br><strong>Textur:<\/strong> Mittel und gleichm\u00e4\u00dfig<br><strong>Faserverlauf:<\/strong> Gerade<br><strong>Mittlere Dichte:<\/strong> 447 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 37 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 70 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.900 MPa<br><strong>Schlagfestigkeit:<\/strong> Niedrig<br><strong>Biegsamkeit:<\/strong> Gering<br><strong>Dauerhaftigkeit:<\/strong> Gering<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2182\" data-modal-term=\"2182\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\" data-title=\"Tulpenholz\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Entandrophragma cylindricum<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur<\/strong>: Mittel bis fein<br><strong>Faserverlauf<\/strong>: Regelm\u00e4\u00dfig verflochten<br><strong>Dichte<\/strong>: 690 kg\/m\u00b3<br><strong>Schwund<\/strong>: Von gering bis mittel<br><strong>Porosit\u00e4t<\/strong>: Niedrig<br><strong>H\u00e4rte<\/strong>: Mittel<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert 61 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert 145 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert 11.500 MPa<br><strong>Schlagfestigkeit<\/strong>: Niedrig<br><strong>Flexibilit\u00e4t<\/strong>: Mittel<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2182\" data-modal-term=\"2182\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\" data-title=\"Sapelli\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Milicia excelsa<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Mittel bis grob<br><strong>Faserverlauf:<\/strong> Nicht immer regelm\u00e4\u00dfig<br><strong>Dichte: <\/strong>660 kg\/m\u00b3<br><strong>Schwund: <\/strong>Niedrig<br><strong>Porosit\u00e4t:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittswert 55 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 116 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.000 MPa<br><strong>Schlagfestigkeit:<\/strong> Von m\u00e4\u00dfig bis mittel<br><strong>Flexibilit\u00e4t:<\/strong> Von mittel bis hoch<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2182\" data-modal-term=\"2182\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\" data-title=\"Iroko\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fraxinus excelsior<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faseverlauf:<\/strong> Ziemlich gerade und gleichm\u00e4\u00dfig<br><strong>Mittlere<\/strong> Dichte: 720 kg\/m\u00b3<br><strong>Schwund:<\/strong> Mittel<br><strong>Aderung:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale<\/strong> Druckfestigkeit: Durchschnittlicher Wert 51 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittlicher Wert 106 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 12.800 MPa<br><strong>Schlagfestigkeit:<\/strong> Bemerkenswert<br><strong>Flexibilit\u00e4t:<\/strong> Ausreichend<br><strong>Haltbarkeit:<\/strong> Von gering bis mittel<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2182\" data-modal-term=\"2182\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\" data-title=\"Esche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 61 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 14.700 MPa<br><strong>Schlagfestigkeit:<\/strong> Hoch<br><strong>Biegsamkeit:<\/strong> Mittel<br><strong>Dauerhaftigkeit:<\/strong> M\u00e4\u00dfig<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2182\" data-modal-term=\"2182\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\" data-title=\"Rohbuche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus rubra<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur<\/strong>: Grob und deutlich<br><strong>Faserverlauf:<\/strong> Ziemlich gerade oder leicht gewellt<br><strong>Dichte<\/strong>: 720 kg\/m\u00b3<br><strong>Schwund<\/strong>: Mittel bis moderat<br><strong>Porosit\u00e4t<\/strong>: Stark<br><strong>H\u00e4rte<\/strong>: Mittel bis hoch<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert ca. 52-62 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert ca. 96-110 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert ca. 11.000-12.400 MPa<br><strong>Schlagfestigkeit<\/strong>: Gut<br><strong>Flexibilit\u00e4t<\/strong>: M\u00e4\u00dfig<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2182\" data-modal-term=\"2182\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\" data-title=\"Roteiche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div><\/div>\n                                                <\/div>\n                                                <div class=\"content\">\n                                                    <div class=\"title\">Dampfbuchenholz<\/div>\n                                                    <div class=\"testo\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<br><br><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur: <\/strong>Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwund:<\/strong> Hoch<br><strong>Aderung:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittlicher Wert 61 MPa<br><strong>Biegefestigkeit: <\/strong>Durchschnittlicher Wert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 14.700 MPa<br><strong>Schlagfestigkeit: <\/strong>Hoch<br><strong>Flexibilit\u00e4t: <\/strong>Mittel<br><strong>Haltbarkeit:<\/strong> Mangelhaft<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                <\/div>\n                                               \n                                            <\/div>\n                                            \n                                        <\/div>\n                                    <\/div>\n                                  <\/div>\n                                \n                                <\/div><!-- The Modal -->\n                                <div id=\"products-modal-2184\" class=\"modal-products\">\n                                \n                                  <!-- Modal content -->\n                                  <div class=\"modal-wrapper\">\n                                    <div class=\"close\">\n                                        <svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"26\" height=\"26\" viewBox=\"0 0 26 26\" fill=\"none\">\n                                            <g id=\"Icon Frame\">\n                                            <path id=\"Vector\" d=\"M24 2L2 24\" stroke=\"#472F1E\" stroke-width=\"1.5\" stroke-linecap=\"square\" stroke-linejoin=\"round\"\/>\n                                            <path id=\"Vector_2\" d=\"M2 2L24 24\" stroke=\"#472F1E\" stroke-width=\"1.5\" stroke-linecap=\"square\" stroke-linejoin=\"round\"\/>\n                                            <\/g>\n                                        <\/svg>\n                                    <\/div>\n                                    \n                                    <div class=\"modal-finish-content\">\n                                        \n                                        <div class=\"modal-descripition\">\n                                            <div class=\"content-description\">\n                                                <div class=\"img-princ\">\n                                                    <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\" class=\"immagine-prod\">\n                                                     <div class=\"products-slider__row\"> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus spp.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faserverlauf:<\/strong> Relativ gerade und regelm\u00e4\u00dfig<br><strong>Mittlere Dichte:<\/strong> 720\u2013800 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Stark<br><strong>H\u00e4rte:<\/strong> Mittel bis hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 52\u201361 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 106\u2013108 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 12.500 MPa<br><strong>Schlagfestigkeit:<\/strong> Gut<br><strong>Biegsamkeit:<\/strong> Ausreichend<br><strong>Dauerhaftigkeit:<\/strong> Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2184\" data-modal-term=\"2184\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\" data-title=\"Europ\u00e4ische Eiche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<br><br><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur: <\/strong>Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwund:<\/strong> Hoch<br><strong>Aderung:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittlicher Wert 61 MPa<br><strong>Biegefestigkeit: <\/strong>Durchschnittlicher Wert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 14.700 MPa<br><strong>Schlagfestigkeit: <\/strong>Hoch<br><strong>Flexibilit\u00e4t: <\/strong>Mittel<br><strong>Haltbarkeit:<\/strong> Mangelhaft<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2184\" data-modal-term=\"2184\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\" data-title=\"Dampfbuchenholz\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5Ijoiek1oOXcyeFZWTENWMVBhdGxDMzZwbSIsInBhc3RlSUQiOjU2OTY4MjY1NCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)-->\"><\/span><span data-buffer=\"<!--(figma)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(\/figma)-->\"><\/span><strong>BOTANISCHER NAME<\/strong><br>Liriodendron Tulipifera L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong>FTEN<\/strong><br><strong>Textur:<\/strong> Mittel und gleichm\u00e4\u00dfig<br><strong>Faserverlauf:<\/strong> Gerade<br><strong>Mittlere Dichte:<\/strong> 447 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 37 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 70 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.900 MPa<br><strong>Schlagfestigkeit:<\/strong> Niedrig<br><strong>Biegsamkeit:<\/strong> Gering<br><strong>Dauerhaftigkeit:<\/strong> Gering<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2184\" data-modal-term=\"2184\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\" data-title=\"Tulpenholz\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Entandrophragma cylindricum<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur<\/strong>: Mittel bis fein<br><strong>Faserverlauf<\/strong>: Regelm\u00e4\u00dfig verflochten<br><strong>Dichte<\/strong>: 690 kg\/m\u00b3<br><strong>Schwund<\/strong>: Von gering bis mittel<br><strong>Porosit\u00e4t<\/strong>: Niedrig<br><strong>H\u00e4rte<\/strong>: Mittel<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert 61 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert 145 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert 11.500 MPa<br><strong>Schlagfestigkeit<\/strong>: Niedrig<br><strong>Flexibilit\u00e4t<\/strong>: Mittel<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2184\" data-modal-term=\"2184\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\" data-title=\"Sapelli\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Milicia excelsa<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Mittel bis grob<br><strong>Faserverlauf:<\/strong> Nicht immer regelm\u00e4\u00dfig<br><strong>Dichte: <\/strong>660 kg\/m\u00b3<br><strong>Schwund: <\/strong>Niedrig<br><strong>Porosit\u00e4t:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittswert 55 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 116 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.000 MPa<br><strong>Schlagfestigkeit:<\/strong> Von m\u00e4\u00dfig bis mittel<br><strong>Flexibilit\u00e4t:<\/strong> Von mittel bis hoch<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2184\" data-modal-term=\"2184\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\" data-title=\"Iroko\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fraxinus excelsior<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faseverlauf:<\/strong> Ziemlich gerade und gleichm\u00e4\u00dfig<br><strong>Mittlere<\/strong> Dichte: 720 kg\/m\u00b3<br><strong>Schwund:<\/strong> Mittel<br><strong>Aderung:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale<\/strong> Druckfestigkeit: Durchschnittlicher Wert 51 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittlicher Wert 106 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 12.800 MPa<br><strong>Schlagfestigkeit:<\/strong> Bemerkenswert<br><strong>Flexibilit\u00e4t:<\/strong> Ausreichend<br><strong>Haltbarkeit:<\/strong> Von gering bis mittel<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2184\" data-modal-term=\"2184\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\" data-title=\"Esche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 61 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 14.700 MPa<br><strong>Schlagfestigkeit:<\/strong> Hoch<br><strong>Biegsamkeit:<\/strong> Mittel<br><strong>Dauerhaftigkeit:<\/strong> M\u00e4\u00dfig<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2184\" data-modal-term=\"2184\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\" data-title=\"Rohbuche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus rubra<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur<\/strong>: Grob und deutlich<br><strong>Faserverlauf:<\/strong> Ziemlich gerade oder leicht gewellt<br><strong>Dichte<\/strong>: 720 kg\/m\u00b3<br><strong>Schwund<\/strong>: Mittel bis moderat<br><strong>Porosit\u00e4t<\/strong>: Stark<br><strong>H\u00e4rte<\/strong>: Mittel bis hoch<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert ca. 52-62 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert ca. 96-110 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert ca. 11.000-12.400 MPa<br><strong>Schlagfestigkeit<\/strong>: Gut<br><strong>Flexibilit\u00e4t<\/strong>: M\u00e4\u00dfig<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2184\" data-modal-term=\"2184\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\" data-title=\"Roteiche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div><\/div>\n                                                <\/div>\n                                                <div class=\"content\">\n                                                    <div class=\"title\">Tulpenholz<\/div>\n                                                    <div class=\"testo\"><!-- wp:paragraph -->\n<p><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5Ijoiek1oOXcyeFZWTENWMVBhdGxDMzZwbSIsInBhc3RlSUQiOjU2OTY4MjY1NCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)-->\"><\/span><span data-buffer=\"<!--(figma)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(\/figma)-->\"><\/span><strong>BOTANISCHER NAME<\/strong><br>Liriodendron Tulipifera L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong>FTEN<\/strong><br><strong>Textur:<\/strong> Mittel und gleichm\u00e4\u00dfig<br><strong>Faserverlauf:<\/strong> Gerade<br><strong>Mittlere Dichte:<\/strong> 447 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 37 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 70 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.900 MPa<br><strong>Schlagfestigkeit:<\/strong> Niedrig<br><strong>Biegsamkeit:<\/strong> Gering<br><strong>Dauerhaftigkeit:<\/strong> Gering<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                <\/div>\n                                               \n                                            <\/div>\n                                            \n                                        <\/div>\n                                    <\/div>\n                                  <\/div>\n                                \n                                <\/div><!