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) | ASR 43/64D D00756 0408 Tegl
Fragment af låg af rødbrændt ler, flad underside, lodret afskåret kant, oversiden skrånende opad mod midten, herpå før brændingen indpresset trekantede mærker og indridsede furer langs kanten. Mål: Længde 11,5 cm., bredde 4,8 cm. |
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) | ASR M0423 0423 0408 Tegl
Lysestage af firsidet form, med tre aftrappede 'etager', der bliver smallere opefter. Dekoreret med pindestik. Skadet i fodenden. Hul til et lys i toppen. Højde: 11,2 cm. |
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) | ASR M5575 5576 0408 Tegl
Låg af keramik. Ottekantet/facetteret håndtag. Låget er lidt fragmenteret i kanterne. Lågets diameter: 14,5 cm. |
![](data:image/jpeg;base64,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) | ASR M8232 8238 0408 Tegl
Fragment af sengevarmer af rødbrændt ler, flad, oprindelig cirkulær, med opstående, buet gennemboret håndtagsknap midt på den svagt hvælvede, øvre flade. Ornamenteret med trekantede indtryk og indridsede kvadrater, der danner et korsformet mønster. På den flade underside er desuden indridset et: M. Kun midterste del af sengevarmeren er bevaret. Diameter ca. 17,5 cm.
Låg af teglgods |
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) | ASR M7049 7049 0408 Tegl
Pottelåg af brændt ler. I den ene side kantet, i den anden side rundet. På toppen en firsidet knop med indridset kors. Diameter: 23 cm., Højde med knop: 7,5 cm.
låg af teglgods |
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) | ASR M7187 7189a 0408 Tegl
Olielampe af brændt ler. Siderne skråriflede, og under bunden et indridset bomærke. Højde: 8 cm., diameter: 12 cm.
Teglgods |
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) | ASR 4 x02 0408 Tegl
1 randskår af teglrødt gods, fra keglestupformet genstand. Det kan være tale om et låg eller evt. del af en lysestage. Stykket har slidspor på standpladen, afglattede konkav underside og konveks, smykket med trekantede pindestik og kraftige karvsnit i kanten. |
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) | ASR 537 x0026 0408 Tegl
Fragment af låg af teglgods. Med primitiv, indstemplet ornamentik. Største mål: 11,7 cm. |
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) | ASR 1864 x1 0408 Tegl
Munkesten
Angiveligt fra Valdemarsmuren,
Mål: 27 x 13 x 9 cm. |
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) | ASR 941 x22 0408 Tegl
Fejlbrændt tegl |
![](/grafik/intetbillede.jpg) | ASR 571 x234 0408 Tegl
Mursten.
Endestump af lyserød, moderne mursten. |
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) | ASR M1332 1332 0408 Tegl
Lysestage af tegl. Firsidet med skrånende sider. Plan overside med hul til lyset. Siderne dekoreret med Lodrette indstregninger. Har sikkert oprindeligt haft fire ben som nu er slået af. Højde: ca. 5 cm., bredde foroven: 6 cm. |
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) | ASR M7017 7017d 0408 Tegl
Lysestage af tegl. Underdelen i form af en kvadratisk plade, hvorpå en overdel af firkløverform med plads til fem lys, et større i midten og fire mindre udenom. På underpladens kant et trakantet ornament. Højde: 5 cm., underdelens mål: 10x10 cm. |
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) | ASR M0163 0164 0408 Tegl
Vævevægt, yngre romersk jernalder. Længde: 11 cm, største bredde: 6,2 cm.
MOSVS 2019: Netsynk, MIA |
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) | ASR M0305 0305 0408 Tegl
MOSVS 2019: De er fremstillet af tildannet tegl, og det er netsynk. For parallel i tuf se SJM 3, ID 200319435
4 pyramideformede vævevægte af brændt ler. Højde: 10-11,5 cm. Desuden en natursten. Plan på den ene side, hvælvet på den anden. Den hvælvede side blankslidt. ca. 8,5x4 cm. |
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) | ASR M0311 0311 0408 Tegl
MOSVS 2019: Netsynk, MIA
Pyramideformet vævevægt. Højde: ca. 10 cm. |
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) | ASR 11 x7923 0408 Tegl
Pudseklods? Teglfragment uden spor af oprindelig overflade, men med rundet, slebet form som efter anvendelse som slibe/polérklods. største mål: 7,5 cm. |
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) | ASR 1M73D D02353 0408 Tegl
Gråsort, sintret fragment af lerklump med spor af flad cirkulær ( ? ) forsænkning. |
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) | ASR 4M75 D11725 0408 Tegl
1 hjørnefragment af dårlig brændt klægsten? af gulbrunlig lermasse. St. tyk: 8,1 cm. |
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) | ASR 4M75 D12589 0408 Tegl
Fragment af glaseret tegl? Største mål: 2 cm. |
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) | ASR 8 x293 0408 Tegl
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) | ASR ME23 E0023 0408 Tegl
Halvdelen af en rødbrændt munkesten af tegl med aftryk af stor hundefod. Højde: 7 cm. Bredde: 14,5 cm. Nuværende længde: 14,5 cm. |
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) | ASR 8M75D D14349 0408 Tegl
1 afspaltet flis fra overfladen af rødbrændt tagsten eller formsten med klar blyglasur på overfladen. Mål: 3 cm. |
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) | ASR 2M80D D15190 0408 Tegl
1 fragment af hårdtbrændt teglsten. |
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) | ASR 89/69 D01527 0408 Tegl
Fragment af gulbrændt mursten, stærkt nedslidt. Bev. længde: 12,5 cm. Bredde: 10 cm. Tykkelse 3,0 cm. |
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) | ASR 52/64D R04635 0408 Tegl
Fragment/flage af fejlbrændt eller glaseret tegl. Mål: 11x7,8 cm. |
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) | ASR M0001 0025 0408 Tegl
En fragmenteret tagsten, en munk. Største længde: 26 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCL7TH/e/Q0faY/wC9+hqjRWXMzfkRe+0x/wB79DR9pj/vfoao0UczDkRe+0x/3v0NH2mP+9+hqjRRzMORF77TH/e/Q0faY/736GqNFHMw5EXvtMf979DR9pj/AL36GqNFHMw5EXvtMf8Ae/Q0faY/736GqNFHMw5EXvtMf979DR9pj/vfoao0UczDkRe+0x/3v0NH2mP+9+hrOmnjt4zJNIsUY6s7AAfia5TW/i14S0CN2uNctZZFBIhtXEzkjthc4/HFTKqo6ydhqlzbHefaY/736Gj7TH/e/Q186a5+1NE8DDRNHJfP+uvpOB/wBeT+YriZf2n/ABg0zeUmmhBz/qCf/Zq45ZhSj1ubrCTZ9g/aY/736Gj7TH/e/Q18kaf+1j4lt2U3+k6ZcJjlYVkib8yzD9K9l+F/xw0D4nbrW3Y6frEa7pNPuGG4j+8h6OPpyO4rWnioVHaLIlh3DVnqX2mP+9+ho+0x/wB79DVGiunmZlyIvfaY/wC9+ho+0x/3v0NUaKOZhyIvfaY/736GiqNFHMw5EFFFFQaBRRRQAUUUUAFFFFABRRWTr3izRvC9uZtV1K3skwSBI43Nj0XqfwFJtJXYb7GtVPUtYsdGtzPf3kFnEBkvPIEH614H45/ac+1K1l4Xt5ICxIN9dJggDuq9vq35V47q2sXmtahLPeXM93dyruMkr7vw5rzquOjHSmr/AJHVDDuWstD6g1f9oTwdp8b/AGW9k1Sdf+WdtCwH/fTADH0zXj/ir9pDxFqzPDprxaVCwY/uFDSYHbc3f3AFeSlZluB5aYK5JOOPoRTFk3/KB+9U5ZlwB7jH1ryauNqz0vb0O6GHhHXcu6vq2oatK0l9e3F87fMWupGc9fU1SjWUMAAQAMBx2BOCP1FKrCSVYyzBCWAxzjjjI9cVYWFWEimYFo2zuXjcccc9s/0rz9W7s6dtEJDMG8yJVJcKGIxgZNMEkbRszI0bt2P8sVSl02LUlj3bs56iRhk+5Bye9TNE6KqoxNwxIYM+eR6f/Wqld7C0Ria9f/YV8xo32bggC9h3P0qDT7j93BqVpNLBNCwMd5G+GVlOQQR0rd1Cxsmtyk6t82FDnqMcYFQwW6aZ9ngZN8UqlSWXK84rvg4xj5nNK7Z9i/A/4wW3xF8N20V/cwReIYsxzW+4K02B/rEXuCOuOhz2xXp9fnbb+dpN9DfWM0ltLAwkhKsQUI4BB6ive/h/+1Nc2skdl4qtGuYM7RqNuBvUf7ad/qOfY169HFRatM4Z0Xe8T6Xoqlo+tWHiDT4r7TbuK9s5RlJoWDKf/r+1Xa9A5gooooAKKKKACiio7i4itYXmmkWGGMbnkkYBVHqSelAElFeX+IP2gvD+mTS2+nxz6tco20GPCRE/7x5x74xXj3jL40eJvESyW7XCWNrLhVt7QEDrg7m6tx26GuOpi6UNnc3jRnLofR+t/ETw14dYrqGtWsMg6xq/mP8A98rk/pXl/ib9qbSLctb+H7Ge/uM4+0XSGKFPfGdx+nFfPt1cBrglpNynpkY2nH+fzqsJ0WFo51y8gx8xxu9CPzryp5hUlpFWO2OFit9Tu/Fnxi8R+JCyTapLBDgFY7ImGPn1K8t+JNed6pdStIzSNifHUjcuOxP15qOzuZZL14QreVGqqVZdoGe+49foK1ry3iyRlRkjLdsnkD1NedOpKpK8nc6YxUVoUbGQxwBpB5byLuQK3LEdT7VDtiuF8zc5USDO5jxjnkemfwq1bNGl9kK5kY7c9lAB59Bk9vepLiPy8sBlGclhkZCnHb8KuWiuiY76lG/vrmztZJY1HmHPzdQo4H41OtuVVXXdGWbD7TvGdpIIH4Co7qKSS1njXBYjHTA54J+uKt20LSWoeLzAVCpIGIJwD1xn0xWSTeq1NX2KcsbqxMe1HAyCuRz6gelJcNMlgk8CqZ1G5FB4OegP41pvb/MpT5l3ZLg+vAJ9KozTCzkCNKhEh+6RnBzn8M8VGu4/IzLHXBcPHbTw/ZbnkFEy0a88EtjHNX490atKVWRFywCjnBxgfzNSzmGSY27Yy5zwOPbvUVw3lKS5CDHlggZzg46flRJp7KwJPqMjhaa48uRjuK5ZH+YFSePp3/OqVxamzkSN53aEPu2sfu/j2HWrsbCW/MH2eQyRZdJVUtgYGfwqpdySqrRBvKlYdGGe5wSfQV0RqcqRlKHMyK3ukhXE0pLM275iOBnjjvmqEl15JeOGONCeU3MMY65/nTLie2WWOSSLgDbjHOORz/SsXXNQjjhknj2wwIdu9ui+laxXtGktDNvkV2dx4N+L2rfDvWop9HujEvDT2szHyZfUFD1+o596+2/hT8TtO+K3hOHV7HEUynyrq13bmglA5HuCMEHuD9a/MKWW/wBU02TbJ5TtIDG+BnGR0z7V6j8D/izd/BnxGl5B5txo0hS31C36+YMnlc4+ZeSD9R0NezT/AHK1eh58v3j0Wp+j1FVtN1C31bTrW+tJBNa3USzRSDoyMAVP4giivROcs0U2SRYY2kdgiKCzMxwAB1NfPvj74yXXiKW6sNKZrXTI+DJHkSTjPXPZT1wOSOvpXPWrwoK8jWnTlUdkej+OPi9pXhQSW1qyalqYUnyY2+RPdmH8hz9K+fvGXxE8R+LLv/iZXCnT0XMdrbnajMecn6cdcnnrWJP+8Icf6xmJBB+VR6ZPv/KoiqS7X37SBwcnaWPHSvn6uLnWunoj1KdCNPXdlaaMeWrYMUvQojZ25PQ4PrikKfZZYmkdShXLbwD2wTnt/wDWqxaqt8reWzCTLbtoyA2e4/z0qFoYWRoXnG5iy4Xkrnr175P61mnf4RvTcq3djDcMWhVfMz/qm+U5wP6elQeTMsySmEOi5HzNz0OeD3rUt41t0AL7VUcP0xyRk89Owpl3DDcNFG8uyc/wcnPGMfn/AErKUUXFsyo7WNSWjLYK72yOTzyMflT42kmkcHHkqOGB/iPGKtTTxsyqw2tjDgYOMDn+dV41Nuu1+GLbvkU88Y61CWpd9CrDbst95yvmFQVYMepbOABj6foatmSOdZg7pG4bYSTjnjgH6Cq93IjrEIt67pAxD4B649e2KcZluLkZh3BVVsGPge4PT/8AVVcy2ZPL1RaURSQxAlZCVz5q9x16dun6VXtPLtZlbDKu3Kyv0PPf35/I1IsbfvHhdS/c7gW4OcHHp/WoZJwyzqUcfOPMQHIXgA4HYcfSq6XiLyZPJ5sykI5Rc5yv930/Wsu4mto5MyxFWD5UNkfTBH0zWzaW4hh2oTsUZyOB/Ltmqd9H51uhcblLZDcjuRk9/wBays+pexUv7uGNRIzRujnakyYO4nB/x/KqeoXht7QMx5jG5VXODnpj1ziqT6JZpdPO8kiFZC3kGX5WJ7+uOenHWk1yaxuliXzQskZ5UnAA6Y+laKlzfCRz23LPh/xNc2ryTrctA+3BKn5wc/Tvzn6msVPEBnaaVWMjCUpIXGO+c/jWPfeJraOOOztXS4lzvbysE9tueeOpqtNrmm6HZhZ7hpWJy6xqWLHjgevOfyroWHly+Zj7aN/IuXF951zcJjeyyngdCRjmsPXLyK6sZLUybAGDSfIcnAONv5GpdL1yLWvPWzsJorMt9oeaYAZbABxz7VdXRYo2lSVwwkzhuTj059q3jajJXRm37SL1MTRYPMjSBrhnYrgbhgdOmTV9ryO6nnhZlaCUZB28khcc/kf0qC08+11GWURxGANtDHPQDGQOhwM01g0V9zGP3gCBxgAE+1dkpJ3OeMWrH3x+yF42Hiz4P2lpJIWu9HmeydW6hB80Z+m1gB/u0V49+wlqj2vjDxRpJPy3NklyQDkZik25/KX9KK9Ci7wRzz+Jn038XNWbTfBlzEmN94Rbc9lIJb9AR+NfN8kdvDalydqcgnON+AcKPavY/j5du39mWaOVJBbavU7mAz+G015FeWYjt1t5ypTaNpmXIbjnjH0/M14GOk5VmuyPSwy5Yepz/ibQ5tY0kNo+otZ3cMiS+VGikSoDkoSfu59fbHerd5pY+y5wqytnhuOcdPrV/S9Ne1t3R1VVGDlXIUAdfc8Hv6fjTpoVkchjuD7iqoxzgZGf8/nXKrSglY22le5g6bE9hlkSRo+FxnORkg4+hqcW6qXkMWVZhj5edvPr7c1oWdo7W6SW29gGKssi4DEEAkcd+TmqOtQXcjpOsbgA7lCDjaOen4YFZx93TqaPXUrRrbu1yhRZW+YAkcevIx7/AK1jalCjXkV2nybc7ixKsPcfXjj6VuaLfG6kKqrNH908Bcg5GeeTx/Sodds7O6jMVtwkoydvII6YB5557VXK2tRXSZmQwwcpEvllgfuqC3TOP8+lOdQ0Imc4HA+TruzjGDzgc/nRYyIq3ETSxXSxfK2FKugPcjv/AF96ueHZItUtoGX96SeN27JOMAj0/wDrVcKMpJsmVSMWU10yRpcrtZXOHlReT+Y6ZPNT+d9nlClc+YeAygE8ZPA/H9K05rq0s41MzCAqSQXyAP8AHH+FVdSjNm6EJJNLHtZgoB+XByMds0RpX1uKVQoQ/u0kWHbhGJJHQHGefbrwfaoVmhWxjuTPickfMDztJB59uT+lWprqGGxUo2YsF3Zk25yR14z1z79q5TUPtCXQS28v7GzeZvUg7Tx8oXnILc+g/nSpyi9CXNPc6i4vI4wwhjA/dqS2443Hjaa5mbV5ljEPl+XFt3Fc5wSemSPc/wCRTbq8EklvFE7yW/3/AKheccDnqR+PtWbqUU9xqCKr4s1DGRs4JYjv7Vr7OW5n7SJT8QXBlWCS1HzIF5Ld+5PtjPXvWHfaTJrV9jUmZrYbljhU7funG5vU56VrXnmswHlk4Pyx54ODyT+f6U54HaQMpEZXnr3/AKjGa0orlbaIqPmWpU06xstOiuIrWHd6ttG8cnJ+n9RVxLbTtVUQiJmdlxuPQHnOPb1+lQx32n6ft+1S7ZJPlEaKzNznsBngfyqK1uJvtEkmnaW8R2ZSS6+Qe2F6nv6dq6HGUtXsY8yjoi3Ipt447RIiqMcthfl98jH+c02a2SaTaZFz5ecPwASfXt6GvPvEWreI7O4sbGSZpZbttybWwMZ+uTzXS6pi3jg/tGUgXTBXZT0bngAfhyOla/V4x1bM/bN6ImvZIisa27Ri3hGweWcgYONwNVZNSi+WaQLKSdoZhg4HfFX2t4LbzU4A2kbQuQD7nvXPRaefOYjiNeBk8E9e/wDhXNs9Dovdas+pv2GdFlk8W+JNXCsLeCxS2LYGC8kgfr9I/wBaK90/Zo8BzeAfhNplveQ+TqN8WvrlSPmBfG0H3CBBjsc0V7dOPLFJnBJ3d0N+NWjvdXWm3Scfu3iJ6Ywc5/8AHq8gaRmm+yTJHuUFT6+oIz9K+kfiBpK6p4dnbZultx5i8Z4/iH5fyr58vtLgaYJcxrkuXjbnOe2325IrxsZR/ecy6ndRqaWZT021AkJYsFkH3W59+T0FUrG2uGv75bg4QgCNVDFup3AnPI+7+Ga6W3s/s8YiBBOchcDOCMc/n+tV7eGL+0GmJ/eEeWQSMO3J6dCcY/KuSENEmayndtk+nrLChZY8rvOQMfKuDgdMk8L+dc9qmZoVwG2MxblMoOcd+2T+tdbb2yrY480SMmSzIB/icdv0rKuryOzhzOWuC8hIxjGM+n4fpTceVXBSu7HMXC3GojKMF8lPuwn3xuGDjjPP9cHORta4acSO0kwfIwecdMj+f0q5qdxNBNcYkydmTsABC8EqQD16Virqj287zSkrCRlm6ksOmPToeBmuX4mdN7ItQ6fa3Fv5jxRxTzJsdAg3Fc/455p1nJY6d9oktrjKo+d+09egIU9OD0HXI/GCO6huYCJNsce4lCmdpUcjP5VxyKdHnlCROqO+4K0hwC3OcnJ6npXXGckrHNKMWdpPq0UdrcnajNE2xPlyQQCARxx0rGm1qW8jBMzRqOTlSN2e/wCf86yGuJVkVCjoshMkkjdWbBA4+maqT3DTKVhbKt8hx8pxyOPcGtINXuZyJ7jXJdpi3KYy7blwDuGD149f5Ck+0fZZDMhxGANrbsDjr9O9ZzRtarE25TMowUXrgAjkVJfXUSJGz7s5BZefw+uea2cZSepmmolS8VPs4ErM7zEqjZ5A4547cjrV2DiAI6GRIxgtnrxj8sd6ozXEg1OO3tYo3eSP58tkRR8/NjjmmalbrGokn1Nyu4qkaHZHnJAyAct68mt+WyszHmbd0R3WsQzXDRwkTyIMGOP5tnfk9B9Cap6lbazrFnkSQ6csbEIFG9uPVv8AD866Cz0WCxt/syqsXy+Y3ljG7jHI/wA9KhmvoLy7i09Jh9rUGR4x1C9smpT00RXXVjPDnh+00eMybTcybstcScucZPX0rS1CNZrqFQxjaN8hPVSB1/KkXb56s+8pH8oQOdpPcgevH8qgYJ+8kk4VCcsf8++KzcZS1kWmo6RM6Pw/aXGpC9eNbia3DeXK3TGemPWo9Xt4JpITcxJI8UvmxvtwF6/rz+lbOg6XqOsXhaw0y5lDYU/Z4Hk3egG0HP4V3elfs9+NfFSpFD4fn02B8Az6kVhCDsdpO/8AJc1soylsiLpPU8dkaO4mRNnDnH0T1+tezfsz/AS78c+JbfxJqts0HhnTrgSwrMv/AB+yKchQD1QHG49D90d8evfDX9j/AEnw3dW974lv112WMZ+wxx7bfd23EnLj2wAe4I4r6Fhhjt4kiiRY4kAVUQYCgdAB2Fb0sPqpTJlU0sh9FFFdxiIyiRSrDcrDBB7ivnjx94fm0m+msnUxRCQNFKF+9HnIOf5/SvoisrxF4asvE9j9nu05XJjlX70beo/wrnrUvaR03LjLlZ82kjzNzFYpVXALsdrIfTB+nX3qS6VPs8R81Y9rD95GOSQMZPHT+dbfjLwLrnhe4E6RLJYx8LcwgEYPqOq//X6muL1K8uLi2ZomgSaIg5b7jjv9OM14k4OGkkdkZcz0ZbaSKznDvO0UMse4u8pAJ44x61m6Xcx3lxPlTJFuYblJzk46cnqMn8PercixXVvlnUsib1A+bjBA9iPeqOkqD5i221ZSpYoCNzc9azSRV+5n6s0kMUThDulkw0JXHoBnr/kVyWrWF1vWKOU3abjJGrHBHoM55xXdahZzHAdFkQKSzt2yfUdTXPS6ebgoHjK84VQCqn2+tJRjazK5nujFs3kVljncmSMFZFxgAHnGR2FV5tPGo3TbWk+QliAcjB47cEdCO9dDrNpGsz4CqFQjzJBk8gj8sAVi+EZrjS/Mur+VbiV5ZPJROBtxwDx+laQpxs7kSm7qxjNDPa6nGhBlXDAu2Pl4B/E5qlfwi3ZVZWWNFyAP1I+vNa895I1zJJNCsDsrZI+baewB9DyPXisePzZCoZtzgZOGPI9OtbxikrEOTbItOkXb5sh2NuY9eR0wM9D0qFbhVugJo5HVTtVlGV6DjpkcVYew27S3JThQhxu9/wD69Ub6CSWJraBWS4kffLMucKCeufUdPwrWLMpFyNdzN9mj8uWbHmHOScA4BB9M1Q16xGsvHYs0iiJxKzJgHrgYPr1rW02yg0myjVH2nJ3SSPlnyO5J5rc8N+Edc8XRN/YeiX2qyM2xnt0xGpwOGc4UH6kVaTchNq1jMkdZWDxHcIh5bDO4jtz+FUUhaO6fbF5jtyOMMTj1HOK978H/ALJ/iTVI1k12+t/D8X/PvDi4mA6kEqQo6+pr3jwD8E/C/wAO5FuLC0a61EDAvr0iSVeOQvAC/gB1rSNCUvJC5z5m+Gn7PPinxxILu9B0PSsYFzdRkSvjrsiODj3bA9M19C+FP2cPBHhnypZdOOs3q8m41JvMBPr5f3P/AB2vUKK7I0oxM3JsbHGsUaoihEUYVVGAB6CnUUVqSFFFFABRRRQAUUUUAIyrIpVlDKwwVIyCK848W/Biw1fzZ9LdbG4Yf6iRcwN+GMr+HHtXpFFRKMZq0kCdtj5s1T4f6vosEtvc6e8Uapn7RCpeID/eHT8a5h9NgjvI75IYhcWo/dmTomRgn6819dVi+IvB+leKLGW3vbVcv0mjULIp7ENj+fFcbwqWsWa+0vufKWpLLeRyoJlgVkwz4wBxjj/H2qtZQwtbtC7yyFW+V5iCxwOduO3Ne16j+zysVqYtK1hsA5Ed8m/P/Agen4VzU3wJ8XWA89J9NvgB/wAesLsrfQMwA/lWTpTXQfMu55nfWKz6bNFHyqrgE5Dc8ce2K4XVr+30pYAyttYEfLnkA9sdc5Fe0X3wg8atZzBdFmjnkOQ0dxCw6ez5/OuYj/Z68WahqEPm6BJFMrbg7SxhASMEsS2CPYZPtWLpzeiRpGS3bPKb7VnZrdQokYj94VGcHPT0PA7VX1K5FvDi3UeY3OA20/gelfQNn+yT4immQ3epaTbqpwGiMkh2+uNq8/jXd+Gf2TfDGlyrPq93dazMBymfIi/75BJ/WtI0KktGDnFanyPpf9o6tqllZWNk9z5wwojUvK7Z4UKBznFex+C/2W/FfiC8lbWSPDlmBjzJQk0snptRG4H1I/Gvq7w/4P0TwpbiHSNLtbBB3hjAY9uW6k/U1sV1xw6W7MXO55Z4I/Zv8GeEIYJLjT017U4yW+26kvmc/wCzH9xQO2Bn3NeoQwx28YjijWNB0VBgD8KfRXUoqOxmFFFFMAooooAKKKKACiiigAooooAvfZo/7v6mj7NH/d/U1LRW9kcvM+5F9mj/ALv6mj7NH/d/U1LRRZBzPuRfZo/7v6mj7NH/AHf1NS0UWQcz7kX2aP8Au/qaPs0f939TUtFFkHM+5F9mj/u/qaPs0f8Ad/U1LRRZBzPuRfZo/wC7+po+zR/3f1NS0UWQcz7kX2aP+7+po+zR/wB39TUtFFkHM+5F9mj/ALv6mj7NH/d/U1LRRZBzPuRfZo/7v6mj7NH/AHf1NS0UWQcz7kX2aP8Au/qaPs0f939TUtFFkHM+5F9mj/u/qaPs0f8Ad/U1LRRZBzPuRfZo/wC7+po+zR/3f1NS0UWQcz7kX2aP+7+poqWiiyDmfcKKKKYgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z) | ASR M0150 0150 0408 Tegl
1 Ubrændt Mursten, magret med hø. 19,5x8,5 cm |
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) | ASR M8246 8257 0408 Tegl
Lysepibe fra rødbrændt ler lysestage, ornamenteret med trekantede indtryk. Længde 6 cm., diameter 3,7 cm. |
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) | ASR M8246 8258 0408 Tegl
Fragment af olielampe af tegl. Skålformet, i skålen et indstmplet bomærke: 'N'. Højde 4,3 cm., diameter 9,4 cm. |
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) | ASR M8656 8669 0408 Tegl
Mursten af rødbrændt tegl med indridset årstal 1700. Et stykke slået af den ene side. Mål: 25,5 x 13 x 7,5 cm. |
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) | ASR M8837 8837 0408 Tegl
Genstand af lys ler, tilspidset. Den ene side slidt, med to parallele runeindskrifter. En anden side mindre slidt med en enkelt runeindskrift. Længde: 9 cm. |
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) | ASR 43/64D D01127 0408 Tegl
Fragment af rødbrændt tegl med sort kærne. Efter stykkets skår afskårne endeparti har stenen indgået i et buestik, dens overside fremviser kun to krumme pølseformede højderygge, adskilt af en smal dyb fure; på alle andre sider forefindes kun brudflader. Størst længde: ca 11,5 cm, største br. ca 6 cm. |
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) | ASR M7727 8122 0408 Tegl
Fragment af lysestage af tegl. Cirkulær facon. På ydersiden skråriflet. I midten en cirkulær fordybning med et hul på ca. 1 cm. i diameter, til et lys. Diameter: 9 cm., højde: ca. 5 cm. |