-- The Modal -->\n                                <div id=\"products-modal-2192\" class=\"modal-products\">\n                                \n                                  <!-- Modal content -->\n                                  <div class=\"modal-wrapper\">\n                                    <div class=\"close\">\n                                        <svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"26\" height=\"26\" viewBox=\"0 0 26 26\" fill=\"none\">\n                                            <g id=\"Icon Frame\">\n                                            <path id=\"Vector\" d=\"M24 2L2 24\" stroke=\"#472F1E\" stroke-width=\"1.5\" stroke-linecap=\"square\" stroke-linejoin=\"round\"\/>\n                                            <path id=\"Vector_2\" d=\"M2 2L24 24\" stroke=\"#472F1E\" stroke-width=\"1.5\" stroke-linecap=\"square\" stroke-linejoin=\"round\"\/>\n                                            <\/g>\n                                        <\/svg>\n                                    <\/div>\n                                    \n                                    <div class=\"modal-finish-content\">\n                                        \n                                        <div class=\"modal-descripition\">\n                                            <div class=\"content-description\">\n                                                <div class=\"img-princ\">\n                                                    <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\" class=\"immagine-prod\">\n                                                     <div class=\"products-slider__row\"> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus spp.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faserverlauf:<\/strong> Relativ gerade und regelm\u00e4\u00dfig<br><strong>Mittlere Dichte:<\/strong> 720\u2013800 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Stark<br><strong>H\u00e4rte:<\/strong> Mittel bis hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 52\u201361 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 106\u2013108 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 12.500 MPa<br><strong>Schlagfestigkeit:<\/strong> Gut<br><strong>Biegsamkeit:<\/strong> Ausreichend<br><strong>Dauerhaftigkeit:<\/strong> Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2192\" data-modal-term=\"2192\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\" data-title=\"Europ\u00e4ische Eiche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<br><br><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur: <\/strong>Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwund:<\/strong> Hoch<br><strong>Aderung:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittlicher Wert 61 MPa<br><strong>Biegefestigkeit: <\/strong>Durchschnittlicher Wert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 14.700 MPa<br><strong>Schlagfestigkeit: <\/strong>Hoch<br><strong>Flexibilit\u00e4t: <\/strong>Mittel<br><strong>Haltbarkeit:<\/strong> Mangelhaft<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2192\" data-modal-term=\"2192\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\" data-title=\"Dampfbuchenholz\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5Ijoiek1oOXcyeFZWTENWMVBhdGxDMzZwbSIsInBhc3RlSUQiOjU2OTY4MjY1NCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)-->\"><\/span><span data-buffer=\"<!--(figma)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(\/figma)-->\"><\/span><strong>BOTANISCHER NAME<\/strong><br>Liriodendron Tulipifera L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong>FTEN<\/strong><br><strong>Textur:<\/strong> Mittel und gleichm\u00e4\u00dfig<br><strong>Faserverlauf:<\/strong> Gerade<br><strong>Mittlere Dichte:<\/strong> 447 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 37 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 70 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.900 MPa<br><strong>Schlagfestigkeit:<\/strong> Niedrig<br><strong>Biegsamkeit:<\/strong> Gering<br><strong>Dauerhaftigkeit:<\/strong> Gering<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2192\" data-modal-term=\"2192\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\" data-title=\"Tulpenholz\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Entandrophragma cylindricum<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur<\/strong>: Mittel bis fein<br><strong>Faserverlauf<\/strong>: Regelm\u00e4\u00dfig verflochten<br><strong>Dichte<\/strong>: 690 kg\/m\u00b3<br><strong>Schwund<\/strong>: Von gering bis mittel<br><strong>Porosit\u00e4t<\/strong>: Niedrig<br><strong>H\u00e4rte<\/strong>: Mittel<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert 61 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert 145 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert 11.500 MPa<br><strong>Schlagfestigkeit<\/strong>: Niedrig<br><strong>Flexibilit\u00e4t<\/strong>: Mittel<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2192\" data-modal-term=\"2192\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\" data-title=\"Sapelli\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Milicia excelsa<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Mittel bis grob<br><strong>Faserverlauf:<\/strong> Nicht immer regelm\u00e4\u00dfig<br><strong>Dichte: <\/strong>660 kg\/m\u00b3<br><strong>Schwund: <\/strong>Niedrig<br><strong>Porosit\u00e4t:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittswert 55 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 116 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.000 MPa<br><strong>Schlagfestigkeit:<\/strong> Von m\u00e4\u00dfig bis mittel<br><strong>Flexibilit\u00e4t:<\/strong> Von mittel bis hoch<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2192\" data-modal-term=\"2192\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\" data-title=\"Iroko\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fraxinus excelsior<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faseverlauf:<\/strong> Ziemlich gerade und gleichm\u00e4\u00dfig<br><strong>Mittlere<\/strong> Dichte: 720 kg\/m\u00b3<br><strong>Schwund:<\/strong> Mittel<br><strong>Aderung:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale<\/strong> Druckfestigkeit: Durchschnittlicher Wert 51 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittlicher Wert 106 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 12.800 MPa<br><strong>Schlagfestigkeit:<\/strong> Bemerkenswert<br><strong>Flexibilit\u00e4t:<\/strong> Ausreichend<br><strong>Haltbarkeit:<\/strong> Von gering bis mittel<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2192\" data-modal-term=\"2192\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\" data-title=\"Esche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 61 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 14.700 MPa<br><strong>Schlagfestigkeit:<\/strong> Hoch<br><strong>Biegsamkeit:<\/strong> Mittel<br><strong>Dauerhaftigkeit:<\/strong> M\u00e4\u00dfig<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2192\" data-modal-term=\"2192\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\" data-title=\"Rohbuche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus rubra<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur<\/strong>: Grob und deutlich<br><strong>Faserverlauf:<\/strong> Ziemlich gerade oder leicht gewellt<br><strong>Dichte<\/strong>: 720 kg\/m\u00b3<br><strong>Schwund<\/strong>: Mittel bis moderat<br><strong>Porosit\u00e4t<\/strong>: Stark<br><strong>H\u00e4rte<\/strong>: Mittel bis hoch<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert ca. 52-62 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert ca. 96-110 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert ca. 11.000-12.400 MPa<br><strong>Schlagfestigkeit<\/strong>: Gut<br><strong>Flexibilit\u00e4t<\/strong>: M\u00e4\u00dfig<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2192\" data-modal-term=\"2192\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\" data-title=\"Roteiche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div><\/div>\n                                                <\/div>\n                                                <div class=\"content\">\n                                                    <div class=\"title\">Sapelli<\/div>\n                                                    <div class=\"testo\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Entandrophragma cylindricum<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur<\/strong>: Mittel bis fein<br><strong>Faserverlauf<\/strong>: Regelm\u00e4\u00dfig verflochten<br><strong>Dichte<\/strong>: 690 kg\/m\u00b3<br><strong>Schwund<\/strong>: Von gering bis mittel<br><strong>Porosit\u00e4t<\/strong>: Niedrig<br><strong>H\u00e4rte<\/strong>: Mittel<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert 61 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert 145 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert 11.500 MPa<br><strong>Schlagfestigkeit<\/strong>: Niedrig<br><strong>Flexibilit\u00e4t<\/strong>: Mittel<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                <\/div>\n                                               \n                                            <\/div>\n                                            \n                                        <\/div>\n                                    <\/div>\n                                  <\/div>\n                                \n                                <\/div><!-- The Modal -->\n                                <div id=\"products-modal-2190\" class=\"modal-products\">\n                                \n                                  <!-- Modal content -->\n                                  <div class=\"modal-wrapper\">\n                                    <div class=\"close\">\n                                        <svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"26\" height=\"26\" viewBox=\"0 0 26 26\" fill=\"none\">\n                                            <g id=\"Icon Frame\">\n                                            <path id=\"Vector\" d=\"M24 2L2 24\" stroke=\"#472F1E\" stroke-width=\"1.5\" stroke-linecap=\"square\" stroke-linejoin=\"round\"\/>\n                                            <path id=\"Vector_2\" d=\"M2 2L24 24\" stroke=\"#472F1E\" stroke-width=\"1.5\" stroke-linecap=\"square\" stroke-linejoin=\"round\"\/>\n                                            <\/g>\n                                        <\/svg>\n                                    <\/div>\n                                    \n                                    <div class=\"modal-finish-content\">\n                                        \n                                        <div class=\"modal-descripition\">\n                                            <div class=\"content-description\">\n                                                <div class=\"img-princ\">\n                                                    <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\" class=\"immagine-prod\">\n                                                     <div class=\"products-slider__row\"> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus spp.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faserverlauf:<\/strong> Relativ gerade und regelm\u00e4\u00dfig<br><strong>Mittlere Dichte:<\/strong> 720\u2013800 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Stark<br><strong>H\u00e4rte:<\/strong> Mittel bis hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 52\u201361 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 106\u2013108 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 12.500 MPa<br><strong>Schlagfestigkeit:<\/strong> Gut<br><strong>Biegsamkeit:<\/strong> Ausreichend<br><strong>Dauerhaftigkeit:<\/strong> Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2190\" data-modal-term=\"2190\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\" data-title=\"Europ\u00e4ische Eiche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<br><br><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur: <\/strong>Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwund:<\/strong> Hoch<br><strong>Aderung:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittlicher Wert 61 MPa<br><strong>Biegefestigkeit: <\/strong>Durchschnittlicher Wert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 14.700 MPa<br><strong>Schlagfestigkeit: <\/strong>Hoch<br><strong>Flexibilit\u00e4t: <\/strong>Mittel<br><strong>Haltbarkeit:<\/strong> Mangelhaft<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2190\" data-modal-term=\"2190\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\" data-title=\"Dampfbuchenholz\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5Ijoiek1oOXcyeFZWTENWMVBhdGxDMzZwbSIsInBhc3RlSUQiOjU2OTY4MjY1NCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)-->\"><\/span><span data-buffer=\"<!