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) | ASR 2381 x5 0408 Tegl
Én hollandsk teglstens-mobbe |
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) | ASR 367 x004 0408 Tegl
Fragment af munkesten. Stenen er 14,0 cm bred og 9,5 cm tyk, 23,0 cm er bevaret i længden. På den ene smalside ses der en rundbundet rille, denne er 4,5 cm bred og 2,0 cm dyb. |
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| ASR 6M73 D13607 0408 Tegl
1 munkesten fra ovnen's indfyringshul., Stenen er svagt krummet i længderetningen og er temmelig stærkt sintret i den ene ende, hvor bredden kun er 12,8 cm. mod 14,3 cm i den modsatte ende. Total længde 29 cm., tykkelse 8,0 cm. På stenens ene fladside findes et uregelmæssigt aftryk af en hundepote dannet af to aftryk forskudt lidt i forhold til hinanden. |
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| ASR 16M76D D14076 0408 Tegl
Fragmenteret rødbrun munkesten med gråsort kærne. På den ene langside ses et aftryk af fodblads- og tåpartiet af menneskefod. L.: 22 cm. Br.:16 cm. Tyk.: 8,8 cm. |
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) | ASR MD13616 D13616 0408 Tegl
1 munkesten af lys rødbrændt lermasse. På stenens ene fladside er før brændingen indridset med store latinske indskriftsbogstaver i en 0,8 cm. bred fladfuret form: OPT. Stenen sad indmuret i ler. L: 29 cm. Br: 13,9 cm. Tyk: 8,6 cm. |
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) | ASR MD13619 D13620 0408 Tegl
1 rødbrændt munkesten midt på hvis ene bredside der før brændingen er indpresset et stempel med glatte sider, ca. 2,7 cm. i kvadrat. I stemplet står i ophøjet relief: PB. L: 25,2 cm. Br: 12,5 cm. Tyk: 7,7 cm. |
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) | ASR 1015 x0094 0408 Tegl
Fragment af munkesten med aftryk af barnefod. |
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) | ASR 1015 x1395 0408 Tegl
Tre fejlbrændte munkesten |
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) | ASR 8M75D D14573 0408 Tegl
1 fragment af rødbrændt teglsten overbrudt i begge ender og med svagt grønlig, glasuragtig sintringslag på den ene fladside. St. l.: 12,8 cm. St. br.: 12,9 cm. Tyk.: 6,7 cm. |
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) | ASR 2M80D D15180 0408 Tegl
2 fragmenter af rødbrændt tagelsten af munkestensformat. Største mål: ca. 13,5 cm. |
![](data:image/jpeg;base64,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) | ASR 75/69 D01552 0408 Tegl
Teglsten i rødbrændt ler. Sekundært afrundet ved den ene ende. Højde: 8 cm. Bredde: 12,5 cm. Længde: 27 cm. |
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) | ASR 75/69 D01553 0408 Tegl
Teglsten af rødbrændt ler. Afrundet i den ene ende (sekundært). Højde: 8,5 cm. Bredde: 13,0 cm. Længde: 28,5 cm. |
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) | ASR 897 x005 0408 Tegl
Munkestensbrok af størrelse som en halv sten, rødbrændt og med et helt og et delvist fodaftryk/aftryk af klov af klovbærende dyr, antagelig et svin, der mens stene i våd tilstand lå til tørre, er løbet over liggepladsen. Stenen er jordfund fra grunden Overdammen 6, 6760 Ribe, gjort i 1960-erne, og i sin tid foræret af giver Museumsregistrator Aage Andersen. Mål: Længde: 18 cm. Bredde: 13 cm. Tykkelse: 7-7,5 cm. |
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KACiiigAooooAKKKKACvnf9sJwmjaKT2ivD/wCOxV9EV84ftnSeX4f0g/8ATC9/9Birjxn8B/L80dWG/ir5/kfKWpvJD8Mbtom2SLpblWzjH7s18n+Hpz/aU8fXawkJbp3H9K+sNd/dfDLUPbTHHP8A1zNfJehoJNSlkclVUhOvBOScfqK589t7qZ63DbftZnt/hW+eWGKA8K5O3nn8/wCldba35spjFOuIwwJbAJ47de9cN4OlQTJHFIiZwSsnIPr/ACrqJVWHLxOsshOeB8oz7HPNfDS7n6AtbwZtyLDdXG/7qcmONXAXn19KzblBbyFoFCS7Sw43KT3FPtVEiqXl4PGA3GfT/PrTNSU20Yntds0Tjjceh5zzn69fStIpHLVq2/dswdREmoap5DwNHEqqd20AE4J+vb9ar6jZGC3hmDERIw3hTyQe/wCAP4V08a219pMqD99OdrhmPORxk+/B78Zrn5L+fzZLaRY4vmCl9mSfc+vauiO+hwNtKwumpN9lbCRCT7qfPnf6noKs3O9bZ/PCrEBgBM4ORzmqdxeRzTJbCLiJtzBCU+UdvxOOKo6lqF3qFmWRAkanCqASNvrkf54oaJi9dTLutSu/MdNpMIbZjgEdhUd6I20u4nd98uwbI+cZBOfyP86h0wLcXJN5MVWNSxXaSc9lzSXyf8SC5uIwpigQvlMZ5OOcn9R61NtkdfMn8jW8CMI/C+n7CSCrHnry7V+jX7GUnmfCu/brnVZD/wCQIK/OT4egr4Q0bjnyV4z71+jX7F8bQ/Ce9RvvLqsgP/fmGv12urYOmvJfkfjFF82LqPzf5nvdFFFeKeuFFFFABRRRQAUUUUAFFFFABXzX+2s23w7o5/6YXv8A6DFX0pXzN+26xXw3o/8A1wvf/QYq5MVrSfy/NHTh/wCIvn+R8oePbsaf8K9RYkD/AEER8/7QC/1r5h8NxhYpZANxaZiQT0xjt9Pevon4x3CW/wAKZkbGZPIjXPruB/kDXzzodv5MMdyVysm7JPQfN/hj8648+d5Riezw2+Rzm/62O88MsDIGOEUcbj0/nXo2nWizWR/ergsWRv7w+v51wvh3S5LiNZYmAHDY+8P5V6TaxmzWNHKsccDgbc4wRXxlkfcSqyUmooyMfYbhkH3WUuPQkDkfXofzq7ZWsetSeWIzFEi8up4J68AnjqKjvrcqqpsUqx3IVPIPTqauaXmKNIkG5nwqfMeTkc/5HerVkYVFKp7z6Fp9IW1m2wyCMZ5ZQCcc/UE+/vWHrGjh5JZI2OUw+4tweD+WMfyrf1LUHlvHMYMQztCnGOODz7/4Vm3cbLbGWTcsX+rZc/iDWkXqc0r21OYj1BIJDklWHIbrj61RvmEkrqW/dyAbVUkAH8/b071u3mlpdW8j2wyVY7h/ePB9P0rlb2Ty1aKF8ocbmP0PI5rWVjOMPesilqNuvzbN2W7buG/Gszxkrf2DKwRlVososZwOBg59RnH41ejZnm5ZphF+8KkZC4HU4qDxNerqliw4hvMC3RUJKncQScducDr2qYLqazunY6D4eSCTwrohUDHlLx+Nfo/+x1n/AIVhqP8A2F5f/RMNfnB8N1C+FNGUc4jHP/AjX6Qfse/8kx1H/sLy/wDomGv1rEf7rT9F+SPx2h/vNT1f5nulFFFeKeuFFFFABRRRQAUUUUAFFFFABXzD+3GxXw5ogHeG9/lDX09Xy5+3U+3w9oA9Y7z/ANo1zYj+H81+aN6Hx/f+R8V/tBTNH4F0qNc7WuU3fhG1eL6JPHaafCC2NydPQH0r2n9obzP+EH0wquUF0m4+n7tsV4npCrJY2u0ZXyxn+teRn11WR9TwvGMoTvqeqeFbyK6tY1QhBF8gDHkDJOcfU139goeJZJugXO7v/P1rybwztWHPl5UEY2ADjPUmvS9P1iJYVEh25AC5OPyP5V8pfufZVqSjK8C3qXMwCtmLGMnODn8faqdvYPeJI1um5I1LMVByqj+LH1x270scwa+heeRUiPJIPUY56kUn2uO1up57JpIrdT+7BbDkcdDnp9f1q1Hqc3O9Yoj1TUIoRBsDo/AkXBKnrgZzmqX9rCa38tACFG4s4O45Pt+VMlulmnEzfechdw+6nP06VUt1ELsF3GVjtwo/SkpW3FGipO5q2t1DBEXOWkkH973788CsbVZYt1sklvHIY5PvsTgqT3A64q7NZyxybY/nVQMR8gn2yax9cuLlpFi8khwmWVCeMd8gdMV0q7Rwv3ZmXZ2kV9fSyMNohGTHEhUbc4AyD1571U8RfZbXS2eRchdwKcHa3OGOenP8q2NMme0t0kjufMuEH7yLflNrHgAdz0z6VhePrMSaCZzEizRfKzn5S2BkfUc/pTS11M7uTsjd+HKhPDGijnHlLjPXrX6Pfsd/8kx1H/sLy/8AomGvzk+H3/It6Fnr9niJ/ECv0a/Y5/5JjqX/AGF5f/RMNfreK/3aHoj8hw3+8T9We7UUUV4Z7AUUUUAFFFFABRRRQAUUUUAFfK37eTbdB8N84yt2P1gr6pr5R/b2Y/2P4UUfxG6/nb1jW+H5r80bUfi+T/Jnx/8AH68Nv8PYotu4TXMaZx0wC39K8K8Pb47aAMvLLvUj5sgn9Ov6V7d+0LHu8CWrA/cvI/8A0BxXjfhuFptPjKrhljAz8x7YryM+v7VH0fDbSp1Gdz4eUy28ZjbGDh92Pyq/DcLHdZnbH90MeAPT0rN8LW8kiksQA3Az1HBGOe1X9SaOSRYR9/7kjbTxjkc/nXybSPuITfMkzq5Sk0KecATGPvAHj17Yx1/wpZTHu/dklGI+U9v6e2TWdpijEe1fNOcEtgggd/cf59a25oPOKuGDsclmbOSao54Jtu/QpWumxo+XC7GGCQc4/GiOzVpnCSf6pc7sAE9P0/lmtKRy1igT5Cp2nI29OcjmqVqisr5VQzA5Pdsd/arsY+9e5fVVjijYlWz8rqvXI7VyGsK73Vx9pmMdvHIdpOGbBH68evArrTDJJbN82yQ/x4ycDHB/CuZ1SF75WkwyiHgDoP1PNaK1jlqX59TBsIIZhIjP5duyLhnUK5YDPB6/hz3qp8QmW60KGOOOScRNjb0LAAbhk/jn8qlVo9L1FiTHctGS0jMykE5x8p4x36VmeP8AUyvh+WOwQnaCC/oCBnB79+a2RjrzHV+B4yugaEvcW0I/8dFfor+xz/yTDUf+wvL/AOiYa/PDwiNuk6Mq9PIhA/75Ffod+xx/yS/Uf+wvL/6Jhr9YxitQj8j8iwrvXk/U93ooorwT2gooooAKKKKACiiigAooooAK+Tv2+HK6X4PXjDPdD/x63r6xr5I/b+Bay8EYOD5t1x6/NbVnU2XqvzRpT3fo/wAmfJHx+k2/D0rgZa5iA/WvCfDbPb2kTBjt5O05wTzj+de1ftDbj4GtsdBeJn/vh68Z8PqW0+Fvlb92MFuCPoK8nPn+9R9JwzFOnUbO08NzOZk/iB+7npx+f51r6nY+Tmc/vXZiegGenHqOM1i+GbtGuIk6BOG8zv61t6vdtqM0wjkJRBuVVOQB9B/nmvj+bWx9z7L3lIv2VxIWRxGHJUDkHj3xXS2N00jstxGSjDIfpg85P0rmLK+hSGImUPLt/wBWqZPvyK6HRvOuCjxnLE+v3cetCetjScEryNi6hih09lD5kJ/ukHj/AD3rF3vHOrxzLv2HMa/M3TPIq5c6sLyeQEnKfKT1yeh/kKrx2xSUPHku689Tx9D9K2v0OGMW07l2NnZQpZc47kEE/UVha5K9vbzlUz5a7mbqOMdc/WtON3f90zKHLYIiwSAa5vxtMHSe3R5SqDJyOvc59ateZzSXNbucO1wNQ1FIyqlGyWLHjaPr+lN8dNDb6PM0cTGExfum2EA8d896Zb5+0RiNxC+eJDwB9apeNdTd9AngmbzWK53AZJIJ59vfrWsPeaConTdz0bwi27SdHP8A0xh/9BFfoh+xqc/C7Uv+wvL/AOiYa/OzwWS2i6IR3t4f/QVr9Ev2Mj/xa3Uv+wxL/wCiYK/WsZ/BXyPxbB/xpfM96ooorwT2wooooAKKKKACiiigAooooAK+RP8AgoAfk8AD1nuh/wCPW1fXdfHn/BQWYrefDSMdJLm8z+Btql6teq/NFR0v6P8AI+PfjzqV3J4fOnjTXFp5kch1GRwIw3OFwMnNeb6H4YeKxjZdb0OUquSg1KJPy3la9R+P1ysfgNUYndJdxhR9AxOfwFeG6awbTYF2DG3k7cV4+fWjVXNqfTcMxnKE+TT8TsbCFbi4j8tiScYyOnTrWldCS3kkLtg52jB5xWN4bZluNzM4G3I3Hjp+tWtW8yNYmeUgc7RgeuTivi3707H6Zblha9zY0va2H2HepyGxXZafc2q2sdzEJPtw+WQKAAV69uteZafqT2u4LI544+UYH6VrWfiJ0t1h8xRhuu3k+2OP8mtEmnc5Ki5kkjs/MjkZiS2z9T+NX7Wa38sDbsC8KemB71y+m3/2iFzOfkY/w7gBz161u2NxFcWJ8jiEAkPgr0PXrVx31OatdL3Vaxeunh0+CS63lC3ys3BOOxyPX+leaaxqwvrqcxM4GcHJzx+P9K1dQuJY/N2N8g4yJDxn2/OuavZ1KhmVc9lBGetbHnwjZ3kV9NuII5pI5jAI3HMsn8OPQ44rI8aG0v8ATLyaC9tj9lhAMbTxqzHoNqbst1J4Brp5NHEcSRCPfhfNlOVby+mTjNcL4wmtTpN5tj824lkRxNsChV5OOn0+ldNHl5lcxxLqSi5JrY9c+HH2mHw7o6XskMs2xNjW4IXZgbevJ47/AKCv0Y/Yw/5JbqX/AGGJf/RMFfnR4Gk36HoRP/PvD/6CK/Rb9i85+Fmpf9hiX/0TBX6ri/8Ad4/I/HML/Hl6nvlFFFeEeyFFFFABRRRQAUUUUAFFFFABXxv/AMFCE3ax8LDnkXF9x6/8e1fZFfG//BQT/kOfCof9PF//AO21C+KPqvzQ+j9H+R8c/tFRu3hXT3XOxbvDfijY/lXj9jfo1tCohBJUFXr274qa5ZapC3hOKzl1LWLpQ8cUXHlEAkOT9ATgdq8al+Hni7RTJH/YWoXFuvMflWrMDnqMjkYrzc6wssRU5qa5rdj6Dh3GwwkZQqPl5u5raXqyW0wAKkgZ2nqa0rjULa6OXO49g2OPyrkE0fWYWIfw7q8Z97GU/wDstXfs9+sZZtPvIsD/AJbQOv8AMV8nVwNWOvI18j72hmWHnp7SL+aOys9QsobUgwwthsn5eSPrVuDXLDdlLaH5STuKZPPuO/WvO/OkMbKM71GWGckVYs5UWEubhBg5IZsVk6Eoq7Rr7WnKWkl956autWk29ERUVueAcfTGKgm8SRWrBSqtgbe4/CuMt9ZS2jR96hem5Twfxqt9sS43ASYkzyuR+dEIsxrRje6Z0eo63FcTbE4zklV5H/66xZpQ9wjbslWBORgmqil7dy21vmH3jkd6V9QUNyqkrzk/1rRrqZRdlynS6gYL4K3nCEKQTJkknPUFvrXnnjaQ29ibeHJjZQ2G5KgE5P8AL86beeKntpGSJFeJzlWmHyg9+R/U1kXVwbi1mR5oXkmIXZCQe+cZrpo05cyZw16sI02r9D3zwHbtH4f0IMMN5EWQevQV+iX7FYK/CvUwf+gzL/6Igr4F8Pwv5OnGTGTGhIHTO3pX33+xb/ySzU/+wzL/AOiIK/VcbHloqPax+N4R81aUu9z32iiivAPaCiiigAooooAKKKKACiiigAr43/4KBZbxF8KVxn97qJ/S2ooqoK84+q/MUvhfo/yPi7mT9oiPIPywf+0T/jXs/mMq4G6iivXw/wAMvVnmV/s+iMPU9X1G1vjHHpb3lvhT5iqSe+4Yx7pg/wC9noMtOsPIwI0e9UGXyw21h3HzYxnGDnPselFFdPM1szlcYvdAuqu0czrZXqOkLSqsq4BxjC8dCd3T2PpTm1KO8hlaOzuGnhRG8qQBd244wCSef/rdOcFFLnl3H7OPYyLltI1Hi70gXPGSLiyUgZXd/HjnHt3praL4R8sxnRbIbQCM2CADLEDoMjlT6dKKKhyu9UvuKV4qyk/vJNP8EeG9a3xw6Ta/IM/MCpIyRx3xlTVyH4R+H45fMfRLORv+mwaUfk2RRRVRpUmr8i+5FOtW29pK3qzTT4Y+EpFBm8L6XK3ctaR/4VQ134Z+ErHQ9SuLfwxYW9xHbSOkkMQQqwUkHj3ooq/Zw7GHtJ/zMwtLfbBYHGPlQfpX3l+xbn/hVmp/9hmX/wBEwUUU8x/hhl/xs9+ooor5s+gCiiigAooooA//2Q==) | ASR 1108 x053 0408 Tegl
Munketeglsten med indridset pentagram. Mørtelspor indikerer, at den har vææret muret ind så pentagrammet har været skjult. |
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) | ASR 565 x328 0408 Tegl
Munkesten med fingermærker/aftryk af fingre der er trukket henover det bøde ler |
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) | ASR M7670 7671 0408 Tegl
To munkesten. Mål: 26,5 x 13,5 x 8,5 cm. Den ene med poteaftryk. |
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) | ASR M7727 8009 0408 Tegl
Profilsten af rødbrændt tegl; den ene Endekant afrundet til en Kvartslaf. Ca. ¾ af Stenen bevaret. Mål: 21 x 12,5 x 7 cm. |
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) | ASR M7727 8011 0408 Tegl
Gesims- el. Sokkelsten af rødbr. Tegl, graa Skærv. Ca 4/5 af Stenen bevaret. Mål: 19,5 x 14,5 x 6,5 cm. |
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) | ASR 2090 x053 0408 Tegl
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) | ASR M2080 2080s 0408 Tegl
Fragment af munkesten. Længde: 13 cm., bredde: 13 cm., tykkelse: 8,2 cm. |
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) | ASR 13 x0436 0408 Tegl
Munkesten 28 x 13 x 8½ cm med tydeligt aftryk af barnefod, fodens længde ca. 17 cm. |
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) | ASR 2391 x126 0408 Tegl
Munkesten (270x135x95) fra processionsgang med mulig indridset grafitti. |
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XGfT/P9aiN1DDCf3q70G4lzggH+orgdcuja+NIStxJD5KTq2mxkjzSQTuVcHcVK9B7cda4vXr7V9Y+12vmXFkswkgcgDcjAj34IOPfrXoU8Hza81kZzxSivhufdXwd+Io8babJazyJLe2aLl1/5aIRjcff375r0fbXyl+zEkfhTxVaxzXf20alZfZluFO1d2QwyD3IXb65NfWO2vu8tre2oK8rtaHwmZUfY13ZWT1GbadtpwWlxXsI8gj20mKm200rVEkLLRUm2imQcBJDuHSsq8t+vFb3l5FUruH5TxXnyR0o5S6UKcVh6h3wK6LUoSGNYV3HuU1i0Xc5y6UMTWVcrtrbuo9rVkXY61KG9jkNeuvsusaYNsbmffDIr/wAUfyk8/ULweDzUOra9p3iS8uvD07yyysoE/l5BXuBkf/q96f44heOwi1GPIlsJPO3AZIX+L+h/Cs++nt7sJeLbtHDMAzv2J425Ir57H0+Wupvr+Z9Rls/aUORdDgtT8O3Hhe8j00ETWlpHiMEkM3y9ffr9evNYniqwt76PTNaf7Q32EyJHCznCb8DqeexH4iu8u7hbx2QHzJM7UbuB6ZJ6dadqGgwX+i3Wnvum85NuEcKseDkMSehz+PWsvrXK1c7Xhbp2OJ0fxBCqvJHIQ5UfNISOSeCR+Vdx4O1u71a31F7hJPMjnAVo3OBH/CvXPAIPfkmsTRPCOneG7iaYn+0bllJDbQVRiR93J4zkDpmtzw7qCQ3gRI9rCRp59ifeTAH555/DFc9eUZXcUdOGUoSipM7HSdFstFupbyygZby5Km6lZj8+PukDHHGc8+nA79Pas2qSIHjEZ4jfZk7WPr+f5Vz9yohfzow5QjIQk4LVf0u+LLHJsiBwFa3ds5HUc9jjv7HtXmVY399nqyipK0dzqXk2qV3iTaduQRgkChbplAcKmxVJLMMHPGPp3qHZYTRrPYIkSzcMw4JPcGossku0n5cY49eP61xuy2OVeZzvjDR0vmh1QR8kbN0iEYz1z3weh+g4rzbUtK1AedPd2whtIN0k84lVQVAy0h554LdBng17mrSNKonCmNV6tzmuN8TeF5LhblrdfLjdXVSsgCBSD1XI5GSOnQ9a66NZx924uWLd2Z/h3T4dPgtBY3vmoreYksb4KtwVK49OOnPevp/4L+OrjxDZ3Omancm41C2+dJJCN0kZOOfUg/zFfC+mafq/hfxZpFvJKbmHUZmijuPlEW0jgNgfKQzAADGcD6D2eW/v9F1SO407UPsN7b7XjmAyxB9fbrkYI55r0sNXlga6kneL38zjxeHjjKLi1ZrbyPs6ivL/AIefGQeJ9UttJ1GGKK9nRvKmtydjsoJZSD0OAec9iOOM+oV97QrwxEOem9D4KtRnh58lRWYYpCtLmjNdJzDWooaiqIOMVeBUc0W5anj5FOKCuI6DmtRsdyniuZvbUrkYr0Oa2DjpWJqOk7wSBWbiNHnF7bk54rBvYSua73UNJZCTtrnr7T92cjmsbalnGXEYkVkcblYYIPeuGs7i60ia4sZLlTHb7kjjkjB3KQCpz9MA/jXpF9YtG54rFvvDNvqsheQMkm3YWXuOeo79TXLisP8AWIctjvwGK+qVebozkrO6DtcCO3hLxrl2jT7xIycH3zj2xVrTbpdpWS1kit3Jy5Ujr3/zzxWnfeD7nRdIX7NITbq4LPySOc456Z4H6cVU8Pz3zbVupHfriMkENnJA2+nH6/jXyGIoTw7aaPt6VeGJSnTdzjvFf2rTIpEt4dwlcFPLTr+X4VB8OtQBkvbe8YWtzHF5EkLDDMozng+7L+VdRqjPFK9yltsu0UosSn92c+hPTofeuS1zwHc+IL6LUbfdHLENy3CN9yTJOR69eld+HpPFx5HocOIrrC2mlsd7Z3URjW2iuzcTxIF3P1PXB9+h/I1BqE4t5oZfnYZCPHnICtxk+3OMe9eaNrfiPwrcktcm5GMOs0a4ftzgCuQ1r9oXVNM8S3Eb6NCbferNAsrDsMkMc8Hk428Z9q63l1WOi1REc3oT95tpn0nJrtnYwwmGXZb3BFvFb2rFXV1+U/KCAdvQnHb2p7eINU0VQ2oQ/bLYNtLqu2Uc9doJ3fhjpXh/w9+K8evak11PZRpJKzMr/faNuAAMdDxzx6e+fZdN1yPVEivw5ktZxgLIMHzFJGD6Zx+vWvLrYP2T5Zo9eliKWJhzQO302/sNetTLaOrW4jyeemf/AK+fxFVLq3uGsXitpNk//LJs4GeflJPrz+lZLeVMzTRRiO8GfLmiAGen5ggCsXV7y/1DTWtmzJbk+hHIHTPpmuFUfftcxq3prQhvrO4v9PhsZFiS8EyMkuQVSSNwwc/98/jXcxtDqVvvQNlUUrwOhHT8q4rT9UW2i2XTtJLGWAjTBJJyQVI68HH4D8ent7keWrR7hv6ckVFRNSVkbU7STu7kdvcz6XqCz22Y5o23xsnBRuuR75zX1h4H19/E3hPTNSkAE00X7zAx84JVuPqDXylax/alfe2JQuAec5yea9a/Z/1bWo7qbSntZJtE8tp1u2B2xvkDaD05549s+tfRZRXdOt7N7S/M+ezbDqdL2i3X5Ht1KtLil296+3PihKKGoqyTi426VODVSE9M1aSuI3H7N1Mkt93UVMtTBd1AzBvNLWRTxXN6h4dySVWu+khzVWS3DdRU8twPKb3w6WJytUV8LsZBtWvWZtKjlz8tEGhoGHy0uUDkNJ8Jxz2rQ3EQkikXaysOoNeQfFf4W3/w8sDrenXLXFizrCwMf7yMMflBxwRnvx1xivqa10wLjjAq9PpNtfWsltdQR3NvIu14ZkDIw9CDwRUVsNTrxtNanRh8VVw0rwe5+funXF9q2pWGm2V68rzHaIljVWBPAXBXLHOK+k7X4TDStDtrbYDOsYMpHdyPm/WvXtA+Hfh7wq0r6TpNtZSSnc8iJlz7ZOSByeOnNac2nhv4aihhY0btGmIxUsQkmfJ3i74Ui5Vw0HPY4r5/8dfAdprqSf7MxlC7RIufwyO9fo5eeHYrjO6MflWBefD+0uid0IP4V08px8x+SUej6v4A16V5ILmKTIbyRnH1BA/XtXsfgr4vLdaWumTuIXymxXHzHnPOPy9ccV906r8EdE1dQt3ptvcqDkLLEGA/MVyeqfsf+BNYmSWTRfIlUg7rWV4uB2wpA/SuethY117yOvD4yphXeD3PAl8Z30u0p9k2r/C2Q/B5IGfSnW/jS8jXzG2R+aN58tSVKnPzZJPrX0gv7KvhCRoidLKmMYDJPIjEe7BgW/HNbsv7LvgrUoESfS3jKjAkiuZFbHpndXnyyqMuiPR/teXW58m2PiRJC8jW6iPdgfKxP4AA16R4F8O+IfiZaXM+i6asscDCMzyOIo9xH3QSckjvgcd8V9CaB+zX4A0GFVTQluyrbg15NJN+jNjHHTFejabo9no9qltY2sNnbp92KBAij6AVf9k0pSvIx/terGNonlHw5+AFpocr6r4gxeatNgPBHITbqF+7kYG49fbn8a9dhtkgjWONFjjUYVVAAUegFWwowKQrXq0aFOgrU1Y82tiKmIfNUdyuY6TbU7LUJ+tdRykbLtooY0VRJwkZxVqM1aXwrrf/AEBtQ/8AAV/8KsR+F9aH/MIv/wDwGf8AwrkNyotTJVxfDOsf9Am+/wDAZ/8ACph4b1f/AKBV7/4DP/hQMoU3yw1af/CN6v8A9Aq9/wDAd/8ACnL4b1b/AKBd7/4Dv/hTRJmLCPSrEMQ9Kur4c1bj/iWXn/gO/wDhViPw/qg/5ht4P+2D/wCFUBWjGBUy4qyug6p/0Drv/vw3+FSLoep/9A67/wC/Df4UxFdadtBq2uh6l30+6/78t/hUq6HqP/Phdf8Aflv8KBamf5IPUUn2dfStP+w9Q/58bn/vy3+FJ/Ymof8APjc/9+W/wpgZwtk9Kctsg7Vorouof8+Fz/35b/CnDRb8f8uNz/35b/CmIorCvpTtoFXf7H1D/nxuf+/Lf4Uf2PqH/Pjc/wDflv8ACmSVBQatjRdQ/wCfG5/79N/hTv7Fv/8AnyuP+/Tf4VQFRc7aKujR7/8A58rj/vy3+FJ/Y9//AM+Nz/36b/CpGUWPFQtV9tG1DtY3P/flv8KjOi6j/wA+F1/35b/CrJM5utFXH0PUv+gfdf8Aflv8KKYHr9FFFYHQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q==) | ASR 13 x3387 0408 Tegl
1 munkestensfragment med aftryk af dyr. |
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) | ASR 565 x519 0408 Tegl
Hel munkesten med aftryk af hundepote |
![](/grafik/intetbillede.jpg) | ASR 571 x345 0408 Tegl
2 fragmenter af tegl. |