--(figma)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(\/figma)-->\"><\/span><strong>BOTANISCHER NAME<\/strong><br>Liriodendron Tulipifera L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong>FTEN<\/strong><br><strong>Textur:<\/strong> Mittel und gleichm\u00e4\u00dfig<br><strong>Faserverlauf:<\/strong> Gerade<br><strong>Mittlere Dichte:<\/strong> 447 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 37 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 70 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.900 MPa<br><strong>Schlagfestigkeit:<\/strong> Niedrig<br><strong>Biegsamkeit:<\/strong> Gering<br><strong>Dauerhaftigkeit:<\/strong> Gering<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2190\" data-modal-term=\"2190\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\" data-title=\"Tulpenholz\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Entandrophragma cylindricum<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur<\/strong>: Mittel bis fein<br><strong>Faserverlauf<\/strong>: Regelm\u00e4\u00dfig verflochten<br><strong>Dichte<\/strong>: 690 kg\/m\u00b3<br><strong>Schwund<\/strong>: Von gering bis mittel<br><strong>Porosit\u00e4t<\/strong>: Niedrig<br><strong>H\u00e4rte<\/strong>: Mittel<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert 61 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert 145 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert 11.500 MPa<br><strong>Schlagfestigkeit<\/strong>: Niedrig<br><strong>Flexibilit\u00e4t<\/strong>: Mittel<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2190\" data-modal-term=\"2190\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\" data-title=\"Sapelli\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Milicia excelsa<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Mittel bis grob<br><strong>Faserverlauf:<\/strong> Nicht immer regelm\u00e4\u00dfig<br><strong>Dichte: <\/strong>660 kg\/m\u00b3<br><strong>Schwund: <\/strong>Niedrig<br><strong>Porosit\u00e4t:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittswert 55 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 116 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.000 MPa<br><strong>Schlagfestigkeit:<\/strong> Von m\u00e4\u00dfig bis mittel<br><strong>Flexibilit\u00e4t:<\/strong> Von mittel bis hoch<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2190\" data-modal-term=\"2190\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\" data-title=\"Iroko\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fraxinus excelsior<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faseverlauf:<\/strong> Ziemlich gerade und gleichm\u00e4\u00dfig<br><strong>Mittlere<\/strong> Dichte: 720 kg\/m\u00b3<br><strong>Schwund:<\/strong> Mittel<br><strong>Aderung:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale<\/strong> Druckfestigkeit: Durchschnittlicher Wert 51 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittlicher Wert 106 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 12.800 MPa<br><strong>Schlagfestigkeit:<\/strong> Bemerkenswert<br><strong>Flexibilit\u00e4t:<\/strong> Ausreichend<br><strong>Haltbarkeit:<\/strong> Von gering bis mittel<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2190\" data-modal-term=\"2190\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\" data-title=\"Esche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 61 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 14.700 MPa<br><strong>Schlagfestigkeit:<\/strong> Hoch<br><strong>Biegsamkeit:<\/strong> Mittel<br><strong>Dauerhaftigkeit:<\/strong> M\u00e4\u00dfig<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2190\" data-modal-term=\"2190\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\" data-title=\"Rohbuche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus rubra<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur<\/strong>: Grob und deutlich<br><strong>Faserverlauf:<\/strong> Ziemlich gerade oder leicht gewellt<br><strong>Dichte<\/strong>: 720 kg\/m\u00b3<br><strong>Schwund<\/strong>: Mittel bis moderat<br><strong>Porosit\u00e4t<\/strong>: Stark<br><strong>H\u00e4rte<\/strong>: Mittel bis hoch<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert ca. 52-62 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert ca. 96-110 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert ca. 11.000-12.400 MPa<br><strong>Schlagfestigkeit<\/strong>: Gut<br><strong>Flexibilit\u00e4t<\/strong>: M\u00e4\u00dfig<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2190\" data-modal-term=\"2190\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\" data-title=\"Roteiche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div><\/div>\n                                                <\/div>\n                                                <div class=\"content\">\n                                                    <div class=\"title\">Iroko<\/div>\n                                                    <div class=\"testo\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Milicia excelsa<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Mittel bis grob<br><strong>Faserverlauf:<\/strong> Nicht immer regelm\u00e4\u00dfig<br><strong>Dichte: <\/strong>660 kg\/m\u00b3<br><strong>Schwund: <\/strong>Niedrig<br><strong>Porosit\u00e4t:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittswert 55 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 116 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.000 MPa<br><strong>Schlagfestigkeit:<\/strong> Von m\u00e4\u00dfig bis mittel<br><strong>Flexibilit\u00e4t:<\/strong> Von mittel bis hoch<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                <\/div>\n                                               \n                                            <\/div>\n                                            \n                                        <\/div>\n                                    <\/div>\n                                  <\/div>\n                                \n                                <\/div><!-- The Modal -->\n                                <div id=\"products-modal-2270\" class=\"modal-products\">\n                                \n                                  <!-- Modal content -->\n                                  <div class=\"modal-wrapper\">\n                                    <div class=\"close\">\n                                        <svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"26\" height=\"26\" viewBox=\"0 0 26 26\" fill=\"none\">\n                                            <g id=\"Icon Frame\">\n                                            <path id=\"Vector\" d=\"M24 2L2 24\" stroke=\"#472F1E\" stroke-width=\"1.5\" stroke-linecap=\"square\" stroke-linejoin=\"round\"\/>\n                                            <path id=\"Vector_2\" d=\"M2 2L24 24\" stroke=\"#472F1E\" stroke-width=\"1.5\" stroke-linecap=\"square\" stroke-linejoin=\"round\"\/>\n                                            <\/g>\n                                        <\/svg>\n                                    <\/div>\n                                    \n                                    <div class=\"modal-finish-content\">\n                                        \n                                        <div class=\"modal-descripition\">\n                                            <div class=\"content-description\">\n                                                <div class=\"img-princ\">\n                                                    <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\" class=\"immagine-prod\">\n                                                     <div class=\"products-slider__row\"> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus spp.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faserverlauf:<\/strong> Relativ gerade und regelm\u00e4\u00dfig<br><strong>Mittlere Dichte:<\/strong> 720\u2013800 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Stark<br><strong>H\u00e4rte:<\/strong> Mittel bis hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 52\u201361 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 106\u2013108 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 12.500 MPa<br><strong>Schlagfestigkeit:<\/strong> Gut<br><strong>Biegsamkeit:<\/strong> Ausreichend<br><strong>Dauerhaftigkeit:<\/strong> Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2270\" data-modal-term=\"2270\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\" data-title=\"Europ\u00e4ische Eiche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<br><br><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur: <\/strong>Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwund:<\/strong> Hoch<br><strong>Aderung:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittlicher Wert 61 MPa<br><strong>Biegefestigkeit: <\/strong>Durchschnittlicher Wert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 14.700 MPa<br><strong>Schlagfestigkeit: <\/strong>Hoch<br><strong>Flexibilit\u00e4t: <\/strong>Mittel<br><strong>Haltbarkeit:<\/strong> Mangelhaft<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2270\" data-modal-term=\"2270\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\" data-title=\"Dampfbuchenholz\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5Ijoiek1oOXcyeFZWTENWMVBhdGxDMzZwbSIsInBhc3RlSUQiOjU2OTY4MjY1NCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)-->\"><\/span><span data-buffer=\"<!--(figma)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(\/figma)-->\"><\/span><strong>BOTANISCHER NAME<\/strong><br>Liriodendron Tulipifera L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong>FTEN<\/strong><br><strong>Textur:<\/strong> Mittel und gleichm\u00e4\u00dfig<br><strong>Faserverlauf:<\/strong> Gerade<br><strong>Mittlere Dichte:<\/strong> 447 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 37 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 70 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.900 MPa<br><strong>Schlagfestigkeit:<\/strong> Niedrig<br><strong>Biegsamkeit:<\/strong> Gering<br><strong>Dauerhaftigkeit:<\/strong> Gering<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2270\" data-modal-term=\"2270\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\" data-title=\"Tulpenholz\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Entandrophragma cylindricum<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur<\/strong>: Mittel bis fein<br><strong>Faserverlauf<\/strong>: Regelm\u00e4\u00dfig verflochten<br><strong>Dichte<\/strong>: 690 kg\/m\u00b3<br><strong>Schwund<\/strong>: Von gering bis mittel<br><strong>Porosit\u00e4t<\/strong>: Niedrig<br><strong>H\u00e4rte<\/strong>: Mittel<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert 61 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert 145 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert 11.500 MPa<br><strong>Schlagfestigkeit<\/strong>: Niedrig<br><strong>Flexibilit\u00e4t<\/strong>: Mittel<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2270\" data-modal-term=\"2270\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\" data-title=\"Sapelli\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Milicia excelsa<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Mittel bis grob<br><strong>Faserverlauf:<\/strong> Nicht immer regelm\u00e4\u00dfig<br><strong>Dichte: <\/strong>660 kg\/m\u00b3<br><strong>Schwund: <\/strong>Niedrig<br><strong>Porosit\u00e4t:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittswert 55 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 116 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.000 MPa<br><strong>Schlagfestigkeit:<\/strong> Von m\u00e4\u00dfig bis mittel<br><strong>Flexibilit\u00e4t:<\/strong> Von mittel bis hoch<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2270\" data-modal-term=\"2270\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\" data-title=\"Iroko\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fraxinus excelsior<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faseverlauf:<\/strong> Ziemlich gerade und gleichm\u00e4\u00dfig<br><strong>Mittlere<\/strong> Dichte: 720 kg\/m\u00b3<br><strong>Schwund:<\/strong> Mittel<br><strong>Aderung:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale<\/strong> Druckfestigkeit: Durchschnittlicher Wert 51 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittlicher Wert 106 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 12.800 MPa<br><strong>Schlagfestigkeit:<\/strong> Bemerkenswert<br><strong>Flexibilit\u00e4t:<\/strong> Ausreichend<br><strong>Haltbarkeit:<\/strong> Von gering bis mittel<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2270\" data-modal-term=\"2270\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\" data-title=\"Esche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 61 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 14.700 MPa<br><strong>Schlagfestigkeit:<\/strong> Hoch<br><strong>Biegsamkeit:<\/strong> Mittel<br><strong>Dauerhaftigkeit:<\/strong> M\u00e4\u00dfig<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2270\" data-modal-term=\"2270\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\" data-title=\"Rohbuche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus rubra<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur<\/strong>: Grob und deutlich<br><strong>Faserverlauf:<\/strong> Ziemlich gerade oder leicht gewellt<br><strong>Dichte<\/strong>: 720 kg\/m\u00b3<br><strong>Schwund<\/strong>: Mittel bis moderat<br><strong>Porosit\u00e4t<\/strong>: Stark<br><strong>H\u00e4rte<\/strong>: Mittel bis hoch<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert ca. 52-62 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert ca. 96-110 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert ca. 11.000-12.400 MPa<br><strong>Schlagfestigkeit<\/strong>: Gut<br><strong>Flexibilit\u00e4t<\/strong>: M\u00e4\u00dfig<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2270\" data-modal-term=\"2270\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\" data-title=\"Roteiche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div><\/div>\n                                                <\/div>\n                                                <div class=\"content\">\n                                                    <div class=\"title\">Esche<\/div>\n                                                    <div class=\"testo\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fraxinus excelsior<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faseverlauf:<\/strong> Ziemlich gerade und gleichm\u00e4\u00dfig<br><strong>Mittlere<\/strong> Dichte: 720 kg\/m\u00b3<br><strong>Schwund:<\/strong> Mittel<br><strong>Aderung:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale<\/strong> Druckfestigkeit: Durchschnittlicher Wert 51 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittlicher Wert 106 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 12.800 MPa<br><strong>Schlagfestigkeit:<\/strong> Bemerkenswert<br><strong>Flexibilit\u00e4t:<\/strong> Ausreichend<br><strong>Haltbarkeit:<\/strong> Von gering bis mittel<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                <\/div>\n                                               \n                                            <\/div>\n                                            \n                                        <\/div>\n                                    <\/div>\n                                  <\/div>\n                                \n                                <\/div><!-- The Modal -->\n                                <div id=\"products-modal-2186\" class=\"modal-products\">\n                                \n                                  <!-- Modal content -->\n                                  <div class=\"modal-wrapper\">\n                                    <div class=\"close\">\n                                        <svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"26\" height=\"26\" viewBox=\"0 0 26 26\" fill=\"none\">\n                                            <g id=\"Icon Frame\">\n                                            <path id=\"Vector\" d=\"M24 2L2 24\" stroke=\"#472F1E\" stroke-width=\"1.5\" stroke-linecap=\"square\" stroke-linejoin=\"round\"\/>\n                                            <path id=\"Vector_2\" d=\"M2 2L24 24\" stroke=\"#472F1E\" stroke-width=\"1.5\" stroke-linecap=\"square\" stroke-linejoin=\"round\"\/>\n                                            <\/g>\n                                        <\/svg>\n                                    <\/div>\n                                    \n                                    <div class=\"modal-finish-content\">\n                                        \n                                        <div class=\"modal-descripition\">\n                                            <div class=\"content-description\">\n                                                <div class=\"img-princ\">\n                                                    <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\" class=\"immagine-prod\">\n                                                     <div class=\"products-slider__row\"> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus spp.