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iv1E/Cgr5L/AGytYg1LxHoejtaqVtI2kkuc4ctJjEY9QFXP1avrSvi79qSzi/4WtcSKyykx27upJ+VtmCvXj5VU/jXhZzLlw1u7X+f6H1fDMObMFK17Jv8AT9ThNNk+zrvimZkYgFVXk/5/z2rU06JY444Fx5YYqm48+uP1rCVY44WjE22Pk/d5X15rb0jy/tUQH/LRQ6MxwvHr6c18tB6WPtcVa7mObWm+0Mr7gVGzaw4GO49KrX0kb27ySncrp0K5OOw/nSeJNPuLORp7sxhpsqNuflHQc+lVLWZG0yMOvzKNvOT071hJuN0dmHVOpGM0/uKFvapBDFHbxqIgWJByevPA/OtaG3jKQJIu6MtwGxgcZ/mP0qn5YaUFSNpGPbp/kVLbWsdxHGQPJde3GR/MVUH3CvZP3djpLXZDabYIg6jovbtxio9P8YXEbkXWnvAAcZyCCOh79f8AGqUNxJbsVwqDqoB685OeKLjUjfoYUhMrMdpOOR6Grc5dGc1OFO1prc321S2mtxMoJ3LnBOPwrkfGDPeG2sYoV+0yHdwhJI6fyzWta2oS28yVpGYDcBnG3vWJoqPrF9d3KjzGLBI5A2PkA5x/L8ayfvP3jsp2pq8Cxp/hm2sYXubqHzlhGGZDz68A/wD6qsrrEFvYxPGC8WNwKjoPQ9h9K3razSfT5o7nGGBHDHjGeledXmoG0vnhQfJINuFGBkVjJpbHZT5ptuWps6X4hj1qaaNFaGW3fy2DjB3da25WeGDDOTzgEA1zVhMVaNimWbnIHX0PvW618TGEZPftWLlfU7YwcWkCyI2A43bTnPfFJKwLDAyo6DtVEyNJKjI21e4xkHj9KkEwLeWGO4DkdPxrPmujo5FF3RHeL+5JI+XsO5rjtQdl1CG9KYihXymwSPl3nJP4n9a6+4aK4jKSbjz/AAnGK5LXLN4bGYICYvm4c7iPfPp1/OsrqLudNnOKRv8A2xPKDqw+YZqaxuHulZNuSDjb6muV0LUJPscDY3JggjH8Qx/9etqNiZPMcBEAzwcdRiknZnPU1iO1AW8NvNHORJ5i7PlIPOO30rA0nUprW90wxQtKYbqNn+YKOH+Zh+AHHvV3Uk859sICxcAA8DnvnNUPDNv9p1yzw/llblAzP91TuGSR+VFSWyFRiuWUn2P1Aooor9jP5vCvkT9qzwXf6X40PiISM2m6gkaj5CQkyLtKlu3ygEZ9/SvruuL+MHh+DxH8P9TgnRW8lRcKxAO0qckj/gO7868rNMOsRhZLqtfuPdyTGSwOOhUWz0fo/wCrnwzYObiNcruAOSWHXGRV6y/dzIqsBtIPfGf6VVaxkgnuYkmMpRmABGMY46/hWjZxpFOgHRDkjOOo6mvz/D1JOKufrmPp025OLOl1C1TUdLjklBlAGCFJ7dvasIW63FtJFs+zu2QGViSD9asajdS2LukR3wld+A3X8uvOaxbPxFBeRedFKu1mZdrcMpBPGPXiumpK55GEjyxstuhburX7GCoxI7LgA8c/WsjTvEFtPfNBHLDLcxn544zu2898VcuNRN594bVOQd3GelcxaaH/AMI3fXFxZRfuZhkrGBwc54GfftXPrfyPSSXK1pf+vvOtubiTcxxlzgs2DTYdTNizqoPm4z93jP5Vz8fi+2hiIuCPMU4Pb+dUp9e1DVZmj02BYiR/rZDnH4dM/X8jWsby2MpcsfiN/XtYeaNNKtJFa7u+saH7kefmJ9B/9eu18N2MGmWsSRyb444wivjkgc5GfU5/SuJ8J6UmitPLIWubmf8A1k0oy59f/wBXoK6u31hd3k4Xd2z2/H6VbdtEYO8tXsia/vmTevVSeP8A9defXELyao8hQhFDHpxgn/69d5qHyxB0ZZM4+7XHRzKPMDNscn5s/wCFcM01K7Z7VCalBKKLvncrs6rx061cw7WpfGzKZHOfcVz91rlvYSBZArb+AykFlHfA7/8A16sRae+peW73Fxb2kfJtwzBmbkFWbd09hjmubVu7PQvGKSRqW5EQTJ3DGRkCmm6iZjjaJO/c1nanL50bwRBk38B14K1zWn6x/Z8k0V63lvvwnAGOB69ec0+bsjVRvuzp7i6ZWkBA2bchiaz7qaK6s5BIRhlzx04qi2rWt1uRpEweeSOay3uxLMVU7YcfK2B7Zx7Vz3u9Dr5VGN2aGgjybVc/OfMYqfQVbl1KNoSYwswHcEFTVW2dGtXjCuNoO1cfe9+tSppb3lrHFDutpARu2fNle4x9Ku+uhwuyXvGZHJqTTXUrxx+RG6iKNPvKo+8zH1yePpWp4UhLeJNFgurR99xdRhxnH3iCMfXI/StHXNJto9DkaKGRWUAhtzAvzjv3/wAKwdJ1L+1NUtbkFoLqHayShSGQjAB9iOOlE1KMk5LQmM41KUoU3Zu5+odFVtOme40+2llwZJIlZsdMkAmiv2JS5kmj+bmrOzLNU9YsBqmk3tkcYuIXi56fMpH9auUVcoqScX1HGTi1JdD4Hu9HvdN1KW31CJrSSCaSCVZFKykgnqPTGAGHB6+lZU2mm55SQrDjbtBOWz1zX1L8dPhJqviu6i1rw29tFqaxiOVJztD4PytnB5x6/wB0V4OPgb8RdNnku7rT4b/yXIVLe4TlSOSoyN3PYgHpX51iMJUoVHTcW0uvc/VsJmdLEU1Uc4pvpfZ9tfw8jjLGxb7PLbmVnkjICBvm3Aj1z7GsiXRYNLgVo12p5rStnu7NuY/rXa3XhXx1bag8lt4OvngaPDEJjBGe2eTn0Fc7d+GPGckipeeCNUtFyRuWBpFX3JUY5+tcru1ezPQpzjGdnJfeiJYXlgV0bKdSB2qBd7K55YqeAB2qx/Y2vLatE2ian+7OSsdnIxb2+7VSLTtat1lafSNQjiUPnFnIxAA7jb61z+2XRXO32OzlJL59C5bwxMBI8Qc5wc0yaSC0YlF+bG7/AGh61mSx+I4+JPDus20RPEsmnSBW7ZJIwO9crq13qjTDZDLHEMh/kdSD6/mOlXLEwi1Fpoyp4SVVSnGalbbXVnc2OsxyfOGZg2QO3OcVakugqhlXDA5PI7jqc15E3iC+hjmkgSSSVeFjXjd6nJ4qafxXrlisYm027hRwSsksJTeMckZxkdfyp/WKbuafU6sUmmtfM9Zk1UmNY9ylsYO7v74rDvLFdQkaVZXjJOSc8E47Yrzyx+I0l5Gvyks3BUqTz+dW/wDhKNTguIw1pIC2XYBTjjt6+lYyqRTs2d1GlPkX/DnYQ6bBYuryShz0DFuDn61s290kcAjUZQc/U+9cCviqV8Ga1kUk8b1OBWrb67JJYLIo8sHkSY46ZxnFZ88U73OlRm4qNjX1TUBaspbaAVxkDAz6Z+gzWbJ5OoR4kjWdCPmZgDmszUNSn1C1SRLW6m3YA8mJm74JHHpmrWl6Trer25lsdI1SeK3+V2htZGRfdsDHpWc276I6Kc6cYrmkr+pmXGi2UZla3WaGfBAJJAHpUccZs7dRkt3+bJ5/H8a663+GPji6kFx/wjOpCLGfnt2BK47Lj9KzJPhZ4ygvPtE/h3XCqrjy1spSoOT8xwvvWEvaNbM3jicKn8av6oq6fqjs/JyMc8Vv6ZrJsbxZMk7W3ZXkj2/+sa4rTrjU1luoLrQ9Z0swH713ZPErDOMqWGD+BNalvqFx5LBIiYnABLA5znpmqinT+M560oV7+yd7nb+PvEiyaYnlF3DJg7gBz64+hFcd4HmaTVolVUkDuFZSuckn+nX8Ks3Qu5FJeHzOA27rnjr/AE5rufgn8Pr/AMaeLNOhS1miQuGuJGjZVSPd8xzjrjOPU1Uqzry5aUbt6I5VRp4Oi5V5pJJt6n6A6ZE0Gm2kb/fSFFbHqAKKsrgAADAA4or9cilFJH88t3bY+iiiuokayh1KnkEYNUW0lWUASEfhWhRWU6UKnxIqMnHYxG0OfkCSMr2zn/Cq0nhu52ttkjJ7DJ/wrpKK5ng6TNlXmjj28O32CPKU+4YVDJ4Z1DcPkUj/AHq7aisvqFLuy/rUzjV8K3TRjcY1PTGCf6VTbw5qEbk+SXGf4a76ik8vpd2NYqaPO20O/wA4WzkA9dtRyaFf7cfY5OeuFNekUVH9m0/5mafXJ9jyxfC9yJ1f+zpN/Z/KPH6VYXw5qG4gWkmO2RivS6KSyymurK+vT7Hmx8M3/VrOQ9sYBqRfDGoqwxatz06cV6LRT/s2n3YfXp9kcIvha/XkQKD6bhVm28I3bBS7RxeoySf0rsqKpZbRW7ZLxtU5n/hDxtx9p5x/zz/+vUUnhW6XlJI39jkV1dFW8voPZWM1i6vVnGNoF9GSDDvHqpFINBvlxiA+/IrtKKy/s2n3Zf1yfZHIw6JeDGINueuSK39LsWsrfa33ycnFX6K3pYKFJ8yepjUxEqisxnPpRT6K6vZ+Zz3CiiithBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z) | ASR MD13616 D13617 0408 Tegl
1 rødbrændt teglsten på hvis ene fladside der før brændingen er indridset med store latinske skriveskriftsbogstaver i en rundfuret form: KT. På den ene endeside sees spor af overkalkningslag stenen sad indmurei i ler. L: 26 cm. Br: 13 cm. Tyk: 6,5 cm. |
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) | ASR MD13619 D13619 0408 Tegl
1 rødbrændt teglsten på hvis ene smalle langside der før brændingen er indpresset et stemplet af rektangulær form (3,1 x 5,2 cm.) med afrundede hjørner stempelrammen har savtakket kant med indadvendte spidser. Indenfor rammen står i ophøjet relief: HTS. L: 24,5 cm. Br: 11,7 cm. Tyk: 5,8 cm. |
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) | ASR 8M75D D14207 0408 Tegl
1 fragment af gulvflise af rødbrændt lergods med overfladen dækket af pibelersbegitning hvorover klar blyglasur. Kun flisens ene hjørne er intakt bevaret. St. mål: 15,7 x 16,8 cm. Tyk.: 3,3 cm. |
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) | ASR 8M75D D14337 0408 Tegl
Endefragment af teglsten af gulbrændt lermasse. St. l.: 8,7 cm. Br.: 11,1 cm. Tyk.: 5,4 cm. Klægsten? |
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lDHcRSQxuAGkkYFixYjA7HOa9F1D4fWfhHVrOe0gFytv8puJEDTIHU5IPUcZ6djXBVqU+ZfzHbCnJK72Ob1Xwi2NO+w3srFw3m6fJGNzSBiVYN2Xk8Htj1rc0m1ntbafdL5RyyCNDj5weQRgdCOlTR6w810rRxmHaG/fI2Xk4ODkenHFSC41DS7OeWKHfFtK+dJMCQT7fn0z0NcdSUpJJmkeVM0dH8MBdLk+2SqzsTnKjJyM8nqCOnHHFPg1KCPWJLCArHHGpG1eSVUDuRxnPr2rlW8ZtJH58M8d5IX+ZEwMHPtx3qjrllePdQ38KzW87plgw2qOeo9uv14rB0pSfvHRz2OnHjjU77VI7WYAloGtlKOqvnGFZif1/pXT6bDBdaTJpGrSpNZyxkzIZGXLA8BSOSwYAjB7GvI9Jml0vVo9ssE13cTY+0Nh2hwMsFAI4xnpz0rpLfVJI5otV8iKaKwO3eN25sMAfkOQBg9T6960qUduXT/ADMYytr1PetL0R4LW3/syZpraVY495lAMMoTO4vjOWwF9vXnj6h+DHjiXx94Gg1C4i8m7gnmspl5+9E5XP4gDPvmvi7wp8Q4bzxbZWlnFGPM33J84E7+DgAq3BGSeV2npkGvsP4CzWlx4Hke0hEO68laVR0Mh2lj+JOT7k138OylRx/s19pP8DLM1z4dTlumekdqKWiv1hxXU+RMi8JC8fzrLum3IQeo46cEVszKrcEZP0rndckEMbtg5UHvivzPEe62z18P7zUT5i/bC8cNo/gtrBJBA2oTJA7LjKpnJP6frXJ/Bvw3Y6r8MxaJbqdVeSZ0ZZNsmc9Dnr/d+gFcr+1Jrlpq3xI8P6ZdPuiSRpduQfmA+XOR0zjPtn1rsvh78L7LSdY0rxbF4gndVt2RtLJKr5jE/O3ODwR2GCM57VxVVFU1fRs9h6trsYei/DvaL221lpDd7zbxW1xuVS5XP7xh9SP+AmvK9d+Fi2/iQWV+bc7W80xrIHBCkllUHqfY+9e+fF3WDpOoafdaeVltbqQTySIQwVwu1W74ycDPQn8a5fRdQsry2SfVjYLeRKZZYJso3TaZN3OeBya54ynTvJMzupWVjjvHHhfTdQt4ZNOvnhufL85y8RIzwPmPJ9e3p61xek3WteF7ePTrw3CSah8huCCEWModrlV7gbWz3r0u68WCTXJZjbw3yllJaEK8bRqc+WMkAnnr9T7VxPijxY11f28l3Z3BWW4aNfOcuo342BQvAP3R9KmnKSVpK6N1FT+Dcg8U3Gt+DfBunag93KLq4l8xZYcMrH/aJBxnHfA7Vi6f4ufUGe+lDJNMokkjVejd8DBGMj9akv8AxpJfXiaXOyw20chRd8exVVl+XOCfTHfnFaM/hmz0FLqyuPKWeQgl16pkscKOM8EDHoBW7iuVcy1et/IiU3F2atYcim+W5EREiSwEOoGO4ORkY4IP1rm5tPi+0GZAuY8MWJ+mB3x0q1N4gi09kTz8QRxsiOONykk/h1I696G1CHUvJNpOjNNyrK2MfUUoqUXfoDtJGZqWuWl3qEs18PNeRdyL8w3NjGCBn8Pwq94m1jR7HSYE87bJ5m9kCYCKR93oO9Y+uaPFCwkeVjebh+42kkYPKj6CqdikmrahLItvLc7VCRpIARnAfHPbHOfwr04RjZS7HI7z0Rq6Tr93q2pXl1p9+qQRn9wyD5VPU/jjjn1rXtfGGtWkk6arcGSBkCN9okBbHJGGJ5ABPJx3rH0nQ7fF/bQSPFdO+9o4VGQNoG3bjpnJz9Ks6tbxzWbWpjXyx98yNyRxuGe3NTNRc+Wxa2vc6rwfb3/i7xFpujaVb/arq7fyIYo5fL355J3Hpj+tdD4q8O+IfhfMlj4ttZNIgutyQw3LhhIeQSjDhsZHQnqKX9mH4qeC/AvxctzrGnag8VvA0cWpxWjPBFM2NpGOTwXHyg9favWPFnxk8IfEa+vvAvxDT/hKdCt5RNpfiqwt/JniY9fkY5BXO0nHYZB61zyoxV3NWL9pJSShqfM2ieIo7XVorF7JY4XmJW4jCuNoyQoAIAz14J6V3OvMV0UXEGoRoLqPy5ZpCCir2Oc5U4Hb0Ncd4m0XTNE1qew0bfeaZbXW6C+utx8xM8My5+UkDpxXQSaNrN94TltRZnyWf/lkuUfBPzdME9Olc1VR5oyjoa8917xlXnhq3urq2srOcHVGj32zBsRqc4LFycDGevXitD4Vx3beJnN3LFcQNCYbqNj+6OSVwBzkg44HvXZ6B4EjbTUm8QTNaorK26Nc7Rz8rEZYZH161b0rQtFh8TI2ixXF+ZZxbWtlbsdksh/j3IMnGSfqMetc0sQpRcUPkejPSfD3wpja4stF0AeSdU+WCaVPMNuhOXO4EHaFDHHGenevsLwf4VtPBfhux0axLtb2qbQ8hyzsSSzH3JJNcT8HfhPceCPtGq6xdLeazdRrGqpnZax9TGuTySep9hXqFfdZFljw0HiKy9+X32/4J4mNxXtWqcX7qCikor63TqeSZ0v3Sa5TxG26zmPopz+VdXcfLGe9cX40k+y6TcyA7dsRxk+1fl+M00PcwX8RH5y/GuaDU/jJa/aRmK3IYgkjO3Lbe/XGKseIvFGox/Lp2oS/Y5MMuXK7UIB9OvPauP8Aidqpm+JF5coPNeFyj9wu5Sgz+LU3S/ECeIreSyure6bU8snncqsgA+XaQMLuHGB39K3rU+aMGuiNpc12/M0fCviyW61afTo7jzIVO2GSUbmhUHcVA7jgdR1xXXap4j8NXFtpVxgOZAUTCg+fGynLNyTvBODkjpwMV5gnhvUbG8ub8RFISP3sbpwQR9zPBz0yR6VNJ4fkM09rcXA+zp/x7gL8uQePoefxzXNVjTk9xU3KJ6xb6rpdxZxy21tJHIwOGXK4JOcjAIHQHk/1rPurg3djJuEN2FLMSxGVkzkEAdenT3rC0m8nihuEEsixRFeEbCHhscf0965nxBq1za3DIu9YXDFZFI4B749DyOa86NHmnZHb7blWnUk1zQ4daniv47yMFT5hhmwu1c4y3uSBWPNCbW5aS0RZrmRmeaMM0mWAwSCfujH+NXnt72TQLk/bLeGOWNEaIKWYkdGDY4wfccjNY0lkILMz/bFa9zhccmQnOdx6Y/nXpwjyq1zCU1LW25kajLI2pQS+UJLcL8+QGJwehx3yK09HZG8u4nkSBN22NVBA5ycH8sfjWbuv7hgnkfZk4EbMOHYjlh1P5VvxaSNSs45FjC+WSTJJxu9eDye4rolZKxMe7G3lxpkl9bSRtKsxkDHcCQfU8+pPP0FU9B+22uoTtamaS2uJz8xQ7WRTzn0xuUcVDqUFxHJ9ojXzCGaMbeArYz1/Grvh3Urnw/fTRTvbzLK/zMzAhNxAOD3+ooilytb6E3aasbM0jaDdTOtq14c7t0LcBT/eGccdfxPTvnNqNrrGqPskgtY5HA3xsTyMEjB/wrd+IUJOn2MOiX0MasB5q4O0Y4JznPvg/wD1q818N6fJama3mRfOkcsJeFAbIyPm96VFKcOfqaSbjKzWh9S/AfxZouhaxrVrpc2nWninyQNKutVXEDtk70VvUrnnjkeldt8WNM0f4qWN2La70mL4g6bbRXE62bZWcHIkQsMBiB83qBjOM1n/ALMPwb8FeJvh3d+LPHFktxJNe/ZLWYyMqKpOwFQpwSXY+3Aq/wCIPgZYaPbaqmneJdus2cLTm3eABZLfOMg5ODgfifSueb5di4q7PJPh/oUounv9Wht9QtbVA6wFDndggEn0HX8Pan+K9W1W2hkg05ksIgFMc0LMN3ykFW5wCcGvQ7KO10/w5FcvGghcCNdq9evGR6j+dcRdTWUltJC1zc3tszusdqyfOJASDz3A7duTXzkq7dS6Wh7FKipRvJnmWueCdf1iSLdqtzJhSWlWU8tgkjbjjjGM+tfY/wCwz8PI9HutRvr6C3N7bW6LHt5ZS5Oc+pAXGf8AaNfOWtavNoVvdazG8qaRZxgXBhQO7SFlXJx1VSckc9DmvsD9i6//ALR8N6ldfZJE+1R29yLqRMbwwf5c+uAG/wCBCvWwVWeIxNGE/hv+KVzkxlNUsPUcd9PzPpRfyp1NHNOr9dhsfEsKKKKttdxFCbpivO/iqy2vhfUrhwfkhZuO3FehyKW9Mdq89+L0Rm8D60h2hnt2Ab19q/NcXHml8z2MLJxndH5dX98H8ValG7lZmkDyTMowB82R09RyPetXwx4sPh2VZk0v7QiSKRJuCqCuAACckAk54/uj1pdbga31i78uJQ6yu8q4wXGDgkjtxjn1rI2z3Gm3FxEVeNplkuUVMbFZyQACABkAdBz60RScnHpserJv2fN1O68TeMT4iV449PG+Vhs3cYZgecLw3brzyBXNg3jQRGa1ChgGZmIAB+pPA4/UVJ4emniklgNss2/a+/djyhyN369x/OrWoW80sM4jT5CRtjY5yOhzXFKMYPlWxySk5anNLrN1p8k0ShlaZfLZVORknIIHOOQPzq3cz2/lKJpIlnYFgu7cQ2COff8AlV3T9FtdNs31C5uil18/lW6oWG0DGWI6E9vzqvb6DZtdxTSGSZt4D+SpZUUkDOTj19e3vVycN7BG8upzDXU8m5HiXywPOMJIXcDj39azvMtriERCFGAIRwJD8uRwCCOPr7V6ZfeD4tQ0yW9vGDSWu3dHGq5yM4BLcDP9e3by/Xo2sdTb7LKpTzslIkABBJG4noQMEAj1rpw8o1vh3Kqp07J7HoemeYILW4l0/wC1QWpLOnmbSgHAHPGOPwBrA1W5iiugIVkikUtIyXD5YZ6gDuTjPXircOsNpemyWKXUkisyLteL926ngnr1H3c1T1IS+LrhVgZbZbfaWMfLjIBBJB49+/FZxjaTcthtvZGTNfzwWSwhPIt4ZseYzAxksTn3J5rS8G6Bb6w00t9YSQpbqqxuiMwkJYDaT+A/E1l+LbO302yitDJLc3suBLOTsQAkEZB7kjPbpXaeE/FyaXoNxYvakbZCFJkB2gAAhR/wHPuc06kpey5qa1Y4pc3LLoWJvCu5pLYStF5bt/Bhfm5455wO9cVfaetrr9vGjjf5z+fKFyoUAHqRwevrXSXXjLUru8sIbYRi2njedLW4cIUJOCQo6gjvjPFdQ3hO6t9CjZhBqFz5jNdRp94IcEcDpgHv61yxrOjb2j3Ork9pdxPUfhP4Lu/iR4PTRNM8UmKM3Jk/sQjDK3OJOeoyTwOPXmuf8c33in4N6tf+H/EmkXIN95YOsyOVBiyBtR8kOADyAc+3FdZ8B/it4D8EnSb7xRol3oNzHI1xDruC6OCSuGC84wwAGCO+c15H8Yv2htb+JM2r6DbanNrvhix1CWeOa8CvvjV2EUiZG4fL2J6Gqo0XK8pf1/wSJ1OWSiju9B8a2Ou+D761tLRnisbpg8skg2CPaMsARnucD61wfji+8ReHpr3XYLK31K3uGURNtw1tBjkYHU+5xyad4E8M3moeB786bcZEiR+erD7gZs5Ufgc98GtS8sLiTS5LFZISkkQTzI5tjFShyVX+JumRjoTXjVIwp1rLVX1T7HrYeTcG+pxWj/EG7S9Ftfos+lXCGOZgQ3k7tpCqMcjOOfavvX9kbxxaalb6r4eScTzQol4jLEYwUOEI5HUYXkdcivhv4RfDXxP4g1q3tZ9Fmv2FyOFgeR3B3Y3EHap5Gd3AAr9QPhb4DtPh/wCEbHT4rSGC7Ef+kSRjLO3XlupxwPwr2svwvNj4TpaKGrfR9LerODMMRD6s4PeX4HZK2QDT6ZQG7d6/TYSUdGfGjqKXFFbokosetcl8RbBbzwtqK7efJOPb3rqwwC1l69Ct1p86NypTH5ivzmu+ZXuelQ0mj8+PGvhuHTdW+2G2Roi+ZlZcEjBGQR36dTjjtXlWvzWtjeSRLhI/MwUWQqkg5Jz6gY7V9Z/EzwW8bTN5YaM5z3457V8t+KtFEN8DOFmWFycueq4ONp9R1x6CudwXN7WL9T3IysvZyN7w74VtNb+x3jO1nLskE8UbhTKM5Dc8DoR05/GtNILLR5pnaGbdC6qWVgckjIJ46AH36e9cJcXcYaBYZNs0oAkuFb/VLxhSwHCnuDya1EV/La0kmlmsplIikj+fyPlOVGSDjI4AyB0yByOKXvSvLqOdHlg3HoVPGGtafPbiK0gkMCliu4knzAOv4j1z36VueH9W0rSfCsEhaU6mku6WZo1YAqCFXphV3EfkK8/t9Jt5PNUalDbyT72hVlJbALYXqME5657VPpYfwZpNxc3EjXFzIpEcIJdFGRyeOT16+9dTpRcFFHnRk7tmTrHjfVNQjWOW3l8vLiSOKJQp7Bueg4A9s1z+ta1I0s7CwWwikT/Ugk4fP3cY5BJNdY2u/boPMaBo7hSjHkLGqA5bjHPI71MsMmtX1ze6Zp890kSb0coNmenTI54HQdDXVGUaX2bB70tnc5LQ7ceI9HNnBKILxG3u+c7c4GTnoOSOOmK6HUY7bwHJDa2F9Dc6lLHtkuGO/DY64GMfj39Mc6t5ozR6jF9iljgumAnlVWAKkNtYLwMgngAnFUpPCst5fxRyyeW7OqRzsgY5Izlvb6msJVVKWr93ex0Rp2V+pz6alqF9p2qySXrWt1cnmYqGkBDAnHPTAOMdKf4L0/U/st3NqLNcafbpuacoBuwPmb2PP68V0Gr/AGK1sbm2jiWULJsFxtZFCqSA5A4BbA/OuTs9b1TTdStLNNQkt7eRlQpCg+YE+h9iRWkXKpGUUrDk1BpncX3g29vNQa7tEP2m2hVLd5ZF8srs3HI9Mn+fNP0y31eXVoYIWRkKI008G5UnXaBt4GScA53E9RjGDUepeLrzSfEizXEH27T5iFt4Y0IBUdnfp1HPsfeuy+G8eja58VNO0i60eS0hkuY7hJGm2oxjVpAjHPscdj04rkkqih30NIuLlc9++G3iT4pXXgjTmh8IaZrHhqNBHDp/iCNI2MKYVSjkgAfd5Ze3Ga8U+MWqaZq+o6vZL8NpPBfkx+TNaW0nm5kZhtkVQqgD028d819Q3Xgvwv4i8ZWWs6f8UmsJo3tpk0g3MZhMaEfIEyp+fnOc9fpXjvxt1S28WfGLUobNoozGkNsZorhWx5XBOBwM/TAzis37kO63JjJSn2PE/hPomtaLpd9PbXpmuZxGkSrhTww3FiemAT09K+mPgv8AC1viFcPrOuwg6Wj7Ldc83JGVLsQOnPbv9KrfBr4V2WrapDamFTaRhppsk7nQtjDY4GSTx6V9a6HpEGn2kdvaRLDBGoVI41CqoHYAdqxpU1iqrqzWi/E1qVnh6XLF7mjoGk2Oh6fHaWFnDY26dIYIwij3wK01JqGGMqoDHJ9asLX2WEi1FLY+am7tsfmnU0CnV9DDzMRetFJRXUtSTPfOz/a9aqTfvC0bhdrdee1STuwYLjC92HpVWcLtfIOMda/Nqkuh6VOJw3jnw5He2syogyVOR2r5S+IPgVpLe8UKNy5ZBk8EfSvs+/ZZo5ARg+vp1rzLxJ4Uj1Dzzs+Qgjgjqf8A61c1Opyyt0PbjF1Ia7nwzpGsadIy6SIUjkRzHLujHzDpvOBz0xjHUn2rZ1SPTpBDCskiXMQKhFQh+eRtB46cZxXN+L9Li0v4lIkcAhZcyN8u5ZAQcgjvgoprj9R8Mt4i8SQeItMnuWAaNJEbIV9pAAPB2jaB2PTtU1sPCNZ+9yr9TpoznKktLsm129m+3SJp7yCSB8SRzQCR2CH7vOACeCOcnP4Vh3HxctpNWjttQkZLWZFR2hQt5AXIAYZJ6Yz1Oexr0YWjx6dd3CAsAE81X5MjKCFJIwQcE8ZAIOO9cX4g8M6BeaxbJeRJaNeRh2uY9+VUryRzgkEc8d8GunD1oy92SuclfD8vkW/Dfi7RdZiuItMa3uoW3b4y5LgAenBBxnkjrWh4T8UT+E7fVrRLVvMkVpIYd5ySM8KM5OAPzri9L+GenaDqz+INP1eC+u7OZoreMqI2DBCAXXPBKn5Tkg1P43hg1TxBaX3ntbB4lYRxOPMjfJDE9ByScYOeBnFdjpU6jtFaPv3ODm9n11R2Pg3xNqXjiTUJJ9B/sS3j2Ik1zK2ZnC/vN27kduR6+1eieBfAsi+G9Z1K6kybdXRIpJAjS4UFTlxwMsOvsPWuC0bwvr/iWO1gsPtH2e3zvuJwVd8ADdk5BGO4PSu1vvh3ezaeVudTSfU7V99hcSgStH93K7gQCTgj5sjkV5WJcIuylZdvQ66PNJ7HmGp6LeW+rXXhyO8eG8toFmbLYDjgEBs7SQpxg9cfhS+F/hfH50NxEtzI0K7rWGaM7IwNvOeN45bGM/hXq6+B7fTLqO91mKSe7gjaNrh4NkTRhhuXb6lx265GPSob+4uNUt4Wswohh3g7lIwBwAAMBcjBH05pfW5SXKvmzb6unqVvDPh83VjfWV/K0gjiaaG4kHzhl5BAI6YwDn1zWVJAL795NaSIyNv+1MecFuCR+P6mtG2+JGpRLPpMelyB7mPZM08QI2kgMFIAzgZ/AH6jS0W8268LdrJr2JooofLSXdHuJILMuMjB9s8jHcjJTcW5S06jlTaiklcaBq9mqaZYxpElmwBvYAxAUOWVgSOowQT759K67Rbe2t9fgkvYI7KadgiRRpvkmZiMt8o7+/1ro/Cnw51/x9IVdr3w3pcUrfIwCNOpAAIGOQMHjIznkmvdPCf7PegaPqenam8l5e3FoRKguXBAkGSG6ZAyT8ucVj7Oc1ogvGOrOu+FPgP/AIRDw2ls48u5kO+RQANp9P8APvXotugWNcccVHbw7FHpVlVr2sLSUUopHh1qrqO7JFxT+/tTFp619NR1RxMeKM0fWjpXpJ2RA4UULRXXHVaiMtmJyOMY5qCaPcmDgKeDmrHmKvUYJOOe9Vrvcy5UYx296/OqiVj0Y7mRdKZfmUZGfzrKm0kTFt5OeSd3FdEVKnDD6Aj3zTPs+5WZOC2ee2a8+UdT0oVnBaHwp8cPhjfnxMmpaSXkmhmZGhCk55ODgcnr+tebWWuahDrV3bS2H2GWBQ7zPGVO4sAMAqMngHn0r7s8UeCxealJOBiTcenHpzWHN4UElu0VzEs0LHO1kDEn8qupH22unzO6nLk6aHxrBreqahdJa2kIhluBneY+OBhTnrnnv1xXRW3wV1PUNPlu7rTRMZIs/ZplVWz9CcAn0wOK+sNG8B2trbqFtYrdnXO2NRxnrkjr9av/APCJgKqomAnVs9amNGC0bt6FSnN6pHwlafDjW9Pu5rSz0qayiI2NNeWIw5yeASPmAycD6c1saH8N4re8Mv8Awj0l9IodYXu4vlEhJ56+vNfZ03hOcrhct3UBiBn61a0vwf5W9pkDr2X0HvnvWsoy15Z2+RgtXeUbnzz4P+D+ozS5e8WxSRd8sbAllyc429B/nAr0fw98N7bw2088+6/mlYNuuG3YwSQQvb616pY+GY7WZ5UTDPjIYcVcuNGUxo2Bu6En0qKVOnTd3q+5VSUp6XPMdT0GDULV7e5hE0E3DRsMgjryKwpvhloPlyeRZ/Z5WbcZIWKHIBHHp1PT1r1q40ZWk4xgcc96qTeH1aMquBjq1d16dR++rnNyTivdZ5XZ/BnRLi5WcxTGVBlZDLkj9K6Pw98LdM8PqrQ26mRc4kZVDdc84A556muytdPkt7c5GBkYP4963ILF2jIYY6Vjy0k78pdptasp6PYhfKUoNqnbwOnfNd1Y2x2oT92s/TbULgbVJB5P1roYVwqg9qv45HFXnyrlRIowOmKkqNgCynJ46YPFPXoB1r0qemiPMZIv5U/qKYvSnCvapKyM2OFL1pBS+1d0dVYkUelFFFdMb2JI/sUfq350jWKP1ZsenH+FWaKX1HDfyIfPLuUP7HgOcl2J7kg/0p/9lw+rYxjqP8KuUVP9n4X/AJ9or2k+5lz+HbS4JLbx9CP8Kq/8IZYHPzTYPbcP8K3qKX9nYT/n2jRYitHRSZix+E7GLoZDxjkj/CnSeF7OUEFpQP8AZYD+lbFFH9nYT/n2hfWKu/MzF/4ROz67pv8Avof4Uf8ACK2ec75v++h/hW1RR/Z2E/59of1mt/MZH/CMWm3G+X65Gf5UN4ZtWGC8v5j/AArXoo/s7Cf8+0L6xV/mMT/hE7LaV3zfmP8ACkbwhZMAN8wx/tD8ulblFP8As/C/8+0P6zW/mMVfCdmvG+X81/wqRfDNorZDSZ6dR/hWtRR/Z+F/59oX1ir/ADFCHRoLdiVLk+5H+FWBaIO7VPRVLA4ZbQRm6kpbsh+yr6mgWyju1TUVX1Oh/IieZkfkj3pfLHvT6K2VGmtkK7G+WKNgp1FV7OPYBvliinUU+SK2QBRRRViCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k=) | ASR 8M75D D14397 0408 Tegl
1 valdnødstor brok af sintret teglsten af grågullig lermasse med grønlig glasuragtig sintringsskorpe på ydersiden. Muligvis klægtegl? |
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) | ASR 8M75D D14391 0408 Tegl
2 brokker af brændt (sintret) tegelsten af grågullig lermasse med grålig glasuragtig sintringsskorpe på ydersiden. På den ene brok kan tykkelsen måles til: 6,4 cm. Klægsten? |
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) | ASR 29M70D E2592 0408 Tegl
Moppe af gulbrændt ler afbrækket i den ene ende, længde 11 cm bredde 8 cm højde 3,5 cm. |
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) | ASR M8214 8220 0408 Tegl
Formsten af rødbrændt ler. Den ene kant skråt afrundet og grønglaseret. På den ene side indridset et bomærke. mål: 19x11x5x6,5 cm. |
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) | ASR M8383 8384 0408 Tegl
Halvdel af rødbrændt mursten, på hvis ene side rest af initialer og årstal indridset før forbrændingen, læses: F.T.S...182...Mål: størrelse (15,5) x 11,5 x 5,7 cm. |
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) | ASR M7727 8030 0408 Tegl
Tre gulbrændte flensborgsten. Mål: 18 x 9 x 3 cm og 18 x 6,5 x 3 cm. |
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) | ASR M7727 8031 0408 Tegl
To flensborgsten. Den ene gul- den anden rødbrændt. Mål: 16,5 x 8 x 4/3,2 cm. |
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) | ASR 13 x0043 0408 Tegl
Lysestage, ottekantet, 12 cm. i diameter, 8 cm. høj. Dækket af stempelornamentik udført med det samme stempel, selv på randen. |
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) | ASR MD7 D00367 0408 Tegl
En samling (16 stk.) fragmenter af hårdtbrændt lertøj, muligvis rester af vingetagssten. |
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) | ASR M0549 0550 0408 Tegl
Fragment af cylindrisk genstand af brændt ler. Muligvis en kakkel. Ydersiden dekoreret med takker. Indvendig hul, med en forhøjning i midten. Største højde: 7 cm. Største diameter: ca 12,5 cm
MOSVS2019: Olielampe af ler |
![](/grafik/intetbillede.jpg) | SJM 952 x123 0408 Tegl
Fragment. |
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) | ASR 1015 x0453 0408 Tegl
Munkesten med kalkmalerispor? 19,5x12x9 cm. |
![](/grafik/intetbillede.jpg) | ASR 1171 x015 0408 Tegl
Tegl, 2 stk. |
![](/grafik/intetbillede.jpg) | ASR 1108 x026 0408 Tegl
En stump tegl |
![](/grafik/intetbillede.jpg) | ASR 1108 x006 0408 Tegl
Teglstump |
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) | SJM 763 x13 0408 Tegl
Fragmenteret munkesten med poteaftryk ( med klør: lille hund?) |
![](/grafik/intetbillede.jpg) | SJM 952 x048 0408 Tegl
Afbrudt munkesten, 7x14x? |
![](/grafik/intetbillede.jpg) | SJM 952 x048 0408 Tegl
Brudt munkesten 7x14x? |
![](/grafik/intetbillede.jpg) | SJM 952 x049 0408 Tegl
Fragment af teglsten. |
![](/grafik/intetbillede.jpg) | ESM 1422 X0025 0408 Tegl
Munkesten, fragment |
![](/grafik/intetbillede.jpg) | ESM 1422 X0026 0408 Tegl
Munkesten, fragment
|
![](/grafik/intetbillede.jpg) | ESM 1422 X0027 0408 Tegl
Mursten |
![](/grafik/intetbillede.jpg) | ESM 1422 X0028 0408 Tegl
Munkesten |
![](/grafik/intetbillede.jpg) | ESM 1422 X0029 0408 Tegl
Munkesten, fragment |
![](/grafik/intetbillede.jpg) | ESM 1422 X0030 0408 Tegl
Munkesten, fragment |
![](/grafik/intetbillede.jpg) | ESM 1422 X0031 0408 Tegl
Munkesten, fragment |
![](/grafik/intetbillede.jpg) | ASR M0423 0424 0408 Tegl
Lysestage af tegl, til to lys |
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) | SJM 1136 x6 0408 Tegl
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) 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| SJM 1136 x7 0408 Tegl
Teglsten
Fragmenter af mursten |
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) | SJM 1136 x2 0408 Tegl
Tegl
Småfragmenter |
![](/grafik/intetbillede.jpg) | ESM 1917 x0069 0408 Tegl
Tegl.
Svajet stykke tegl med 2 vulstlister. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1194 0408 Tegl
En stump tegl med mørtel, samt to mindre teglflager |
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) | ESM 1917 x1262 0408 Tegl
Teglsten, et stykke
Klægler? |
![](/grafik/intetbillede.jpg) | ASR 1700 x168 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | GRM 5 x52 0408 Tegl
Teglsten |
![](data:image/jpeg;base64,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) | GRM 5 x24 0408 Tegl
Teglstensfragmenter |
![](data:image/jpeg;base64,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) | GRM 5 x35 0408 Tegl
Tre teglstensfragmenter
Munkestenformat |
![](/grafik/intetbillede.jpg) | SJM 1160 x0102 0408 Tegl
Små fragmenter. |
![](/grafik/intetbillede.jpg) | ASR 1700 x119 0408 Tegl
Brokker
Af munkesten |
![](/grafik/intetbillede.jpg) | ASR 1700 x096 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1700 x132 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1700 x124 0408 Tegl
Stump |
![](/grafik/intetbillede.jpg) | ASR 1700 x106 0408 Tegl
Teglbrokker |
![](/grafik/intetbillede.jpg) | ASR 1700 x102 0408 Tegl
Teglbrok |
![](/grafik/intetbillede.jpg) | ASR 1700 x097 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | SJM 1210 x12 0408 Tegl
2 små stykker tegl.
|
![](/grafik/intetbillede.jpg) | ESM 1917 x1959 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 1160 x0127 0408 Tegl
Småfragmenter. |
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) | ESM 0839 x46 0408 Tegl
En stump af en teglsten |
![](/grafik/intetbillede.jpg) | SJM 1160 x0124 0408 Tegl
Fragmenter. Blandt andet fra en munkesten. |
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) | ESM 0839 x25 0408 Tegl
Teglstensfragment |
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) | SJM 1160 x0188 0408 Tegl
Lille stykke. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0205 0408 Tegl
Lille stykke. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0210 0408 Tegl
Småfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 1730 x65 0408 Tegl
Tegl |
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) | ASR 1843 x162 0408 Tegl
Teglbrokker
Heraf et stykke med glasurstribe (foto) |
![](/grafik/intetbillede.jpg) | ESM 1654 X064 0408 Tegl
En stump tegl? |
![](/grafik/intetbillede.jpg) | SJM 1160 x0069 0408 Tegl
Fragmenter af fejlbrændte/ildpåvirkede teglsten. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0014 0408 Tegl
Fragment af teglsten, 4 cm høj. |
![](/grafik/intetbillede.jpg) | SJM 763 x10 0408 Tegl
Fragment af munkesten. |
![](/grafik/intetbillede.jpg) | SJM 763 x20 0408 Tegl
Hele munkesten.
6,5 x13 x 26,5
8,5 x14,5 x 30 |
![](/grafik/intetbillede.jpg) | SJM 799 x0138 0408 Tegl
Stort fragment af munkesten. |
![](/grafik/intetbillede.jpg) | ASR 1730 x83 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1730 x50 0408 Tegl
Tegl |
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) | ASR 649 x1 0408 Tegl
Stykker af mere eller mindre deformerede, fejlbrændte teglsten af moderne format. Alle med glasuragtig sintring på overfladen. |
![](/grafik/intetbillede.jpg) | ASR 1700 x028 0408 Tegl
Små-stumper |
![](/grafik/intetbillede.jpg) | ASR 1700 x061 0408 Tegl
Større fragment 11 x 8 x 6 cm. |
![](/grafik/intetbillede.jpg) | ASR 1700 x083 0408 Tegl
Teglstumer/småbrokker |
![](/grafik/intetbillede.jpg) | ASR 1700 x164 0408 Tegl
Teglbrokker |
![](/grafik/intetbillede.jpg) | ASR 1874 x132 0408 Tegl
Teglstump |
![](/grafik/intetbillede.jpg) | ASR 1925 x280 0408 Tegl
Tegl |
![](data:image/jpeg;base64,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) | ASR 595 X050 0408 Tegl
Kraftigt, indvendigt glaseret skår. Tykkelse: 1 cm. Tegl/kakkel? |
![](/grafik/intetbillede.jpg) | SJM 952 x178 0408 Tegl
Lille fragment. |
![](/grafik/intetbillede.jpg) | ASR 1925 x273 0408 Tegl
Tegl |
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) | ASR 1222 x008 0408 Tegl
Teglstump
Glaseret |
![](/grafik/intetbillede.jpg) | SJM 934 x028 0408 Tegl
Stykker af tagtegl. Type usikker. |
![](/grafik/intetbillede.jpg) | SJM 952 x177 0408 Tegl
Fragment af teglsten |
![](/grafik/intetbillede.jpg) | ASR 991 x14 0408 Tegl
Et par brokker af klæglerstegl? |
![](/grafik/intetbillede.jpg) | SJM 952 x168 0408 Tegl
Småfragmenter. |
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) | ASR 1085 x024 0408 Tegl
Tegl? Evt. romersk/frankisk import? Sikkert indlejret |
![](/grafik/intetbillede.jpg) | ASR 1301 x245 0408 Tegl
2 stk. tegl |
![](/grafik/intetbillede.jpg) | ASR 1700 x162 0408 Tegl
Teglstumper/småbrokker |
![](/grafik/intetbillede.jpg) | ASR 1301 x243 0408 Tegl
1 stk. tegl |
![](/grafik/intetbillede.jpg) | ASR 1301 x241 0408 Tegl
5 små stykker tegl |
![](/grafik/intetbillede.jpg) | ASR 1301 x239 0408 Tegl
2 stk. tegl |
![](/grafik/intetbillede.jpg) | ASR 1301 x236 0408 Tegl
2 stk. tegl
Bittesmå stumper |
![](/grafik/intetbillede.jpg) | ASR 1730 x48 0408 Tegl
Tegl |
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) | SJM 799 x1019 0408 Tegl
Diverse teglfragmenter. Nogle fra tagsten, en med grøn glasur er måske fragment af en flise eller en glaseret tagsten. |
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) | SJM 1136 x6 0408 Tegl
Teglstumper
Gul tegl |
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) | SJM 1136 x3 0408 Tegl
Teglbrokker |
![](/grafik/intetbillede.jpg) | SJM 952 x111 0408 Tegl
Fragment. |
![](/grafik/intetbillede.jpg) | ASR 1700 x048 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1301 x221 0408 Tegl
2 stk. tegl |
![](/grafik/intetbillede.jpg) | ASR 1700 x157 0408 Tegl
Tegl stumper |
![](/grafik/intetbillede.jpg) | ASR 571 x375 0408 Tegl
1 fragment af tegl. |
![](/grafik/intetbillede.jpg) | ASR 571 x320 0408 Tegl
3 fragmenter af moderne tegl. |
![](/grafik/intetbillede.jpg) | ASR 1138 x004 0408 Tegl
Brændt ler, rimeligvis tegl. |
![](/grafik/intetbillede.jpg) | SJM 952 x038 0408 Tegl
Fragment af teglsten. |
![](/grafik/intetbillede.jpg) | ASR 1925 x004 0408 Tegl
Tegl
Et lille fragment |
![](/grafik/intetbillede.jpg) | ASR 1843 x236 0408 Tegl
Teglbrokker |
![](/grafik/intetbillede.jpg) | ASR 571 x416 0408 Tegl
1 fragment af tegl. |
![](/grafik/intetbillede.jpg) | ESM 1653 x0048 0408 Tegl
Tegl fra sort stolpehul. |
![](/grafik/intetbillede.jpg) | ESM 1653 x0061b 0408 Tegl
Tegl fra G. |
![](/grafik/intetbillede.jpg) | ESM 1653 x0073 0408 Tegl
Tegl. Plan 3.
|
![](/grafik/intetbillede.jpg) | ESM 1653 x0080d 0408 Tegl
Tegl. |
![](/grafik/intetbillede.jpg) | ESM 1653 x0107 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ESM 1653 x0127b 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ESM 1653 x0180 0408 Tegl
Løsfund. Tegl. |
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) | ASR 1727 x012 0408 Tegl
Tegl
Fragmenter af munkesten
Med aftryk af menneskefødder/sko? |
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) | ASR 1700 x111 0408 Tegl
½ Munkesten.
Oprindeligt mål 7x10x ? cm |
![](/grafik/intetbillede.jpg) | ASR 1700 x049 0408 Tegl
Håndstore fragmenter. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0120 0408 Tegl
Småfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 10M71D D01672 0408 Tegl
Lysestage af lysrødt, brændt ler.Stagens underdel er en 3,5 cm. høj firkantet sokkel, hvorpå der er anbragt en korsformet, tårnagtig lyseholderopbygning. Ud for hver sokkelside findes en firkantet uregelmæssig, vulstformig lyseholder med affasede hjørner. Alle fem lysholdere har uregelmæssig tilspidsning mod bunden. På soklens og lysholdernes sider er der dekorationer med kileformede indstik sat i rækker og buede linier. I stagens bund ses spor efter fire hjørnestillede, firkantede fødder, imellem dem, såvel som andre steder på stagen, ses rester af en afglitning. Største højde: 7,6 cm. Største bredde: 8,3 cm. |
![](/grafik/intetbillede.jpg) | VKH 953 x0008aa 0408 Tegl
Tagtegl |
![](/grafik/intetbillede.jpg) | ESM 1917 x1199 0408 Tegl
En stump tegl |
![](/grafik/intetbillede.jpg) | ESM 1917 x1217 0408 Tegl
Teglstykker, murbrokker |
![](/grafik/intetbillede.jpg) | ESM 1917 x1956b 0408 Tegl
1 stykke mursten/tegl
Industrielt fremstillet |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04922 0408 Tegl
6 rødbrændte fragmenter af teglsten |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05302 0408 Tegl
2 rødbrændte stk. ler. Teglbrokker ( ? ). |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04465 0408 Tegl
1 fragment af teglsten. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04516 0408 Tegl
1 fragment af teglsten. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04539 0408 Tegl
1 stk. af en teglsten. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07194 0408 Tegl
2 rødbrændte teglstensbrokker. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07306 0408 Tegl
Otte rødbrændte teglstensbrokker. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07343 0408 Tegl
17 større og mindre brokker af rødbrændt tegl. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07372 0408 Tegl
15 brokker af rødbrændte teglsten. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07397 0408 Tegl
6 brokker af rødbrændt tegl. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07398 0408 Tegl
1 brok af gulligbrændt tegl. Klægtegl. |
![](/grafik/intetbillede.jpg) | ASR 140 x007 0408 Tegl
1 teglstensbrok med sortbrændt kærne og grågullig yderside. |
![](/grafik/intetbillede.jpg) | ASR 140 x018 0408 Tegl
3 teglstensbrokker af brunlig lermasse fra valdnøds- til barnenævestørrelse. |
![](/grafik/intetbillede.jpg) | ASR 152 x014 0408 Tegl
2 fragmenter af rødbrændte teglsten. |
![](/grafik/intetbillede.jpg) | ASR 160 x001 0408 Tegl
1 hjørnefragment af teglsten ( munkesten ? ) i stærkt sintret tilstand med rødgrå kærne og grågrøn glasuragtig overflade. Største mål : 3,7 x 5,5 x 9,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 160 x002 0408 Tegl
1 brok af en tagsten af gråbrændt lermasse. |
![](/grafik/intetbillede.jpg) | ASR 162 x004 0408 Tegl
1 rødbrændt teglstensbrok af hønseægsstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 162 x005 0408 Tegl
1 rødlig teglstensbrok af valdnødsstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 179 x026 0408 Tegl
1 stykke tegl? |
![](/grafik/intetbillede.jpg) | ASR 179 x110 0408 Tegl
2 stk. tegl |
![](/grafik/intetbillede.jpg) | ASR 327 x001 0408 Tegl
2 stykker teglsten med grøn glasur. |
![](/grafik/intetbillede.jpg) | ASR 327 x049 0408 Tegl
1 teglstump |
![](/grafik/intetbillede.jpg) | ASR 327 x087 0408 Tegl
1 fragment af munketagtegl. |
![](/grafik/intetbillede.jpg) | ASR 367 x050 0408 Tegl
2 stykker tegl med blyglasur. |
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) | ASR 1727 x025 0408 Tegl
Fragment af gul teglsten. |
![](/grafik/intetbillede.jpg) | ASR 1700 x007 0408 Tegl
Brændt ler - antagelig teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1700 x010 0408 Tegl
5,5 x 3 x 2,5 cm stort fragment. Overflade på én side. |
![](/grafik/intetbillede.jpg) | ASR 1700 x033 0408 Tegl
Teglflis |
![](/grafik/intetbillede.jpg) | ASR 1700 x038 0408 Tegl
Teglstump |
![](/grafik/intetbillede.jpg) | ASR 1301 x010 0408 Tegl
Teglbrokker |
![](/grafik/intetbillede.jpg) | ASR 420 x005 0408 Tegl
1 fragment af tegl |
![](/grafik/intetbillede.jpg) | ASR 1301 x144 0408 Tegl
Tegl? |
![](/grafik/intetbillede.jpg) | ASR 1301 x158 0408 Tegl
4 stk. tegl (?) |
![](/grafik/intetbillede.jpg) | ASR 1301 x173 0408 Tegl
1 stk. tegl
Lille bitte stump |
![](/grafik/intetbillede.jpg) | ASR 1301 x229 0408 Tegl
1 stk. tegl |
![](/grafik/intetbillede.jpg) | ASR 1301 x230 0408 Tegl
2 stk. tegl |
![](/grafik/intetbillede.jpg) | ASR 1301 x240 0408 Tegl
2 stk. tegl |
![](/grafik/intetbillede.jpg) | ASR 1301 x242 0408 Tegl
4 stk. tegl |
![](/grafik/intetbillede.jpg) | ASR 1301 x246 0408 Tegl
5 stk. tegl |
![](/grafik/intetbillede.jpg) | ASR 1301 x256 0408 Tegl
2 stk. teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1301 x259 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 1301 x274 0408 Tegl
Otte stykker tegl |
![](/grafik/intetbillede.jpg) | ASR 8 x274 0408 Tegl
Teglstykke |
![](/grafik/intetbillede.jpg) | ASR 8 x288 0408 Tegl
En stump sort-brændt - tegl(?) |
![](/grafik/intetbillede.jpg) | ASR 883 x009 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 10M71D D02004 0408 Tegl
To teglstensbrokker med grågul og rødbrunlig kærne. Enkelte af de bevarede ydersidepartier er ved hård brænding sammensintret til en grønlig glasurskorpe. Største mål: 5,5 og 6 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M71D D02014 0408 Tegl
Fragmenteret overforbrændt teglsten af grågullig lermasse. Overfladen på den ene fladside er delvis sammensintret til en grønlig glasurskorpe. Største længde: ca. 13,5 cm. Bredde: ca. 11 cm. Tykkelse: godt 7 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x0072 0408 Tegl
2 rødgrå tildels sintrede teglbrokker af valdnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x0099 0408 Tegl
Teglbrok (?) af gråbrunlig glimmerkornsblandet porøs lermasse af hasselnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x0099 0408 Tegl
4 rødgrå tildels sintrede teglbrokker fra hasselnød- til barnenævestørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x0114 0408 Tegl
5 rødbrændte teglbrokker af hasselnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x0122 0408 Tegl
2 stumper hårdtbrændt teglbrok af valdnød- og barnenævestørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x0128 0408 Tegl
3 brokker af rødbrændt tegl af valnød- og barnenævestørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x0164 0408 Tegl
5 tildels sintrede teglbrokker fra hasselnød- til hønseægstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x0231 0408 Tegl