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faserverlauf:<\/strong> Relativ gerade und regelm\u00e4\u00dfig<br><strong>Mittlere Dichte:<\/strong> 720\u2013800 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Stark<br><strong>H\u00e4rte:<\/strong> Mittel bis hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 52\u201361 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 106\u2013108 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 12.500 MPa<br><strong>Schlagfestigkeit:<\/strong> Gut<br><strong>Biegsamkeit:<\/strong> Ausreichend<br><strong>Dauerhaftigkeit:<\/strong> Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2186\" data-modal-term=\"2186\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\" data-title=\"Europ\u00e4ische Eiche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<br><br><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur: <\/strong>Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwund:<\/strong> Hoch<br><strong>Aderung:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittlicher Wert 61 MPa<br><strong>Biegefestigkeit: <\/strong>Durchschnittlicher Wert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 14.700 MPa<br><strong>Schlagfestigkeit: <\/strong>Hoch<br><strong>Flexibilit\u00e4t: <\/strong>Mittel<br><strong>Haltbarkeit:<\/strong> Mangelhaft<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2186\" data-modal-term=\"2186\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\" data-title=\"Dampfbuchenholz\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5Ijoiek1oOXcyeFZWTENWMVBhdGxDMzZwbSIsInBhc3RlSUQiOjU2OTY4MjY1NCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)-->\"><\/span><span data-buffer=\"<!--(figma)ZmlnLWtpd2kwAAAAPUYAALW9e5xkSVXgH3Ezsx5d\/Zj3i5nhDYqI82J4iEg+blVld74mb2b1zKiTZFXe6ko6K7PMm1XTxbouIiIigiIiIiKyiDi6iIiIiDgiIiIiIiIiIiKyLMuyLsu6LMu6v++JiPvI6h7Wf37z+UxHxIkTJ06cOHHixInIWw969TCK+ufCzuFeqNQ1p5vVRi\/oFNsdxX+NZsXvldeLjTU\/oKi7gd\/OlD2D7Tcq5HNBda1RrJHLB517aj6Zgsn0Al9oLRhcQ7kXnKm2em2\/1ixKy8VGs1NdvacXrDe7tUqv21prFyvSfslle5VmQ8rLcbntr7b9YB3QsaDsN\/we4NZ6766u374H4EoW2PZbNQEer1RXV0lPlGtVv9Hpldr0Xi4GwtvJDG+nm9024\/CFs1NBp+0X67aG8mWubEd8ebXR8dvFcqe6wSBrVRizoqHuirZfbjYafpnBZpiJObzy0tUxr1cZfuilV22U234dfos1al0bMK4uXhhGTMDd5JU00cWtLSYSEBxWes2GIaRM4Wy72hGmdGMyCFs7\/SgEDbrFjhklSPXmhsnqs8PxYDg+194fCU6j2bjXbzepUM2KqRcKVlMeT6UPSFWa5a5wSFaXi42NYkDOW2s3uy0yudV2sS54+VKzWfOLjV6zhdA61WYDYGGD4TTb5BZExqSLtaohu+TXatVWINllBt5BrkanjrX9tW6t2O61mrV71gyRFbpqVPyKCCjBO97x7xaWTjAxZQGcDO6pl5qin6eqDTprGCgzWi2fEVFdHqwXW37vbLWz3nNtr3DyNgxeWZa1UKo1y2coXXW2Wlkzen01tOoy0mvqfqVaJHPtenVtvcb\/Un1dAAE72Otdtoew27WidHrD2WKwXu116JnSwzaK7WqxZPi\/seMyN5lMr4w8KN0co7hV9XCGZ9bKI4pBUA2Y0B6Um12pe+TF+unXjDJR+aiEkHDTphLgo+vNStf0+hiLv0YFpcfaUrt5lsLjgp3+Xnh2ONvphBdmVhluDu7qFts+tQo+3bxpxFFvmqXidehMZobVTTGXFCvNsyKa\/KWmsNAqtou1GmaC1VHvtZ1EF+bBNX9VoIt+Y61XKSKsoul8Scost64UlqWwWjVUj5l8s1bxZVZXOiw8\/96mGebxVtuv+KsoYKXXajfLfiCqfIIZ8mtSfzJW9V5QdTyeSkD1bq1TbRngZfVio8uCrTZaZiIuX\/fvLlpdvaK87m+0TfbKFs0c+Komw7ZZ0Sfh7JpWrSvdX1tsI\/d4mNfZUiyL64NuvQ4vvdPdBvNsCNxg1PVhQcv3y+u9UrfEJAO40WgDlg1r1mwXjZW6qTQKx4M6a1rYQYN6nXVmYk0sK7a\/XTf2XFeK7TO+kPbcIEV1c7JQWYclzCXFfLlZayalglF\/02YhwNKYnFnatKg0WTqUl2yTuLgsiojykj0WNFc7PUOD0sp6sY1au5Kx437bt+v3hH93GTnZkZ9cN7N9Kih2uomJucz0QubyWhdRNYNqR7q4otUfjp32LgVN9BugQqMqVaaF3oRVIDoBSWrkgW0jKyA0VWwRsFwCA8kpfb5at2IuYF9PV8ksbLCMxJwuVnfZcoOt\/ii00mfPbPudshH8alXGqdFX01vH6m3O394OtxzH+SqGqc2OWWQBUakq7WYrLerVJmaSmWQHKdW6wqBXKpbPzINysn7LZjdYaKJRVZQDsOq2sNCkutY8azKw0LE8BGhErVcutkQz82mJBdUumx2kIEQr4dZk2p8NJ2PaxPsEPTO\/yJW8ZrjVM36qbV4t7MvG05kOdynFbaDdW\/fdzOvG\/u5mOO2Oh7MIuu2iDFW1qnf7tYCMhmv2UsH0ypNxNJumM7zIzANXUm+GpOtF2To9+HBizwVldn0y+VUoVnq2RcEVDPZCMJtOzofF0fDcmAYJMcWGwsSS0Vhel\/Uscrm\/h0bG42G4RjV0Yi89u6BFLjKInC36d3WrNbZnDB3AvNMpMWHWMSkgPpQPA5qAFrK7zmK6r\/RupbyUKd9GeTlTvp3ysUz5DsormfKTKR\/PlO+kfKJcbZezvZ+0oz09GYpk6vgbbaCq5G\/4MgIdD9wrTSajsD9u7oWxguS7DbtSESPNZJMkr4NuCdts8t7dZgEbfTXCX59Mh8+djGf9Ec2dZczMLbpspOCd7rK9r1YNh2nrjXA6G7L0BNZsUZVpWmp2Os06Oa8+2Y\/C8v40mkyRD9tCEdtHhSq3mwErrdomr\/17fFl6qB4lD+\/PdNUqMhRsYRkVp5zH0pMUSMrVGrmFulhUabLIFONTk1tK5s8UlzdY7JNpfTidCgPJKjKzTqpNBguEZWRH64gKe5V+tGPtiVdmFwakUgXXxubY9ZBvNdYAqdMtX1IdbEjitSriIef8C3uT6ezoGsrhDWHS2fzcQlExAF\/I9K9jQLJkvVr\/cLI\/W5sOB5ZI3i6rjMRTBj27ynJpm1Z\/NgunY6rAqrbMCsFGG1utzXzuzybtMBo+F9KJiAw7RjIJHzrJedKsM90fbzn18yrVQPwgoalwudlNyehgdjgKg9CNnalrB01nHzscAUh0Ge2yusJpBFejUZaNJdfx6y02WOPn52MyCHMWJpK8aL8hq+PdAsPR3zpvpzEZ0zoG+l6kazjQbJS4rSZvsY1e091F0rUi9UoomZgY8jnToDzZh6Gpa7fwUO0Qu5ucXLHbkZ0rnyFVMKRO70ez4fYhxYek0iqW8T03fHsoydlyye+ctY4BUoJOYGfRGFyAnEqC6r1+r9PEyhgBzQFQOia5Wm\/h3lOSGnCsNFqTaCiTy34CyDGuiiXE3rUHIYN2diq2mb2GA1KxBVi51FZnReSmD+yY2tExaFDGLFm6tZO8HE8dpsD6XXKYpqy7bTNxJTZk0ly51jQeax6Pvhd75ZQL3Rb+rN8zx4peu9voVM1BaoFVVqmKd2MUYDHbrIcDLzhLVfid9jPsXMa5A5tgulTFVVjqCT32K8q63uRkj79K3rN5W5Gj1br4ZeTztgIPQ9AKtmTc+QWwcJ2Nt7zohr1UwcckXabujH9P3OwYxY2mPZGtkLeDWzcTfDwpswwpn7BdxNp00hY5Q25I61OdaX9s59mO8AZ2Yc4OnR7bBvuxCAg0xfJm3k0TvUrwgNSzx5nVdjM5PuQyoHj7yGdgdqMoZCDJTrHQ6gbrFuaILaaQmNZSCrKkllNAQumYHMMtzFFaSSExpeMpyFJCTDEgoXTSMsokghQTOzUHjOldNge1JC+fgyVUrzA9OagjemUWFtO8Kgu0JK\/OghKK12DzqmW01szPtTiURGCKDUyhWafXcXZo4mKmkOv9fsSytjN+kiBJuVuqlqlQQjou6GojW\/TEXlk3nRay7pKqvODNQQq27RxswZr6pLwYtNp2n1haQz1Zdwlg2aEmgGM2ZxYIK9WujpV5YOes2JTjR4DrnJsAnwi2ppPRqDKcWvMC026NfYNdAQkbq23bYptmYg3CAZZtFlLv391ig7SGtgwF8bRMSa912Zq0FxFMojPyi0qPJrhLJuuVJyP8EZ2fqmWlz\/GPt8k\/uT7\/5K3LQuMLlPQh\/3htQGCngPv5J7fDP3lDKZhN9miwJXn1bKX3nOkGwav3Z9PhBaUXdm+5hbLeveVWEm\/3lttIcru3CjC\/e6sAC7u3CnCh1Z9ipqvjQUg779z+cKDuyxBdUZ49Q1B50B\/th7TR++Y8caPyVpFSo78bKp3b7u8OR4fg60g2cDIeRGbR1nS4N6OUE9yN\/nTYp8n+bjgdbq0Oz+1PES1btjs3K9SO+SSjCTeYWCh5081802Cvv4VSz7Ul\/oAXIUbMlDWBDXfUvASBVZlcGWCWAoaUiILJ42ShzmZ+s63L\/b0IZU6bsP7MmVOT9OKC1\/I5\/wnrOQC9pCR+O\/FTyRYAMdg1sgsZ+q1Y7lm28Ov5F\/cel4qM4ScwQmZyEqwqOm2Wmg7CXUgNt86Gw3M7szkkwnkypASlyoFguDWHktLhxGE2itWwPzMT9Y+6xfGSKlW+rWVQ3Gi8cisQeE5GRWoGSlpwsdAFoj\/iJy8225UG6VJxtS31y5WGMWrHGt26DG0Fb17igcfZd0U0Jyo2PSluPukpTsOSXlYsmpPF5WWbXsHRStIrA1u+qr1hgipXywInvSY4a2Lf15aDs5JexyQL\/Ppy2QQibwisy\/awdQKCpDc65+imZrsh\/N0sQiF9OPukyO8RlY45QD9ytVaUcTyqvtYWN+HRATpL+hiOKtL\/Y1fxrEkft27Tx6\/bfr+pY8vffJdNn9Cy6bfI8Yv0ibXVkpS\/tdky6ZPaHZN+W8u2v6V1piFyurWGGSK9jVT4vL3dqUn5DlIpP7lYam+Q3lksbUj5KaTC91M3LJ2nbcAQ6dNLtbMyP99OKnjPIBW87yieWZdxPLN82hwrv7O8ahbUs8otUy6Wu23BK+EySLmMkZS0smrp+0QGhZ9V0ttI10hvJ12nW+mvSir0T6\/b8dDbmvBTW2+eFr3BPTZ+TqOKQ0LaPN16ylNJW6dbTxU6d51uPe0W0vbp1i13kAa103Vp1yHmLPhddkeZlw1xkkjPkgofd9fP1AV+T6Nm3Lt7G90zHdLvYiMRvr6bNCD9ng0ETnpfK+gIvEcq8Ge3z7Sl3G+31iXdbHdLMu9bAd416aBj+Qg7DXPw2WaaZP7ObRBnI93ZsPXDDTvu52ycMfpyfqPdaZOOSG8j3Q0CLLhSY1IpT0hvJ90jvYP0e0mfTDolvZM0In0K6YxU5LRP+jTSgyDA9it1P6nQu0Aq9A5Jhd5zSYXevyEVet9HKvT+LanQ+35SoffvSIXe83QQ3CYEf0CXNwyHz5eMkPxByQjNF0hGiP6QZITqCyUjZH9YMkL3RZIRwj8iGaH8YjKG1R+VjFB+iWSE8o9JRii\/VDJC+WWSEco\/Lhmh\/BOSEcovl4xQ\/knJCOVXkDE8\/5RkhPIrJSOUf1oyQvlVkhHKPyMZofxqyQjln5WMUH6NZITyz0lGKL+WzO1C+eclI5RfJxmh\/AuSEcqvl4xQ\/veSEcpvkIxQ\/kXJCOU3SkYo\/5JkhPKbyNwhlH9ZMkL5AckI5V+RjFD+VckI5f8gGaH8ZskI5V+TjFB+i2SE8q9LRii\/lcyThfJvSEYov00yQvk3JSOU3y4ZofxbkhHK75CMUP5tyQjld0pGKP+OZITyu8jcKZR\/VzJC+d2SEcq\/Jxmh\/KBkhPLvS0Yov0cyQvkPJCOU3ysZofyHkhHK7yPzFKH8R5IRyu+XjFD+Y8kI5Q9IRij\/iWSE8gclI5T\/VDJC+UOSEcp\/Jhmh\/GEyTxXKfy4ZofwRyQjlv5CMUP6oZITyX0pGKH9MMkL5ryQjlD8uGaH815IRyp8gY0zU30hGKH9SMkL5byUjlD8lGaH8d5IRyp+WjFD+e8kI5c9IRij\/g2SE8mf10aATLtqM7VrdoXTsqnnim9b7e3viLGlvezrZFfduNuFfrzSabCqtNw9nYaRy2ka7lJfjunNHymPx7PDjBv1Z3+AuqtzGcBBOlOfFONHt3elIkFr9aBYGk\/3pFiS8aIp3h4Mi7uB0qyGRGToExBm7LJ5rcfAcgiBKL82EcXzKaKc\/mNwfkfV2cFsIIezgY+K1DsJZfzgilw8ZbySOCN7rASGGkFAX+YVZuGtio7Zq8WC4yTkXNpY5Q4pcbLfu0l55x\/7\/7XIL72yKMMgvb06F5pieKR0zzCjvGjNJlym9JYJQz1beRLzZmTj7uYNhNNxEcFrlSdxN00lViPD6I7WtF6A9jrYn0121oxaHZsZepNWSyXV2cNXHwjqg5f4YIAeYqlQJ5DILwb3E+2VqF9XllLOXKleoYxayM9kfDcrCX70\/BgA\/10wnnIRoDJsrkTQhc3zbyNZguil9qVYn9mSkq6YK26xOhruT5wzL9NAi2o2MF\/WpA6NIL9bqCiLT54ZjTkvS89nhYMbA1JVz0HXryS6qq7akJ5xl9UBeXS2OcJ25qqCgyiucDw\/VWOltoLXhOG7E7AqkMjwXwl2Okwol6z4\/V+Wl4PzkAlcXlCA+tOP0cv0Lw6jTP0fHWrINkRq6Hq8uEyC3nV+5tdOXI0U4jcDQScl0VK3IkL1I8s2DcEqcNuz0mV\/1Tk\/nRiZ4a2J5m8w6t0sjuI\/YRHTh3Ohwbydi99ALg+SGKGLv0IubHDHPf+\/+RBbvG7W+zJLZgAFQ4Hhpm8Ek0nmF1svb\/dFokzDdKhWRGutjOyjilM7OlyYXoPIarVcokXtdTh+fJRFfTsBTd0IsqBMOHg4S+Z4cTc7J7YBB6UzK8dib29tROMP6qGV9ancYhwSTdpfvUoK+7f21Wl8x4Gh2EA5qhonX5\/SVFQtI5XzcDtNJS89Jy0ulxRKekxaLaU5ahW14yQpn4WJZLLqRQmNOAksOnpHA8r9CAseOjnZlYAdXM\/wz2uPrGR6Ul98knDqI1IADt7Wx7nSe24nxODQUiDImhFkEaaMoZZooBLYkzueG0QbHPlAIBti2Z1g6i6pQcuJU3hJ2z55EkfL9ZlGykKTuHjI5ySSjz0upGG1BitIiZnIyDWuZ20ms4vZwGs0SuUhfMJQtL6zJ5NHx1mR3t88QSnbHSUMRm8quIAbNGGQCjRbQ\/8XE+4MDZ48XLrY9iwZkDEsQztRn8oReE3Vh85oSgUGCGgnG3cle6fQHs3DgrsNK2CGkaMD1\/pRpc7LPMmpDPEbPpKUUGuHs\/gnoboSIa5f5eC6xJv5JxnmxpZDNnAsepKRFFSJ1n9bB4e7mZOTIR6ZAv+zxNh8TiYSAR+BGto4A3sNVhMX2w2TGZNFT4yd4HroBhT1gOJwEB5DeWjiWDQ8Jub4mWcp6PwpX0YI1cUQYx+HYhGc0zsNwe7s5Hh22EfpBf2SwcxWr+dXd3f2ZjM7sR5auN0+XgrNnXjGKwll1AJeMH12bDsF5u9baVfiADiHQl6IoNHbY5KsD3FTXvh1ug3Le1sbEWVqmEkRvUSQro+8LRNDfQVvW0ozBTfb3qgM8XJUzM0T+3awhK2kKD2q8BNk+GBLF92i1EBcDQ\/19mkBolpQXr+n57gJH\/aGq4w4fon7DdYoi\/D8wmohAhF0d\/L8wAwZQeSgknId9uhs8VH1nJ9z9BtwEGCOcF3CcDswkD\/4H9NwkpXitqbhD3sJMChsJBn5vyq0Rtzdj63DijJgtjfHrACqLH1Hvj\/fZEw+DcMS6DFnKKj+MSpPpwLk0l0AoRPubEtTcZFeSzt0YFlLe5hX0IyjoXJ1PhajpTMowKWM0eTumD8FzgCmTRSSzDP2QCC22zFvexqU+Y1U3MpWICLf6wI5\/vY9LTqBVRNzqJ8s54jzI\/uec\/MJoiKs6PZQ135kEbiygCYAzu17A\/u5NxuHYLaHF\/fH2SC6V5W4wS3JpGHXjKiOZZct2OW5f73MiiA3fVgy1VPXe\/uZoGO1ATDoWdjuTTtjfraXsSSfe0U5yVU47YtpjzQ1mMuzUHAmp5nZwP5xiYByyWDHc7TkW5g3Npelu3Pavosze0B8FmRmJm1jS9hmS8k4Yx\/8q4QTdMo6\/8Q+w+Lkpu+W+nBLy6QmgQJKcABaivWnYH4CxGO1M7kfWnF1KIRIciHkGfcnS2GBTeiCvlk0nrnDMNnallQsuc\/zQZU505FRhttnqeFvOd4bVDaUH+9bo06+Hgs4mUlEJD4Zb8buI+GZFQmbm7YYuE8Q0YV3PwLhskaA8Zey+NGzHBwl2Fte4XD7bM8dkfaQT3CApqE8j5sjtjowFqVUHTOVwe8iGj9LTytL8DGu4ifjxE1vOc+gIAbWUXLIr7tfiyzgt+aTGk1J8JZfjRohxxJh5V0yQCw4Q4y\/YN4zkFh0DJZztc1h6cb1YCmy4cEMvyajlHpv7LXvNLFd97iWUvoiAHUPSknBotdKL3+ldjF5ER3GHREE9bzMBGypfQJQpqCxqIrrY6HPANTI0WKrQKG4QjTcXF4rbxrZ9aKiDs+YKwJO0xy2JQci5a0dz05\/3OTVLYALKTKdYLTDiZ58gqKC9Zq40CBu3INtr3d7buAOAZ1sGHLOxDBj4Y9H+9jY3WliMofhrhjUW5RZ+\/Ux8jRmRR5WLDs6JnTHnM+afYrVi1s1XWEWUmvsz8VHF8FOPiWM68AXFL6G8CMbqhMBFYF5kYbfOR4CX8GmKm9FktD8LnWeHkdvKjuqftDrmWN5Yc10qr7raa\/i+uyos1s4W7wnI6Jo5ucgjndgU3Mk+yLFSedjwZNXnxvu7AfaCiYgU3r2zEQQgIgsNZBng2J7bxypOXWnR8MU8Lu2JsZyO1VPVcoaSW+jHLDVXWolsrdBwoOMpVQc5scZ+ghqZwzCsakuCPuPNPNfCMoJwP7aIaTMv4ZcUVm7OkceHkl3Y+MSBZDsiArlLsyotD+NIuHhrN88IxHNvynP+6qp94ZbneqHZllzBPWlawA6y5xh6mZ3S9mXtfOxAuO0x3lwFgZlmrKI5cB8JxDWJmNHYelD2ZLJtlbsexvCyXBA4AKP5MsMM4W6\/0ju77rOi16u1Sq+52rPV3PT14mf9jJDVfo+rkYZecbqVcMGhDSEWx+eQIkEqdoBM0RuOccPbxtBTzNlNp8ZRkLb70yEc6sEw2hv1D81iWBEH3BSN7sN\/a7RPXMX1tmcKSJJmOOcENWhw3g60Zera4ajPaXfHNsjvGaBtsBvagBpN3FSTxb2q4CxZXylf3x\/NhtJ7OF0dhqPBhp0KJmiLBYXsUQadvTfnspwBysGk3pdom1JLsX64Z0RisEk8Z5Vz1giTy8d2uJBY6AVp05u78l9MOvDHgz05ESKG0GVlI4UN3NO9ePI3uT23nLzUU7mkMRlsxaglrRhNBt2uaJqBYnFF8gE5qcdVrlYqNfMkC9tpdJlbrhhkX\/HED6Ns0\/rQMkc3EUCh8govuwoTbNQAE4YWIxa\/VmqetRaIBVV0omFrbtufraSt7DL0ks3L3IKjquR0cTx2+yoWj5jD7NBiX+8Wq9C2i1VzgWneT3jJu8Ect3e9GJyXQlJVqBfvTqrYN+9OqxYtyaR2qcwdrN\/ucYFW7cpiWU7MwTExEIjRvhJYMSXurtfoKDvlx1fJ9VaL9ap5S3fCFN0F70lTOBt3foqF6qe8XFbzO2hST16usYKBXM6ksVOngCssoFWsuGeQV1qAe1V2lS0Zrtzmd3VTGptr4mvKzXoL9Tbwaw0r8Wiuu1j0ytMzkf5rmP20FrUY9TdDiQ\/pPYspx47XctpPkephX6LYEuwRHQ\/EoKu8XUkqWUHarSkvXkm5S1IgRmPMvpbbBCFH3ptNXC4XQ00nr\/dUfjYJ+ru2yG5sDFjTKK\/YlhlxAJR4gZ0xBq8OL2A92NIszcBECMwW8wCbsjsg1CcHoXNVJ6PBGWOyCFhgz1cTW+1lcNeHRNCnh1UC9zSJzD2FUK+akdhy+cgBAQ80HIlEDaMmUHceGzi2zehvO+1qRJ2zuBIcO981Ebv82eHgXMhWwvrF2HmEekxbuvQHQ4JzMoD8bIgpnfV396rR5Kl3cp0KaXyPKYhCmUEJcjgoSgQ8t4UnHxfyUhEv4VzFlx8UMm\/q7Hq145eaxbYsdW2epsnS8djwzjvkYq21LlfP8gpMtJ6cNj\/3cD\/zcmd6h91ASwGqACXHVMXvMs2PW+KSF2BPUJUAjWF3wqN0jUpd9kJSPYdgB68jU1BvR6kbCIco3pg9xXuZOcaKoCS1Mfgn7+30o1AtKM9kLPDOPbbz+AHTc1QuU7QIT5nJEI6hh6QW9NSxnamCpBb0tGHUskdS0TYU9c2a4xtn4z3hGNx3e6NUmwzvb\/TU87JAp2LqTZ7+GbeJ\/p7xHIoS65Dww9u0+r\/WNWGXWVS3uqzlIBxGwWR75nbPQKpg4y2aa4fJuLs3YNIda78ObHU4GsU4P0fZuq4x5BeANA\/sGVRS2Ufiuq9aDjpIQ31dcx9tipW5wf5e7DSR\/xWNTC7hMT3P4+o5U5W6X\/+iuYsWBSbEiO+ykZB6We6IY\/WgN3kOB89gn0WGckxDY56MqyD0\/5od76A+mYxHQ250Rodxv5\/EDdohhIipcFJAnvcRU3fgjDBMxevjikQOBvxLMdi58EnFm5IKc3JPK345rhAvPgU\/EIMz\/HCgsGxQ\/9s6MsABQEEhDqU+aKfBwCxiXPOnmRphWGAfysAsUwL9swxUOBLYhzPHvVYfuxOpl2v9+\/qSHJYSVLh8D0oTsBptcBJN+XvYjostu7UQMMBLbEqALFKvzukvxRpg\/NBUBT6q1XOhZqDz6+rfkEsaZONJ35etSHXm+y04sc0ZDfyYVq9ygbB59f1xvR8HjaCe7eQN3A5i6bsPUf3ZOC6FmMRAfMztDDW7ys+YRf2jOYdk5v6v5JxjWbPVH0eM5dsY6V\/HxMLE711Rn9D2YrM83+jrKRWRdCXcjtTXPf1i\/OQMGPlG6p89\/aOeG7VI4Ve1+t60aG2JzA8bqxOmwCUQ9W+5Z8K0xKGrdhhxyvPHMjHirb84jnQRWLENzQBfNs8axowLHvEDIvU1T7+EaAxhy+I0LO1vOkK\/nsS\/AgmiIRH9VT0HIq72Ca2\/Zmx7vLNP4oIdwl7coCa7sCqo3\/d20x3pbZ76F3OtGzAEfIWr47xtXGUX6J+b9vd2ZCPAZVlW1xwBWcTTCTR+Ubqsrj0Ks6hnZqzF4ojBZ35L9U3qEZcA2wadpGaDlSP3ReoJ6pEXAS1yV+BldjV1jXpUnLdVG1LMXFBdpx49D7FoZ3E74js5GEtLtvq7RUIN9juuyL85ztuq7zHkRElepdUT4oKtu89pUsdB1au1+o9G8oQHhv0xUZ7d3cm4JqEj\/EMJkfy7uVocnwuz\/T5n1BTjeazCBKUyZOmGMg5WWBbrB7JYdnMVeWVRnp9FwSrJgwHAP5gFBzhQLMF7w+mEqhdkqxr79i2wfYe8p37oEpVOB9RUvfAStVxcGZdGzdQPZ6vL8k74QL0oC0v2vQvqRzSbPGYsJj5Sv2gxEzvxATD6jMdeoN6g3uOJY0S5xWkceRpCWv15DK4hH8p\/wWn1Qo2pl9DR37F9Gu5Yc87H+vQ8yPgx7\/DUP3gyS1227JoJUsV8LKo\/0VLDBjkabrEJH6l9SW42OUdkYtAcNzur+KXIMWJ69Z\/quILbv7maD+nk9lq9K6f+TospEWoP5tRHU8USUKReqfULDGul4WCYdvvTBtax1\/ACeoZ6FYKI1vuDdqfWoQ5RvMELj17z\/nAusjcx7pnMOpqBrF+UeXWz4LJW+59OZP+8sWmLNmfB354+2FlyWVvxDFomEfvlpGArvyPCPhEZWJHUgr6TGGbymud4UrCVzxrAHgYRPRmrZX0iU7QIxV3ceXi7TFILqki2GjVtvJO6K+YAFmlVYMaMvtVTv5vxF5p2LAzryouAtukaNofzWxKAuipbtijrkfFm3KOaZXVDtmxRGhZkzKB6hLopU7QId1kIq0g9St2cFGxl25bND2cfox6elmx1sI2Lk3o+j0uLtv5e28CCBOPxWYDF+a7Q+FiR+qTW3+LytqaXCqbsIq63HQFZxG3pdy2c7IZy3fc1rW\/PAizOOdtzDBSsO+ZBFm9HXiSwzlHLyV4t3MasplJHxD+hswhtEfQRjJenGKXJbDbZvQSVnzyKcylCr0iR0pqhbKl7KDtLGZ37qaM4nQm+BLUpyitNrAKnm9UbsUkwasRvVtpPy9GhuHkk7v58b3MiXg3jWzceCrCfdzDLbQJ+nQPLEBPgLzigGVMCfb2DMrmcF1B0WTJvdEC6skrLsH\/JwWxXCfhNDixdJcBfdkDTVQJ9wEEDM78WjP3NCuVXvB22OOtCJDKZqZvVjZeCW9VoRfLDSzEyqqTYA1zBVj7HlGVc7BDwcD5btigjA2r1B7LXgLKbLVsUOgRUZiYwPWaRqlV1wQBP79sfsq6rQ1O2tRX1YW2K6wnbjiAd\/Lmtwpgb7yet+IitIGKCP3ha\/YUtWheG8kdtucV2iJ8QDJ8rrU6rf5wDm\/6rxHgiWPqcrcoybqsq6j+6qp3haOCark0n8kOrz9sax5aZQqD\/aQ5qlQDwFyzYkDH0g3C0jXC+aOHxhk8TVVM\/xmENYBt3dhqF98rUX2DSX2bB5pe1DfUHtuR4djNFT+\/1dodjBh2qt+fVH8omHxfeN9fCcIGOcLSZqZb6K+7PgzG6vdbfZS31p7LAPu6hQO62V47bxsv\/UVmQ9uI1kCuIpOIlaUWJfs6ldg7T92M6JWV8iU9p9TMZWIdW3CK\/OgOqpBfKP6sJKjI+g3W3ek0Gq4W3EE4PwsDctsD0b3IKIXJofBeD31Zvz4DkB8Ir6rdSXondye3xZ7V6h2axxJevHapUR\/1OpqsO0bfJvszyu7KY9T4F\/jc26Xc1hbgmM4J3S5CI6xpTZpdlakd9uVJ8MNNBYB7TBijZrGge4IqR+bOU1WpKOlK\/mtOfSavMVCAhE0BUb8+p\/6XtDYxxxV\/k6Q+6skQo8YbsNc2LPf03sWwkuAAN9eOe+nIK8znwA\/nvKaTGSE1cAE+KW9MEblqz9bIP\/48USnsL++cUVkbrmCzDKvuqp\/9PWicuWXKP8UpP\/d9MFcNUr\/bU\/\/D6SbA5wobr\/+btoh64jeIgRrhz+nk5YgFHvqN0XP03baBd9MUZi2X1P5kXc2y5xAuzt2oCVA9ZvcHihAP1Ek99xBuzCI68e3uL5tJ3Czi3mlvna2xy+\/iX6hU59YPeCJ8WxT0Yhvcb3PflGKthzrmqeMCasToXvIzAZGjJbvSz3AIPwkkLFdpkqal3EWGT1b27Z8i9N6f+Q9yWbiJiirLkPptXX\/buN3FmeXbHoR8hhlgM9RMZcNl+lmORibHAipVAsL85m4bxVzve46mfdPXl\/hanpiIEI2YJRrh1sjXV8d7+LLkAfXFO\/ZyrkG2e6z4W4msdZH1ygBUzavWgp\/491uisgQfY\/vMid0b9i4hIFghicGxwL2\/RTHNQPu\/I1cNZfyCieElOvdDB\/AORIT68\/mEHaeFZsLsc1sPxvjX4L8\/pH\/HMPLcn98dWOVIf84gjGDD2bH93PFfzm7aGBlarIvUJjxOUAVr0s7JTGfBvEY90axiTJUcM5nZ7aN4kyET894vqW6wqDlR7HAtjpK94kdQEeyH2etqYiLasqB\/KmbdhmOIPaPW\/LUpHIKbZB7X6PxkYoSy2XvVCd8wJd\/eIcklc0d1S\/EhuMJTIxi7dI7XqAPv+n7lgkENdezKZUfyCK8ayoNUXuUI2rWqmRq73zdL7J099Ka5yBM2e9mVP\/dcYbpu0+vsRdvQrHm2Is7NgKkNRdZnbr1vZcHD3x\/u7qxgEFE69Mqf+t7W5VMhQ44pX5dQPEBRjs0OXj5mM9VKe2TcfNhmzjqF6Mi3Z6pKsKLt5+UnE69RFQItcDk1AmEk0C7Rpn4lcfjHUovsRRrKKPZuah7XYn+vmIRattjtkPLUhCSjXk7iSra7PxKahJOcx+CA8LFu2KM1NVtjcp4Aepx5zFGZR72bloGFZhxFH8rEXQy36PYQRBoT3zbdz6E89ST3xCMgiPtsKISB8ASxiU9HfOg+yeOgdcS4zCZF4Kk9XT5qHWLTNkVEQCV4T2dT62zJli7Fln0yLDhCXV7ekRVs\/2EbN0PzoPIEkM4dMVXQR0CJj6kzfk1XmQCs2l6RoEQ7sWEpI3epF3B7s+yVAyaL8qtYv1kjO6KZoAXUv1ZHxVNJPDtyrfp59Qk4\/wS5LawfRMKmvc3iERSJiEpvqjdr22BHhRMHGmmQg+GsOkYlinrYI2wbGrH83+9dWCoN7iPwGN5HcmRo\/dBqO48W1woWTpZJY6+d76p26716bvMBTfxDvhDbgK+CamYENtw8W1Hv1mLbE3Ciadf8lrf7QhHNHR57YfU6r98UV4pCItYsR4PKP4rpUulWRIiMRhM9r9f6LMYrpQ7YvavXHBgHlMAbtPvWXRhZ9fJcpd0giR3cxJmes4hg\/VSZAdt1PWpe8DE26RG4yH6fV36YE5BZKKDwEgU\/p8+Ehwbhz55DsO3Pq0\/pggofpy\/bT2pkSrUXe\/6CFU9kwCdTslMLtyRRPlFifDPA+\/Z\/dbUUNRyFiB9P\/Rc+YbondieTVa3LqvzIhMLrT5C6DdQqj+CYT7CKBTPIw8kP4GdEsPRq8iDjXZjgwBN6TUy\/1CEvu1EMMsAG9Ko+nh1IwzzLLsOc06b2e+ikvGrJHcIKL7wRa\/XE4kuG+xutvMRITC1vv1GuyPN6RV2\/2JDjXxuKod+bVr2WQau4Rwlu8A0EBYrp\/IE+QKYaUsTr7u4xM3Os99X5P\/UZSJ6fW0mHAJk\/Nhzycn7hGYFTiG+f1O7JQNsX3afXbCagdEjRAl40yvibPlUdcI6yYmytuefLqdxJ4h1keNzAVMP6pBBpsTfbAfGte\/z1bDVvyISpyAX9Qfc4zTwwCcynE0Ui9ILeJVjERG3Fb2BoIW\/\/LO1ID+PN5rky4HWJFWivhX2ArGUgtIv+B3BRDEaOfQcFX1PNzYoUn29sBc7YfiWw+mlf\/yWMLpV28uAT8KU\/9kQPHbpKAP+sh5t0he7EgWirqXXn1x\/CRuW6m+w946AxbOC7lmz31J4ycMx6+1Dbug3pPXv2lZzUT\/TFKzHge1HhKW2J12jZYnZq\/9+VxjKYWat2CFfU33mCyRdyc8HiW9nvz6m+hzS0PYs++tYgImujPWP+mCNkD6+VwGWeF81mjjMXZbDrcJFYUqQ\/l1T+aUZgZNEP5WF79F5zmXRyt5IMY38cdWgxyH8D4fvU\/EQgKxEVXREdMo+IeITcIt\/v7o9lcBQO\/T700t4ewjaa9xVM\/Zn8X28J0yawrL9dno9ujCBW9C0v92kQ+26I8DhxG3Lm6QGVYSEstyzNYxX+tYjeQRxO601yTlxYC78VAr24\/xpXrNlwu79Ck2EugBfO16NVm+6x9AbJgyqVi+YwDLBqAeU+3hBuL02xcbeupewtMC4GZIU4OgUOtI2MNU0D296r4fasJNsJhZHlgQaaJhRaGUdM2s+UF22\/FbT9zxxCP6cGqcKSWZxKYaGO0yXqZB4Wi3enPLN7naT1f6VNzCKnzRlfS543xAqu4FZLS+AA0jtT6VEEkJydB+ywBfg4yOGLgEsNhMT7oqdzGHEQ9ul4N5OkM8lZH37Np+TjvWls+Zp0+K\/NSYLVRsQ\/EcvHLuPh5Wt4+LktbFSzAPUaLH67Ld6IzUPvqa3EeGL\/4WpoHJ0\/DljeqQbVUE+Wyr+4qxY68HlqJn+kdTx7NnUg+SCxdGSZ6R8d8ch7H9H4R0qkUyfJxaVqXXYR2aXKXl5rtCgDpMBHhFQ7oWibwKx3c9JhAr3JQ20ECvtp8S67R6ckXiPx2p+pLf9dYUZabXXmNmpmla+vV9F3kdfL4MS5cLzWJIG+QqqT0MPM8MHnFeKMpxq8FbzIlw0an2mxI9zenzwwfbmrdi8dH1I6+aXyUPP9KO3pMrLuy6SY7crpKPpxZJVkUn3qWSrIYgLJ82QmT9SLYgO5TXpmc3VVpmKH9UWjP1flUCFFW9Qxnale9LS\/03FLuCFVO6GwnnMezu2FK8uOQfEg8HyQhPxzAVfro9yLS4nqBniH7yYvIOhwfhJRkBBAz6RXNxtxyHYCWIfVpSF1U71OZktlzFcKZRa3Owl2z+8gzO\/P8TpVq9kPrjljWC0g7+1zSWabepzLtTICEXOKeYjz2hXHfeEr2GepnwOCUiw1vMGNmXnMzYqmce9l3v+Cp\/AExDFP4oqcKu\/sRu62UvuSpBUu6k6B7eib5Wjg+R\/QfG2sRNmIKHt72DP+RjSCtrSck2TAm+BkVYS6CqVkHavUIVK+SDUQksQuRmn2c2LGfjNMOLxvI0PEPHObk7xAtQRfZEHIQUfeYlY8KZx7MtMNt5RXGyMhuBrCPVwGvrIPnTnY3h+Fq3\/4uv2HFm9vKNm8kDb+KSLOv6wvlS+OpfGqsVdZYa\/kVT7taYT\/pBebT\/j3YgPlqY91vV7Eu1VrN2hRbkZvrIX35o7x8PAS3GP8FZWCZb5jCA3mVG4Xn+luHbnfvhOnjkfwczYoIZ9kKeWyHTzwIWfdHlhaEjz4azO+ZOXLNq9K2MJNJfV5OLWQFtLg3lQdpnHsMrQhvWi1luVye48WCvZwEVGwe2zWDdVt4lbY\/eLEllH2ucUcYkN+Ime9UGbGT6PgXWoiY7aBR9nvysykA861bRxhFn1mucnYwxRWth+6AJj8\/dNAX5LRXzYDniUBjJjy9MKfk5IrcvgFyRzCVl32OruAXn1K+fy78auuu+XLcxdGwHxZ1XyhV5udrpFqG3fMrqJL9JYNX7LAJrvsVtAoU+d5q0LN\/8UOq8Wi6bJHSUzcLd8+m5wPNKue+NcuS7TbKxY5P1r5Alg2MgmebpQZr7vctNr\/BaR41MiAXL25YvcudNSWZDoJkSfTYimaxWJaNlU5U4Itv1jHTms5vha3fiSNngL3Ar+GYmFrnpZMrwKpIynm\/2c64O+TsNJnKyR899\/CyTQbWZ2gkni1ZN8RsO2GSNbTnQG402TZDMMwwXppTueGWoZm31CP14zldiEzX4aBpYNSyjDr2\/Q5rYHEHXQG4hJlis+PKd7LLlseUaFlBeABzVyHqss49LT8ot6vmU3Cq3JJJ0+4LaV45EBOZO13cKCY4eYkwkBZOB0bGC8bzvUtAi617OusGuLQmJnY5MOBjwdmqcW5XzjTl+Tq54+1uIJATpaL51t9Jjk7yIWGzEE9V5QRBvM7PBJkxiPZdelxZQWviSnYkEmNRi0TB5APHD\/kUlsnac0DkZE2irFqvg\/WoEa0RwhjNEVk0D2qb+4QA7A3Wa3PMEPsNHo9IP37uKL8iCBv7hHamlPKltIHKGy\/UrBTVbaQFnRwV2I56NftJvpzlYWxPK96xEVlD5g0YhkgOfFjQgjp2CRbYVCXOkRzqOSkzwDfm1PJgHvQm9GoeJBLFUDyQU\/nB5P4xGyZOXdJZAR2MkEU43jpMoQsiHsQ8nTVtdLSgFuWh+zQy\/De3a9Sjc0uVdFeRCjswPc+A8KSl1oxVFYwyIA7lxBWLRycCjCGe8aPu6jaNgcmt+0WqyeWDS0lDxV\/5VjXz5T7dNh\/AxEuYR\/NstbLVeBvZaictLHTdfpwbFOXfneTTH0ULZhww9QpD2fs0s0XjN6NGtiJSb8vp+d\/hRUwszql8yWkXZGcEEXAhoewbKt7iMO2hA5jLcvaeBDR3K47aJhWZS\/Ec200nDZTiBl4UJy0Qv0YDpIF4ajhStFvYlYjIOqF4QJQXE9423AGiY9xN5pqBv4fNuTwZE+yBSH9UNFzIztl3OYRA5MAhyG6f\/n69aFCUd1PKhrhPLE3EmcI6oKoNvNwEkh0ll9Ps0AbnbpVPcYR7O6DMKANzxXnkDYD8Dlkuwak3ZNryK94YYl80LElYZnTJcPryxWH5Y2mH7O9ciBOv2poSbaSzFcvvKhfRUq+W9XHWz7RvEdyK21QnZkbGscSNSE7OwzbEvKnX5tUpM2FOmO\/21GWQc9236X1mY2Ixx1ygYSLH3emoOm6E93N4AnTFPGn1lpy6ch5kVjezd5XpLDg\/3OtMRMTI9+oEVDos7pqzwbK6BhHaOSd8mNfXJsVUR96a09cdYdVKIcPr9UcQqrGqH4SJ5yZx8hvmuQ3ANIfeh83Dk6PvjfNw8M8Y5+ymRDkDMOQirWUeSxB6chs6EfDMTxzSn5ziubjVVgnNmxdVOOPfE\/\/4iw3iTAO\/hDhEg\/BRrWZsmb671Ly7h6tH3msFd5Dk2FE75XWJYVDKw5WjypI6Hx7KPh+pgmZ5GKjr6x1YnXWYtu95PW\/f\/OzNvOtnsF4dKcGjtZx0lf2bIM3WPb1KV2xc7MpZZLFB0ljv2nI46KLJ1QF0vQRUOkyAuW2CyGeMEPOR7ejdOc6bMapFrCLLU2JiHDQmYOGLPvusvULxTrgxRNOtrsl5s+EM1aSnWfxw2Fbk75cXAOhcYccGlrFhoRDqIBHqFxP8qjxCdq+Nl7ZZt2hlFibe2wGrRe7sjnHbem6Iusr+RnkFwWcm\/rjpYcNacCOAE2iMeyLi5fbNqIDKgRktClwgVUAcKkBMxw4oV2PesBXJmxVvad+MTceDFs8mZo1weJaV\/CXHV7jE+BbmMc86uR0VUCzFpQ3Ykbs4fKat\/vigH8l1V+geg7L17HHdOXJsswg9U66EsmBNVNo2WrNamK\/L36Vhu9yy0eUnKm3rDdHaZKtvxrOpvAw4YPNktduvqg2OUrSU1s3DnTaGleaLnMe5SThP1AAcDvl7Zv1CNThiW8yzIqi4u9nE9HodJp6lhR9+wIKSuwPzixxyrl+9M5lxETFzRS\/iIOfysQ1IGtvZLExsyWF9IwLMszVA1djUTcauLu+alTD8e5xLZ9WB\/GKnkPQZpBataBra3s1PZXGoV3Eu0cXOZG93gou3RaRfNBJ+sHUZawgMhZuHGUqo3tRd7sVwsaj42JytLsGEVGYZsfH7fz0jkLIW5QgzQhd82NlgSUwCcavK3NCds2x6BYvesGiQHUYtpE+XoqVJIRBFBpJDjySUIfsZwSqd7xue5TGycSMiWa\/oEl4aexDTMgikR+zsJn6UY78i\/bhpjtRHCAp0kq0rcTOxvel1kGr7BILMjZJGFMbdF842iUHZ0WCDJ7grprNP4EiPw\/uTgneRMlREGXLkYrUBgtIMo3WLWR03wvuPDAHtGSTMfVICN3FwYiaClutzobpYTcGxqBFzJCXTiz7abcxeMEcH7qKYTgacNz8kVp9jvxBrWzbLGnWJ5le\/sxduNZgfn8gUu7I5YQVxC0QXxXlaM68D\/NBv2F7KQdymbYa4iXEFKljNaZnL\/z5RMSKc264NisYwyuFoRPy5KpCFBMLZ3EAW5+e0ZYaqcvJJda4JzIlRFbnRsFlCGfV6lasBKXjzTVkL5kENktkzVBCYPFI9x5zKjwLYIWNlxfgGMjlEleVXldiAyDAWS1yP+tEsVjpLXX0KpboYHECGu+rPc7bMks+j9ljNhH5uc14P46VQ5TwrH7v0IoOfWNlcPDT7k2qm6+KuhaNLMBokHDmijolIfZED1xyTxvgTz043F+4\/Y2qrIktLknWwQKNEXpH6Qk4vUkcUy35dhTAeioDJQeDsd2xlHVv2NuRclQa75LAjZ4dwUCZQgwbQZD3El9wM+zOmlPXvSzTPBOZUibuppKS7+AN0Kgx5j4zoGZ4R5yKaHxOFU8+5ogSoJfrzbJa4bNv2pFKQvdjs2e9nNe\/CZ6g+kFPpYlD36aXJJh0dME6M3fIgxE8IG5bmMWwB5sFsoZH6YE6vWBHH2yaX+zn5Jq2z9U07ydxG5fQJuprC7Yo6aeYsxlm3hoCVcGoO3rrERkfz++T84lBi8hWRLCb18j1KqdJE6ks5fcVWZpb+iXPLwdx8fDmnrmLZn50SfUN2V8sXplc5PQTMNkqk1TUZkxSbNi6DcvraGRPsTNFncuo6KQaJFD+bU9cnk1I0W0fARN2wPdnaj5rjDsiuLYeQnWT+v5Lj6BEPL0h3tKKhWhGOP5rTNx0ML7GtfTynb94aDZkexLSiHm66goq8y0DP7lOPuBRl2Ssz1D+W049MBI4YpLE\/CsUht11hKqBqJ1L3x5PxoShRNwYZr4kc9hKrwwEssszhAQRoDqG5\/t7OXfvh9DATMZ47bzQ6hIC48uR22\/zVON2qdddMUAgXbY4CViViJxf\/uUGv9Mnpaw8DhjnZjKl\/DcMktZb7KJl4T2+O0HMTOXRWh3Vk5wRfkdEzi4QwzNKxvrZMorsHW8JJsHdKmLIZ8Ha4a22\/vc5CczkZADfF3IycyGdR5emoJC5LAW9UrsIWCaih9m3WFfIeBEA7YDOw3T3TeDEC1JUPLXIoqad3aViqlAUaiIKDROfSgBwW4BtTZusPZpM9jhqQSJyXaWOyy7nGjt+bszLDqCwrgRCntCBQ41pYhuZxxymVFxLUKRvFLE0n\/cEWTHFLOYe9NS\/359FiBq9T9fy8uLyuH\/WiPDY7tgutLNheXKoX5NVCHcLIQnmPFiz0Rme78jAPJmOcTacV6p2eNmodl\/+ZcPtQaAtDl1wGX82pRxgNUi\/UekFypX6ErbLb2c1yB9cfOau52N\/aggWVV0uRxFEDfE9bsxyXO8LqM9WxuFzGmaAzA36WWjHv2WC7oI6brNNYAkGmuJqcrU\/ajlv9wxGiBnAqmls0crn89Zy+LDP4ZEn8S05dvg2lDXtqZRhXGOpVFI1VxnZ12NyfRSKK8dYIi0+cSvZIdOFKg9hC7MbSXIWmEFvDno7YWkfd8UCs1dZ59ZK8vsaA2mEGdO1mrBeRenFeXzcNt6zpDMLv3Q\/ROBdgX1TXm35KU9RwB\/ecKMIqDNuh32DqfMJI3A2I3N7iqYftyQHicLxVZB4xRqDdmHzugZvS0Jyx5AvNN+Hnzg7lEWfVXmzWYIkRPHxrNNzblN9kJca9HZ7jXy7p8\/qRcIcknQWJ7PS\/NK8ehf\/VDvcw6QipbOcSYo\/2L4Fuz19uMo7Yo6M1yc27JxpnYQl2RqMtjGujvM7LR1qL8nQ+0zXH23MMnKmKv1AGycpwe7u8sy8RopWUFJZCa+tPLihvYD9T16CaRYOPYVzmqlDK27zT7IItVRkkywiVZPgLW0I9Kppf6iKYzg56IiC6WNwk8CmKhqTWhyy86dbOIV3opb2LYcuXQl5jQDKTx\/YuDV+R8cULw1sYM4R4hJC024EsZsbo5BCpl+d1Tool6U\/Q8puSa5keGvMUCnuXgi6043e+RieV5\/7kX6VHYjY4Ff\/tbJ2gVmQ5esTRyK\/b2IyexpWGzivzeJZ9u4ULtgGqlRIX235RNku1WmsWZUvVQUf++B45r1irFs21nrn6JCNfamz7gfsr44W6ubhdyD46WLSPkuSxAaUluaeL3yksVxsbUBSsYzEr7dAe\/1OWlr4xSwkntu9Ctu+Fub4Xs30vxR0Wx\/aCjyuzh3gQsKK8babclTj4cJfTj+RiIm8cZAt\/tiqEF\/amWGmWtgW9nr1k113jqzfm2Yjdg1oLeZArrm1WdiAW24LelFfL0rGM3kJeRbTfT+gmUX11pbzcS66q3R+EtkXNhMif9bTvxOw9obk+d3+dvlIVfSGX9+\/qFmsyn4VGk6t8KVFY4PJe\/ty9EfliUuhx1x2jLK21fVSwbSooL2fLWcRj9u+orZgpOk4vJCfs5FVXhZuTtGrYvwh8Cn7N9\/R6tWbzjHmNcFnDd1+mvbwKF+1uZ10wr0glgpKHSSERz+vySn5v4cDF6bl92XjNRUGi9PV4Zkzcm1m297ngpAsDHFw4A4\/UG\/Lpg7jVeN5oTSQRv5izDi11P1oVXZF8QkVmE1fTkJH7FD0AYJT71WDB5LzGvwaPJW4ahOZNPK2HYiH12NpGPLS5pzIJvhDZkH64IdMM2WzXb8kwniL41OIBy9d2xDGA+EEGZ24A5pm1UtfIHzkMCOj7ojPm7Yu5brB30QQW5h9ieua5Y\/rgMLdmVmheqMgLJMEpmI+lmiKlhWBd\/oy6K9n16gpLKE3TfIFy2eZ6sS04Zr8TmZRXXDk2DMfTB5Luk5DOHthvQiYvLU+Zons9eVmtmn0reflFjymvkMch5vlCBnhlCkyu6K8yZFFtYjGsTxn01WVEjk8x619ocd23Le8dVe6sL59KViyYdpP5QKDDpmB79rVGf7TBnsd5xOkjrpuW5xTygw1Viy+ni+1OtWxGp+WvxdMhWa9R3CDJFd1Xp\/Pr8vepCuu38e\/C+u38u7h+B\/8urcvfpFpev5N\/j61L1EDmayW5GT++2uSyXHInsD5YmYDsScE5tS7Qy9gKSC6fu1i\/wjyUurIr\/15V9xtd0qtr8kf6rqkI7NpKh3+vq8iIr1+trnUNjRvIlYstN4CH1TnRkd6I6SK5SQz4zX6dfx8uymBk\/4igjmKReaRw9ShmXOg8+i7+eUxlVVo\/tlgqCZuPc09UHt+Wnr+pLQP4ZrctPEH+8jPpt5SxQ6RPZOJIvjUomr8f+aQzJeHz2zC4JLcERkC3ymBuE8DtMrg73N8ifHLJ\/CnCO0sVmZmnBC1jKZ9qWHjaWZM8vVUtd+yAvz1odtvmg4zPqNZlPN9BHEdG+MxaseTLuL6z2miZvzz9rFK30zFyKdq3R+RKwr972MAC7cSTVyFvZejLaipipsmvNrsdS2uNa0Bst5nJ9To4wlZ1terXKvYj76dr\/pp943VGVLgtvwhSz47VrWGvFu8otlrmfs92dXOp2MASkCsTbGzVfKadrkXmFWcvqo1VIeC7Qa66CV5DU+Vb5JbOOoEsm6sGfrFt\/nLn6eyzrBOpuj+c5d6tNxJdfTQhAaIAjtJjKlV5Pd40PDyukn6h\/PGxoJ4oLe0q\/lY7AU9y4rxFUrRJ+LwVx0u4uI2dTHp9Mhqf\/fD9U9rNsyRPJYkJP4280DZcPb0jT+PIPLODU1MyulVMplOX1\/3yGW5syXvy4euybzQ6hzESjcrDdNdxUojzmTYLMUxMsIh3MZn9pXiebZ\/LMcaxoNzmsthCV8wHRCV3MmhVGwlfp+Ca5HISlNgo4xWiTbbXKztt35deyV\/FfJeaFn61jID0GpGfBV0rDJJeJ6nt83rDSSysG+hC0Mk+TMiS3iipI3WTSA0\/hmypyA234J2pNWW2avVi+66uaVG37wzJoWd1M56mwa5Uixa5leTusopl2Ttur8bJXTZnwh6RWqJHuil5VIWV52CP9eutdWyr9PhNq74JrH8z9ssu7CewfPy2+Su531JtBLBhW31bvNpuF302mwaFO4PYnn07NobJsQ\/nnoGl4SYnLn4HLUXc3ynjI31WfBJoi6ahxb1bKQRx4TYKnbhwO4VuXLiDwkZceDIFo6pSuJPC3VIwPN6TWP57ZQ+xU\/dd6Q7z3bJ+3dKm+D0yjX7Pyeo+\/IA1Y0x69SM\/UPP0IBqU5WfN5kOU5suw5khqHa8QF0UcmAdxYLJVPnBcl+TTsdsClwOohKvqE85bQ8JVR4\/+ubJ46y33azTluT9OoNI\/TkBBVwh6irM4j5zDDBbLYj0u8TcNKHnlS\/46jsihtZDK\/MCkk\/4deG0yApEaAF4R85r8xi09lRTmTiUR9e65MG7fkXPJcOzyBaKEBrE4nfYdoRVdmOtBnDzjbsrft0gOWKgfs09Gx+6UVzVTmrM18eO5\/EW08CRnQu4D+LcHpsf340HOoZmfNaaz+mFm9aJ6n0qm1uvHQIbp6H0Qeut9IkGZX0nG6LEm7GTr5Yt3F7XIMPARGPCJ9hj31oUgw7hMA7mh+AQ40bi\/F+1wy6A+zvnBTzAcGIrbEsWyyGm1EKAuMukns1X0Y2T1KWQ16tvf06Z0O1KVPRzjaQd4pn7H2EjdxYiQeklYOxfcE1j7m8fEd3rFljgehWbDPA5i1igtyJYdFDd88otFqV8KrJK2OICEHGb6yFpmG+oEF0BQ0pF55W2K2p\/7zB5zy6bvU4EXYLyB+LPPlqCVZ54w2Uje7p9Seua+U2FK3HbZUgPJMXwJxMPAp4nPlh8iXgY1GyCRiR5jDiQm47HEM5HEpo1FbaqcieVVJdAisbiHDjzm40NOddDkKG\/zci8kvz6H1fSHThQ486OMtpjBea9GcBKKk2PhhtQL10X5AwG6MMNBR4fH0h3TTFBb1upu\/wJJfhCa351uGAVfVoVLU7HV2nOkDkyR69gE2x1Fkx\/u7BG05F5tuGcuEO+P39vkhlwqEORm1NiHcLYlj3MKBxd1xUVnXi8k1FfFBJpfi4ZxB4xdTtZYVW+7vzscyfmZKYQL7swIGWZoAvlCXhf2I3NolsPMlv29O2y4PgyFtiWuvcloYCHQlBcJScGON5BessgGQLXgxnmLalsaGMFU12LbABtSoE0klbYuUl9heZuGMSDGVl9m+RpU9c8xjlkO8SajNDeo3B3JdbCJd6YoUOEmSz43aeSlI4YuKNx22LaR+hpBQhGOaYSaR1s73AZtJDJmg2ME6p\/oeuo4+ypBgtCS\/zpr5v8DEU4AAO28CXRWRbb3XU8m5lEgEQED0oAIiQNOmARaTURabRxbbUMTBSWKQENAL05hSEATFBwQBxQTRFBQBETM1IjgAIIkgiKiAiIGRVFEwAH9fv99zpNK9\/ve99613m+t7971XVenaz\/7X7X3rl27dg3nHCKRGBfrmla88OzTcc3ujeQ3me6GLG0+4eLhZ9926u1XXXXReVedMignb8R5p50x+lZ3jGvjIm3dca6j6xyJVDV78fgY\/n\/J8bHRhnHOxcVFnItxcZH480fdMO7WYSPzXEKk4T3OuUauqQr+s6Klq4xxLuLMANfZxcXED8q5aVjyKf+n+seIbBG5TQ1jrGEXNbxwZN6wMSNzRiT\/eeSIf0s+L2fk+JyxLsH9x2Luj2CAuiBZEYxoFn\/JqFuHJV8\/Ki9nZO4No\/qunntR7pg3Fo0aOmzk0DGjRibnjRuROzr3xmFjcpIvSkk+f9jIUbfmjsyZkDtqZG7yiFE35IzIpckVqpR826hRQ3slD+uVPHTYCNrl5Y1Kzr119JhRo8fk5sgvw5KH5uTlJI\/ISb5pTM7IofzMHT9szNjcvDfm0iQ3+YacMTl59Cs3ak1uciB40KjRI3LGJA9LvmbYiBGjbgt\/\/6s1OSPyaDo6Z9jY3ORh41A7TKZloeqG3Jy+gajcYWPOSb5g2JhbER\/wRg8beX3OuFvPSb4s5cqU5D\/eivobckYm\/2V4bt4wdShlV\/6CQWNGjR82MnfYyAk5SJwwamRO8g30Z8yo5FFj4ObljKAvw24akZt8eV5OXm7ylSNz83JxQ05u8gWoH5qbfFHOTcOxCtaI5HNzbsgdOYoGI5Ivzh07Vv8bPVrm45gbRo3FQ8Rfzsg87OgFY2TysLE3jBg3lj7SHgfkJGeNQO\/QnBQGPvTYWGoPH5Y8Midv3BiGJPmiXfmP5Yy4ftwYFF2fiwdyxmJur2RMHT9qBCrG52D5TTl58N5YkHz9sJEMBkJGMmaycShiFBVjxiHghnGjR2F78IMRG2rCksfeOA43MqoIHUV45BIsuGaEjedNufSHUBg9agz\/yx0JOSp5JFFkTXMmTBg3Zsyom0aOGjHsf+0FLXOS8cNNdNk6lHw57hl7Q+64m3KSb8R7I4Joykm+PmfsWPQPu3U0kqk5LMU9FamML2\/6HDH+W8d3Y+yH26hZ+1tH13aSc6uSmXo9Jjs3JHLihUgZ4y4bdtM4wsm5npFL\/vNTofH5\/xR8\/x9PhX+x5v9\/U6Fx4\/OiLgujKAidEbmN\/zvNhf+1GzT958nQ+HIc9J+cDDGPxZP3\/+e\/\/2b\/nfHv\/Qf23+S\/c\/7D\/2JjTjnjBBfm4HNHjRjqjOxt5LrIKe6ziJsS49wp5\/yf67i4qVSa5vL7xreJuMmD8yIxU92AZrE3D86rjlOebzDJubnxLqEnW6gpJ5edDNy5Z+zkGDekHtwz4ZoA3hEzNX\/JCbForg9fk1DAvskVJGUPoPlPvWILnGtYDy+IJKwIK8xFwCPtVaG+gBWRhF1hhSMxhe65faqwsl6FXZGEqTFUKCxO6UGF4zrHFv6ziqkxCU+EFa5AxRspqtCnXoUnYhLWhRXyMTI5RhXq27AuJuGHsMIiVJz4oSoU16vwQ0zCY7FBha1UGJymCvWNfCw2YZkqTM1K1GYUdHc9dFlswvIQTaJ5dXosI1O\/C8tjEzaEFVKwcHyqKnSqV2FDbMLRsML5VOjeSBXq9\/FobMK8uKDCtVTo31EVBtarMC8uoSasMBobRtaoQn0n1MQlHAorFNIF0PH10ENxCYdD9EmadytThfouOhyXQE61CksZhbM7qEJJvQqPxSe8QbCVxbNft2iMg70Kzt2D8ya6SCRmkht0qedHxD+FM0HMZDcoxfNjEu7OSqx0kVj47nvPj024uziFSI6LmeKWnO35cQl3OZfsIvHwT77G8+MT7s6rTpfeKW7VU56fEOpNgP\/wTs9vkHBXUnaeizSIKXBd4j2\/YcLdJ5chvyH8JV09v1HC3V+VnOQijeCPyfT8xgl3jq\/+wkUaw6+4zPObyJ6OsqfAxY3x\/KahPU3gj3zI85sl3FWc0l79LXDbSjy\/edjfpvAfX+r5LRLuNr7saV\/j+S1De5rBH\/qZ57dKuCsr8S4XaQ6\/70HPbx3WjxAFq+uN4zGhnS3g39bK89uoX+kar0L3cRfPbxuOV0P43U\/z\/Hah3yRn2nmenxjKaQZ\/3xWenxTaKXt2DPb8Y0N7JP+RUZ7fPpQfB\/\/QPZ5\/XOi3BPgfTPX8DuG4t4Qf86Dnd5T8E12kFfwLSjy\/U+ifRvD3LfD840N+a\/gzX\/L8ZI3LWUH9Z1Z5fuew\/jHws97y\/C4Jdw3O+3vgz4pNnn9C6E\/5p2G9uO0a+qcB\/LFfe\/4fwriVH\/r+4vndQj80JYtMj3h+d9kJvw38Wxt5fo8wDtvGaJE4OWD2VOXRMpKf53r+SaGRDZm8Q07w\/F7hoETgD5\/v+b3l5FOUBKa4hu08PyVMAo3gD7nN81NDpzWEf3Cm558cym8A\/\/b3Pf+U0AntCPKBjTz\/VMlvK\/kFblZ3zz8tlK9JuqOP5\/cJ7VQSGHiV558e6pWcpvXsPCOUo8l71RTPPzN0fiv47R72\/LPC+tI75BnPPzvUq2SybrXn99Vk6aj+FrjWuzz\/nLC\/CtpN9cYrLZSvIBzXwPPTQ34T+O2be35GOOgKnk1tPb9faH8i\/CUdPb+\/9A4IJtFDvT3\/j7I\/nERb0z3\/3FCv7LnrfM8\/L+RrEnX5k+efr3hjEsmeU6\/z\/MzQHq26rYd6fpbqz5U\/C93FEzz\/AtmDP8WPKfL8ASFfSenVJzz\/Qvk53UWOhX\/cYs8fmHDXvKJOgT0Hl3v+n0J7NHk3V3j+ReG8kJzkDZ5\/cT05P232\/EtCObLno+2e\/+fQHslP\/9bzB4Xy5ed7f\/P8S0N\/xjGpH43x\/MtC+QnwpyZ4\/uV1yXCqm9PE86+QfxhH6uf\/4xjPvzKsL\/6WJM+\/KuSzI83\/oKPn\/0Vy8LPsOaWb518d2tPIksyOgHlNaHxMTL7rv9Dzr9XkrVSQTHJL9nv+XzXoBEmzmMnu6nzPvy7MkEo+R97z\/OzQmNYkjU09PX9wnZwpruUoz\/9bKEdJqWK25w8J7VTyGbTM83M0KeiUktuIA55\/fWh\/LJN314mef0M4iEoyEwZ6\/tAwySTAT7vF84eFTpac\/vd4\/o2hHCWfrU97\/k2hk1vAn\/2S5w8Pg0rJZEiN5+eG9kvvt997\/s2hXq04nBfq+LeE9RXMX7X2\/BGhXgXnuvaef2ud3wrdqM6eP7KenDNO8fxRoZz28Nud7fmj68aLfWs9v\/09HC\/Jn3mF548J5WvncLWSRsgfG\/pZk+61PM\/PC\/2jSdex0PPH1fm50OXO8vzxoZ2Sc+FTnn9bKEdJb3E9\/98e+uE4+Jet8Px\/U5x0DPRet9bzJ4R61d8FWzz\/jrC\/HeAfs8Pz71S\/mgR6lytphPy7Qr3aEV3zo+ffHY5vR\/gFv3v+PaHfNHnnaxEJ+fmRug5PdbOaeGBiJOxxLMCANh6YBGBdaAQwsoMHJkdCm9CRv+p4D0yJ6mgco5PkgIBbgJxwHZzo8g96oBDAbG2mHHHIA1ORY05qQDJYcokHpkVbJADUvuuBe2lh7tCBoWsLD9wXBWIBep3pgSJEWe+UQK673QPFtDDlyiANSzww3Xd7inuywgP308K6rdNNh+0eeAAd5lrtGD5o6YEZAJbVNGv7n+qBmYgyczXNZ2d54EFaWM+Vd7rd6IGHAGxCaHdTW+iBh6Pmalty6sMeeIQWNh5qMWGZB2ZFWygnrVnlgUexyjqYCDBlkwdmIyrcUrDl+s4DjwHYWqR0cnNDDzwe1aE4b1FvoJ6IAtpVLG\/rgScRZZlDM3hNNw\/MiVrVCWBeigeeokVWYqbcXuj69\/fA0wDmdun4cZAH5gKYDpkbf70HnolapfT0\/HAPlNDCxkPz++\/1wqcUqyx8ZO72SR6YB2DmKlNU3OeBZxFlkagWDZ\/wwPxoi+MBaks88BwtkrKvCEQNrjeCCwBMlPrx\/BseWBjth4A\/r\/PA81FAvjq4yQMvIMp8pV1b150eWARg2zaZu\/uwBxZHzdV4rPndAy\/SIhyPqW5JQw+8BGA6WpNIGrfywBKAcDym5j94rAdejprbAFFfdPDAUlqE4zE1\/+2uHliGVTYeOjJ1OtEDywFs+8yZCe7cgLsCOfUOTR54FcBcG5yaPLASwCagdi7D53vgNQDrnbYWDdt5oAzA9hbKMENu80B5tHfByckDFbQwHdq93P6+ByoBrNvB2ckDVQD1Dk8e+EdUh3LSjj4eWEULM1cZZuBVHngdwJRLVNN65q6OilK+uGqKB97AtRYJymLtHvbAGkSZuTpazVvmgbVRUUqI367ywJuIsoSom5GsLR54C8DGVVZ1+MoDb0dFyaobD3vgHVqYVZr9D8V6YB1WWbRpkpe28cB6ADNX8+zmrh54F8CCQav4ij4e2ABQt4z\/5TwPbPRWFbpfL\/TAe1GrpGP7pR7YhCjToeNaj+s9UA1guVWp59YxHqhBlLlEcznnTg+8by0YWvW83XQPbAawnkt5t6c8sAXAlKsfY170wAfRfugwmviKBz5EuU0ndXBDhQe2AlgHkwEWr\/HAR+hIyu4V9OPAZg9so4X1Q+OR\/ZkHPqaFjYc2hV33e2A7gIVoY4CC3z3wCUC41k3Nf7iBBz6N9kOJ5MvGHviMFqajCS3WtfbADqwKOzg1\/9l2HtgJYB1MtERyJODuMjm2NE50Q371wOcANnytYia7\/hEP7I6a1Ahg+Bke+CIKtAaYcYsH9iDKhk8tWh70wJfRFtr1PNnGA7W0sHHVrufdKz2wl06YzzsD3H6PB74CCE+\/U9x2hUgIfA1g3e4CcF2VB\/ahIyn7TikvcO8q3YfANwChcm45T\/TAt4gy5TEAfTM8sJ8WlimVSPaM9MB3ADZKSlZ593vgewCLBKWFM17ywIGoSyQqv8IDP9DCROlut\/l2DxzEqnDA2Sd97YEfAazn2g71\/cUDh0yUjXmhy2\/mgcMA4ZgXurUdPXAkapVmpmWYEPiJFja0mpkTTvfAzwDmRM2BNzM98AuA9TweoPtVHvgVwHahmk5FN3ngKID1XOZedpsHfgMwc2MAHp3qgd8BbDw6A3zztAfyY+qiBKue88BEAPPVCQDz643HpJiEu2syL9C6XOgeeN0Dk2lhbu8KkPmOB6bQ4quSO4IWrT7xQEG0RRzAW7s9UAhgyv8Qo4dGPQIuT6rw4LXq3SS3KsUD0wCsd3qq0fJaD9wLYD7XpcXo7R64DwUWuFrJdyd6oCgmHNfGALef6oFiRFlC0kre8O8emA5gg6G1v+sSD9wPYOOqCbjgew88gHLrXTfC8OGGHphBC1PeHaAi3QMzAeYVpcjcAlcz2AMPRs1NAOgwwgMPocOWX83l5HwPPIwoc0kSwMq5HngEwLaH2l+kbPDALABbhATM\/tYDj0YBHcUj9foxG8ACVwM+7FgPPIZVNuCdbFyvCLg8YGT4MjVKk9yQDh54kuo2ShGAueUemEML03wc45r0Nw88BRCe6knFH3rgaQDrtkZpdy8PzAWwUVIkDB\/pgWeirlUq\/nWaB0poUSeq1zoPlAKYKO3ptsZ7YB6A7ekaAHTt6oFnASx2lMKWnueB+fTcHKUU1ulyDzwHYLEjHZ9e74EFiDIdGqWB+R5YCGC+UsZd\/owHngcwc2XV+NUeeAHArJLyuF0eWBRVrpPpGkV0CCymhU2OWAa8sKEHXgQIfVXoapI88BKAKdf1yGknemAJOixwtbn422keeBkgDIZCd7kmRwgsRZR1UFmk4SUeWEYLM1ctaq\/0wPJoC+mYc6MHXqGF6dDuySZ5CKzwwcBe6DYPvIqoug7+NNUDKwHqOnjtbA+8hg7roLJ6YYkHymhhbtdac\/FSD5TXV35gpQcqaGHK1fOMdzxQiQ7ruWZmp2oPVNHCZqZETdrlgX8AmChd\/2084IFVALaecaJz+yMeeD1qlXZof6wX7aujAPutIL2FwBtRq3oATGnqgTXomFeUJV9Nzf97Ww+spUXoq6n5U9t74E1amK9o4W7p4oG3oi2wyk3s7oG361mV\/35PD7xDC7Oqq+Wk\/IC7DgW2ZjUk9bS8yAPrDWBcbet2ogfejSrQFddZytEhsAEFoUmTuRn2wMZoi2MBVu32wHu0CBflKW5NKw9sAjBbWwCcf4oHqrHKxlWr0+bxHqgBMEcpvX33igfejyqXjimbPLA5qkPbw7jvPLAFUbY91C5wbmcPfEALmzWWSM7wwIe0MOVKPXFXeWArgDlRl+VvjvfARwDWDy109z\/mgW3eXHLrfA98jHIzV0\/sZ6\/wwHZEGSCrkj7wwCcAZlV7gPk\/euBTAAv17syBz5t44DOAcPkt5ELVAzu8VVwKn+CBnVGrNM9+ULSFwC5E2TxTi37neODzaAtN2ePP88BuWphLGgBMvsIDXwBYP5QvBg71wJ76Vu2\/2QNfRnWcCPDeGA\/UIior8eJAR3yBB\/YCmA6dz9592ANfAVjGbwQwep4Hvo4qV0Js+4IH9tHCxlzZeHy5B74BsGwsc0961wPfRs2VS5ps9sB+WphL5N1RX3jgOwDzrlxSXm9ov49aJR1DfvXAgaiOnjb7FwXcH5BTk\/mWejfJzbjfAwejcjoA7DjigR9pYfcHHZjLt\/\/dA4eigGZ\/\/h4PHPaimLLNPHAk2kLA1QM88FMU0FzePskDP0dF6Vnb6Dke+IUWFtECluz0wK9RQPPsSGsPHI2K0jw7N9kDv0UdpekUc7IHfkeUhYiuhmb82QP5saEoAduu88DEKCBRXRWfITApNhQl5Uvv9cDk2FC5Nh5jlBZCYAotLAy16ylb6YECAAuqDgBdt3mgEMCcqB3zjYc9MBUdlqY1Bz6L98A0WoRWcRJq64F7aWFWqUVhRw\/cF22htf\/i3h4oooXpUHxuONMDxd4lXNtkeGB6VJSm09mXeOB+AJtO0vH4YA88ENWhmfnmcA\/MiOrQXL5llAdmIsqcKOUt7vHAgwCmXA\/WP7jfAw+hI1ygCt1LszzwMIC5RDoeeMoDjyDKdGj2n\/aiB2YB2ECpg7VVHngUwDooHRe+54HZUR2xNmW3BtzHqG5TXzNzVZwHHgewAW8MsOlbDzwBYCbpPmdangeejDqqJcCShR6YQws7Xmtm7lMkhMBTAKZDM3P0IA88HRUVAYi7xQNzaRF2e4rbutgDzwBYt3XsuG6\/B0oArIOaHFlJHiiN+kOLaUIPD8yjRZgmC9zGgR54FsBEaWbeWM+q+VFzBSy53QPPRQFN2Z8LPLAAURYismrasx5YGLUqGWDAKx54nhZ2eygd3T7wwAtRHZrLoz\/3wCJamK+0Xb81xgOL0WEbD4X61qYeeDEqSivHXcd44CVEmUsU6ju7emAJgPVDR9YFfTzwMjrsJHZSjF7OTAq4y6melTjRRXoRVDsGeeAVAwiR3sTOkJ4eWIGceUUlakG0TfLAq9EWKQx4WowHVtJifPX0AFjT2wOvRYFUgHlXe6AMUc6dKuVT3MNPeKCcFqb8ZIDh73igwoB2LnIKwL4vPVCJqK9KjpfyAjf8GA9U0cKUnwzQ60QP\/APARJ0KMPIsD6xC1MllDPhpABdd44HXAb4q6ad+FLiMOz2wGsD6oaBaMccDbzCuFbXbXKQPwKLnPbCGFknZGfJugZu0wQNrAULvFrjfvvHAm5hr\/TidAd8Z8cBbtDBRvQEuqtfzt2lhTuwFcGknD7xDC9NxBsADKR5YZy1wyckAJ5\/hgfVRoKkFVUrA3YAcmzJncvOcvNkDG+l2ccoERS0XJCd44D1aWNQqhdW28MAmWtgEiAdomemBalrYBFBuO3mTB2oALLc1IxJsXEPgfWy1SWaZ6jIPbKaFZSrltuse9sAWAJuvOlqc\/KEHPkCUdVDP25cc8sCHtDCrtB1JlmtDYGu0H8o7N5\/kgY9oYT3X0eLIQA9sAzCrtFUou8UDHwNYupeomCIPbAcwUdoqzHjeA58AWFbXVqHmLQ98Sj9sidVJqOd2D3wGYL5SCmv9nQd2IMpcopW0qqEHdtKibiV9tKUHdgGYr7S+35bkgc8BTLlSWGkXD+xGh\/VDm4ubT\/XAF1En6hWYFmd7YA8t7LZMi\/KxAzzwJYCZK1Ebr\/ZAbVSUrBr7Nw\/srW\/V07ke+ApRZpU6eOO\/eeBrWlgHZVXWRA\/so4VZJVHDZnjgGwAT1Qyg11wPfIsoc7vWgUfrjeD+qLk6KKS97IHvEGUroK47pr3uge8BbGMs5bNrPHAAwJSr53\/b5YEfUG49lxNz9nngIC3MiRrzdkc98CMtwjGfmn9bjAcOAZhLzgK4KcEDhxFl5qrF9OYeOBJtEQ9wV2sP\/EQLm1GxAKnHeeBnABPVEODKernkFwCbOOhwhSd54NeojhaWrM4PuEepbgp0ROrfzgO\/RX2ujdiMfA\/8TotwOk12g073QH5c6EEdkZYUemBiXChKj+63lntgUpxEnSRR7LeO98DkqCjlpNsv8MAUWthgKCdddJ8HCmgR9o4Haws9UEgL66CuVK7b74GpABYJ2sCkJXpgWtRcLVuFXT1wr9fB1q2PB+5DlOloCdD8Lx4oAgizMbcat3mgGFEW6spiI4s9MJ0WZpUexf36ggfuBwgfjhS4BUpWIfAAgEWCzO2v+AyBGegwc\/VAKj\/BAzNpYeZqAu5O9MCDtDCrWgL8uYsHHqKF9UO7+4dP9cDDADaCmjU\/nuuBRwDCgSp0z1\/ugVnoMKt0tLjvrx54lBaW2KU85RYPzAYw5XpGN\/YODzwGYJNcyifXc+LjAHXKz5rjgSeiypVIkp71wJO0CJ1Y6Ia+4oE50RZy4vmVHniKFnVOXLDRA0\/Tos6Jx3zkgbm0sH7IiVfv9cAzAHVOfO0nD5QAhP2Y6s6M90ApOsyq42wuXxtw51HdMm4sG4\/+Oz3wLID1zp7M\/OiB+cgxW1swMwcN9MBztLDe6Q3A0Vs8sADA4lNnp80nemAhQJgWuO4Y6oHn0WFzWTuShtM98AKAKdck37rcA4sQFXZ7ilt02AOLaWHd1hI\/q4kHXqSFKT8GYGsPD7xEC\/tQRDMzId0DS2hhg6F5NiPbAy8D2DzTzEy73wNLAazn2qqsW+yBZQA2fNpfFG\/0wHKUW881ZWfs8sArtLDxULQ9HPHAClpYB7U65TXywKsAJkrr2dxjPLASUWaVlvibtA6EwGvRLKagatrTA2W0MO8qcF\/v64FydNh4SEevTA9U0MJ0yNwfrvBAJS3MXC3Y71\/ngaqocoX67Td44B+IMl9J1EdjPbAqKko9f02TPAReB7Ceqx\/lBR5YjSjrh3SMnuWBNwBMh\/pRPd8DawCsH\/LV7BUeWBs1V\/1Ir\/TAm1FAVu16wwNvRa3S67\/N643521Ed6uCWTzzwDi2sg9qqvPKFB9bRwrKYlK895IH1UeXqx81HPfAuLUwHz3LyZyd4YEO0BYD7ul74bIwC2kakN\/PAe4iySDwW4Ia2HtiEudHNjRt0rAeqAawfrS31jA64NcixTkTIMK6VB94HsFFqFjPZ9Wjugc3IsWjTSzX5OR7YQotQ1GTnvvLABwChKFLPmR74MCpK1zb1RW2NdltnnjZ3euAjRFmI6HZmdqUHtgGE\/pji3v7NAx+jI\/RHgWvXwgPbAcwfOit80MkDnyDKzFWL\/v098Gm0hRKJG+SBz2gRWlXgVo\/2wA4As0rbiGtnemAnoqznSlYnz\/fALlpYiChTVq31wOcAlimVrNznHtiNKIto6bj6sAe+ADAdmoBz4z2wB1FhBwvdle088CUtrIMK3NPruaSWFmZVO4Bfe3tgL4A99RbQJd0DX0UBLaYDLvLA1wCWv5XFpl\/ngX0oN3MFHLnRA99EAfVjXz3vfmui6Idm5jMTPbAfwCJRGeblBz3wHYANlES1LvXA9wAmShnmrWUeOBCNRG08RpR54Ada2NDqwmrlOg8cxNx6F1ZPBtzDVP\/nC6sQOGIA\/ujNrLELqxD4CTnhdUd4YRUCP0db6F7KLqxC4Bda2JWKALuwCoFfo0AqgF1YhcBRRDld9PQGsAurEPiNFqa87sIqBH43gJuTugurEMiPl2uPl\/LwwioEJsaHyk8GsIuNEJgEYKLqLqxCYDKi\/vnCKgSmAPzzhVUIFABYPzRl7cIqBArjwwsr3UvZhVUITKWFOfEMgB7rPTAtapWAm7d54N4oYKL2euC+qChNpzaaZyFQFFV+CsADTTxQTIvQV0yO4zwwHR3mK11x9ezmgftpYTrOBhh+hgceAChOOV\/eLXTJAzwwA1Fmbl+A1\/\/sgZnWoq\/u8ArdN0M88CCAXbxJ+dVjPPAQgCmXubMmeeBhdJi5usO7fboHHqGFieoN8PlTHphFi3mKK+moXeiBR2lhOnrYrFkacB+Day8m6JC7pKMHHse1Ni3jANw0DzyBgjCFsQjFeuBJRFkK0wPCs5QsQmAOgCXWxgD9D3ngKQA712h1WnK2B56OKm8JcL62VSEwlxaW29oDXP2IB54BsISks+zsjzxQAmBWKXCvbeqB0mg\/jgFo38ED8wBsY6yVY3iqB56NitLF26FLPDAfIOwHs2akB56L9kMH6Wl3eGBBFNAeu6aedxciyvbYWujufs0DzwNYNtTS2E6zJgReALCMq2Vr688eWEQ\/bNlSYh3ZwAOLaWGiNJ3KEj3wIi3MJVqdHtelQwi8RAvruVrk1HPJkmgLnQH\/eKYHXqZFeEoqdM8O8MBSABOl99NHXO2BZQAWJQKa3eSB5VFA\/XhxnAdeAajrx88FHlgRtUp7022aNSHwKkCdS7Y\/6oGVUVF6rbTHAg+8BmDjoRP23as8UAZgASdR91d7oBzARDUD2LbTAxUot1VWLsnc54FKWphLZG7TXz1QRQszV5\/Tdqg31f5BC5sG+qQkQ3kvBFbRwnRoN3tWSw+8Tguzqg3A4CQPrKaFFtNGMRH7F2L8P+oVc09e9emxbTZP3vXWkdheN5616YJ2d\/\/y9dzYFgkXxrn4uQkubGD\/pMx\/UPtIY9e0UcQ1djGukWvgGkbc\/+UP9+\/++JdqzSLN74k41+KNeGf\/foj+rRDnvle+4er+Gv3bHizMO\/VvdvBAsCsP3zMLXMVlBS5uDGvmQzzXL9G\/k0GKqClwQz8rcH0P6t+14Ma6lf69ikLX\/TTuV89j33RFodsxWP+WhP7dCJ4mTy10MQ\/q334AW1DoZr7EFmoVF8FvFbqKTYWu4U6ubL7Wv62gf0dB\/2bCVDegGUa6c9mmnDDZDZ\/PpUA7fYajL2647Hu\/QN\/R6JMZfR2jD2H0zYs+b9GXLG7IMxy+V3Mrv6vQbXL6Tl\/f5EO31bf2he6h3jxCTOdp4flsJP+k7+DZoQ3l8f0EDC3Sd+v6Rr3QHVyub89Z6zYUup82cxbdzsnvW30Xrm\/A9b23vu3Wd9z6ZlvfZ+tbbJfv+i9kCdmvb6ftO2l9E63vn\/Wts75rdiMO6HvlAjdhINcHt7Dzv4eE9TS3fy9hfE2B+\/Z7fQ+sb3\/1nW+hG9VZ3+9ys3x2oes2EA9ewaqJwa\/l6TtafTPLY\/OnCt1iPHvZCn3jynXTFm6WdhS65Rh8zY\/64mKqm99An5Xi3Tb6WHRq\/qrjnb72xNhD3MZewnOld6e4ri14KHQm96C34\/WSKe7JCvtgUt9G6jNIffHout1o3zHqk0V9nejWrLJvDt3A7ziFNuTJQwsUty10a7rpq79Cjjbc\/A0qdPHXc9E3XB\/jkXUmMfz3Mfx4u7ZE38iBvcGd4jo8v6nQdd3JxeNhZGD4kob69kyfmemLMn08pu\/E9K8o\/V+EybxleBrDs7YU6OMkvSHiHorlQUsbOtFV3wzp8yAOIRdi7KVkw+t5JD2GtH8nIzGdkcDjY17UFzaFbkMF3l9T6A5s1tcwGL\/fPJ7\/MB7\/srE+UtH3KHh7yK+s\/BGMPUOfifDA7iAebsN19JUYfM8Ut51JeF2VfZOhzy\/0pYU+qtD3E\/pUwuVXcHu8Ha9\/DfZLoctvxoVAx8DgCacXujczmYhX6RsCQuE2HpFMZef1NPznCt38l9gbvk7KfUfv5nP42I33VqVgxLVc4G2fwj0vRpyKF\/9OGCzRm+x6aZ0skM7aPBgvjeCRXb7eJddr44TCt4Uswzy5OZYJ0xlhQzpMcnPL9Z42PfwQgb3Y0o\/UO9XE1DqCPL7Ade1a4Jaep1ed9VYzw5Kvd5UL3PjVpJpdxNL3hXqvWK8Q621hvRisd4D1uq\/e7NVLvBiIu+ndT1PthVu9W6vXaPXGrF6O1XuweuXVbTygF1n1zqpeT9WbqHrpVO+X6lVSvTWqF0QxvOVFeOFEdmuD9d7mZLdqN8eaVmy5TuEaYbxep9Sbk1Nc3HcFbm5njD0DY68qcG+O17uLdGw+3lihlw8L9J6hXilkhjEDT+A2rKe9\/qc3\/fRSn97f06t6eivPxRfYu3Z6rU5v0OllOb0Xp1fg9LabXmwjZDBwxv2c5Y7ofTNuQvZgVDO2fQOIl0k8FZlDEt\/Js9HWeo+LJ54nc5X4ZxL2dXj7Zrx9L8kcI8tW8ntbEOifxRMPbfFcRzzXmwA+k2DOsPeO9IqRe3O4vTikd4T0OpDe\/NFLPnqfR6\/uuAvfw6hVcXrNhiNjHuljIYe0thgzCC\/dwmXtYgJ5P7MriUvVHnopBcW3sLLcrrdK2AQ+q3dFSCV4bPTnzKwYknJTkvIxPKPvSv7qQ0pIc2jZMYj53RMtdDUthnHprZMla9UTBNc7aP2S3ekxOvCxTp2lYxx7zzt1OOPw9HyBm0Sk\/vYNUiN6yK\/n+XQlRU\/pufpLZ04mbyZySSC1LQiCTD0rJ1pPpAuX0YWHWRyJ5CWHCP1OHNNOws8D8eUt+LkIPz\/P1HhLj4ZZb77TA1\/mXEsWxSQSSRfm5an48Gw9ciUar2ah+5uemerxKAvgRKbODO5R59LmeT21ZAF9nWvHGqJ+F4lmH4nmqD031CNCPQ3Ugz8949PjPJ7c4Z3+7QgO1plBpzMGhXp2xhgczzy+QA+\/SCwL6QTjkJZYwIMqxqMPCeQvROtteKtYz4\/0qIjUfrSQB0Ck3ERScBeunE8lZZ9LSr5cj2D0tAXj7yCCi\/W4RE9G9BBEzzsYq41E+kesSXtZk37SYwi82n8nXv0RwwaSXLYQsScSsUNJLtPx7HJd2pOamzB1CI6EdDyZjZFkuXWLdUPO710YEdEVdyG32bq4Zk\/YkwNmXzyWybS6QvfJHAZvYGUei2KMKy9gKs1iWOfjxRWs1hi36w3dvuqiVXeqZMtDjApe5VJU95+66tStJheYeNO10g0kUyyHvdFXGH2mbgt1MchhqlLXfawdLVgMO+Gx\/tyODdItHOepmbpbK+AaDd7nuhzD6Hhdeel2izWkN1uNdE7gF+kmSpdO7IVGsw+aqFsjth+lpONlnAPKdMND7qj5fyPye6wnYJnwi\/bqtoCob4IFx+m4r5M9GxuC8vU\/s0AMYezG6MCNO6eTvZ5iki9khSvDiCUdccs03BFLepzI6nWI2XA2qfEKxvMR3PIR3W\/KtrADxqTqPIgRI5ngdzAzpunshsswYuvPdKuBzllkmOOJ7lQdlHQmotvMjGY36VCj8wunBYzY\/ihL7gKdNXSsgLeTlWsfMfCrHQG029fGnj38MWyo2ev+7\/\/n7onkRyITI25SxE2OuCkRVxBxhRE3NeKmRdy9EfdsxMWsi7j1kbgNEbeRGjFs7iIJETbN+hevGzk2TME\/Dhn8m9g0HG\/\/LPZ0V7GsWfBvY7fX744xndzxrlsEeXfNfuyxu24+OvCulq1aCYrV\/8VF4iOuu3s04jq45pFjJ8I6zv3B9XIFMc4lnHObi3Au6cd9Sb8YEcAuJim7TUDsLTknozildT84fTwBojrL0ykDwppn551CHQhVLC3qlIGCNp4IoUCXWxzLJVfZbDWoiB1XPcyI1LJeGeW1q9NinatN5w4ABQuQ\/XN67OC8S9PHVadnqCxOuS8jZLyCLQvSk7I\/yLAm5bWHMiQjOy+unwnNzmvWT1pUxpYWVRlRXruNkhqD8w6j7lDG3pLYfiZjb0mTfhKq0rSIkFrVCO04jA1\/R9M2mmKphAamB30JelVWOyk9NjvvFSOceztjXHVlOnW3Yd4RevZ5RlJ2r4zYpOx9ENfxt4\/G6AuI+ahQjaoMa1Ja9AHdfBvmFxkmNCn7IHJmW0m\/bzeivPayoMa46t5hkw4AyChOaWxCgxItIqQ2qIEdaiLDJMMslVCZLi0q3TMMV1biHPrCiIuQZxjxzrimjvg6Iya1rIcR6OiL\/Ei\/rMQclDboh8gpeL1Zv5rMp62MLa8tM6Imc0NQY1z1Z9akOOUrk4Geb4wAOQzh+u0tSSAuqZqU3aqf2iZlJ1sZm5V4mhHO9WPAI5I+EEH7cMtABrwsI0YExjtsPd0TgvDp6YzyRyjvjb1fyutdEX0wIyvxWCvR19iImswYAnqXGPL4Jtx3EI+9ksEsOEh7pKaWve2Jmsx\/ZMSKyEr8kB+v0QsboYXWMDtvppXUyDciKXsoY0iH95ZcwBjuQvTpDEyN9HVFxhvU6ArwovR1DdRoMChZNxiipOwn8SUzyrnhRmTn9abaKsXpHqqNTq\/JfI5RPaJIvjQ9KzGYUdl59wYzirmMmc8BbJEX1ETT4yRkMV9kXuDkcEaNq15shCwbV91INbZSNQFv7kXtrxmxNZm\/gHzNXwy1qhWuDfHkCtCGjPwDSg0NGagJGqBdTO06okR93I20EvV+NxJew+Pb8MC78k81Pz7lxyrM2ys9L\/FDQzDbSlx6pxE1mX+hBmNanHIqHvwYgZ1o+qYYjfHtUhiNqfFEBrmpsYI9QEqLshCWTNlejDPQ\/wkTlytftyQdgyapKv560kr0LzZC8TSu+pF09L+Naxbi6xqabBJjO8Ycpme7UJuUETOuOp6QjcjPCqoXmVI\/YmF2Our2QFSmZee9h3Vl59B2JUTfCqlTyQqzz0b7X1OwcyerQkCU136VEVOTeaYRyOgPdEDjzd9Rqb0eC+MYlomY3lBzaCYMTapFVuLl94woLfoKDxEAqWUxzMHD9KMxg\/ehIrkVU2gFXW7Vr6z2voChqFIN5wgzNclKvBU\/fGV9IgA2YUffiqzExVbS2weNYOuBnLXnoPYGTF6dVpxyGU3SJaM\/xHRi90zseCGdmO\/tCRwQeICS9FFalAJWpP6lgF1Nyz\/C6K6guRy79iPmNkZgpRL0dHo+CcZzVmLKaiOKUzbTpFzjrJH4kYHfj0k95cUjIH+lvUq0iMhKXMiP\/TBXibGHoNnK32YCcI\/sWA2hSHzOSvw83YjSovE0\/TKDXHUZlmpt6A+wWk1SUPc8NYK+OP0Dy6llc\/lBshVRXntAU8cRcCFRB4lQ7VpmcW+tuAPREhKKaHo5EGMOMyRXIKcmHcf8DcZLRPNoul8ih+fDeBQ\/3Gcl4T3TCEKbsXpcjnmcwZqDijkInZtOND8L0vccnPoMRNlre0seo0PDywmJmRC15eOqC6xE2E1GJGWfj4z4NGp0RsiqtLLaxpRDpL+W0VyChbX8NdSyEvTGrYx3kfLaMUTwpRW0s\/RVUVrUmi5+cg5+24jN29KYzukaR8tpBBzjd2m6NiLGKC26BM\/eT3dHKLUsZ\/wL8NoP9G66FoNjGYRZMPpR63G560a88hQ\/CpkNzyiFzcX+ediunDNfQf8PurwAG96CsUjjt5HqS\/jbiIfLMmJEJGVXBIhmTtBkjxLXy7T7EXUPWYmwXCPKa7NgEh3OdaXqNpq0hblOzphGhz4KbNf4ZyUepVOuH8JOwLIGTNhL0N24X6zyqWaw5phKhjpYfbMSX0ZgE03p1RjUGMb7WBivGp9TwyHjWwR\/I5f9RI2P8PRPjM7KjJiAYNKpM5QBofBgGr5rBEZrzzMMl1bivNaKsWXUzU9LLSuhN2V96edMRF5aER1NcprLVxXNy8eM0BTQ\/g6vVUBsYp1ai08aRN3YnU5uRNrAqIOL5b71mH0viGZdocbzNSyZTJ8WU05UGngGYfmgs6h5l4agiOoTYEzBe7eLcRM\/8kxyadHNktGbqjnoPg4ZFysmGjMWfamhLVX7KGMboXQSNRcrhC+SFqIv6JQrZAoHi\/YCrWwi8BzzhyohoZnLrqQzeuoItkF1e6qk7DS64UjQQ3FqgoZXIdmM5fZZK2GsNmJw3oc0YaOUWraPqhFG8whd2idDlY+3YHUMq8\/LWvViyNRYoJCiDAjWI438R0h7j4YazJ1yzKv80MblMStjy2qnGDE4L5c\/TMzOu5C2u\/DFGTBY79VTrdIq1XX3Og8I1Fk01eu14DoCJIAoyegoYDZ3sd4ZocRTnNJd2408YuIkHKLylCjjTKuRWnZO0MS5\/tQ4aCVdOAb5\/fHBHxhsamhRUZOgREZAnGQ1TIuaSK1kqHTzWHu1MybfVZC8rzeCkw09WJ8GYxfWTSD0nyUcfg+SkFK7SmXUkLGcCH6OGlsUzv\/RTkvbfhFZiRswn8U6tWw3jo6hpz8g+Ht5PsKPTxAayxr9RgZnt48R+IZWpA\/o6gcM4Vqqsv\/MSvyXM0RN5j1GDM67hvZfKuf0gbGNbneiFiuS4rsm8wWsa4zQooBRWnQVf5346yYZpxH539Cxq7GQ1bW06G7a+zMEFi40IivxVeSwiKSWraFTL+OUjTT9REniQ9TGoeFjanbR7iWWfUWXoHdybGnRQdCHtADtQUhjcoQmfp802kpqvYPYW0y4rMRm\/Cgrp\/pu1JSxCFXi8r+kYe6jDGYMPx5F6EgtcY9i2WKGrZKQfF8a1ORnmJLxs3JaDyNqMs\/BBmoozaqJSpMhgrRECGZSfphGD9NwRv80HbAw6hy0HA9RVh4ILSsPTFTaNH0iZIBznEZl0d6Sz5Aky74JGKVFP1uNrMQYhcluOpFAVDTDXyQEmShCJloNWaQmKk2GiOKU3fg9k5HdruhIQ8MWhOoMuElajjeDJFSl+6Om4HJsYlaKoCOap32QExKsiOnEWyzxWkeElSmd+zyifs6xHzaxbaoHCS4kZBzD3d0IrDyDfmgRGowNDTQHJ2Oh9qZPWkkMP2OE1t3UMhhsYJCm0\/1SOtesH8eIpXRsv3q4hKrawC3g7zv1UFuUA7RTqByQ66cYwX4FGRwnshIvpO1O3HYG+mtUoytIcP6SPPr2r3kq+3\/XR1WrI0ACiJK8ph0s06cfrE8I2wFyxEymixGd0Q0UrWP7\/dSyGZhJztEOVERxSjf8xaZ6cN5OIuJW\/p5F+JEg57B3ZkZfSoSEOUc7ddUgNMXYiYmHUdMNCy3nXGeOwwgr8VtwDtDqaweE0qJ3YcTh4s0IPioZn2DHAf6U8b\/SmeYLT2Ch+q3jXUjQa8cgfxl4QoT6xxK0ywiTx+4YH2ymTNeUexd5q5k\/5QyhnQ2UgzTLA1dovz8L60gvSdlLjCDlM0Qr1Xgzg6j9\/ieI766o2oPmq+nyHhgkMRHaZEivbbyTsjdTYxs1VmPAl0HsKDNKi0qajDdChxPlIBJhCuhWmnVA7SoxGtN2ITXqpUqNWFJ2B7T11H4\/hRo\/Mh6XAXDM0IlEpkuLStssaJS0DuAnLebEUFZihNQeEnhQLvwQxSFBJGgHJtdVKhetAxpEPnuFQXs5jZh+BgNry7PzJlpJjUuMGFf9B4ydkIahPxMSx\/G3HtueT6fJHFJSHAIVzn\/SjYwILFA41xHEllynhb4NvshC7w41zsX9j+L+B6ykl08boX1zuEKswoCtMNZjQHNNTHXnZGoFXXepSj1dAS2AugLSVxlBGRB1kAibJeJiUZXBZqNmUx1h4amFVgRGnk7LAwRXJt0gpMtrr8JdcQT9eIaCoNfuMJgF861kh\/mOEVqBbeLsLfkd4jAWNyDxMrXKapszR1bQvjmr130Bg3i2GjY91UTztbx2NyUTuDhlHXb0rWBLYCXuLDYiKft2jCPyFbiaCvIvsuTf0yGm08WTUM80khfqiDoPiHARLaIWjCIkijsvGN211A\/A3\/sRcwuDsVK2TcXySSxiz1iJKZr\/uuzYSBPCtbRoB5p\/pMleTOoppx0A+Ss\/VKJFhOaA7oFsUpTX7iAytvJDyzXTJrWsAkJbyWesxM9TjSivvZmmX4pxAZZu48fpAExOmU5YYkvQF3eIZWVvSSk\/GFsRUsv2tTqtjqiDRCiD6mBJ6Ihgc6Mkp2vjnoyTNvCnaqelGOlLGsykzOhHUsqFOJfxnmYl3Z9tRGlRCWL\/KMYiLOxPk5dxZT\/Nz2fpaS\/FyjNwejPoT9KPFCXZWbRNIRqmW4m3RxmRWnYdDjpRO9aBDHxXkuZA3Hds9Nwe2kzp3Dz6rdVZGwgkapvyX3Bn8yg5jP0AtbA9uhUwgvqBj0TQ8GMjtN47lyoPtGH6nIA7O+GnFhqjHvhH+9UeAGUKHjHycXonavVWELchMy5DsqPGqdpaKiPrv8AA5ZE+UGxPmBRGoHi9EQpj1iK5IY4JnEhMNkHxNYq41sifTsS1RiyKRfCgAZ80oSZzX7v1vSVtqP411nTUiG+gN90YvhIr6XAfT0ids0cuEwJ3iNDcYsGsRMA+rZyVWLM\/g2Q1kwEJCYUvlv\/I8ISE\/qh8OhymvAgJR+DP9YlQBaVzl7sIaQ4fYUxAMAzOJWFrHQGkjtYRNHNUnu4Jg4Lm3fq5JywULw5gbAsMRXdAjKseh\/NilHDvCAgdxw3C4wGRldiKbV2czvCtAyK17GScCkQKCIjUsg743VQog0IUp9QwCh\/IBRsCQlsCEC0LgT3uEYxT4Go9Ax6A7RMUyucSSQuI3NPJktUVzPgTse3BSq3g7AgqqdEc93as4nIqg1pVtJ3G7Dm9iuF+kDnRqYqsxSblu0ribAl5cR5tV6nHlcTQpnTNC25sAPLS8eIuEAyIWuKe4w5LBzvuequIl78bkZWYmYHhVUzOpAzaVTG+tDtBOsvwdeMqTWOk8tzPtSRU8irJHcfRk9mVmgIYUElE94OorSxOGUxPYqrIXXchrFWV1KlE3WtGjKt+j87vrITxRQbxUqmSxFqBP7+g7UYF0C4jEPIJVXQbt5kqLAjFKTod9KafFaqhO91FdK1JmoZAJVKzjVBiQaoWqy\/SFcesoulyK0K1Hz0XI7RRnR4w2BUg+FlqsIpiHsR\/ZoOqtcTW6vLad2HEcf2xBcGs5sUpnzLoB8iwu\/hj4VfU1RFYqGnZMIgxEdzUaOkVsQQvOuZ1fBVSvsOKU6vkAJ7MVBExr2FndpXcaiVhNguILax2oSK0C9WFEL7Rhiw+Q7tQ7he0g9yTIf8EJT0XIQ\/Kz3qSgozNWB3sQmUnHV3CiB+EMctKmow3QrtQNcfElIwg53VAy+tiNAZ9nr\/GgRYRg\/NyaKZ9ah8tySn8aIiVl1Hjk3Si5zYzXVpUBgkjPuqdeQhndvH0MyBgE6BA\/KA+hMYRT6fDmREQnGwCKCrH\/Ww7tG8wYatm\/Juo3iBbVmOcrkXL6c8OMZbzYy9SFlByiCur1cHvR\/pzn5VEVI4RrNHY85UYHenPp7hQJQfqgNA2ow\/MZbr5+xNNFvLjLqwq1b35Arz1WAYDuoFqM0A\/w+N3yFs61VzFn3Y0xwUMFj7m9G4YRemMyQfodQx0FcHXJQ3ptqDxYKPASmr0MYL7Uhy1Pg0t91J9Aln9L0R2vIKwATXaq3etIbaB6BKF60PnrkB6PuqmWElMlBjh3HK6vDSdKbYWV+1B0FoMS8wwhrrKFo2aA9SplyGugynXDVMS\/ivoHVLXHJsL4W5B4OOKp\/vRvRiB92PhuoChKz\/OvNQ4qNn4E\/M0lmWwJ+qYa7or0uTTgKik\/8uM0LJKGtcR\/XMEHqJDwXC7PSS+6HUv5trptIKsT43\/ubxH2P9c3nMQ\/C95ec\/5aRLSuJDREZethLYkt0eJBQEUreOeZuer4cW79Ta8cogIpH9gRGmRUgpHDtIAi1pPFp3mDCWbyNSyNixqLfjT+zO\/aQHQ\/lbLcHOYnIV0khxX\/RxmH6BTjyrZ6eg8jV6+YCXWdKlPcGWl5UAE\/X3bCN3wJmWXaUT20Zc1\/B2EwdUjQYmJtXjjKF3CABHZeY1RfhCbj9GZZx9oB4JTJ7TO2vi+RZNudERXH+wRlYvqCDwRuILSuWEuws6LPRJu4WaXahAEC7re1NXaooDQKwUGsQ8KCJ0lFWBGIEir0EOeMCgqWVqiGpEZjoLeTqhHhObVEaWEIqJ+qU\/Ml0mCQgJ5gUBK5hSDrSlLhv+vtMnkiNGesXxXg\/sbld7F7K00YnBZF6j8WYZKSxIidEmsGuGt8W+kYPmnPUZzr6wzuIik7AEYTQ0tJWqi0mSI0L1yadFldHy75vKFRMoWIrQvjE0K2V5mkISqdMVx2l+0JezJfuOqW6OuUb+yWm3wWkplIyI8EZUx1GBS6NWr4pQuTAhd2nWVDVvQ353qr1uJhrlGaEnISjxejCswqB0y+mA++VGzV28zqCSRyag2eP9eLNQe4VIF+pXUaA5aCHOr1tlnqP4wLlxjJU12G5Fa9it2rFN2VAaO4M9WqD5NQpMwfRi1kgAe0Tp\/PJ17MMh09QgWFzZuQHXEgxkMfwoGD6C1XkKKk2vbM+\/ySaCNkG9n7+\/oThfuhtZYyXr+oBHltdfKCtnYkm49y2huwM4eMimPIb4boXnMA+t4Hl3aQ\/WFRF2c3PsRNeSrJALhBD1LOB80lbxzD645Q\/6eg0vSzN8q2aR9akRS9hGG+iw1acQG4TTG6xgccJIGsSPECfa3tyRJkdWTAdQSpksRp41hEABuA\/MoOqlsdtksrUuaOuKJUNJMLQuTZlL2STRujkWdgqRZWtQKV+k4HgkYusRXDWWnsMmLtFfSfFq7zA\/o4kyC5gUrmfBNPCE\/MSwyAIdpURTBnGPYScHKgEw1pB2k\/FihcxSxX+Oso\/xhgIiazKZYpBptFH77sKYjNmtz31ku\/c8nTbyzHXHPadsanobHVYf3wGpvULSOm447U8taElJ4kdXWE7YDFFGTmUrdTjhtjyKmLcRgIiYeexdoO7uXzHVphTYBKnHAg0bogafV0GsbakKWJHJMhrZjqQTZcph3yJpwGNWbOkIX0NTtQ72L7E+CYAzFmv0E5TSkVqUzfNq2aRtaaSWjtd2ImswfKKmhuFWT1LLGDDAy1GEJVCkt5NTAA24iVwGD8743T9oKQSn\/PRI1a01AcNgMPMoWOSD0JFzXD4TECwERlaPLx+PoDeGixaSO0IGK2scRJiEhyK5KdACjoUkle6NQmdsI7VC1EUHEfQHBjIQAklAjuGyDANpbkhoQPIKFABqcd2tAlBbRXf5jrE8ICB0UyXOq831A6CYeRJ4I7LEHDiQcfizQsIkA5qrMemqESRdUR+ilBEzR9fPXCql+ENp73kjrBgr\/qfS8GUbolMX+tbRojREKf+10yTn7mSkxDOIvMPYp1cXa4V0lq5Kkx1IdCxTYlAGB9xQw2zN0jZGVuB5kl2ZoGd3TVHvCSvQVGqGrbXs7obRIe8JdxNmZMKoloys1VvGnHi\/IcA\/Fa9ro3a4mMu9H7D0Wv+pUyXTVe4OkU9KL7nd7aEIXG7G3ZCxlV9W4BCKZJn0pj9W69geI1sTnH7C2UcAI1jRN8J9l1LkYsx8N1wDUygmjYOzEz1MIIZbS0qIZmL2VFP84MrYorFdh4Xr5\/D04b9F2J3+vKwf9gJAyVEaYxnjJOb2qVwqzBeVMzRGlybupoVeyBwYMnqQipymMsnSa6MXEU5h4X2MDz4V0RNfML6stsRLGOCOC++I\/6dlShKrtmZr\/YJlaqCsi3WvGoGU4EdRfS2Ai3e2vs2d7VLWl3WkYdVDzXBmgkgPDGHpYIoacOo32JVbCqDCiJrMaLc9r4n9B23exUAHNEjmu+ihtuyDnKIL\/FDBSy0Zj5Q+onSLH7AV5gPby4yy5Tqn3KZjL+OMyIHg\/bYmCog8RUsnQR3D7ZrWdgyoldr1V0lCRrediSXh4B71j2HWITS1LZVAvQihrpc4CWhq1aVRJjXVGkCgRTo2aTL3RkIqntc9BRmqZ1i5FW2viiTuTaBy6\/dyZKJUS\/or\/MKfqgbcIfB0sjQqi7LzTFJVxiOyFrsb8EbdKg0nZ7RDfkj86IEInwey8ptTkgbeO9FrZkrL1yna1+vwjjnubPn+BEW9kkAJ0UbhK+5NDhGUVvdHUXC5\/NaWNFrDWSH9YMZeEunyqax+UGTAUYntLWqFlta6amqD\/UlabXxiiaq02n1HdOY0GRdBNSpKshoNTu94rEDZXw6\/KcxmCAxi8Ox3nxqBZWzu9EINCEcGs\/4WYKFA8fE+TWfztwAqWfr1zQqSCvmIlCrUyhYSkB5q1dSU0FhtBq9VGlBbVUG6Vmz6H2MHfPoaVeypdeCj4VJqrRTjXlu5+AZN9bHC7143ZqPELl\/o6QtJtqZADNKoozwSGUE5gS6HL\/i8CojjlVPwJxM2xJ3CaY49wlieUdKl8RkDwBBKLgJQ9KLUOnk7fgfTCaR0B4sfBCKlwPxGN2Xl9kH5A+bmpEXSzCUPgsKIhJUcGLc5KKVmJv2NsKzlCy1Bb0D0MQaJm0UdMxWOp8Y6VeHeREalls\/BDa82RiVRtwjy5GWt+VZheTuztwNWX45OygJGU\/SDMm\/HuSJ1lJsI4CzmS0UHRuQj9mskK5ogYW42QF5l8uiP5gR+t0PAbZWcJjaMfp9K+AR67UAx1bgi2NGVC3a2nGH3oHNcPPGyCM5CqvTi6tFfy1sh+SK7qwBwoVja1pxokDn1k0ke58mus60LyfMtKTH7ECN1v01slz+YYM5dM+jp\/f5BzLyE9TqAPlzAGZQEjK\/Ew3dYbcZyWajJb4JRuGJVNp06RL9X\/NGx5y0oM+9KIvSX6wuIsjUcLfpxGjfY4uKd273\/gRxd6ehJ\/bVVD4dUIHwSjbW\/fct+NnB4VCOxuhLZ\/BEga7RfQ7Q\/TGAf2g3drWjbH\/nf40ZwajIUIeYuNEf24Wd4qwv4pdOxNgPu1GDkGVq\/ldGOQ5ih1XIQvtO6Mo5ynGfcQ1efzowT1CzQES6j6Aq57lb+XNMBVtF9OGFQBVGpGi1EVIHqhMTtvGTYwfSUgKXsX7n\/YStTlG6FbJMUnJl+CKs34LGSsVh7MpjNvS9gUbvJ2Un0NjINKDjH8iMV3fSiZ+ntLbkKVbkQfsRJhi4wYV60TVGMN24dIbwjjS1RyrtZ7mlmJP\/GnPPyllst42m\/BwnjCp0LXOfEMhk3I1bQNCbYGSgerjCCiXkPCxfj4RYz+OQ0purjrmybnEUBno3gyFvSooDdWatczBWqVsusjRqgN5xpF8BKMO8xQvor41vK4\/NkTF1ZR4wJ9sSG\/TtREKQe5G2Q55QQ5+EVcNx7GfGSM1fA9jXNG8+NRJtutmrAPIOQW7L0XRq6kj4cYRrPrYWbLr5fQ5ApknIuWTEXNmfw4g2ZnUqNzwAhW60sIlJ3qwzDrQ7RT9gYazzcYKBwmgommTHgFQkJCKzOZ8BojsDMXG7WbLaTT5DM99df7ZfKGSnS8YoTuN2syYdRkvkHVpgzT2zCaKp\/rHvV9dWk1dm2B+xrmfCCDX2LsttKeoxol0mcZIS+UFrHS7C25jervwByOJyvkyatBX6L91TCf0iZQRNgdSmdfCSi0rUsisnj8ghXL0+qIOkiErl\/Wkkd6a5G5i9ohoS093bsLxe34m8RfYw1UAVWOMsWLqPGDFvGZIF8h4DEr6cRTRmiejqv+RnGoXcEBFupFjOBBXU+tRMYn+qJlKR659BzdvBOQZfR3DozqcmUBqpYzAMOo2pHjZl\/6XHsOjFaM+mq68APz7u96priWAV7F1mwtRiVq8ILe2KdQ2tuxilUQPjcaoWeRbGDSmLibqXYr8awH7IclqCMmpkkd5X0a\/I6grxBTM+kM46UmWsjLa7thXZxy5VBQ3WM8YSUdWmFEKRc7ugbBGVrm4oiGI5SHFcaauHvornbk68XQDe8SGC2QM10nP2XkUSLWEaAhoWte1n69ofmcFqst9GYljTaib61i601MqkFpGXrIWHqOo\/OAHvuoxLT7jNCEtKxXk\/k3CPYZbhAxxgNHvZ2scE7K7g\/jWYWKiFHquJBMJP+Zv+5BW62aOt9raPFEsQYOfz1tJU0WGaHXfNluaTK+jsnfUuMdZMXLvdWoaoNRW5B1otTpsJ2sqG+CS7aSuGLxRJHu1vSmw1EC+GPmFk\/ZGHCEpVREh9feJ4\/OAJsKkmGTo44ACSBKNpTwwdiJFafUULsjGrWXtCuvIag+EVuGEBmsogFxttXgkipoMq76fIxrQl\/OFyPFCK0PVkMOUpOgRIYICVUN06ImUisZKu2ZqA66ug3CF6tox6BwxUH9d+nlSqqRRUqLluKLj5kNC3DwZ\/Lj0+jcDTrTSlTdY4SO4Doe4\/qLGenNWHgxDBatgKiCoX3Cq2LcSnU9C7iPv0XK5RWYW6Kx+IJqjyFdj5CmqmoCu9hcmHrjuHfA4EqL2XgUYY\/pid03WNgMRjV29E9DxitIT2GvM9NKGKcZwYMqAqSZUsQfGYNS\/N8Gx3bW1iodDScq9M5HiJ5PD8ayfZL+b6h5hziaaSX6nzWiOGUpTqnVQbGKqnE00XrUUYFdhbpTkbOCv\/7y0GKkX4yVT\/B3pSbWlTQZru7GIuR2uvoqU32GtgKDSC\/zaDeIsV8TMHTliXcw94D8\/wmrpE4aJ8BkwdcRXklAj5JVom6tEXQXwazvWteLU77FqcFw27cE2ujIKXR5qBHcQlFjfRqhUoMNt6N\/Bkb9Fk1V\/bG9I4x6qSq1bAb+26J+vE+NQ6jrzl+cMlOQqlLLnrQSo143Qtf0GkK0HMF+veygdFUroVrFNjHjtLtforVG2WKJpG\/Au2tw2Sos5JxYk7kMkz8FfcpKvFRshJ7O6YUJwlbr+HqqXw6wUoNyPtV1Lj4fZlHAGFedg7nazKcpM16P7nY0uwtmbCC0JvMz\/PCUlah9wQhlLY6qWnv0ZCiePx3r20utnjKmomUTfxdp46Sb2IskTERTqsXRu5W6WDyCZSnE4SeonZTGOKwWoyI6MHY9pkzCIxk5419SihFsr7TiX4HYkFCyZzpdawTBeit2\/MaPYjqJ1\/U+roahvFaWMy7OfWoECxx94nostUxHKIexjTH0K8loSRqpQU5LAK7HRGCATnmbkVxHzJMPNe0rGa03MeldNX6NzmzjR4mV9PJBI\/Sow7YpPBNA8QaYN8JcpThQPC9DX9D1\/4wfyGo6ql7K0IaEuo9dqowf9Ew2Kfs3FBUxPvihrHYu8prRj1VWovUTI3RNb37QQHEwYOLonnev+qb7jBqMDP0gAgMc7q5BTR2BH\/RsfG9JJT1cCwM\/KAbVbX0FoJKYVnLaRq0CauEH3ebJD9o5\/Pt+cK6G6reqazW0pbN6ZFtHYITuTbegNCT0sAhLa4xgcN8mi1\/K9F6KP5Zrj\/4kCmrLddBTSVieawQ3TWidmYZdHzPpFacvkDxfkYzbmfyN6MptZKaBumULB0CW1hEaT+uDHuNpFy6JNC7khz4DfdJKGM8boVeXOb+oyRsobkv7ddicIr\/XgAygS0HX9X62FFjIi6CrQRRQBkQdJEL\/DgYbs\/b2A1foJvBEjW97xHZhyWzB\/OMigMBHaSt8uIPuNFLKepWprtSpdxmPyOf5aUx3nbH0vrr2XYNxRTu9vzuT\/Hc8h9aZME7UbndmYIXUiHCzefCo3RE\/Kph1w43QawKE4P98Kc9wnEqkfIzATjR9U4zGBOJSGPqQ4QlNt8YM1KQA0b5Gm7f\/ol\/K7y2ZjGmddLJpi7gBigNNMAi0BlC0jr2aqfmA8CqEjzRC10lEfRUzNAYL+1TptoLMW0VfptKPbZW65aZPlUi8ENFnVTJ4g3DVHZV6E5MjeSV+GEHblZV6i4U9SyUDM50aH1fq0KSSEHnVCL2dwS13JX3Ziv\/HIH2rYq+cabQVl61NJ6vqNLA2HambcNWj6cUpb9L2r+norcCAhkTjIkoe0unNc+Zimm5BVSL1IiOyEo+lV23SMWQ9UVyQzskrnZtLCe2Kh88B7YrgYgWVGHqrbAYD+7GWkg1Mj18ws31GaRGzUFsqhbdSqEpSxxwjymt140G86w5fVZOy38Ti3zPw7iZM\/oGebUFTrWJ4qycsd+0tCW\/CRTDu5diqF7IfqyyrbcRW9KdKpOg5R68q\/YMpbCOq0LPGBi06iprpT2XYPNZrUyKcq2JMmiu\/rceNnemXltTzxfiIH8Np+BHG0nMRetijxKfzDCO+HvPfgVFFyVohoXq1U1pUUqPIiKTsOxm9GnX0eqS\/zZ\/uGFaoxgWg86h1AQy0iCCE+LsCZ2Uqzq8H6UKtO6nVQjWKQI8wi4K+2D+fIx+zHFSQj3Rbok11d9C3tX\/ZzFCOI1vNpMmv6npHBqwffai3bdTeSTX0\/MCapJYphXVHLSlMQjWC0qKSxPqWEZpzVkOzUU3KahvDRIZeDJJQlaZFhNSqhtmhJjJMMsxSCZXp0qJSFxhz8O62dEZSR+NtRF4lAmLklXV04Fj+qlHRT2H4YYbMVKnthDGy80r5UY20FUGTvSXv8FeJvs0ZJlSPD6RFJfND75N+hpx\/C2rouKYm46ovDWQoMiRUpWkREai9NLBDTWSYZJilEirTpUWlc\/8P(\/figma)-->\"><\/span><strong>BOTANISCHER NAME<\/strong><br>Liriodendron Tulipifera L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong>FTEN<\/strong><br><strong>Textur:<\/strong> Mittel und gleichm\u00e4\u00dfig<br><strong>Faserverlauf:<\/strong> Gerade<br><strong>Mittlere Dichte:<\/strong> 447 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 37 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 70 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.900 MPa<br><strong>Schlagfestigkeit:<\/strong> Niedrig<br><strong>Biegsamkeit:<\/strong> Gering<br><strong>Dauerhaftigkeit:<\/strong> Gering<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2186\" data-modal-term=\"2186\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\" data-title=\"Tulpenholz\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Entandrophragma cylindricum<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur<\/strong>: Mittel bis fein<br><strong>Faserverlauf<\/strong>: Regelm\u00e4\u00dfig verflochten<br><strong>Dichte<\/strong>: 690 kg\/m\u00b3<br><strong>Schwund<\/strong>: Von gering bis mittel<br><strong>Porosit\u00e4t<\/strong>: Niedrig<br><strong>H\u00e4rte<\/strong>: Mittel<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert 61 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert 145 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert 11.500 MPa<br><strong>Schlagfestigkeit<\/strong>: Niedrig<br><strong>Flexibilit\u00e4t<\/strong>: Mittel<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2186\" data-modal-term=\"2186\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\" data-title=\"Sapelli\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Milicia excelsa<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Mittel bis grob<br><strong>Faserverlauf:<\/strong> Nicht immer regelm\u00e4\u00dfig<br><strong>Dichte: <\/strong>660 kg\/m\u00b3<br><strong>Schwund: <\/strong>Niedrig<br><strong>Porosit\u00e4t:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittswert 55 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 116 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.000 MPa<br><strong>Schlagfestigkeit:<\/strong> Von m\u00e4\u00dfig bis mittel<br><strong>Flexibilit\u00e4t:<\/strong> Von mittel bis hoch<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2186\" data-modal-term=\"2186\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\" data-title=\"Iroko\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fraxinus excelsior<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faseverlauf:<\/strong> Ziemlich gerade und gleichm\u00e4\u00dfig<br><strong>Mittlere<\/strong> Dichte: 720 kg\/m\u00b3<br><strong>Schwund:<\/strong> Mittel<br><strong>Aderung:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale<\/strong> Druckfestigkeit: Durchschnittlicher Wert 51 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittlicher Wert 106 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 12.800 MPa<br><strong>Schlagfestigkeit:<\/strong> Bemerkenswert<br><strong>Flexibilit\u00e4t:<\/strong> Ausreichend<br><strong>Haltbarkeit:<\/strong> Von gering bis mittel<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2186\" data-modal-term=\"2186\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\" data-title=\"Esche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 61 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 14.700 MPa<br><strong>Schlagfestigkeit:<\/strong> Hoch<br><strong>Biegsamkeit:<\/strong> Mittel<br><strong>Dauerhaftigkeit:<\/strong> M\u00e4\u00dfig<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2186\" data-modal-term=\"2186\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\" data-title=\"Rohbuche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus rubra<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur<\/strong>: Grob und deutlich<br><strong>Faserverlauf:<\/strong> Ziemlich gerade oder leicht gewellt<br><strong>Dichte<\/strong>: 720 kg\/m\u00b3<br><strong>Schwund<\/strong>: Mittel bis moderat<br><strong>Porosit\u00e4t<\/strong>: Stark<br><strong>H\u00e4rte<\/strong>: Mittel bis hoch<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert ca. 52-62 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert ca. 96-110 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert ca. 11.000-12.400 MPa<br><strong>Schlagfestigkeit<\/strong>: Gut<br><strong>Flexibilit\u00e4t<\/strong>: M\u00e4\u00dfig<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2186\" data-modal-term=\"2186\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\" data-title=\"Roteiche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div><\/div>\n                                                <\/div>\n                                                <div class=\"content\">\n                                                    <div class=\"title\">Rohbuche<\/div>\n                                                    <div class=\"testo\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 61 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 14.700 MPa<br><strong>Schlagfestigkeit:<\/strong> Hoch<br><strong>Biegsamkeit:<\/strong> Mittel<br><strong>Dauerhaftigkeit:<\/strong> M\u00e4\u00dfig<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                <\/div>\n                                               \n                                            <\/div>\n                                            \n                                        <\/div>\n                                    <\/div>\n                                  <\/div>\n                                \n                                <\/div><!-- The Modal -->\n                                <div id=\"products-modal-2196\" class=\"modal-products\">\n                                \n                                  <!-- Modal content -->\n                                  <div class=\"modal-wrapper\">\n                                    <div class=\"close\">\n                                        <svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"26\" height=\"26\" viewBox=\"0 0 26 26\" fill=\"none\">\n                                            <g id=\"Icon Frame\">\n                                            <path id=\"Vector\" d=\"M24 2L2 24\" stroke=\"#472F1E\" stroke-width=\"1.5\" stroke-linecap=\"square\" stroke-linejoin=\"round\"\/>\n                                            <path id=\"Vector_2\" d=\"M2 2L24 24\" stroke=\"#472F1E\" stroke-width=\"1.5\" stroke-linecap=\"square\" stroke-linejoin=\"round\"\/>\n                                            <\/g>\n                                        <\/svg>\n                                    <\/div>\n                                    \n                                    <div class=\"modal-finish-content\">\n                                        \n                                        <div class=\"modal-descripition\">\n                                            <div class=\"content-description\">\n                                                <div class=\"img-princ\">\n                                                    <img decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\" class=\"immagine-prod\">\n                                                     <div class=\"products-slider__row\"> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus spp.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faserverlauf:<\/strong> Relativ gerade und regelm\u00e4\u00dfig<br><strong>Mittlere Dichte:<\/strong> 720\u2013800 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Stark<br><strong>H\u00e4rte:<\/strong> Mittel bis hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 52\u201361 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 106\u2013108 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 12.500 MPa<br><strong>Schlagfestigkeit:<\/strong> Gut<br><strong>Biegsamkeit:<\/strong> Ausreichend<br><strong>Dauerhaftigkeit:<\/strong> Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2196\" data-modal-term=\"2196\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\" data-title=\"Europ\u00e4ische Eiche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_europeo-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<br><br><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur: <\/strong>Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwund:<\/strong> Hoch<br><strong>Aderung:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittlicher Wert 61 MPa<br><strong>Biegefestigkeit: <\/strong>Durchschnittlicher Wert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 14.700 MPa<br><strong>Schlagfestigkeit: <\/strong>Hoch<br><strong>Flexibilit\u00e4t: <\/strong>Mittel<br><strong>Haltbarkeit:<\/strong> Mangelhaft<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2196\" data-modal-term=\"2196\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\" data-title=\"Dampfbuchenholz\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_evaporato-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5Ijoiek1oOXcyeFZWTENWMVBhdGxDMzZwbSIsInBhc3RlSUQiOjU2OTY4MjY1NCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)-->\"><\/span><span data-buffer=\"<!