1 rødbrændt teglbrok af valdnødstørrelse med sintringsskorpe på den bevarede yderside. |
![](/grafik/intetbillede.jpg) | ASR 7 x0511 0408 Tegl
2 sintrede teglbrokker af valdnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x0784 0408 Tegl
2 brokker af rødbrændt tegl af hasselnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x0885 0408 Tegl
1 rødbrændt teglbrok af valnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x1031 0408 Tegl
3 klumper rødbrændt tegl af hassel- og valnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x1058 0408 Tegl
3 fragmenter af tegl (?) af rødgrålig lermasse af hassel- og hønseægstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 1730 x21 0408 Tegl
Stump |
![](/grafik/intetbillede.jpg) | ASR 1730 x24 0408 Tegl
Teglstump |
![](/grafik/intetbillede.jpg) | ASR 7 x1583 0408 Tegl
4 teglbrokker af stor valnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x2175 0408 Tegl
2 teglbrokker af valnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x2189 0408 Tegl
5 rødbrændte teglbrokker af hassel-/valnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x2276 0408 Tegl
3 stykker rødgrålig dårlig brændt tegl, det ene af valnøddestørrelse, de to andre af barnenævestørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x2403 0408 Tegl
1 rødbrændt teglbrok af hasselnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x2404 0408 Tegl
2 rødbrændte teglbrokker af valnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x2412 0408 Tegl
1 rødgråbrændt teglbrok af valnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 1165 X057 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1165 X123 0408 Tegl
Fejlbrændt tegl |
![](/grafik/intetbillede.jpg) | ASR 1165 X144 0408 Tegl
Fejlbrændt tegl |
![](/grafik/intetbillede.jpg) | ASR 7 x2419 0408 Tegl
2 rødbrændte teglbrokker af hasselnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x2460 0408 Tegl
3 teglbrokker af hasselnødsstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x2461 0408 Tegl
1 rødbrændt teglbrok af andeægsstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x2462 0408 Tegl
5 rødbrændte teglbrokker af hasselnøds- og valnødsstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x2465 0408 Tegl
3 rødbrændte teglbrokker af hasselnødsstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x2467 0408 Tegl
1 rødbrændt teglbrok af valnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x2488 0408 Tegl
6 rød- og gråbrændte teglbrokker fra hasselnød- til hønseægstørrelse. |
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) | ASR 1770 x01 0408 Tegl
Et lille stykke glaseret tegl. |
![](/grafik/intetbillede.jpg) | ASR 471 x15 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | ASR 489 x1 0408 Tegl
1 tagstensfragment |
![](/grafik/intetbillede.jpg) | ASR 571 x349 0408 Tegl
Fragment af tegl. |
![](/grafik/intetbillede.jpg) | ASR 571 x380 0408 Tegl
1 fragment af tegl. |
![](/grafik/intetbillede.jpg) | ASR 571 x387 0408 Tegl
2 fragmenter tegl. |
![](/grafik/intetbillede.jpg) | ASR 571 x408 0408 Tegl
Lille fragment af tegl. |
![](/grafik/intetbillede.jpg) | ASR 621 x028 0408 Tegl
Teglbrokker af grå og brungrå lermasse. |
![](/grafik/intetbillede.jpg) | ASR 991 x04 0408 Tegl
Teglfragment. |
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) | ASR 1070 x035 0408 Tegl
Teglsten med lysgrønlig glasur. (fejlbrænding?). |
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) | ASR 1070 x038 0408 Tegl
Grønglaseret teglsten (fejl ved brænding?). |
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) | ASR 1070 x043 0408 Tegl
Tegl. Måske af klægler |
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) | ASR 1070 x046 0408 Tegl
Tegl, klægler? |
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bz970orB80D1X8KKrmMj+klmqFjUjVE9c50o5D4ra8vhv4b+JdRNz9jeKwmEUwOCsrKVjwfXcVr86NM0eXxFK7xWwuEWX5/MYFiWHPPUnjp2r6e/ba8dXFjb6B4XsrhUe6L3lxGGGSq/LHkemd5+qg9q8T0WxuNB8L2MLXC2s9xO08sjYJEe4MwyQfvDp7EV4OZ4j2MLo+gynC/WKtnscVHoU9jqt00ums1hdqE8+SVeWDO2c54Chj9MY6V0Ol+B5tL0yM20SyJH8rIsg/eHryfX9K1v+Eqs9OH2e7necMdsQkXe8mTkdueeOOmfSp7rxNcy6XFZWgYW322FzcPEq/dJztIycbWcY5BwM8cj4WeL5na2h+lww3KtN/yPKJ/FV9rke6wg8swykSxSDaY15GOmAT7jHH41Fo/xHdriSx/s5ppdsapIABuYnG4/wD6vTmuwvPhjo+pa1eXFjqbad/aA8xoM/uiw6sAexPOOgPI61m3Pw7TRdNex00XFzqG5Jpb20U+bguABweFIz3x1OOK9KGKwMoKNtf63Z5VTCZhGbnfRef5LzOd17bpskbXMk8puGO0pJvCHnOce/HTNcZrF5dyapdNZBLSP7S6oC5dljDk9c88YXmvfV+GdvJbxI10yIc5RUUkZ4K5wT0J54PIzkiuP1/4M6bDcRC01JhGsnnXFvNbrMCvBwG+8mQp5DEDd0rSjjcLTl78rmOIwOLrR/dxt/XqYHgPwpeeINOuZLlHkspWPzSMzBsqDiMd159xkHp0ruNH+GdpZ6JJa2RvZhbON3mSFZASxYnB65z+nFbkF7f6LCseY0t4gNxSNdoAPKDavGOOcDirl14supkSMRS20rIFVgAEJ4w2cg88cc557V52IzBNt9HrZHqYXLnGKXVaXZwWt/BObxHFaz2jyWssIOI3USHoQQR6EZ6+nrXIR+B5tFdDOYoJ2OyOeRASMdBz3P59K9rsNZj1K4nsLq5Frc8wyBnCliRgDPHJ6DBzWZ40j+1XieXbJeQhQI1lwWMgUgkeoO3qxA/SlSzRqPI9EVWymMp+0WsjzOz8JyK08xuTN5hDebsULEoAGAM8Dgn65roIPh29zbtORIjyZVcjCIAeSWzgknPX/wCvXQLapp9tI00qTyxyrEbZAJXT7uQVDZ6c/wD6617rxBb3NusUKGYsCXkkTadoGW/DPy59zWU80lH+Erm0cni/4r07FTw/8MbOGaOaSQyRKv8Ax8M+WOCeMg5xnJxjv0rpV8F+ELOHz7myg+07NyuwVGDDplyCf6V574g+IE/hfQbi7Fn5kKv5KkgcMxHU7iAcgjj3rhLr4mah4sbT9PtYl1O6mkWWUcrAoUgn5gQcAEj/ADyRxGLrS9p0B4PB0Y8nU9HuL21sLqebU5m0yxZttrtyzSEt8vQHgg5PGPzFe5/ss/FPW/E3ijUdCmBTR7W1M8SzyFn++oV0zkhTuzgkD0HWvAYfD8+rWcj6jHZCzt9rzQRszM5KnGPfJ75616f8CdO0nwJ8WvD66Vb3lrDqltcWc5vJFKhwvmhFK9RmPjPqOTXr5VjIyrRi9Hf7zxM5wUo0JSSurfcfaMV1uHXFWBNxWPHJUn2gr3r78/Nj83f+CijPcftJ2SIIQP8AhEfnknJ2ovm3HzYAJyPpXwTdXj7VtzPJNBEzFEUkICepUHpnA7Cvt/8A4KKTpJ+0lbmW3N1FH4TUtGrBSP3k53AnPT6Gvh/VJNOextRZLNHdmSRplm6BSRsUNn5sAE52jlj6Ct47HHU+Iqfam5APB/h5oqnJIRkMcH2opmR/TC1QNUz1C1ZHSj4Y/au0SLUPj/bhN6CSzhact/E21gdvsEUfjmsHxRFBeyppjjy5bfaTHGw3Jn+HHYgEZz74zXUfGSO98WfGjxbKl2YZrG3a0sWC8KViGcDHJBJ6+prxzxBpt7ZeWt3dNqeoyHZPctKUZ+eMgcZGcZPPXjtX59ndZTrezT2P03h7DOFB1ZdfyNy6tXuJooTcxK0KrKXIBLknAwf4SBx+IFUJtSjt5LGSe9mjigDK9rE4K4bAG84znIYDB785rj5dS8Tzakbi4lhjtROokTeN7qGPJYDJ68g9AM9+e1sFs7hQZoI22RtvWMFi3zNjDA8DnOfUD8PmKkHS1ep9hTlGrtoXIdeeFfL0+6aG1hjaQwzQA7VCngk8rk5/Xr1rO/tu4t76aUPb+dLAkbMbco4ChurK3OS2Rzzlv72Kz7W1h+0TRXx+1MzMfs0m4qqhQQuSenHOMg/z1JrcWj2zQTEJsK/69hGckkDGAuPz7dKwtFM3u7DLjWtRW02TzMqSPnZHboBHH1L78gADp3PHfOaZY68Y5tqGR4d+Y0nIZ5QcJ8oKj+LB49zWr9nSeF3No8MkY+USsdvPGc8gAn+lc9eXOmaLJmWa3vJIkLDfuMm1cHO5V4POOMUovndimlFF3xBqUv2ee3MO2KZtzQSFVIUnncASMbjzyeKoeHWl028ie6jYafPzvmLLGMdeCc4x06DA+lc+viS68aTQGyeWS1V3A8vCowB45ySemck557VpapZ6lNZ2y72kRHGUuCxU8k5wT7H6V0xo6cjOWVZfEie61JfEWoRtdLDp0RIWOOAqIyeSWZjwR3JGf1qyLyLQ77dBDG0yHaWadmSROAMNtO3HPYdefWqmh3F39sMOoWcc0kYOySDaoA3LtJUc8ZbjGcgUmpa1Jp9rJ9vuQDI+XZYiEIBCoCWz/e785IxUTjryLY0pyduZkc2rvqEd29pdfYTKD9pmkjX94x+Xgr98FCecHArRk1QQaSMbriJcxCSHCkcDg889Tz7dKpL/AGRcwtB9mtV8wbPtGWB3nABXGfmOcbiOMCtq3Ea2Mh1B3kt4IhKVZlVk4ADcMRyRnI4znNYPl7HT727ZzmpeHrXxNGo+1NGZ0P7xVUFccADuTwR68D1q1p3gfR/COj3b2DNGzKyvOw3SBhgDtyfYe1Q2ouZr2E2kqfZCwa1RWUlBISX3dMcjPc5Bx15h8QSWV5cara2V3FP4jt1CvEJPuh/lRirYyN2fm+gPpXWnP+Hzaf1ucbUPj5ddv+GIbjWrHSEYXtncqZ03vGyFVbtyMdBgnAJ5PQ9K6z4D+LJrj41+Extiu7IySRf6nb5Z8p1VgMZHUdffOK4LUNMe6mie4nuLsxhULSbFA+m3qc5GR+ld/wCFfEkXgjxBpGpujMsV3BLKwRj+68xBIcdQApPbsPpXo4aUaNelU3ba/M8zFxlWw9anskn+R97xyfKOc0skvB7VVimDRhlIZSMgg5zSs9fqTPxxM/Mf/godffZ/2klLB3VfCy/KoJBO+bhgP4fWviS6huYreO6ltnitpy3lSMhCPg4IU98V9p/8FBrqRP2ln8mf7NMPDMYWTIHzb5cAE9PrXxdqPiLUNQ0+Cxubl5re3eR442xwznLnPckjvWsdjlqfEUxJHtJI5xxRVXccEcZoqjE/pvk5qBqneoHrM6UfFH7RV5N4H+LN1izM51Vd/mMp2eUxXlcDg7lYE5HReu7Fed32hwiFLgOwJB3KjeWiY+7nv6/jX0N+2/4bv5vAFh4p0qFZbzRLgCUEHPkyMoJ49GVevHJ/H5E8D+KL3xJpbafBetLd+acx3KiRwgb7qkHJJyRz/D0wQK/Pc5wjjWdVadT9QyHGKpQVJ77f18jZutG8nUI2tbeEWvyiaaUhcc8bd2Qf4vTtVn7Ys0aW0UkSR7lZyrBAgzgY3YGefTH51S1bR59NW4u769muvLIc2quyIo3ZxtDdMsDjHGM81zus6a2rW7yR332J4AsbtLMGaOMuBgLggjGemPevm7xqWXTufVKMoXfXsd9cXC3dvaJp0NqyB/34mmwNgYbsnB7A/kBWdusr4RyLK0ICkeXtIjUgHIXI+ZR/XoMYrHs/D1ndACJTGrsSTvAYnI5yOM9T9SPXiQahbFXS5ki86TChZpQDycAsQMEnnArm5EnZM6+e6uxLq8uJ7OW3QKEjbETCRVDDggqCuM5z+mazNa8SSXN7aabNby2kku2JpChWFlBPI4ySSSRnsTmlmmm2kiLz0ZpFtpNojRs4wgOctjnkY+lWtOjs5r6OO9ijhRQXVbiQy7mwASeDyMjAyBj8a2tGOpm23oX4dJ0bQ9NLwRxWFt5iu0sziFCwI+Zs4B5zx0O3mrVxYDUY1ks2jm5VBKm1SMg85A57dSa4q+ttK+1T6ni4Z4rmOCOZ/ukAhWUAHIx1z3BGCetdf4ouIPD/AIXtdUttRW0lYxyMqYkJUMA8ZDfdyCQT1GQa1jffW5yyUduhBf8AhmWSMxrxOx3hshcexPXnI49x6Vm6lpNzDf41m5fTPMIZJY87WKqSIyM+oz26c9M1NqCXN9DcrK0YRpAsMTS4UD5QAdvPUk4FIun2ljMpjntb6VQyytdOQWIGMLwf6dB1rFzfc64Qt0FF1a3d1b2Mckky8yec8pDyuOSwXlRtJUe2B61gNJdx61cyNockqL/rrpV3vuODjgZwR0HGSR9ak0m2tWnuC89v50EKL5RLpHllztHHBxjjJ/OtjwZ4ugvtP8xJbf508uSG4Lod+Bn5nABzg8D9eKpx5btL+mPm5rJv+kPhvLmG1S+eV7aVhuuYwi7UwDl89S3QfQ1QbwdpN948k1+GVYdTMKQyCWHCmNRkYJAA5A9+PY1sLewWrs89oyTrITDJDcnjdtwCepbOePQYzin2cytvs7OBdLhn4ea9iYhzx935s56n2x05pc7pe9HqrfITpqtZS6O/zNiOwO+Eo0cduEdi88TBTnAU57Y3e314qvqVrYX8LzXiCcXChGaKPO45+X3Iyc/Qe9YGnapr15rNvZSXciWkTm0kuLdH2sGK7WJ6DgsO4PHNbOheHLjWvEmg+H7a5klW6vI4LiQYWR41bMxznj5VJ9sV10MI6lSKUtWeficYqNOcmtEfX/wcmvX+GXh7+0Gme5FsFLXH+sKAkJu9TtC8967FmqGMhVAUYUcAAUjPX61CPJBRvex+Kzn7Sbna12fmB/wUEJl/aUv1WaKAf8IxGHeYEgAl/TnPPvXxtqOm21rpljcw6hFczTmUSwoMGLa2FPrhhyMgV9e/8FAdkn7S2qmWD7RGvhyLcuQpA+Y5BIPP4V8XzewwtbLY46m4m89P5UUi/LRTMz+nFjUTU9s1G31qDoMbxVoq+I/DmqaVIEKXltJbnzF3L8ykZI79a/G/xfZ+KPhL4skjuNEm0G6t5D5ZuEeN22sVZlbjKnBGR+dftG9fOX7bXwxtvHfws+3eWReabOhMqKzMYXYKykKCSNxQ9OMH1rhxVCNaN30PSweJlh52j1PiHwT8YpNcje5vHhvnE0cc0UzAywq7EHZjsPl6jHOM5rrobfS7yaU+UjW6liP3IwXJ3FsZ6jI6+vrXzq2lTWupW0duUtJ5JTskHK/KBgj8f5V7Xod8lrodouV2Im6VkcO2WySpdm+Un6+xFfAZjgadH95S0T6dj9LyrMqmI/dVd117nV6foNu2sBU+0QxwwrlJm3pgZ5HTBPfnkfjRo2l6dcS3N1fRBp7aRS7rMwjyDuVAMjjaehPUniq9j4ihvJFigldInbajSArwMnO7BHccE45PNS3Rm1TVrWLVJUfy9wC25c9+cpuxnGOcfSvmqkZNtJ9D6qnJJXa3MC+1ePWfEQsrGGGW4jdpWfkck5Ix93Ocdz096g1CK9tAXngh8gAbljiKl84zvbJ46nn8jmuth8N2t3qNxbQRQXn2WTEsfmlpc4DL39CD75qSa0Gj6aGurpl2tua1WUK7jBG0A8tkHpkc9609pGNlEnkcr8x574gumvLJ4/7NMtzOuQoQspIGAMqeFz3wP5msXTfH2n3FnbTiM3sCqNoVWiVSvyN1GGxhuhxz3qLxRqGr+JNUsVEV1pKSusJs5wZJijAKV4UbSoyx5IOD0Fd1okunWNrDps99G0+0IYWt1BXIwdowOw5616LiqdNcyu32ZwKTqVHZ2t3Rw+qeKrjVrNrO1C21vccZhym5Tk8nPYd+p9O1b2j2enWttCl3HtkVhgzzM29j0wo7jP8A9eug0zRrX7GNXt7yOJJCXkPlrG8gLZUHkDJxy/PJ6cms/wAS30XiDVI9I0+SNLtIy729vwwQNjJY9MkY7DjNY89OXuK6Xc25akP3mjfYklF3fSZ8m3sLMnyxKoYZXOMbST8xGM4zSto+jxwwsgsLuWBiojkQROI89Szcct3wTknFNt9S1OHVFi8sRJEFaNZlG5zkA7WI2rzzk9jn0AzdR2tazXjLdOztsntrc7pUJGAQQSOQD82ARk4HSojFuSjcqU7RbaN2z01YJGlkaaW1wqi3kmDRRnsAchd2CDz6CmeLdY0vwv4XuZpEuogZVnmtmd2WXLZYoSMs3HRDjPrxXPaRZ21nZ/ar2a3ub8hDHG05O1cdCQB0IOevOM5rXtdVuNe1Cx0rw/Yprur3DFI7NYmZVbg78kAKowCW4AyOmK0hRnKtGMVzamVTEQhRlOT5V5lHw74m17x3r0Xh/wAH6bqK6i8IlMawhURGIVnlbhR8u3qeCQB7/VfwH/Z9u/hjqV5r3iLXF8Q+ILuIIHWLbFbZ++I8+vAzgcDHeum+D/wmtPhjopdv9L8QXyo+pXxP+skA+6gGAqKSQAB0AzmvR40Lcjmv0jA5bSwqU2ve/I/KMyzarjJOCfufmOVu1KcmpI7cnqKsLb17R8+flN+35IqftMa2XhacR+HoW8sA46H72COPWvkPUtTivrGwgSyhtmtg4aWIfNKWcsN3sAQBnJ469h9ift6eav7UXiMW9y1rcf8ACPwLGyEKWYqMDJ6fWvjzVNEutLs7G4uNmy8VnjCtk4VipJ/EH8qpbGNTdmavQnpRTD+lFMyP6c2qJqmcVA1QdBG9UtQtItQtJradBLBMhjdG6MpGCD+FXGqFqRR+Yn7THwBl+EfjhprSEN4fvpGuNPl3ZYN/FGSMYKkjp2wfWud0vQE+zxymJfIWIrJ5bKDyMghQVY/fxnn69q/Rr42fC+L4ueB7nQnuvsUxkSeGcpuCuhyAR6Hocev4V+evxE8F6t8P9SuND1iCSwnjUGAq3D8n7h6FSPT1wcc18nm2Fko/u9mfbZJi4OdqnxIbbXumbUitLxbe7CuIoViEbIFG0YJ6jgck8561UtbS/wBH/dRxrc3EMZka43eWQmcljg5xx0Ga4NRDY6hbNcSuJpDuNmVJ+XIJyccnGM85z+FdBrXiW20/Q/Je8k09VTMUn2cu24KSm48ADOOO20dK+QdLldlrfy/yPu41edXeiXn/AJm9P4+1r7FexfZle5ZyEu5o5PlGOobjOM8cjpVrw9qGjeJUtG1LVpJruEBjOv8ADIQOVBznnAyM1za6hPqel2BijkEhTAnZgoVP49oBO4E9TjtWfp8YOqGztNPWe2W3XazxskbAnldynkg47AY7nGKx9jBp8qs0be2lFrmd0z1jUNZNpe29vC8NxcMfmu7kBWRcHO0nqTn6/wBMjWLyPWl2G0Egj3KssrY+U8PhFJGScflWPouk2umsSsNvbyuD8kEfmTqcEgbjwpxjrx0xWlPJp0dxa2Sag2npcHCqgzK2M5GT1PK9c9CeMVySilJcvQ7Iu8feOJuJpLG/SwbSbyW4SLcm2Rtu1cDev0LKMf7Q7V0Xh/wXJZ3jeIbm2jGpvAEjcMTsj6lTlhjnuSe1bumSXdrqMkxvp0ihXbbqybTtwMAn0Pse34mHUNW1PSUur7/j8hRXMcUBIPmZJAZe46c54/StfaSl7kOv4mfs4x9+XT+rnG61eXFnrdtAwzcNES9sSFLbuRvZj1wONuMZPNXr7ULzUFjujN9itfLWOK2jCtFwvT+Ld27HA71ufs0/CG3+KEzfEzxPLc3t9fXMn2a0jcx2yxp+6ztHLZ2nqenXPNfW/hb4TeF9J1A39poFlHet/wAtTEGK/wC7nO38MV9hDIJyUJc6T6nw9TiainOPs21fTWx8+fCX9nO88e6SmrasTp9kzgW5uP3kk0eckhBtCjsCfQ/L3P1T4M+H+h+BbR7bRNOjs1kbdI4JZ39ixJOBngdB2rprPSyFA24AGAAK04dP244r6jC4GjhF7i17/wBbfI+MxuZV8dL33aPbp/wfmVLe13dRV+Gz9qsw2wXtVpEC9q9A8wqra47U9oQoqz+NRP0NTco/Jj9vrMn7UHjGMTRW6f8ACP26vJMrEYKoe3OefQ18XT3U00MUTyPJFFkRozEhMnJwO2TzX2T+3s0X/DUnjcz27XMKaLahlSQIwHlx8gkHn8K+R9YfS3sNNWwRluQjfambOS27jqccD0+vfA0WxzT3McjPbFFHriimZn9OslV5BVhjUTVJuiq3FQtVp1qu60iitJzXMeNfA+iePNJfTtd0231OzY7hHOmcNgjIPUHk8jmunkUiq70b6MLu90fEXxc/Y3vtP1t9U8CbDayIVl026m3sCc5KNJkEHjqQc9689uv2Z/iFqkcFzb6HZ2SMphlSeeNJ+RjeF+ZQPXnPHAr9ErmFZAQRWNdaYvJWvJq5Xh60+eSPcoZzi6EPZxf3nwBqn7P/AMRNC08k6O91FCoybG4jkYjvhBhj+A/rXm/jCbVPhvapdavoOo6I9u4JkaFgZFzjP7w7cHPXnsK/S64h8tiCKoX2nQahbvBc28dxA4w8cqBlYehB61wzyPDt3i2j0KfEWJirTin+B+ePgnXP7et5nvb19P1IOCTvVPl29goAJx/OuU+I/wAVV8L2slvo2mefqTBoku3JYKhPJ4GCeB3z044r9KdP8K6ZpJb+z9MtLHd977NAsefrgVYvPB9lr0HkahY297B/zzuYVkX8iDWMMhoqfPKV/Lp+ZvU4lrunyQjbzvr+R+WnhXUfiB8V7vdpvh2S82KtrJcWkDeWncB2JCrkfz969Y8F/s0/HjWfJW3u7Hw5YE7TNfMnn7SSGIWNGOMdAWHQV+g+meFLLT4Vit7aKCJekcSBVH4CugtrFYwMDFerDLcNDeCZ49TN8ZU+20eXfB/4Jx/DfwRpGgtdm/ayjKtclNnmMWLE7cnHLHvXp9losVsBha0Y4woxUi4FeqtFZHjO7d2MjhVegqTZTt1JuFK4AFoYdqXdTSc1I0Ic9qjl+7T81HJ0NIo/Ij9vO6WP9qL4gM6GQJpNmFXBKk+TFw2O3NfHjRsgUshUMMrkYyM4yPxB/KvsH9uSe4X9qf4km1u/sk66dZBG8wRk/uITgMSMGvka81Ce8itY5mVlt4zFH8oB2l2c5I6/Mzcn1rZbHLPdlbaSaKVXopmZ+0q/8FR/hwylj4T8aoAdpJ06Hr6f66g/8FRvhplg3hfxojKMsDpsPA9T++r8o9U8Y6xouoalp0WuzX9sJWQXCTb1kG4ESKckAnA5B7kVs3es6ivgUakni3zL65RpZrVplE6hJfKEWTJuOQ+/G3oARnBw7GnMfp63/BUv4XblB8OeNAW5H/Esi5+n76ov+HpXwpfB/sLxkATtz/ZkWM+n+ur8oNL8a69qmraRZNrk1mgdbVbkyYEas/LMSQOM9SRworS8Z+KNX8N+IgLPX11C0MzXKLC6mMFZXUbkDtgnYGxnow6ggmbD5vI/UiT/AIKj/Cb5s6P4vXb97dpkfH1/e00f8FQPhHIwU6Z4sViM4Olp/wDHa/LHw/4i1zWtO12SXxDHCzxiNku51VnxHJLlcsMn9wI+/wDrR6isQfErxEoUDU5vMX5RNn5tv93PpRYXOfrI/wDwU8+ERCk6f4qG77v/ABLE5/8AItVZv+Cm/wAIXz/oniYDODnTF4Pp/rK/Mvx5qes+F4dHS38SxX6Rq6KbWRdwYYbewDHgiTCnuqjocgUfBniTWfFni63sLjWY7C3u5nnka4/1IZVL4xnuVAHPUinYOd9j9NLr/gpF8IXJzb+JAQMkf2aOP/IlVG/4KQfCIEDyfEn/AILR/wDF1+XJ+IWvRteK2ovMbiMRSO2CcA549+o+hNbkniDWh4DtvEA1xBcx6g1gtvx5wTylbd/ujGOnU9aXKh85+lsf/BST4PqAfL8RD/uGj/4urKf8FLPg6g5HiEY/6hv/ANnX5VR+PNeuPskEV66tE37vaBksWJ3HPf5sfgK0fEnizXtH8RanaS3edl0xeED92SCMYzzjgY9gKXKg52fqUv8AwUw+Do7+IAf+wb/9nUi/8FN/g4pxnxBn/sG//Z1+XXhrXNb16z8R3EmspFJDYeYxnwCwDA4HueVHXlxx3HPv481siEfbWDxbgkgA3BSANv04p2D2j7H6zr/wU5+DZ/j1/wD8Fv8A9lTl/wCCm/wcbpJr3v8A8S0//FV+Veva1rGkadoEiamHWe3+1KIwMhi75J755K8gfdOARglfDfiXV/EXiH7LJqtvZQ3bvLIbo7IAVQsMkAkD5QB+FHKP2h+qZ/4Kc/Bwfx6/wP8AoG//AGdIP+CnPwcP8Wv/APgt/wDs6/Jv/hPtbVroNftMZ4xCzlRnaDnjj6j6E1qnxBrEfhC01ZdUxLHeyWioqjeF8tW59vTj15pcoe0Z+qP/AA85+Dn97xAe3/IN/wDs6D/wU6+DfPPiA4/6hv8A9nX5NQeNNauZLS3W+aICQYI2j5ixO4k8Z59hxWj4o8UarpHibVbZNQ+0Q+cdy+XtQ8DjHUY4HXtRyoPaM/VU/wDBTj4O7c7fEJ/7ho/+LqB/+CnfweK8R+Iznp/xLR/8XX5WWPi3WprHU521Eb47dF/eMobaZFHyDueenoSazv8AhNdYEMCC9cGEsUcAbhkAY+nH6mjlQe0Z7J+0n8YPDvxd+NvjjxJpck1rpes29tDbPfQMsimOKJWyq5xyh79K8T1vTbGzt9OezvBdyTwh5lGP3bHt7c5GDz8uehFXvGNrKL+yaS6S9lmtY5C0fXJyMHk8nGfcEHAzisR7SWOMSPFIse7bvKEDPpn1qjNu7IFQjk8UU4kHk80UEl8yeh/WmM55yciiigYxmHpUcmGx+VFFADHXnj+dR7aKKAAk/WkMh9KKKBAkmMkjIFNZs+1FFABvx0pNxP0oooAA350jHmiigA2ntzR+NFFACZpeaKKBi8ntTlU8ZoooAlxuyaTbRRQIkikkgkSSNtrowZW9COlW7/WLvUlK3MocFgxwirkjPoPc/maKKBlHb+VFFFAj/9k=) | ASR 1070 x066 0408 Tegl
Stykke af tegl. |
![](/grafik/intetbillede.jpg) | ASR 1074 x001 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 1074 x053 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 1074 x054 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 1074 x056 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 1094 x005 0408 Tegl
Teglstumper. Bittesmå |
![](/grafik/intetbillede.jpg) | ASR 1108 x003 0408 Tegl
Lille stump tegl |
![](/grafik/intetbillede.jpg) | ASR 1108 x004 0408 Tegl
En stump tegl |
![](/grafik/intetbillede.jpg) | ASR 1150 x027 0408 Tegl
Lille bitte stykke tegl. |
![](data:image/jpeg;base64,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) | ASR 1150 x031 0408 Tegl
1/2 eller 1/3 af lysestage i tegl med indridset dekoration. Højde: 14 cm. |
![](/grafik/intetbillede.jpg) | ASR 1817 x20 0408 Tegl
Tegl, en lille stump |
![](/grafik/intetbillede.jpg) | ASR 1817 x22 0408 Tegl
Tegl
En lille stump |
![](/grafik/intetbillede.jpg) | ASR 565 x033 0408 Tegl
Hjørne af glaseret teglsten |
![](/grafik/intetbillede.jpg) | ASR 565 x091 0408 Tegl
Med hvidlig glasur |
![](/grafik/intetbillede.jpg) | ASR 1222 x076 0408 Tegl
Teglklump. |
![](/grafik/intetbillede.jpg) | ASR 565 x127 0408 Tegl
Fragment med begitning og glasur |
![](/grafik/intetbillede.jpg) | ASR 565 x133 0408 Tegl
Fragment |
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) | ASR 1222 x132 0408 Tegl
Teglsten med bøjet facon - formsten?.
Eller fejlbrænding |
![](/grafik/intetbillede.jpg) | ASR 1356 x19 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 565 x145 0408 Tegl
Glaseret teglsten. |
![](/grafik/intetbillede.jpg) | ASR 565 x277 0408 Tegl
Et stykke teglsten med aftryk af dyrepote |
![](/grafik/intetbillede.jpg) | ASR 565 x316 0408 Tegl
Teglfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 1843 x030 0408 Tegl
Teglstump |
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) | ASR 1843 x060 0408 Tegl
Atypisk stykke af meget lyst gods med grøn glasur.
Klassifikationen som tegl er ikke sikker, men mit bedste bud. |
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) | ASR 1843 x091 0408 Tegl
Teglbrok |
![](/grafik/intetbillede.jpg) | ASR 1843 x166 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1843 x176 0408 Tegl
Tegl
To brokker |
![](/grafik/intetbillede.jpg) | ASR 1843 x238 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1843 x239 0408 Tegl
Små brokker |
![](/grafik/intetbillede.jpg) | ASR 1843 x229 0408 Tegl
Lidt under halvdelen af en munkesten, 8½ x 14 x ? cm. |
![](/grafik/intetbillede.jpg) | ASR 1843 x254 0408 Tegl
Teglbrokker |
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) | ASR 1200 x0017 0408 Tegl
Fragment af moppe? |
![](/grafik/intetbillede.jpg) | ASR 1200 x0101 0408 Tegl
Blødbrændt tegl. |
![](data:image/jpeg;base64,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) | ASR 1200 x0107 0408 Tegl
Blødbrændt tegl. |
![](/grafik/intetbillede.jpg) | ASR 1200 X0267 0408 Tegl
Teglklump med glasur. |
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) | ASR 1200 x0428 0408 Tegl
Fejlbrændt tegl. |
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| ASR 1200 x0539 0408 Tegl
To mopper |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACivK49U1E/8v8Adf8Af5v8am/tLUP+f65/7+t/jTsTzHp1FeaDUdQx/wAftz/39b/Gg6jf/wDP7c/9/m/xosHMel0V5k2pah/z+3P/AH9b/GopNU1Af8v1z/3+b/Giwcx6lRXkcmr6kOmoXQ/7bN/jVdtb1P8A6CN3/wB/2/xosHMeyUV4ydc1T/oJXf8A3/f/ABpja3qn/QSvP+/7/wCNIdz2mivEW13Vf+gpef8AgQ/+NRtr2rf9BS9/8CH/AMaAPcqK8KOv6v8A9BS9/wDAh/8AGmN4g1cD/kK3v/gQ/wDjQM94or5+k8SayDj+1r7/AMCX/wAaibxNrX/QXv8A/wACX/xoA+hqK+dT4m1v/oMX/wD4FP8A40w+Jtb/AOgxqH/gU/8AjQB9G0V83t4o1sf8xnUP/AqT/Go28Ua6ems6h/4FSf40AfSlFfNq+KNc/wCgzqH/AIFSf404eJtc/wCgzqH/AIFSf40CPpCivnH/AISXW/8AoMah/wCBUn+NSr4k1v8A6DF//wCBT/407AfRNFfPH/CSa1/0F7//AMCX/wAaKfKFztYYhU6w0+OOp1j5oIIBDR5Iq2I6PLpAUzDUMkNaHl1FJHQBjzQ+1UpI/atqWOqM0NMVzP8ALpjLVto6hZakoqMgFQuKtSLmomSkMrkVFItWWWo5F4pgUJF5qJlq0yZqMpSGVilMK1aZfaomWgZWKU3y/arDLTQtAEYjpwWpNtO21QhqpUqR0KtTRimMa0Yx0oqdl+WimI9IjWp1SmR1OtSSJ5dO8qnrT8cUgK7R1VuporaMvLIsajqzHAq9IG28V8hftceB/i9rPiiPUvCPiWXTvDS2caPaw3ksJEwdskxxqS55X5v8M0AfUH261nLCKaOQr94IwOM1Vnmj+v4V+eum/Bv9oi/uLtLb4gSwSKQZt2uXsQYnOOdoDdD0z+tWpP2df2ibj/W/EqMf7/iG9P8A7LVEWPvZ5l9G/wC+TVeSYdkkP/ADXwW37K/x1uOZviZZfjrd6f8A2nTG/Y9+L03+v+Jenn/uJ3bfzWkVqfX/AIl+M3gnwnqk2m6x4m03TdQh2+Za3FwqSJlQwyp5GQQfoa5+b9pb4ZxdfGOmH/dl3fyFeVaD8Tb/AOB+h2HgzV/h5rXjbVtNixNrmkWBube6LEuCJGG4kBgpz0KntWgv7VWpr/x7fBPxaPTOnbP/AGWjQNTt5P2pPhkGwPFNvIf+mcUrfyWoW/ah+Hjf6vWLiX/rlpt038o64/8A4ap8Yt/qPgt4nP8AvqE/9kpG/ad+I0v+q+CWtn08y8VP/aVGgzqz+0t4Nk/1P9sXH/XLRbs/+0q67w58QdG8VLarY3sAu7lSyWFxKsN0AMk7oWIdTgZ5HTmvIm/aK+LVxxD8Erxf+umrRj/2kK5dv2Zbf4reNG+IHjeXUNLv9TAe78OWsbYgYRiNV89DzwqsSB3xQB9IyeJNOTVP7NbU9OTUfM8r7I15GJd+zzNuzOc7Pmxjpz0rmfFnxc0HwvcS6el3BrOvqyKug6XPHNfyFsEbYiwJwp3H2BNeQL+xf4F/tQyN/ak2l/aPP+ws0gJHlbNhk3Zxu+fPXPGccVmar+yra/D/AMSQ+Mvh1ZXk2vWM0cljpGoTf6GpwFYu5PmHgsw+brjtxSKPbF8fa/caCdVi+HviIRjn7NKLZLg/Nt/1Zm3e/TpzTYfGniq50V9Sh+H+qKVzizuLi3juDg44Xefr1rlf+Ez+NUvhUx/8IfpEfiQ/8vLai32QfP8A88wd5+Tj7/XnpxUcXiD43S+GXgl8O+H08QNnbe/2jILZfm4/c7Cx+Xj7/Xn2o0A9N8K+ILzWtPSTVNGuvD98xObK8ZGcDOAcoSCD9a31riPAGl+KW0i3ufGdxYza78wkXTQwgUbjtC7uTxjPvmu1VsCgZKtSR1ErVKrUwJ+NooqLfmigD1CPoKlFQo1SbsUiCYCnbuKqmaomuaAJdQ1a00uMPd3EcCE4DSNjNZMninQrphH/AGnYyN1C+cmf51458XvFssfiaazk3eVEiBF7YIyT+Zx+FefafeS3UjQSRgRMpYs3BHpivDq5jKnUlHl0R7lLLo1KcZOWrPp8alpM5xFPaydvkdTzTJvszdFT8q+arpStvIixtcgldplYDvyM46d6x/EF5Pa6ar2M01pfbgAtvM2cFh0x147Gqjmiau4aCllLvZT19D6jkWLsq/lUDpH/AHV/Kvlz/he2teEdXitr69F7ZiNS6TKDIhx/eHX8c13unfHyz1aweS2TdKo/ibC/nXcsZSdP2jdkcEsFVhU9na7PXJEj/uj8qrSKnoK8pb4tamlu8gitJ+QAiE5/nTH+ME65MlvGyjrtJBH86545lhn9r8DaWW4lfZ/E9Sk2Lk8Csm11/TNQvJbW1vLe4njGXjjcMQPwryfxL8TrnXLVbW1jaOJ22zKrYcjHY+lYXh++l0HWIbyODa85eOSRWwFG04z6kkD8qyeYxdaNKCun1No5dL2Mqk3ZrofQBZD0IpcV5xpXiuVboeYxZWru7S+E0anOc16yZ5NrFyo2OKTdTGamMVmFRt1pDmimAE0maQ03pTAmVsVIrVXDGpN3QUATq1FRKaKAPVFekaWoQ9MZqCB7y+9QtJUcjGomk4pMD59+M19B/wAJhfIMvdRpGzLjlVKDbj8Q35Vxmm3qb1IjLbxn5m6dOetdr8erZG8UQzR7zNJaKjKo4O13IyfxrzZZ3ikjiZQ6xncWQ4A68Ed+1fKYqmvaS9T6/C1P3cPQ9A8H6PFf3l3/AGhPKltbQ+c3lnOTkYH+ArkNa1qGyvL6RIpDDGjsnG5gNvHHc9Kit9UvI7EQwTyfZJPveWxHmH1POSMcdccVuWfgW48T+Eb7VLa/+ys0Mqom35m6r8x7ZI/Ss9alqcF6mmlFupN77HzF461BoLHzZAyyXCxkbzyCxBNd78D7VNS03UDKykRMmQTzg/8A6v0rzD4vRpZ3FnbRMzIkypyMbtoxmu8+BN4YdWvLcuVSa1J2j+JlYEfoWratFvCuxgpWxSPX20a5t7lnj2qpAUJ3Cjgd+45qobW8jmkfayqO7c4HT8q6CRg5bJAOOcn3qhdtLJ8inCj+EenpXiRjLluejKa5rMzGsleSOVpBuVlYxsvb0xmo9Qcsu98ArJuU9zghf61LNGY5CvIOe/T2qtrciDSZXLkPEy529Dkjg/ofwq6WlWL7NfmTOXNTku6f5G5Z3RVUYH3r0PwzqnnQKCckV4zY6pmFDnjFdT4c8Spb5Bkr7ZSsz49wuj2NbkFailv4ogS8ioB3Y4rynxN8T00WwlnZwqqOPVj2A968G8S/ErV/EVxFsmMUrtnzJuVjHYAdvr1rnxGMjQ0tdnbhMvniru9kj6/k8WaRbsRJqVqhHUNMo/rVG5+JHh21YK+rWxP+y4b+VfGsuo6i8X7y9e6ZsqdxIH1Bxx19e1VYNTa0UC6uiX4Cqr/nnPavO/tWcnaMT3P7ChFXnM+z2+KPhdMb9btEz/efFbVrrVlfQrNbXUU8TjKyRuGU/QiviGbXIpI2KhSynbjcSeOv9aZb6xa2sKOl80Tn5kZHIGfT2rWGaS+1AyqZHG3uT+8+51ukZgAQas+YMda+SfA3x21jQ5tmqTnUrFR8wYAOgH9188/Q5+tfQvhfx1p3izSotQ065W5tpOAy9QR1BHYivYo4iFf4T5/EYSphn7+x2QkFFZMd+G70V1HGewCSmtJUAkoaTipIEkkqFpKR5KhaSgDyT4owpdeIJYy/z+SpU+nUY/z614zeQGKaUqwRW65ySSDzXsvxPhSLXpLjq5tQfwyc/wAhXjLXT3P2l9vzRNyyAjJ9OnTFfJVr+2mvM+0oWeHptdiC3zCrv5aM0SgogYBzk4/AfhXdJ401NfDdrpMJW3jjTY/lgFmDdjxx35xzXHQ2lus32uKYOJ2Bcg9TzgYx06VZt2SHcUElsMYDJ/M5HpXMqji3Y1lRUrKR82/FjMmqWIzx55b1PtXWfCmbyPEtlz97cv5g1y3xOVX16yIOV3nb+VdV8LVX/hJbHcP4jj64OK9SX+7S9GeZ/wAxMV5o+iLS6EdriX73Q8ZqpqEnl7iy4YnIPTNMeVoflXaAf4mqLVL77UkMYAHGGIGTmvGp+9RsehUXLWZA0zsX3gANgD6Vynii8X7FqKbtuI1lB9SvOP0rbvryO3EayyYyQNw6VxXiaWFpLxEb71pJtU+2ef1rKEXGd2aN3joZdv4kZrRcNirel+K1td8ksm1F5NedaZfmW0U54q5p0AvJma4kKQ7gAw6D1P1r6WtV9inI8XC0PbtQ6dTb17WpvETefKzhVP7uFeir6k+prBWZUYuV34OB/eP0+lXbhYk2RBwY8EFkIY57AVz91G014kbSMnJCDBHGPWvAlJ1JNy3PsKcVRgo01oW5rmVpJpVkbaOCr84Prk9c5qp5lqsuJpGRdwCyIVbkjPPWorZhJPJCJjKq/Kiknnn6dau2ukvcW6NKVzj5lx82fQ4p8sYrU0Up1Gmi4umrIg3ufmPy45+X3rntQaK1kEALsFO4nH6V0CxmOIoSTHjkjt9D6Vkag7XjMclpBwNx9O1FH4tdh4iL5NNytb3f24eUAQgwdxP4+leg/C/xVeeH9Ws1sZFjtXmWK4WQna6k4Jx6gnrXA29juUBm2jOCuK9L+E3hJ9W1SOb7P5VhayB2kz94gAhfr6130nKU0qe55VeMYUm621j6dtro4BzRWZa3G3FFfW2Pgz6G30jPUO+jdUmYkjcGoWkpzmq8jUgPJvjNdG11Kz3xgwXEDRiRhxvBJwfz/nXmKWzx2rC58uWTy925Plw2McAdB9fzr6ZvrWG+t5IJ41licFWVhkEHivnnX/C1/wCGteEE2ZLEMRAzqNrY5DfX1FfP4yg4SdSOzPo8DiFUiqUt1sYum2MUsKBXG9SH8vPG360slmwtZzJIQjKy8DOzjGBjmi+t08wokPmS4x8vbPGR+VW4GWaaZ50O2JSAmO5B557140u57cb7dj5s+I0af25aIi7RHKQFIwQAMYrpvh7mHVLaX+4wP+Ncz44jMniC3JGCXdiPxrsfAMO66QV7kY3otM8KpK1dNHtFzJllcD2yOn1rPvJJGVSVKsvGPxrtNH0e3a1tZZVyWOM456fyzVrWNDg+zvhFZyMDIwPp+XNeTTh+7SO2pU/eM8ruIRcIplXAU7hk1xfi6EwpJMGwrQyoB9Vz/SvT7fT2W92NH5kbZGXUjjPp61xfxF0V44rqJUYKmdnOc+mKrktZlRqX0PFtBbfYp7iteZ7f7KFlmjtothRhI2FJOOcnvxxj1NUPDtuVsUyMV09jocetQyW8i5VhjpXsYih7aOm552DxX1eeuz3KC3UFlp8NvFceeu0gsVVFX0yR+FZV9rFnZqk14k6RCTG6RDn6g+lbGpeB7rSbcmGzkfHAFvHkEevA4rjLhXmugs0LRKowRvzk57g8E+9eF9XcZNyufWLFRlFKDT/E6/TUgdxNbPHJASSHXHfn1q24Ejb4mV4kGCMcFs/zx7YrmLO3XT7UvBGUClnMCNw3vjoelatg80au8hxvx8ozj6n/AD2rCUXc9GnUjyq6LjeXOHwdu5d2CuOPT/8AXWPNC0EFxNGhbywWC9dxx+fWtgyNcRjawVh1CjNWNN0m91i6S2tkWSRiOMdM85PoBV0oyvypEVpQ5eeTskYngXQ9W8QagsLqryyLgrg+WPU+3rX014V0OLw3otvYQ4IQZZsY3MTkmqug6PBotjHbQIqhQNzAYLtjBY+9bUZzX12Gwqo+892fn2MxssR7i+FfiXoTRRb0V6J5R9A76XfUAal3VJmSMaglqTdUcnzCpGVZDWTrmj2uu2ZtruPemdwIOCpHQg1ryCqrVMoqSsxxk4u6PE/Evho6JqAimbcnWGVv4x7+9YNwsix3TBMtsGAV43AHGfz/AEr2rxl4Z/4SbR3gUL56MHjLdMjt+Irzd/COr29r9mXS5c5OXZlP45zj2r5fE4SdOpaEW0z6vC4yFWnepJKS/E+YPFmmk6tbuxywDZrqfh7b/wDEwQe9dJ4o+G99JeF5I9jD+ECtPwN4FubW8Qsnf0r3aVK0EpI8KtWUqjcWdr4V8RRbntLllEkBxG7jGOcde+KuajM15GPKlWIgh924EFsggc9scfQ1pSfDex1LEsvmRSkYJiYD8elRyeB59Mt2isbyZVbrvwT+eK82OBqrTQ65Yyk7PUwdadS6+Wu2XGSIxyMn09K5DxhuW3eKVDJHcRBA8gIwQB09+ldNeeBryZsS3Vw4z081gD9cHmqM/wAP/NbdKpkb+85JP61ssBN7uxCxsIvRXPBrXSWt1KBeAcDHSuv8IaY/nZKHFeir4BiU/wCrH5Vraf4XjsxwmPwr1OQ85zuYsdj8uNtY+s+BbDWlYS26+Y3HmKMNXoqaOW6Lx9K0LPw8CwLCm4RkrNCjOUHeLsz5h8TfCnV/D0b3tusl3ZpyXUcp9R2+vSuUt9YTJSZWiBypODtz6EdR+Nfc8emxRwlCgYEYII4NcfefB7wldag98+jwtOwOclthz/s52/pXmVcvUneDse9h82dOPLVVz5o0WybU5ooLQCeZ/wCFCOn9Pxr1/wAHeFF8O2bb9st3KcySqCOOyjJ7DH1613Vl4D07SVK6fYwWi9D5cYUn6kdasHR/L4xW2FwSw75m7swx2ZSxaUIq0TFjjPpVmKM+laH9nle1Sx2NeojxhlpCWorRtrcLRTEevK1O3VXSSn7qTMiXdSFqj3Um6kMHGaj8unlqZupAG0Co5FDKQacWphagZjX+hwXRO+NW/Cq1toMFs2UjA/Ct5qiYUhlRYQvamyRKy1YaompAZs9mp7VQmsUOeK2ZOaqyR9adwsYraanpTV09M9K12jpvlikMpx2ar2wKmWNY+gqamN1oGRs1QSRFmVg3TtUzsBUTNxVCGtiq0kYJqdjUTNTQEDQilWML2p7N0pAasQpUKKKZM2EopoD0aOSpVepF8O6xj/kE33/gM/8AhTx4f1j/AKBN9/4DP/hUkEO6k3VaHh/V/wDoFX3/AIDv/hS/8I9q/wD0Cr7/AMB3/wAKkZTLUm6rv/CO6v8A9Aq9/wDAd/8ACkPh3V/+gVe/+A7/AOFAFAtTWar7eHNX/wCgVff+A7/4Un/CN6x/0Cr7/wAB3/wpFGcWpjNWk3hvWP8AoFX3/gM/+FRnw1rH/QJvv/AZ/wDCpGZjNUTmtVvDOs/9Ai+/8Bn/AMKibwvrX/QIv/8AwGf/AAoAx261HIK128K63n/kD6h/4Cv/AIUx/CuuY/5A+of+Ar/4UAYjcVGzVsN4T13P/IF1H/wFk/wqJvCOun/mCaj/AOAkn+FBRkNJ71E75rYbwhr3/QD1H/wEk/wqKTwf4g7aFqX/AICSf4UwMZnqFZC+cqV5xz/Otk+DvEH/AEAtT/8AAOT/AOJpjeDfEPbQdT/8A5P/AImmIxZHPODUe/I9a2JvBfiPaQNB1TOP+fOT/wCJqJfBXiTaM6Bqmf8Aryk/+JpoDKZqN1ah8F+JP+hf1T/wCl/+JpP+EL8Sf9C9qv8A4BS//E1oSZMz/LRWnJ4J8SMvHh7Vf/AKX/4migD7AooorAsKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z) | ASR 1200 x0643 0408 Tegl
Tre teglsten. Den ene et fragment af en formsten med skråt afskåret hjørne, de to andre er mopper |
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iQwK85x2PvRVPUteu7dYYLe4kjiks445I/4SNvI/HP60V9sj87e5+0v7QljdQ/EqzmVlmgmtUm2ZIZCCy/iPlz/AJ54LUrq6jWJnObdwWKqDx+X8sV6B+0ssmm+ONMvjd4S4sliETdE2ytuPuDvH/fJrzOTVBI+xMGNWD9DkqeAB6jr+tfn2YR/2mp/XmfrWUy/2SlZav8ATQdIJLqRFAKhTgl/lOAOvStG3vyuQ+7A4Ul9w9OP89qzbG/hupjEJGdgSNuOp7/hWnFCS25eFCk4bGc158T2JeaHw6jPPLFE0M00jMNzqgUZOBwSePwzW3bW5lWZNoG3hi3DD29+3Ncvqs++8sl+3NCfNVURQCWwDhfoOuBzx6cVt2a/2b5uyTMpIkkeQ8Mx5IxjH5e3rWqOeex1OmiKG3VlIR8EEEAN7fyFU76Rby4UeZljySrHacdB6VQ8maa4Wd9nlDgpgknPfI6c/XjNR3NwkcG1kG3eQfkHQ++PSqnNJWOaFJylzEjM6yKgI2xKDtj5H698Vb+1tJbFVJj291P+H8qyLNjIxmxmE/3voBg/h/kU9redpF8tWaFnHy44IPb27Z+mK5Nd0dritmbek2i6ncIqs80K/MzMDtK5zjp39OeAa9qswtrYlZYxAY1yjKnI47ADOemR7ivO/BssF9bfZHheBox5s67QPMxyAMc7fu12yXH2e3W4AkYlQQknzLGB+PqPX0r6TBU1CnddT4vMqrqVrPoU7W1l8z7TDdXUUUW6NYJJPlclxlmGMk8HBz3NXLyCGa3WOXa7dRHI2N2eMn145/Ks3UPEtrpVihuG8ozuZBhRuXOSD+Z689KFvo7ryV83LvEHERQufLII3ZGB0x3rq51HQ4HCUveaDUGjW1jlhM0ojdQsOnKGdiCBzu4A5q3tTcpvIm85dqNGPm9ycj69Qe4qidQtIryzESySl2LHDHaVCnvngAnjHqOtcn4k8eaLp3zXHiW10hGgLIolLPLliA4TG5lyp5U4OO9NPUmzsdy+oW0auyoiYyzYUj+LqT25FZssgm+1bXWRPLLJ5jMqkYbA4zjk5yOcGvO2+MHhXU1t7ey1c6lBAN0l9HGQCxBAUbuc9M+nvXW6Lr2k69GpsryOWSJPNaNyoZCQOueScHqvAx705SvoKMbbFrToVhuLqS4MU0rtvVVjwkeOAgBz0xySTkt6ACvM9b+Hunr4z13Xb7UNRkuYnS7ht2c7Nj/eOMddykDpjaB3rd8TfHfwp4Yt70rqkFy8TFCtrCWHQkAH7jD3B74ryvwT8aYLLW9T1W502ee51iQYuFjOwxpwOWGM4y2AAeT+OL7M180eteNPCNzPc2d/C0kcojWMxIFLSYBYDAOVKrwTjj3ry/xndtErSzpH5cKBW8tQY92D2BIB+bgHHXsa9EsPjVqeqTTRW3hq4WFFDIbh1j3fKOMY+6M9efT6Z82g6hrkF3Z39gtra3J83yg7EooCjOPuoueR9ec4rhr4eNS8ouzPTwuMlQtGSujwO88XQ2fw+1CwcBGg1EFnuJFUKrDe5OPYnjkk9BXp1/cGD4D6nESd0fhuQHcMHItj27V89Q2EGtX3inTr23zaNewb5HKuIlMqISONxfgAcgcn6V9BePZhH8MPGWPlC6Ndgf8Afl66cvo8qnJvXRGOaYj2ns4pWWrPyU1XUJI41t1KeXLbxBxsG7gAjnFFN1a5CqIjDETJBDiTGWXCjp6Zor69bHwstz9xP2qtJ8y40K7RcvLHLAzE42hSpByOf42rwSQLGv2UI8ZTLmSPI3jkEAk+3b19a+hP2r7WX/ilbpZfLihe5V1wPmJ8rHP0DdP6V4Gsf7lJPNkedY/mXPK5OduMc9hjtXwuZRSxU13t+SP1PJ5P6nTl2v8Amy5/pU9lFLbrHHgYDyZPHcZxT76bVlsxJZ2klw+7ABmVFbHJ5JHQZ7f41c0MSTwmOdlBYLsimG0kAEMTkYx90Z75PtWw2nuVcSZhRQTJMmVcb2wu0DnGcjn6fXnhhdL3Ourj1F2tqc/pMMlv51zdvDdakzFIfJONsRb5QN2McYJx37nir82pTspncsFbATaxJJ6Y4qpFHBqes7JLmNXiVZJmjchQoI+QcdQDzjPQ+9WdR0uTT8TLOJIsAqrMcqM8NjkdTjORnionRnFOXRFwxVKclDqzQ0G+nv5cTLLCvKKJCNzqO59ic4/yK1b23a4my0ioh427d2V7nkcdK5jS777P88Kbk2/ejwFPf+f8605ppJITJIHaMKp+8oCc9Rxz2HHtXNFOWh01Gou6LkmqJFtNuTIqvhmYYwOB2+npVuLVFjtTL5OI1dU3EnOeT9PrXNyXa27AFxbyyBW8sclh2PHbFaukSSSPKkTHyycMNwBJ7N0Pr29B0raMbS97Q46krwXJqzoNA8SmHWLcbyRM4iK5OdhIzjJ9efwroJvi3DY+J4tMewbT9MEf/H3dqFQP2bduwFwxOOvTpXn1vcJZ3S3ESm4mRhtXhg2052k8ZOQePY1X1Tx9ql3J9ivPD09ukyshuYShy5XG7KtlQBnoPT6V7NCSitz5nFQcpXt6nrniDx14a8ORm+ur63nvrceWsMJWVzzjBIOFHB6kAd68r8SfGyx1WGy/sn7DdTzHdcO0ZAhZSQApdRub73OPpXmvijwW99qFjbeHZplgiaSbUBGZEiUqAVXkc7i2cA8bOasWvwXvSyyPdSWpZhIGRiGz1zkHgfT+taya6I5YxlLqaureKtX+1W2k2mkHSr+WNFmZnM7XCAFN7Z4WMAgnjrn3qqnwjtPEGm/YtTjWVjDsNw7uPLgLkbkYgHIJbAzjg9QedLQ/hppfhPVhqscss2pBBmXziz7sdzj6dfStOT/hJdJUvA2nX+2N1hW+iZTGzfdPBZSw4OducA8gtmsPaLm1djpWHk43SuVvhZ8NfA/wohnt7uG1uredMDUpVaNXfby2D97B3AHOD69cU9VvfD/iCHWdKtbJmu/tUtlaX9gxRHUxna7DfgJu3JyTux74qna+B77Wo5ZPEviW9u7uXdI/kyGOMccrkY4IwMY7n8bNv8FfD1jfR3dvYGYOzK0FxICgPHpz1/nUyrpvmSuaxwbVot2MvS/h7oK2otb3xdaXVwZXWXSYijFCGxg/OvOccZPQ+nHrtnoelado1tbaObNfOhdi0a+cI4h8rPu5CMxyB3wD6ccpp/hPSNJ04w29jbosxEawqo2ZyeWGOnHStLwrdW/hSRYDBt0tAVWJYV2q3zMFGBkD5u/r0qI1ocyutxyws+VuOtjurS40uNrrdbxRCHAV2jG52UkgICSCckfMepzx6834w8QWsZnubgXjCO2LyQRyHa+EJO5iQuMng4HTuKoXl7o9/q175muafZROixv58se9SflK7eCOGbP1HoK8t+Knxag1CKfwr4bsJJhMjL9qZTKCp+V3Gc56AAkAZHUjFdE5pLU5adKU3aKPGvBbXOseOdItvs6mC6v2muMnO1FDS7QQAAAyKMY9q+hPiYfL+EvjWT00W8/9EPXm/wAIdOis/EskUkQFzBY7sKcqCWXJHuQRz7mvS/i6oh+Cvjdun/EkvP8A0Q9deFSVC/dnHjOb2/I/spH5K6xIvmKrQ4cxRbZM44Cjt/npRTtWMKuweN/P8uLY2eMBRnj6Y/Kivo1sfLvc/e39q7TGm+Htpepw9pfxlmwD8jKykfidtfMGnqB5MksHkspwUzswO4wBz2r7g+L3hdvFXw51vT413TmHzogOu+MhwB7nbj8a/Pa88VaZaySRi+d7qIldoUld3J3cjkAY6evtXymbUrYhStuvy/pH6DklZ/VnC+z/ADX/AA56Ik72iq6ynfu271IB3YxjpVlb2SSG4WaFprfy+pPzBsgqRzwOO45yOK80sfGdv9nj23McZQ5eRmHqSOc+/birn/CbQyJI896k6yDBbftXpgZPUk8fnXnU2otuR61WLqRSjY7W4vLfc72918zlWS1ZiZFY9CDyAe56/d+mKWoeI5rW48pmW2hiOPKkYAbjgmNmzgsCwGBz1Fcz/bUMlr9oa9t7e3j+YyGUIGb8z78Vq2OraR4g8x4tTgvJCCXZJgzHAHUA/Xr29K1lW93VHLHC2lo7r/M3nmnhmKs0IYMVKxL8uM92GBn1zzUk16Zo1RmQhRtwuCOeM8Z46VnRQo4YSy4k3Z8x2IBXjkg/RfrVy3jRwfKRSgAGUPAxj8unP4V5srOo5I9WCcaKhLVoghe0W4WS6i86bLNJNvILHPtjjHYe+a29L1hrZWnRVbexUgAkAYGMZJb1656U2xjg2rcLbmWOQjCtkFM+pp9nYTwzgts2MckBeg9+2en51r7zOf3VoakNrczSFowsTMw2/LkyZBOOAe5H+eKJGlhkUKiKd2ApU5c5wegp1/cZW3hY4jiXIiZsZJzjP0qrb3EbQK6bnVSSGYk4+gz1P9K29qorluc7w8pS5rXubkmqQwwxSAZVuiqcjg9+KT+3BNIqssm1vmGc45xxjrnpx6D3rMuJrdLVWdz5hfO1wMcf09fpUEmrhYEfvyN3O49Offv/APXp/WklqyfqTbdkNulaKRyrhEY7zzgnAPv7/pUdzrETExMWjc/OsWDxwRz2z+HQfWsS71wSXL7LhZWQF2KsDsGD8uOOScc1iz6g0nnXMjwKzMDsUE4HTJH5/lXFPE/yno08G5fH0O7jmjh8mWZrR0kbnbJ5mGz8pI+o/wA9apXmpvshMRJuJnaVgDjd2z0xxyBz+I61w154ot0jhjY+bdPKsZEbcpkH5jz2AJp1n4ttGvoobW7iuLoAKmDuVNx/2c89cfjUe1b0SNHh7ayex191dXOnNEzy/vAvG9M4BJ65z0wRj6cdq1laC3W3Uktb7XJknwHJCH5ArexB/lWJb3GotEJIl3yMQf3xBbOeOO/BqK+2w2kVzemeae3bOJgxBHJJHAOR1/AVvGPKjhlPndum2htTGGW3kmeYPbA+YjTAErjrnIGevHPNebeONV0+1tZLqCLM5ISGLBKq3IUDj3z1/hqe61qwjhf/AENobiYnEewgZbqMc5GFX1riPGWsWmkoyCNQASIYSNg7ZAA9B6Z6gcVlKo9rHRTore503wN0+W6h1XVbhAtxLKtsFX7qKq7sAdvvgf8AAa7745W7R/AvxywXgaHeZ/78tVv4C6Cbr4f6XfXh8y4vHkuXPb5pGx+gFbX7