--(figma)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(\/figma)-->\"><\/span><strong>BOTANISCHER NAME<\/strong><br>Liriodendron Tulipifera L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong>FTEN<\/strong><br><strong>Textur:<\/strong> Mittel und gleichm\u00e4\u00dfig<br><strong>Faserverlauf:<\/strong> Gerade<br><strong>Mittlere Dichte:<\/strong> 447 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Mittel bis hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 37 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 70 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.900 MPa<br><strong>Schlagfestigkeit:<\/strong> Niedrig<br><strong>Biegsamkeit:<\/strong> Gering<br><strong>Dauerhaftigkeit:<\/strong> Gering<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2196\" data-modal-term=\"2196\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\" data-title=\"Tulpenholz\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/tulipier-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Entandrophragma cylindricum<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur<\/strong>: Mittel bis fein<br><strong>Faserverlauf<\/strong>: Regelm\u00e4\u00dfig verflochten<br><strong>Dichte<\/strong>: 690 kg\/m\u00b3<br><strong>Schwund<\/strong>: Von gering bis mittel<br><strong>Porosit\u00e4t<\/strong>: Niedrig<br><strong>H\u00e4rte<\/strong>: Mittel<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert 61 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert 145 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert 11.500 MPa<br><strong>Schlagfestigkeit<\/strong>: Niedrig<br><strong>Flexibilit\u00e4t<\/strong>: Mittel<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2196\" data-modal-term=\"2196\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\" data-title=\"Sapelli\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/sapelli-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Milicia excelsa<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Mittel bis grob<br><strong>Faserverlauf:<\/strong> Nicht immer regelm\u00e4\u00dfig<br><strong>Dichte: <\/strong>660 kg\/m\u00b3<br><strong>Schwund: <\/strong>Niedrig<br><strong>Porosit\u00e4t:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale Druckfestigkeit:<\/strong> Durchschnittswert 55 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 116 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 10.000 MPa<br><strong>Schlagfestigkeit:<\/strong> Von m\u00e4\u00dfig bis mittel<br><strong>Flexibilit\u00e4t:<\/strong> Von mittel bis hoch<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2196\" data-modal-term=\"2196\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\" data-title=\"Iroko\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/iroko-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fraxinus excelsior<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur:<\/strong> Grob<br><strong>Faseverlauf:<\/strong> Ziemlich gerade und gleichm\u00e4\u00dfig<br><strong>Mittlere<\/strong> Dichte: 720 kg\/m\u00b3<br><strong>Schwund:<\/strong> Mittel<br><strong>Aderung:<\/strong> Mittel<br><strong>H\u00e4rte:<\/strong> Mittel<br><strong>Axiale<\/strong> Druckfestigkeit: Durchschnittlicher Wert 51 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittlicher Wert 106 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittlicher Wert 12.800 MPa<br><strong>Schlagfestigkeit:<\/strong> Bemerkenswert<br><strong>Flexibilit\u00e4t:<\/strong> Ausreichend<br><strong>Haltbarkeit:<\/strong> Von gering bis mittel<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2196\" data-modal-term=\"2196\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\" data-title=\"Esche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/frassino_europeo-1.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Fagus sylvatica L.<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><br><strong>Textur:<\/strong> Sehr fein<br><strong>Faserverlauf:<\/strong> Nicht immer gerade<br><strong>Mittlere Dichte:<\/strong> 730 kg\/m\u00b3<br><strong>Schwindverhalten:<\/strong> Hoch<br><strong>Form\u00e4nderungsempfindlichkeit:<\/strong> Hoch<br><strong>H\u00e4rte:<\/strong> Hoch<br><strong>Druckfestigkeit parallel zur Faser:<\/strong> Durchschnittswert 61 MPa<br><strong>Biegefestigkeit:<\/strong> Durchschnittswert 118 MPa<br><strong>Elastizit\u00e4tsmodul:<\/strong> Durchschnittswert 14.700 MPa<br><strong>Schlagfestigkeit:<\/strong> Hoch<br><strong>Biegsamkeit:<\/strong> Mittel<br><strong>Dauerhaftigkeit:<\/strong> M\u00e4\u00dfig<\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2196\" data-modal-term=\"2196\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\" data-title=\"Rohbuche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/faggio_crudo-2.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div> <div class=\"products-slider__single\">\n                                                                <div class=\"products-slider__single-contents\">\n                                                                    <div class=\"txt-hidden\" id=\"txtprod\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus rubra<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur<\/strong>: Grob und deutlich<br><strong>Faserverlauf:<\/strong> Ziemlich gerade oder leicht gewellt<br><strong>Dichte<\/strong>: 720 kg\/m\u00b3<br><strong>Schwund<\/strong>: Mittel bis moderat<br><strong>Porosit\u00e4t<\/strong>: Stark<br><strong>H\u00e4rte<\/strong>: Mittel bis hoch<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert ca. 52-62 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert ca. 96-110 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert ca. 11.000-12.400 MPa<br><strong>Schlagfestigkeit<\/strong>: Gut<br><strong>Flexibilit\u00e4t<\/strong>: M\u00e4\u00dfig<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                                    <a title=\"2196\" data-modal-term=\"2196\" data-img =\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\" data-title=\"Roteiche\">\n                                                                        <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/rovere_rosso.jpg\" class=\"skip-lazy\" alt=\"slider image\" width=\"400\" height=\"600\" \/>\n                                                                    <\/a>\n                                                                <\/div>\n                                                            <\/div><\/div>\n                                                <\/div>\n                                                <div class=\"content\">\n                                                    <div class=\"title\">Roteiche<\/div>\n                                                    <div class=\"testo\"><!-- wp:paragraph -->\n<p><strong>BOTANISCHER NAME<\/strong><br>Quercus rubra<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><strong><strong><strong>PHYSICALISCHE UND MECHANISCHE EIGENSCHAFTEN<\/strong><\/strong><\/strong><br><strong>Textur<\/strong>: Grob und deutlich<br><strong>Faserverlauf:<\/strong> Ziemlich gerade oder leicht gewellt<br><strong>Dichte<\/strong>: 720 kg\/m\u00b3<br><strong>Schwund<\/strong>: Mittel bis moderat<br><strong>Porosit\u00e4t<\/strong>: Stark<br><strong>H\u00e4rte<\/strong>: Mittel bis hoch<br><strong>Axiale Druckfestigkeit<\/strong>: Durchschnittswert ca. 52-62 MPa<br><strong>Biegefestigkeit<\/strong>: Durchschnittswert ca. 96-110 MPa<br><strong>Elastizit\u00e4tsmodul<\/strong>: Durchschnittswert ca. 11.000-12.400 MPa<br><strong>Schlagfestigkeit<\/strong>: Gut<br><strong>Flexibilit\u00e4t<\/strong>: M\u00e4\u00dfig<br><strong>Best\u00e4ndigkeit<\/strong>: Gut<\/p>\n<!-- \/wp:paragraph -->\n\n<!-- wp:paragraph -->\n<p><\/p>\n<!-- \/wp:paragraph --><\/div>\n                                                <\/div>\n                                               \n                                            <\/div>\n                                            \n                                        <\/div>\n                                    <\/div>\n                                  <\/div>\n                                \n                                <\/div>\n","protected":false},"excerpt":{"rendered":"","protected":false},"author":4,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_acf_changed":false,"footnotes":""},"class_list":["post-2118","page","type-page","status-publish","hentry"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v25.7 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Vollholzplatten | Lamel Legno<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/lamellegno.it\/de\/vollholzplatten\/\" \/>\n<meta property=\"og:locale\" content=\"de_DE\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Vollholzplatten | Lamel Legno\" \/>\n<meta property=\"og:url\" content=\"https:\/\/lamellegno.it\/de\/vollholzplatten\/\" \/>\n<meta property=\"og:site_name\" content=\"Lamel Legno\" \/>\n<meta property=\"article:modified_time\" content=\"2025-02-24T10:27:17+00:00\" \/>\n<meta property=\"og:image\" content=\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/logo.png\" \/>\n\t<meta property=\"og:image:width\" content=\"112\" \/>\n\t<meta property=\"og:image:height\" content=\"102\" \/>\n\t<meta property=\"og:image:type\" content=\"image\/png\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Gesch\u00e4tzte Lesezeit\" \/>\n\t<meta name=\"twitter:data1\" content=\"1\u00a0Minute\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"WebPage\",\"@id\":\"https:\/\/lamellegno.it\/de\/vollholzplatten\/\",\"url\":\"https:\/\/lamellegno.it\/de\/vollholzplatten\/\",\"name\":\"Vollholzplatten | Lamel Legno\",\"isPartOf\":{\"@id\":\"https:\/\/lamellegno.it\/#website\"},\"datePublished\":\"2024-02-29T13:32:15+00:00\",\"dateModified\":\"2025-02-24T10:27:17+00:00\",\"breadcrumb\":{\"@id\":\"https:\/\/lamellegno.it\/de\/vollholzplatten\/#breadcrumb\"},\"inLanguage\":\"de\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\/\/lamellegno.it\/de\/vollholzplatten\/\"]}]},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\/\/lamellegno.it\/de\/vollholzplatten\/#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Home\",\"item\":\"https:\/\/lamellegno.it\/de\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"Vollholzplatten\"}]},{\"@type\":\"WebSite\",\"@id\":\"https:\/\/lamellegno.it\/#website\",\"url\":\"https:\/\/lamellegno.it\/\",\"name\":\"Lamel Legno\",\"description\":\"\",\"publisher\":{\"@id\":\"https:\/\/lamellegno.it\/#organization\"},\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":{\"@type\":\"EntryPoint\",\"urlTemplate\":\"https:\/\/lamellegno.it\/?s={search_term_string}\"},\"query-input\":{\"@type\":\"PropertyValueSpecification\",\"valueRequired\":true,\"valueName\":\"search_term_string\"}}],\"inLanguage\":\"de\"},{\"@type\":\"Organization\",\"@id\":\"https:\/\/lamellegno.it\/#organization\",\"name\":\"Lamel Legno\",\"url\":\"https:\/\/lamellegno.it\/\",\"logo\":{\"@type\":\"ImageObject\",\"inLanguage\":\"de\",\"@id\":\"https:\/\/lamellegno.it\/#\/schema\/logo\/image\/\",\"url\":\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/logo.png\",\"contentUrl\":\"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/logo.png\",\"width\":112,\"height\":102,\"caption\":\"Lamel Legno\"},\"image\":{\"@id\":\"https:\/\/lamellegno.it\/#\/schema\/logo\/image\/\"},\"sameAs\":[\"https:\/\/www.linkedin.com\/company\/lamellegno\/\"]}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"Vollholzplatten | Lamel Legno","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/lamellegno.it\/de\/vollholzplatten\/","og_locale":"de_DE","og_type":"article","og_title":"Vollholzplatten | Lamel Legno","og_url":"https:\/\/lamellegno.it\/de\/vollholzplatten\/","og_site_name":"Lamel Legno","article_modified_time":"2025-02-24T10:27:17+00:00","og_image":[{"width":112,"height":102,"url":"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/logo.png","type":"image\/png"}],"twitter_card":"summary_large_image","twitter_misc":{"Gesch\u00e4tzte Lesezeit":"1\u00a0Minute"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"WebPage","@id":"https:\/\/lamellegno.it\/de\/vollholzplatten\/","url":"https:\/\/lamellegno.it\/de\/vollholzplatten\/","name":"Vollholzplatten | Lamel Legno","isPartOf":{"@id":"https:\/\/lamellegno.it\/#website"},"datePublished":"2024-02-29T13:32:15+00:00","dateModified":"2025-02-24T10:27:17+00:00","breadcrumb":{"@id":"https:\/\/lamellegno.it\/de\/vollholzplatten\/#breadcrumb"},"inLanguage":"de","potentialAction":[{"@type":"ReadAction","target":["https:\/\/lamellegno.it\/de\/vollholzplatten\/"]}]},{"@type":"BreadcrumbList","@id":"https:\/\/lamellegno.it\/de\/vollholzplatten\/#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"Home","item":"https:\/\/lamellegno.it\/de\/"},{"@type":"ListItem","position":2,"name":"Vollholzplatten"}]},{"@type":"WebSite","@id":"https:\/\/lamellegno.it\/#website","url":"https:\/\/lamellegno.it\/","name":"Lamel Legno","description":"","publisher":{"@id":"https:\/\/lamellegno.it\/#organization"},"potentialAction":[{"@type":"SearchAction","target":{"@type":"EntryPoint","urlTemplate":"https:\/\/lamellegno.it\/?s={search_term_string}"},"query-input":{"@type":"PropertyValueSpecification","valueRequired":true,"valueName":"search_term_string"}}],"inLanguage":"de"},{"@type":"Organization","@id":"https:\/\/lamellegno.it\/#organization","name":"Lamel Legno","url":"https:\/\/lamellegno.it\/","logo":{"@type":"ImageObject","inLanguage":"de","@id":"https:\/\/lamellegno.it\/#\/schema\/logo\/image\/","url":"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/logo.png","contentUrl":"https:\/\/lamellegno.it\/wp-content\/uploads\/2024\/03\/logo.png","width":112,"height":102,"caption":"Lamel Legno"},"image":{"@id":"https:\/\/lamellegno.it\/#\/schema\/logo\/image\/"},"sameAs":["https:\/\/www.linkedin.com\/company\/lamellegno\/"]}]}},"_links":{"self":[{"href":"https:\/\/lamellegno.it\/de\/wp-json\/wp\/v2\/pages\/2118","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/lamellegno.it\/de\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/lamellegno.it\/de\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/lamellegno.it\/de\/wp-json\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/lamellegno.it\/de\/wp-json\/wp\/v2\/comments?post=2118"}],"version-history":[{"count":3,"href":"https:\/\/lamellegno.it\/de\/wp-json\/wp\/v2\/pages\/2118\/revisions"}],"predecessor-version":[{"id":2422,"href":"https:\/\/lamellegno.it\/de\/wp-json\/wp\/v2\/pages\/2118\/revisions\/2422"}],"wp:attachment":[{"href":"https:\/\/lamellegno.it\/de\/wp-json\/wp\/v2\/media?parent=2118"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}