SMSWv7P3j4KoUf2JdD84yK+wpU+WjCPkfA4io54ipJ9z8b9ZihWSTe8huQsQVcfLjZz/AOy/maKm8QwR/aJWNzvlXy1EW09NvJz7YH50V7iPnpbn9LskeK+dfix+xf4Q+IV9NqOnzzeHL+Z/McWyBrdm7t5eQQT7MB7V9KSxYFU5E60qtKFWPLNXR00cRUovmpSsz88df/YW8XaZcSrYalpl5CB+6ZXZHz6kMhGc+/41wvij9mD4nWKoz6RJf7f+fWSOTJzjOAePyFfpZqUPzk4rIkh9q8yWApLSN0evHNK+8rM/N+L9mvxcVC6p4f1crkFls0XJ49c/r1rftPgXfrcJjwpqFoseCGW3mDSEDHOOOPXOa+854c9qoSw4zxWE8rpzd+Zo6oZ5XguVwT+8+INK+GN/Z6ldXL6b4gvZZX/dv9jnLRpjAQORuxnJzuxzjHau23X/AIdhjik0y+t4VQYe4gZHIAAJO4Ak5719QPH603yh6VhLJ4tfG7m8c+nfWkrfM+VW+IFrbSMq5cNtLtL1H4Y/zmtjSPGdg9uSDeZkXBP2dsjPHGAf519JNDx0zUTW4PalHLeXR1PwIqZupu6p2+f/AAD5tn1vw+blnvwglYAobolCMDOcEcf/AFqim8YaMtsxt7m1ZVU8MwO3HPtz/h+FfRl1pMF7H5dxDHcRH+CVAy/kaz5PBujbQp0mxKr0X7MmB+lZSyu+vP8Ah/wTeOdWSTp/j/wD51j8QWE3N3PLJJK4iSGIbi7dAqKDljnjAHarf9sBViNzpmrRQpFukebT5vmIBG3O3g8Z7V76nhXTIJ0mj060SZOVkWBQy/Q44qy1n7VjHJ4Je9M3nn82/cpr7z5ZtdVsNPs5ElmkjlusFlMRDIOo7HBJPp60JrFteeZHHbTzqucN9nl6HLE8D8Pc19TNae1M+xj0rP8AsaHWbNP9YqnSkvvPkzWNeb+xZoNI8PXV9cSDhPsUmXycHAxk9TUPg231TTYFFz4T1y1uI4lRPL06QfMBj5mAyc4P/wBevrZrMelRtZj0raGV04K3MzmqZ3UqST5EfLU0nxFkWX+zNH1NEBYIs9ske3POBuwxGe5PcnFZ8GufEPR1K3HhfVJnPBKWpcA8c/LkV9ZNZ+3NRtZccLT/ALMo2tzMlZ1WvfkX4nyt/bHjm8uvOPhfWpZmULGPs7qq4PfIwO35CjRfgH4q8feI47/xfGumaQGLPbCUNNIpySi4J2g5AJJzgdPT6st9P2gkjmrAs/ataWXUINSd2Y1s3xFSLjFKN+xj6ZpcVhBDBBEsMEKhEjQYVVAwAB6AYrz79qhvK/Z78fHv/ZMy/mMV66lvtrx39rpvJ/Zz8eHp/wAS5l/NlH9a9K/NJHirRH5A+IrRTdTTLPE2GWPy14b7vXGPbrRVnxBYt9suLnEaxeaIwqnJzjPSivVR5D3P6Y5F3LxWfOm3rWnVG8kVmAHaqQ47mTeQ+Yp9ax5rc+lb8jCqUyK1Q0bLQ524tzzxWfNCd3SukmhU1SlgXNJIGznZIsdsUzy62p7VW7VTa120NAil5ftSeXVz7PzQ0G2ueSNUzPaPHQUxo6vNHTTDWZomUGh9qjaDcOlaJhpnk1DuWUPIzSNBV/ys9KTyKz1KM4w+1MaEDtWkYKQ2wapsxmX5OR0pv2Uk4xWutsvSrMFqnejlbHcxltiqgYpfs59K32tY6a1vGvXAq+Viuc+0Bx0rw79s1TD+zX45f/p0RfzmjH9a+i5Y4FB3Oi/VhXz1+3NdWkf7MPjZUuYTK0dsgQOCTm6hHTNOEfeQpPQ/IrXLWVdWupJIfLQzMo64yMf4j86Kl16xmt9Wvp2ikS3+0ugdu7df1HI9vWivXS0PJe5+uv7RHxgvbvU9RSxvZYrK2T5FFy8RbHspyc4P6V8Yax8TfEGraleCDV721SCEuwk1e4jyfbD819i/EH9hn4l+L7yWa31vw1CH/wCet3cA/pbmvF9Z/wCCVPxd1Kdnj8ReCwG/v315/wDItdUpU7WiSnLdnzLZ/FzxTrNwbe31zVo2EbuWk124j+6D0+f3HH1rK0X41+LtUvrexj8Ra9HNJIQZG8QXKKABnqXxng9favo+4/4JD/GSQkr4l8DD6315/wDIlVJP+CPvxnb/AJmfwLn/AK/73/5Erldi+Z9z5w/4Xp45OpHTY/E3iY3xn8gbPEFyVJzjH3/XvUF/+0B42s7ma1/4SzxWsqPhWPiG5HHv8/pivpBv+CO3xoOf+Km8Cc/9RC9/+RKjP/BHH40cf8VP4E/8GF7/APIlRoPml3PnjxF8dvH3h7UHs5/GHixZkUYMfiS4YE9DyG6Z3fkKZrHx6+IOkNaGfxl4vRZ4FmUp4luGzlQw6N7j86+hz/wRt+NP/Qz+A8/9hC9/+RKb/wAObPjV/wBDR4D/APBhe/8AyJRoLml3PnvUPj78QrCz027m8Z+MEt7tNysniedzwcHgNwcdjj+tMvPj58RodDtdU/4TPxkLWaQoD/wk9wfUD+LIOVft2HrX0O3/AARr+NLf8zR4D/8ABhe//IdN/wCHNXxq/wChn8Bf+DC9/wDkOp5V2K55dz52Hx6+It1o11qcHjPxmbW3lWNt3iW4zg9/ve69M9aht/2gviFqEN1LbeM/GjRW6AtnxLcHnBY5+bphX9eg9a+jm/4I0/Go/wDMz+Av/Bhe/wDyHTf+HM/xr/6GjwF/4ML3/wCQ6XLHsHtJdz510n47fELxBNcR2njDxgwt7dp5FbxLcA/KO2WGeSPf8eKi0n49eOtc1S0soPGHiwPM207/ABHcAd84JYdv1r6P/wCHM/xr/wCho8Bf+DC9/wDkOnD/AII0/Gof8zP4C/8ABhe//IdLlj2H7SXc+Zrf4+eNNQuoLePxX4oWSaQRgP4huQvJAHO71zSal8cvGFnf3Vs3ibxIzwzNH/yH7lgcEg87vbtX04v/AARr+NQ/5mjwF/4H3v8A8h07/hzZ8af+hn8B/wDgwvf/AJDo5I9h+0l3Pl7U/jN4rsr6eCXXfEQaPjZJrdySDxwfnpmqfFbxJYSW4l1rV5Vnt0nULrdw2Ny5APz8HPb0r6kP/BG340n/AJmfwH/4ML3/AORKB/wRt+NPfxP4D/8ABhe//IlHJHsHtJdz5TuviXrlvb2VxLqmozLcxM+z+1rglcMy8/Px0FQyfEbVF062nlvbicSyupj/ALTuC6hQvJG/jOTgnPT2NfWX/Dm340/9DP4D/wDBhe//ACHR/wAObfjT/wBDR4D/APBhe/8AyJT5V2F7SXc+RJPGd9Jo5unm3uZ/L8tr6cyY25zt39Peq7eJpLzTbq4KwI0UiKsctzKZHDbs4G7nGBk8dfevsT/hzb8af+ho8B/+DC9/+RKP+HN3xp/6GfwHj/sIXv8A8iU+VC52fGC+IDcJOxs7VVRAyozv8x3KOMtz1Jx/hSx3keox3aNDa2oWDcmcglgRwvPU819pp/wRy+M6/wDMzeBP/A+9/wDkSph/wR3+Mm4H/hJvAv8A4H3v/wAiVWhN2z4iFjdR2cbypILXO5QThST3H5daK+5k/wCCQHxiVVB8TeB/f/T7z/5EorVNEn6+UUUViAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/9k=) | ASR 1200 x0724 0408 Tegl
Moppe |
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) | ASR 1200 x0731 0408 Tegl
Fejlbrændt teglsten. |
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) | ASR 1200 X0846 0408 Tegl
Gulbrændt tegl, den ene en afrundet formsten |
![](/grafik/intetbillede.jpg) | ASR 2 x05 0408 Tegl
2 hjørnefragmenter af teglsten med spor af glasur. |
![](/grafik/intetbillede.jpg) | ASR 2 x14 0408 Tegl
18 fragmenter af teglsten deriblandt i hårdt brændt med grønlig glasering. |
![](/grafik/intetbillede.jpg) | ASR 2 x15 0408 Tegl
1 fragment af teglflise. |
![](/grafik/intetbillede.jpg) | ASR 2 x18 0408 Tegl
2 teglfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 2 x19 0408 Tegl
4 stk. hårdt brændt tegl |
![](/grafik/intetbillede.jpg) | ASR 2 x19 0408 Tegl
4 stk. teglfragmenter, det ene fra en tagsten af munk/nonne type. |
![](/grafik/intetbillede.jpg) | ASR 2 x19 0408 Tegl
1 sintret teglfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 2 x25 0408 Tegl
2 hjørnefragmenter af tagpander af tegl. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 0408 Tegl
1 fragment af hårdt brændt teglsten. |
![](/grafik/intetbillede.jpg) | ASR 2 x34 0408 Tegl
1 fragment af tagtegl af munk/nonne type. |
![](/grafik/intetbillede.jpg) | ASR 2 x42 0408 Tegl
1 gul Flensborg-sten. |
![](/grafik/intetbillede.jpg) | ASR 2 x45 0408 Tegl
1 ribbesten af tegl, kvartstensnakke med delvist bevaret halvstensbred rundstav der sansynligvis har haft en bred platte, evt. trekløverformet. |
![](/grafik/intetbillede.jpg) | ASR 2 x45 0408 Tegl
1 lysningsformsten af tegl. |
![](/grafik/intetbillede.jpg) | ASR 2 x53 0408 Tegl
4 fragmenter af teglsten af gulligt klæbeagtig ler, i format nærmest svarende til Flensborg-sten. |
![](/grafik/intetbillede.jpg) | ASR 3 x02 0408 Tegl
1 stk. tagtegl. |
![](/grafik/intetbillede.jpg) | ASR 3 x12 0408 Tegl
2 stumper tegl. |
![](/grafik/intetbillede.jpg) | ASR 3 x15 0408 Tegl
1 stump tegl. |
![](/grafik/intetbillede.jpg) | ASR 3 x21 0408 Tegl
1 stk. tegl. |
![](/grafik/intetbillede.jpg) | ASR 4 x04 0408 Tegl
3 teglfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 2089 x015 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x038 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x050 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x012 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x016 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x073 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x077 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x083 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x078 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x092 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x093 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2090 x026 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2090 x032 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2088 x010 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2088 x015 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2088 x016 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2088 x016 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2090 x048 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 1843 x188 0408 Tegl
3 små stumper |
![](/grafik/intetbillede.jpg) | ASR 2147 x110 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2147 x065 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2147 x066 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2147 x052 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2147 x082 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2147 x092 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2147 x026 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2147 x053 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2147 x418 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2165 x14 0408 Tegl
ca. 3 x 2 x 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 2206 x2 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2162 x003 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x120 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2121 x002 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2163 x026 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2163 x024 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2163 x025 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 1843 x160 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1843 x033 0408 Tegl
Teglstump |
![](/grafik/intetbillede.jpg) | ASR 1925 x150 0408 Tegl
Et større teglfragment |
![](/grafik/intetbillede.jpg) | ASR 1925 x157 0408 Tegl
Teglstump |
![](/grafik/intetbillede.jpg) | ASR 1925 x242 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1925 x253 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1925 x240 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1925 x263 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1925 x270 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1925 x271 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1925 x252 0408 Tegl
Små stumper |
![](/grafik/intetbillede.jpg) | ASR 1925 x232 0408 Tegl
Tegl
Meget lille stump |
![](/grafik/intetbillede.jpg) | ASR 1925 x233 0408 Tegl
Tegl
Lille stump |
![](/grafik/intetbillede.jpg) | ASR 1925 x241 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1925 x255 0408 Tegl
Tegl
Begge stykker med strygemærker på fladen. |
![](/grafik/intetbillede.jpg) | ASR 1925 x247 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1925 x246 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1925 x274 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1925 x284 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1992 x043 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 1992 x014 0408 Tegl
Fejlbrændt tegl |
![](/grafik/intetbillede.jpg) | ASR 1992 x047 0408 Tegl
Teglstensfragment m. tyk gulliggrøn glasering på to sider. |
![](/grafik/intetbillede.jpg) | ASR 1992 x033 0408 Tegl
Teglstensfragment. Tyk gulliggrøn glasering på fire sider. |
![](/grafik/intetbillede.jpg) | ASR 1925 x224 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1925 x231 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1925 x274 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1925 x249 0408 Tegl
Småstumper |
![](/grafik/intetbillede.jpg) | ASR 1925 x264 0408 Tegl
Teglstump |
![](/grafik/intetbillede.jpg) | ASR 2336 x0002 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x0315 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 15 x017 0408 Tegl
1 mindre brok, ca. 6 x 6 x 2 cm |
![](/grafik/intetbillede.jpg) | ASR 15 x018 0408 Tegl
1 brok af tegl, ca. 5 x 5 x 5 cm. |
![](/grafik/intetbillede.jpg) | ASR 15 x058 0408 Tegl
1 hel, gulbrændt mursten, 17 x 7,5 x 3,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0138 0408 Tegl
Teglstensbrok, gulbrændt med mørtel på undersiden (?), skråt afskåret. Måler ca. 9x10x5 cm |
![](/grafik/intetbillede.jpg) | ASR 13 x0518 0408 Tegl
Kvart munkesten med mørtel på tre til fire af siderne. Afhugget hjørne. 12x8x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0023 0408 Tegl
To stykker tegl? (virker lettere end tegl??) med lidt mørtelrester. Største mål: 14x8x6 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0107 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x0511 0408 Tegl
Småfragmenter. Pakket i 2 poser. |
![](/grafik/intetbillede.jpg) | ASR 13 x0493 0408 Tegl
Tegl fragment. |
![](/grafik/intetbillede.jpg) | ASR 1988 x046 0408 Tegl
2 mindre teglbrokker. |
![](/grafik/intetbillede.jpg) | ASR 13 x0493 0408 Tegl
Fragment af teglsten. Største mål: 13 x 9 x 4 cm. |
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a1aR7/+JlN4bAWNsLlTOJ2CY4PQ4z719V/8Eq2J8QeO1Ztyi3tcHt96SuqmrSiZy+Fn6QK3FMllpA1Ry/MDxXazmRFJIGJJqrLLwRU0meay9SvYtNtZ7q5kEVvCjSSO3RVAyT+VZSdjWKJHY1Ru7qG0t5J55VhhjG55JGCqo9STXkPiT9rLwToXm7F1HUTG/l5tbcBd2cYJZhjn1rgPjV8evDPj7wS+iaTNK1xdFJHWdDGVAP3c9Mk/XofauaVWKW5tGm29jX+Lv7UFnpduLPwlOLm5kznVPLDQQ4POA2M/U8fWvEfFfxA8T+MPLGvXV9f2j4KG3Ty4wwHHyjjB5+YfnXler6fYLJKtz50sPltuhVDJHJkjAfIIUf4da3fBXiKdNNvLqSJo9OtylsY4XZuSdoXby3UgdxXmzqTm9zrjGMUZ1/ptvp90lzpWrzafK0waOSNi53g5wrA5Bzkcc11Hhv4jeONL1p45dVTW9NjfmG65n5/uuB2PY56/k28T+0vmj0y4eVsnao+bPHQk4HqfofSrum+HbOZkn1N1mkk2qZORGhycjGM+2cZOKcXKPUTtLodXP8fdZ0sgy6KqxH5V3T/Mzeg46+1DfHTxrthSKHTrOe44VJYZGZGwTj74GeP06VyUnhuye3kmtRGs8KsA8cYykhHDEdR83NY+p2t7dCzBlKqr/OzMW+XblevOe5+p61DrVF1NI04PodSfj98QoVjX+3LH7S2P3ZijHPPGNuR1HWu+8J/tP6vatGviextBbsQpu7Fz8v8AtFSSGHXO1uPSvGrvRrfWGCXCpJslVwZFwSBt46e3vVuS3+0kLL93JDGQDnrjn06daI16kXuU6MD7D0H4maZ4gtFutPvY7uFv4kPI9iOoPsa3bfxIlwQd+Pxr4G1DR9Q0p/tGl3t1Z3O4FGhfbyeAMj8PWui8P/Grxp4SlaLU0TV7SJV3STDZIOvO8DBHHdSa7Y4pPRnPKg1qj7rg1gMflOa07W+3Y5ya+TfC37V3h6YBdWgvdJbfsaR0EkQ/4Evv7V7b4N+JOheL4TJpGp298qkqQjYYEY/hOD3rtp1Iz2ZzSg47o9WhuA1XFk7VzNrfjA5/WtSG8DYzXQYmtncKKgilDLRSA/n3wdvrzQiknGcCnK23oeafG4GCcE5ryDqPSfCejW83w41G8k0rz2jkYfa2065kCYC/8tlkEa4z/EpxnnqK+vf+CVpL6/46Zu9vbc/8Dkr5LhudO1nwRqN5a6Jpen+WpQpGmpSPkAfMG3tEDz/F6dOlfWf/AASqZn1jxyGJwLe1x/31JXVT+KJlL4WfoyP6UMfloT5eTTWO6u1nOiGZjXzj+0J4i8caXfT2mnyGLQriLaWjgBBBQ7lZyOpIPAI45r6NmbivLP2g7n7L8ObrKK4klRWB7Dkk/pXLW+F6m9Pc+IoZDqVxPKwjiniYyFZidu7DZJ9OcfnXNXerR+JNSgsGsp7a/sriO5lkRSyLtYMFV+xIBAz61f1OGK1vGtoZjG08hl8yInhWHK57fr1OMV3PhvQo9P0uUhVLb9x3878Ac5+n5V472PSS7GY815qtjeCO0t7BpQTJjk/QADg4PqenSsfTdJg0F48Q7NhKfMhIjz0K4HHQ5OP4uelb9xbxsXwCJQQcZwecj8ulPtf3kkUEvzrjcJiPvc85+lFkTqMbWYo/IjlfyI1k+QKoCsGOCPbuf+BUy1vkyFEqZ80MCo+Ugtnv6Fic/wCFSXEcYj2yjKriTzGOBkdD079ap39nb3TJIIfLXKqdhw2OepH1/SrsyDp7y2t1mULCHOCeB1OR3/CsG60/fjIVUU58tj6+/b8K1109ooVuIZ/NiQZKyHOeOxx71Wj8lxIH3LPDhmhGd3HXA7j6VyHb0uZn9ntGQ2zy0J5C9PzpFVpF2kbCzFcjqBnGcflXYSaWJIJWRVO5eFx1GOn86wptNltJiEGYg31Cg5/T/PtWiYjKns9lumWZDkFe4POfp60l4sCrJHfxNv8AlCMg3L6c/wCe1Xbq1ZFDln2A/KMkoc9evQUkOtWds7JcYmdhgqAWyeueM4xRZCucvqHge01e9YWcyWxf5xMgBPB59etNuPBNlA0klnC0sjcmWNniRdoGSVBx+VdFZtaxsRZqz+cNxhZdq++B+FTm61K+WS3iiCyN8u1SMYz+H06UL3Q0Z9AfA28vLX4caUL24a5kIZkkZiTs3HAySf8A9WK9QtdW3YOa8u+HNu9v4O02J87grZz7sTXaWvG0DNfS0/gj6HkT+JnoWm3XnKMGis/RMiMc0VRnY/BiP5nA9a7Hxp8O5PCWn2F5Fqllq9tdzzWnmWO8qJoghdQWUB1/eLh1yp5wa41D5cg6MAc12/jj4o3fjLVtP1GPTrXQruxAED6ZLcKIwMFFQPK4jCkcBAvU15MbWdzoe5peHbiK1+G+q2011bW9w7ORbzTXyysCF5VI18g5x/GR057V9h/8EpcNrPjsZ5Fva8f8Ckr5Q03xlqWufDrVRqviW9vLpg6iG616cMy4GB5G0q45PVhmvq//AIJShv7c8dHHy/Z7UdP9qSuin8UTOXws/Rz+Go2HOacScD0pkh4rtZgitMx5rwb9qDxzYWvhSfQoZPN1NpI3ki2n93Gc85xgk+nvXp3jf4m+HPAqr/bWrQ2LspZUbLNj1IAOB7nivj74ueKm8Wa5d66BI1vJJsiRW2/KMquQD6eh/nXDWmkuU6acbu/Q82k0d7qOSR5I4Y3VcMqlX3c7ce2PX29cjT8G64v2g6RcySRSpuVeeGwMcD8BU11qE8OntdT2MLQxBCgWQ7mz93g9yD+lcn4it2kvIdYtIFsryNwWk3hgFOeCoxg4H6ivLlG+x6EXbc7TWo2tZClw/lDkrKB6e/rx+lUptSKtHJIyo9uFVhkbduSC3+fSoY76HxjpkIF5I947CLymO3Bzy2Pblvwqnd6Va6OyxqrzHcR5mcucZGT+IBpRdxSjY1r+/h8uJjIu9DuA3j6kY+lQTazBHAzI2dzb1LA7cg9Afy/M1yMy3zLJHFNlsbGkBwU7s2O5x098dq2P7KMelI7sFdkwFLbiCBjv6jH41td2MkjWs/Fx+0m3trR7qFpAGjj4/Pg9OKva1cX0uoWuLH7PcbnZApOQqj5iT3B6YPtVLw3bxWInuHYKpjZ2bOBgckn8KvpeyXUkt/MkkM0iAwKf4EySVIzwTlTj2HcVy1PiOqmvdH2t5eXV59lluiYo4Y5Cy5zhi3GB6bf0q95Unl7Rdsx27w0eBx0449/51zmi3LNFqN6y4SaZECBgx+Xr9OS35UahcNHeJa28vl3EkbFM9OAASQOnb69KSTvqUXobO1kuGicrcJCdq7iWI45x646e1RSWKRxRFUWNIgd7LgfLt6nj6/lVRLV7SOHHy7QTgv19fx5Ofc5qpper3F5LJbwwboJIjEs8wBJY91wcbRx9c5rWxFzZ0vw1HrWuWwEUs32iIMkSE42gdh65647mvWtI+Dum2cdq7XF0ky/NKI5OGJHIzjP45q18M/Dsum6XFc31q0V/t8qNZH3FYx0OOgLdT+Fd0oG5QxGW6CvVoYePLzTWrOKpVd7RJrOFLeKOKJVSNAFVR2A6VsWMZkYY9azLdfmArc0yElhXoXOQ6nSY9iDiipNPVlVfSipDU/Avvmnr8xHPNM5p4UjHHFeQdB7HpVjN4b+HmpWUurNKsu6Qwad4qt1t2BAHzWoVjI3HPzDPHpX1f/wStYza944AG2Nbe2wO33nr5B8J3ky/CzWYlnljhZ5CYU1yzt0Pyr1tpFM0n/ATz0HINfXv/BKH/kOeOv8Ar3tv/Qnrrp/FEylsz9GvJytZevX0ejaPeX052xW0TSNn2Ga3FWmXVlDd28kE8azQyKUeN1BVgeCCO4rsZgtz859d/tPxFfTXd2Y5Z55SzGRgTnLE8HqDu6e1YN94WvbaH91ZB0jJaNWkwp9uvTrxX2h8SP2btC8SaXOdDtk0vUico3mP5R9eMnH4Cvm7VP2d/iDpevCUG4ltEHzLG28MBkY68jkEfSvCqUakHrqepGpCWx55ZWUdxGo1KC4trUA79y5LcDofQGiXTdOO9bW4cIz7SsiN2IPUdulbM9xdaRdPazX8TsrFZIWCs3XGMDn/AOvTW8QSxhopYIyXUDcyYZj9M+lYLmWjNrLc4KbSz4Q1xdVil3QTfI8PJAGck4PQYx+Vbl5fvqcYa3JVpCA0i/MikkDr361fuY2uLqCZ7ZLl0BTag4O7BIOT14HOKw9D0e70jWr6GZSNPn8uaEcAAgklAB/uj86pdyGTLpq2s2JF483aTxk5GcnPv/TtVjUFjhjtzIqyDdsEajnP0p160jTuY1AZjkuRwo/xqJswyRbDvO3uRlu/XPt+lXYm6FtcSXSGQrtD/wCpPRD2J9ece3NbUZSTZboFmkkOGPVkVj1B/lXP3VwvnSMJDvwB8x4DUsd1bbDLLdxJJKASxkwfYAfQ/wD1qhwvqWqluh2kllBpNv5YVGUjYORlsjAGPWuOuNPksdbtZJQwmZJhucZzyhCeuAAfbg+tPutclgkRIiJ5QA0caR72dskAgdcDB/P2rO8b3Xiq58KwXUVnD/asZ3LBHCWbJyNudxUnsfqaz5XFmikmrkuqXE9xaTW8jDym5kmyAR2x7cdfYV0/wZ0y0vPFFtLLEsqM21DnIYhSQcdMfLXMadpP9tQWt3Jd/Y/ORSsEMYZOQM5Ykk4PGOMH867f4W20em+J9Oit5WmaKbyWJiZV+YcjnvgnvXRTkuZJmc07XPoWOHpVhbcMysRkryKlhty3vV2G3baOMmvoDzCO1gJbOK6bSrYqASKpWNixYcV0lha7QM1IF61jwo4wKKsQxnjPSikB/P1CMsuSAN3fpXs/xd1HSb7S/DEV3d6fd3cN5dC5k0SWCQPanyfKMYRV8pMBwsUnzqdxP3sDxkLlTkgGnovQHgV5alypo1aPZNM/s1fhzq50T7Z9ixJu+3HTt+7aM/e/fYxj7nvjnNfVX/BKVNviLxyQf+Xa24/4E9fIfhG1lX4Y6zJ5MjxbpMyDRrOcD5V/5eZGEyf8AHHUck19ff8ABKfH9u+N8Nk/ZrfK/wDAnrop/FEiWzP0hXtSv2ojzgVI33Qcd67TAhZRVOa1WTdkdavyYaom+8eKkZ5F4/8A2d/Cfji4lu7mya1vXyWurRtjsT3PBB/KvC/Gv7MviTSbpH0KNdUiVcByyxtwcjIJHPOOO1fZkiZU+1QyQg9hXPKjCe6No1JRPzwt/gX8S7q/up3077M6k7DeTmNOeOFXr+PFUIv2efiLda1F9oupYY2yHmWRfKjXrwmck8dK/RK60+OTqozVN9DhPJQZ+lJYeA/as+HfF3wkfwf4RuJJVvL52bYssjkurEHnIxgcdvWvDJLHUrcMEF1EWlAVmmY+Wp6/eBz3NfpP8Tvh3L4w8F6hpVgY4rmbZsMhwvDgkZwcdK+R9c+Euu+HdQnt57S6ieJ9rusbPEeM5DDjoa5cRT5WrLQ3pSutTxiz0ea48wSTB3UCPzZJss/GNwU9OvpVqzjFmsVrJa20FtGzZuvMYO2T6fkOtdvq3hu/Zpoykc20Bl8yIDb+dZ02ntCoMiwbFHZSoHt1x1rksb7FTUtYi8PaTLNY2tzqCgAD7KzHDYyz++B2HNbXhnxbH4m0W9ItmS6jiZ4YLgMHZ2XAAyRySfzqlpulpG4fyecliiMe+RgY4r0z4deC9U1zVrO+lt9lhaSpMJJxkHA+4vqQ2T2x+VVTpty2HOasWvhX8LdvheD+2bF7GbzGZLVfkKLnJz9WLH8a9C0/4e6Npt1b3MFsyT2/3D5jYH4Zwa6mKzJySpzV2301nwccmvYjQpx6HE6kn1ILG1Mh9q3bTTc4LDIqxYaXtUcYNbdtZnaOOK3uYlS0sAvbH4Vp29vtqWO3PAxVmOPbgYpANjiI57UVNjpRSEfz1KpbAAye1SK+HBIyBTFyTgDmu48XfCu/8J2PhxmkN3qerB1fT4YWMlvKrACI/wB58MuQBwTt6g15KTaujoOv0q+uvEXw71S/fRtqwI8Xnaf4Ut5IFAUHL3QZWjbnkhSRwec19U/8Eo5P+Ki8cA9fstuR/wB9vXyvo/gHVNF+Hervq/hu9s7mMSOJbrQZ3ZV2jnz9yhBkHqpx1r6m/wCCUrKPE/jdVDZ+yW5yf99664X5o3M3sz9KU+7+FP8AvfSmR08Hjn6V2HOM9RTGXDU5mAY00+tSWNcDaajZae33fxpu6kBEyD6motmWxU7YyaY2OooAhZcdOTTGQkknmplUjmk5HXmmFjI1PQrbUv8AX28c3GP3iBuPxrltR+Fnhq/U+foOnvkY/wCPZAfzArvieMUzyw1Fk9xptHkp+BXhNIWjj0hY1Lb8pLJnOe3zdK6K18M22n2qW1vbrBBGNqRoMAV2bQq3FMa2XAGKSilsh8ze5yP9irkDbVyHSwo5FbzWo4470v2cdqoDNhtBxxxV2OMKuBVhYcdRxSKnOcYoAYsfTNO3AMBT1x09KAh+tAhOGb1opVXpRSGfzzK3lsCOvrXS+IPiJ4h8VWdhaavq95qMViXaD7VK0jIWI3fMeew/Kvsn/hzX8af+hn8B/wDgwvf/AJEp6/8ABG340Dr4n8B/+DC9/wDkSvJUrdToPmTwrCuofDnV7ia1t7maNpAtxNa30kq4RSMSRt5Ix/tjjvxivrj/AIJVsP8AhKvGoGB/okHQ8/fatLRf+CU3xh0fwvfaR/avgC5a53H7U+raqjJlQOFSJYzjH8SHrzkcV7t+xT+wn49/Zv13xDe+JdX8OX0WoW8cUQ0m5uJGBViTu8yBMDntmuiFSKabZEk7M+n481L0yK2F8I3q9ZYP++m/wp//AAid5/z0g/76b/Cuv21PuYckuxgSLnIqJga6M+E7zP8ArIP++m/wpp8IXnaSD/vpv8Kj2sO5XK+xzbthQD1Y8VG2QTXTHwbdkg+Zb/8AfTf4U1vBl6x/1tv/AN9N/hS9pDuPlfY5ptw9qPXNdIfBd6x/1tvj/eb/AOJpp8EXv/PW3/76b/4mj2sO4csuxzm09BxTeV4610n/AAhF/k/vrf8A76b/AOJo/wCEHvgOJbf/AL6b/wCJqva0+4cr7HMn7tJtytdKfA9+R/rrf/vpv/iaT/hBb/BAmtsf7zf/ABNHtYdxcrOZ2lenPNJt9a6f/hBb/wD57W//AH03/wATQ3gW/b/lrbf99N/8TT9rDuPlZzLLyKTyxXS/8IHqG7PnW2P95v8A4ml/4QO//wCe1v8A99N/8TR7aHcXLI5faaY3Sup/4QPUNuPOtv8Avpv/AImg+Ab/AB/rrb/vpv8A4mj2sO4+VnJBepoViOOtdUPh7f8A/Pa2/wC+m/8AiaT/AIV7qGMedbf99N/8TS9rDuHK+xzanA5orph8P9Q7zW3/AH03/wATRT9tDuHKzv6KKK8c6QooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k=) | ASR 13 x0480 0408 Tegl
Teglfragment med aftryk af blad. |
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) | ASR 13 x0480 0408 Tegl
Teglfragment med glasering. |
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) | ASR 13 x0486 0408 Tegl
Fragment af munke/nonne-tagsten. |
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OGPOMbQfWs3U5vjbv6lqFtYpHCf8KpPh+bTlTz/ACLhXZ45JCF2An5CPmIblOnGM/j6B4H0U6L4mS4a4VQ6eWLdcDZwTtJH3jz3/u0+HVDrk0EsCs8kfEjQrhQ+MkDP+0cniqHirWINBtYAkiR3Ul0XDK2H4DB8k9TgH6Vz8ypzUo9DezqR5ZHr63S5zmpfPVh1rkdJ1UahaxzxurhgMlTkZ9M1twuSvPWvrKU1OKkup4c4uLszSZ89+KKpeZn3NFdBkfgwMKufQ8V0Ok69fXniaC7uLtzPc3EfnSMwG8bgPm5Axj14rCjUMxGTnNbvg+9i0vxHbG4sobrEqx4uHdBE24fOCskeCPdwPX1rzUan0n+zf5T/ALY3gsQSxyIb5T+5KbP9UemxmH61+yMa/LX45fs4zG4/bT8HuJxcA3SAyLMJs/uT/EJ5s/8Afw/h0H7IRrwK7I7M5p9BGX/DrVa4XKnjP0q7tzUUiZzVMlHi3jFpPEVwGu7a5itbc7kiUr97GRnk5OV5HasK8uptsBkYREbcxMqhl6ZAPfufx+leta14XdvMltwJQz+Z5Tdm9R615jr+jrHHcQ3u15HIYPt5+90z26AfhXwmYU6sG3VW59Rh3TlFKmYV/E0SxtNLG6XLFi2QrqckYIPTtzVBLyaG8e1hSRzGpbzM5PBI4PTjp681q30guYUMSI7KhVI8jkf5A9KzZVuI7MTW6CQuuDH0OT7+uM14dnF3htudnkzKudShjnspY1JlkfY0EMnVc9eRx2Ofr9asTX0s0kysAs9uwkEsTbV2nnA456k/jVDULVxcb1gBEW6VVdQXKFfmAyMZHXj0qpNqaWMkqIDcRYVyfLI6qCF6cEZHUjFenTk3BK4rLsa8eoXXiCxhFlIxRZx5oLfPgg/j19fWpdGt72xujb2rZuc5iRsAc+vXrxzVXQTLpN819ZmOe1l+WVEB3EZ54xzjjnrwa7vwrp9xqLPqFsbe4WabERjY/u4+Cd2eSxOe3HFdNOlKWzInUUVqRWMLaRp8c9zELuIfLdBRnHQE/TgDFbmmtJkSG1RYRnDrJypyfujAxjLfhj8Nl0g0yyuJL45t1UNIcZBOeDgfrWZpesxXCCKCDzImTcrIQOvUn26da9PlUbXPPu5XaJdautsVpv2SpC24tkA5HHHb1rm11+/vpjEz7EyTtViCwyOWHtyMd8iuo1DTStttgaM8qd0jcAHG7P5VyWsaCY71LlUljt1BL+WnJ6DgZ4HJP4Cs5XNI2sc/4p02CWzuIbOErPIQjgElZFPGR/tfNz16GuD0b4LywxTXzxBbhpvPiODlecjb3HT8PavV7q4kijiaGJrrBB81ht2qWyT09M8e1Rf8JJJcrttoyqwrhWJDNIpGckD6Hp/SsnabNVdK5m6JpepW9qZGt7eGCSRZkREPm5cnccj/AGiD1x1rSg00tJ5Fzbl3xl/NQZAJOCMYB64BI7H3qDS9VTVrdplUpLbTbD8jICcDJGRyMN29a6KzmW6hgdmYgAfP05ycY/TrVxjfUhvl0MvRfDy6KGmF3NPHI7Yi2qViyc4+Vex45PFdJHGD71JptrZpESwG6WTLFeGJIHfuMY/KrLWyW4UIGCMMruGOP/rV7OClyrkPPxCu7ldV68cUVLiivYOA/CnwjZwX3ibTLa7MKW0lyiS/aZ/Ij2lhkNJ/AD3bHHXtXda1pfhmx+JhhtLoabbW5tzD/ZhF3DLMAu4o4uMopbkZkLDPO08DzArtb171t+C9Jv8AWfEllFYWs15MkqyslvG0jBQwyxCgnA+hrzovpYvzPp79nS6e4/bV8HyySPMxu0BaSRnJ/ckfeaaYn/vs/h0r9kIxxX45fs7xNb/toeDhOjLP9rjGySOSMr+6POHRGz9Vr9j41rrjsznl0HFeDULEcg1OaYyg0yUV3XNc14o8JQ68hO7ypdpG4qGB4649a6thu9qiMf5VnUpQrR5Zq6N6dSVN3iz5uutLdNVXTmU27bNuJgVY+/B9f/11kapa3ehNcRRSNdS+Zt8jldqkZJ3evtX0nrHh2x1qPbdW6ucYV8YZfoa8m8SeBrvRVnWV2msmYeXcrwVznhh6jgZr4TGZVUwsXKGqv9y9P1PoqGMjW0ejPO7h5LjT7WRY9hTIMczYOSo4J5z9R6Vn314N08Uj4ZpBGxiUbmwvTkHPA7VszeHLncYgfPtpdwMisB06Ak8Z6D39q52+t5LPV4mlAlgVikUkKkOORwQOSeRXlUfffKzvVr6G/pt8sdjEsL8xfPIozyxODkHvk844rufAWoQ6fpz28eIBbBt0YUA7ixOAAOgBH1z7VyfhixkkuBFLDt8pY3Z42BLtgDBGeT0HOOldWI54dSWGCNJPOO64Z+RHjPQjjOT6/TOK+ow7ajzSPPrxTfKjW3/25ZmK9ZUCyDjcDv78j39KpW+stb+H2ne0khvJIzKIXQnbgnCggH0OPaqNrfSzeJI7YxSI4ZWc4Aztxznv12nHY1J4yS6s9Ku7uN9rpGAoB575JPtgfnW/mYeTLGm6pqGoeFrq8CSW7xpI4i2szhkBbBx1GcAZ646c8Wbe8mnit01Jo7e5ZFMkIYsucZYAnH8q5r4d+KpX8K3011FLJNnypuhXcN20r24AxjrkDua07e5i1CzNzBHHJcFhIWk3IACQTkE56dqUmrIIp3dzP8QLC1xvhlcMSB5RAVGGefmA69etYlil1BmRnkCrKVRt4B2ZOSQc5AxgHH86275RquXTcqs+Akhwm4gAAf8AfJ/Gq82nWpjZFjlnmMR2yO+Qnc4brjv+NYprob2fU5z+0LzT9agvbSJZtOsvOS+ijDBtxIII45P+J9a9F8OatZ3mjyTW7KxdyDwMM3oOOlcrpOnQWtmbe8vlhmnLMgZ1BySfz/8Ar1ieEdD1DRfHzJcXiyWUiSyWcLRkeWcruJbnJJJYE+vbOKqMraomUU9Gem2qmONmkjEaxjcpPAJA7KPpVjw/rVr4ms7iWB2aWJv3kZIymehx247VdkWFtFDyKjIy4Ik5DMcAA568mvPfg3GVutXmMapFJeXCmRRgOFYFce3Jx071rFyhJWM5RjOLud5JC8chV1wy8EUVNJlmJJ5PJor6iN7K54zeuh+BsMct7NFDDG8s8jBEjjGWdicAAdzW5Y6HqOheLbGw1KwuLG9S4iD2t1AyyDJBAKFGPII42tnPQ9KytGvl0nVbK8kiaeO3nSUxrI0ZcKwOA68qT6jkV3lz8SG8QeNIL22020t4JIrWy8m8toLpgkarGDzDtDYHVIx9D34Y26j1Pcv2fbM2H7a3gyIwNbf6ZH+7aDysfuj/AA/Z4Mf9+x+PWv2Tj7V+NH7O8McP7ZvglY0SOP7bFhY4VjH+qP8ACsUQH/fA/HrX7Lx9q6V1MJdCSmMO9P70nXrTIIz3prVI3emH0qiiNlNQzRBlIIyD1zVnio2pFI5DWPBdncRzeRDHG0h3lSvylvX2NecXngEzXiC7zBJGWCKVyDnuG+uM4r3CRd1Z99ZRXcZjlRXXPSvLr5fSqy50rM76WKnTVnqjyrS/CbWaukR8/C70xkfMD14654/AVt+E7G2S3nIUPKzhjtGPmI5J546Y/CtPUtDntWL2iiRSclSxDHt+PFZ3hueSznvUlbE7SFxDswAOMAE9TnJ/HiuFUnTkoyR2OoqkHJMW30p9QvTfyWDWM6yMmzOd65xu9sgA1LceHftcJguAqIwIyBknnuT610FiJmRXnkUnjjjqRk/kePwrP1CSKSC4hluFT+JMtg8HnP41py8q5jLm5nyoxJvD+m6bo9xaxW8cMhYuxQAByRyTz1x3rin1Cy09o4Zo1liiUxK+cAkZPzMT0+XuecjnmvRIruG9jxb/ALxl6rnBJAA/AVg6t4Z0/UrwzQM9rcqQxhVNolPfKkAHp16VxTTlrE7YNR0kZOgeILbxPaJJBaiKFGIDABOf720Z4zkgnH61g+IbTXdPuYLjzCLRi6m3t2bJy67MjacEj0xzmug+H3hTVNAur0Xl8t3p82HtIdu1o9pO4AHOByO59evJ6K7toIpmhgeOW8zkxh/nJPTIxwAMHI9Kcovlvcal72x4F451CWTxTp+j+fdXeqIrLDFhFCTEHa2QQMZTox9Oua9X0XQEh/s+XUZy9zBIfKRRlUJABXj2B69z6Yq/D4Vj/tIXkVvGLjyxEJmUZQDqM9W/lWx/Y8rpgOEcLtDAcDJ5IHuP506dGU3eKYp1FFWbF1jTbrUNJljgmEERGRKhAboeVJ/CjT9Gs9Is44rS3W3GPm2gZY4AJPqeP0q/BYrDGi5LlcnLHuep/OpltyelezQwjjJTn0PMq17x5YlExn0zRWh9lor1jgufz8wqGYoOrHHtW54NOnL4gtv7ReaOAOCDCqk7sjGdzKAvqc1k6TY3Gqapa2Vpt+03Mqwx7nCDcxCjJJwBz1PFei6p8K7rwr8R10qC/tZls4rS8a6uriOy3CSKOUlBJKhOC5AwwPGfl7ebFPdGr7Hsv7OU0DftleCzDKjI15HgxSJIp/dnjKO4/wDHvyr9mIelfjV8BbhZ/wBs/wAEyi4N5uvoR5vn+cD8h/i+0T5/7+H6DpX7LQ9DXUtmYT6ElNalPSmM/YUyQamH9aRm/nSM351QxCdrUxqXtUbUxjWPNV34zUjNiq8jZ60hkMyg1i6rpcF9GRKgbB4PQitWaXqM1nTzds1lNJqzNItp3RzNxb3lhdBlmka3cgHb1U89eeawrS1ktrxpriNp1DkopbBx3J9f/rmuynm3AjrWDqFqjgESGLHGN2B+VeNWwnM/ceh6lHEcvxIzWhuGvJ7iMskUvPkq2Bj0PNSxa6I1XfcN5qcGNSCR/OsDXms9Lt5bnUb1IIl+ZmkfAx9K4a++JVtD5q6VB5xj2jz5/lU7hkFVzuI7Z45z6VwzhTwy5qsjthKpiHanE9i+2z3zRt580YAIwr7c59cVpWVqqyb9oDYwW7/nXhOi/FTV41d2nikZjkQzQgFB7bcHH15ra0T4qas+pQzTSLNaKcS26RgFlI6jjOfx9qKWY4XmSs9fIqpgMSk3daeZ7lFb568CpxAMe1Vo7wSKpB4IyM1MlwF719ZG1j56VyZYN3bFSLb06Ft30q3GARitDJlX7Pmir/l0UyT+dDd0rb0GaefWNPleWRnWaMByxyoBAHOQRgAYwRjHUVjRqGXJGea6LwXqV5pOu2slm2yWSRYjhA+VJGQAVbn6AmvLW50n0r8C55ZP2yfBTyTPcOb+AGRpnkONn95pZT/49+VfslE3TBzX46fA2Brf9r/weskUsUn2yD5ZkdGzjuGjjP8A46Pqa/Yi1BVRn+Vdsdmc8+hZweaaV704UjU0ZkZWo/LC8Dp1qWmUxjKjY1MaiYVQytJ+VU5etXZFqtJH60AZlwCRx+dYeuatbaFp895eSrDBEpZmJAz7D3NdHNHwa8E/aeumTR9Psl5VjJK6nOMABRz9Sa83HVvq1GVXsd+EpqtVUHszkPiN8YtW1CQW+i3LaWGOUaIhm2jqXOMDP9a4u9j1XV7qOfUNVuIn3ZCmUyg8dt39K8pXU7iFpZY55Eud4WDe2cHoeeuMZH413Wh6vb6tbyrqX+jGM7jIW2rKcYJB9sdfrXw1TEVKurdz7anhaVO1kalzAkljFaWsrRSIywtMvJYKxc5BPzZxzVi+VLKb+1rxWkhto2C7jt3OeTn6FQf8isu38VaRGPMklKrJmOOQqSHCgEnP4/yrm/G3i5dXWztrSUSpGu4qOnPUH06V5/M43lPod/IpWjBaG7pfj6G/u5bN4BFcO2IXTpJ3yff/AAr0zwDYXE2rzSvAsklpbSSoXbAEmMJkfn+VfMq2pl1zTNV817U2NwXeNV4kQqQVz25Oc+1fUn7N9/bX2m3s0wd7i4m3LcTuSHTBwAT6fMK3oyjO3c5q6cU+x7pZs5tYWP3ii5/KriSFO3fHAqOOMRqEUYReAKmXGMV+oUlaEV5HwFTWTL1vMeO1aMMlYkbndV2GbpW5zM1lkzxRUEL0UEH89mgtbQ63Ytd7TaCdGl3DI2BhuyO/Ga9J17V/Cd/8RhNa2kl/az+RtXSmS0gjn4DBUNr8ydOPKBJz97qfMPs6h2GcAdPpW74P09L7W7eN57e2UMGD3bbVOCDjoefYivOj2OjzPpb4J2Rs/wBsLwWog+zqt/b/ALvyPJ6j+79ng/8ARY+pr9jYe1fjX8CpIrf9rjwSkKRokl/bjESRqv5JHGP/AB386/ZWHoK6ujOeXQlpp4p1JSEMKjvTdu32p7c4FIy5461YDNtMZf0qQ5pppgQOtVpI+vGaukVC69aoDOkjwa+cv2mdW1LR9Qs5U0eK80/ydhluYi8TMd3y+zDjvX0vJEO1ZGu6Haa7ptzp99AtxaXCFJI27g/yPvXBjMO8TSdNOzO7CV1h6qm1c/OuC3a6kv8AVYNHiltYQolWINsh3E7DgsT/AAkfnXI64kc95ZzT6NfrE7h4bxGmSOXDglASNpyARxz1r6H8R+D7r4Q+INasTpQ1XSb+MpEs3/LVchlbdkfMpAH4npmufs/Fmm6poFyZtOu/t9rcg6ckTFhbxoxZIzuOQqsS3IOcnG3JNfAexhS5lUqcskn06/5fM+4ji5Takocy0+7/ADOAXVNM1RjHc2l0CdqRW0TBSi5O7GVPO3GKk0mz0Zo5JUtbm3tftETFXYNJ5O794uccvjGD07mul13xFpmj+MrTWdK0dUtVDveW0xZhMzysdnzFgVMeBjA53cc1cs/FUGsaVqyzRXemfa90kM9o5lG5kWMxurDlAASvOVzjJzkcPsad+WVVP5bq3fT01OyWJ5lzQptL12/rc5W80PT2eArFcfvMY2t8rEnqPxPSvonw/NpHgDRfDcN2ogS82FN2CS7OADyff0rxpb6fUtO0ixthPdHTopIS0yDPlhi6knJwcs3f0Fej61oF38QNY+GEIkZLe3WeSZkI3Ksfl88++FyP71a4Wym4xd1p/X6HNWnzxV1bc+hFUtk/jTznAp4jCrjPFJt79K/VY7I+AluC/eqeM8j9KiVfQVPDH826tEZMvQHp1opbdSQKKZB/Prp+n3GpXVvbwI0s8jrEkaDLOScAAepzXS33hS/8I+LLfT9RVEuoXjZvKmSVVBII+ZW2/wDj3HtWL4b1a40PVbW/tmCXNtKk0THs6sGB/MCu4u/inr+t+K4dUjv5tJnkVLdhYXEsYMYYnazGTcwySfmf2BAAx58bW1N9T174N3An/a+8Busy3AOoW3zpIkg/NJpR/wCP/gK/ZaE9M9K/HL4S3y3n7Xngadrj7W3261USfaPP74+99on/APRn4Cv2Lh7V09zCXQmopAwboQexpakgT3pKU03tVDEprdKdnjmm/WmA1qjYfnUh5pP5VQEDJnpxzUTQg5q1SMPamM5bxd4QtPFmiz2F2gw4/dyYy0bdmH4/nXy/44+F+reFWnkntZPLY/8AHzCpeLPQHI+6McnIHSvsVlzVa4s0uI2SRQ6MMFWGQR6GvIxuW0sary0fc9DDYyeHdlqj85tb8N3V1qtujozW7sUkbeVIUjhhgfN/9eiWxk0aREUl2Y8RkHgLj5sn619hePfgjZalbtdaNF9ivo/mWGHCxv7Y6A/p/OvmfXtN1DRdWl0/V7Rre5QkoZIWR9uOOSMEfSvhsbltTC6S67M+rw2MjiFp06HJ6ZeXC3jqJiHYNkBeox0x6V9D/Atp9aWCYKy2liZAd4HzMwXaBx0HzH8a8XVo9TkQQ2DbIztadSAV44OOpr3n4DaTPYLfYYfZNiAKFOM9eD+f5illWGccTBPVXHjK37mT8j1pl9qj2lu1T7OelSxWpbqOK/UkfEN6kEce41ahh49KmjtulWlt+gxVEXGwx4xxRVuOPpRTJP52wzJ0y2OemK6TwffW8OuWklzZLeRbxiJpHTkkDOVIOQfeucs/Ka6j80FodwLqr7SVzyAcHB/A16VqHh/w/a+PH0vStRbSbezEayHUJWuWe4GPMjRoYTkBiVB24O0nuBXmRXU6Wev/AAtklf8AbA8CNO0zP9vthmZnZuv+27n9a/ZGE9K/Hf4VRTL+1h4L82KSF0vrX5HheIgbuuGhiPr/AAfia/YSBvlU11x2Zzy6FlVWNTtGMnNK33aaG4pWpEBSN7UZ60mfzqhgaaaM0lABSUUh6VQCHFIeuKDSd6YCfwmm0vNHTjvTAYy1UvtJstSULeWsN0qnIE0YcD8xV0/nQf6UNJqzGm1qjlbj4beGrmV5W0WxEjHJZYFU59eBWhaeH7TT4fKtLeO3iH8MSBR9eK2Me1JiojThF3SVzR1JNWbMv7AFPNSra4HTFXtopdvtWhncqC36VII/b6VY24+tLtFMREqYWipQvWii4H848aqy8KcjpzW/4P0m81fWrW3sbOe+nL7vJhiMjFRyeApyMexr3yH/AIJq/tIoOfhzz/2HNN/+Sa0dN/4Jy/tIWt1G5+HnljcMka3pvTPP/LxXlJo6iz8K7H7D+1h4Mh+zfZc31owjEAh/jHO37PB2zz5f4mv2Htydoz0xX5ueAf2I/jT4d/aA8IeI5/BcdvoljeW8lzcxahp6hEVssdkbqTx6KSfev0wj0e7VcGL/AMeH+NdkZx11MZRehEOeKSrf9l3WOI//AB4f40h0u75/df8Ajw/xo549yeV9irnv2o/SrP8AZV3/AM8v/Hh/jR/ZV1/zxx/wIf40c8e4cr7FWk71b/sq7/55f+PD/Gm/2Td/88f/AB4f401OHcOV9irSH2q3/ZN3/wA8uP8AeH+NH9k3f/PL/wAeH+NP2kO4cr7FI5/Ck96vf2Td/wDPL/x4f40n9j3eP9V/48P8aftIdw5X2KPPQcmjGKvf2Pd9osf8CH+NJ/Y13/zx/wDHh/jR7SHdByvsUqaQDzV7+x7z/njx/vD/ABo/se8P/LHH/Ah/jT9pDuhcr7FHvRV/+x7v/nj/AOPL/jSHRbz/AJ4/+PL/AI0e0h3Q+V9jOXdxuABxyAc08DOewq7/AGLeZ/1PH+8v+NKNGvB/yx5/3l/xo9pDug5X2KX1ox6Ve/sa7/55f+PD/Gj+x7ztD/48P8aPaQ7oOV9iiB81FXf7HvM58nP/AAJf8aKPaR7oOV9jp6KKK8Y6wooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z) | ASR 13 x0483 0408 Tegl
Glaseret tegl |
![](/grafik/intetbillede.jpg) | ASR 2425 x006 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2425 x002 0408 Tegl
Fragment af formsten, sekundært brændt eller hårdt brændt? |
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) | ASR 13 x1156 0408 Tegl
Tegl? |
![](/grafik/intetbillede.jpg) | ASR 13 x1329 0408 Tegl
To mindre teglstykker fundet ved soldning. |
![](/grafik/intetbillede.jpg) | ASR 13 x0781 0408 Tegl
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) | ASR 13 x1152 0408 Tegl
Fragment af teglsten med kraftig varmepåvirket overflade. Oversiden er helt forglasset og har en lys grøngullig farve. |
![](/grafik/intetbillede.jpg) | ASR 13 x3015 0408 Tegl
Lille fragment af tegl |
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) | ASR 13 x0781 0408 Tegl
Lille fragment med aftryk af dyrespor?. Største mål: 16x12x6 cm. |
![](/grafik/intetbillede.jpg) | ESM 102/69 x1 0408 Tegl
Teglstensfragment |
![](/grafik/intetbillede.jpg) | ASR 13 x1329 0408 Tegl
Mindre hjørnefragment af ildpåvirket teglsten. Sekundær brændt? |
![](/grafik/intetbillede.jpg) | ESM 2712 x312 0408 Tegl
1 lille stykke tegl |
![](/grafik/intetbillede.jpg) | ESM 2712 x315 0408 Tegl
Del af teglsten med mørtelrester Dertil lille fragment |
![](/grafik/intetbillede.jpg) | ESM 2712 x023 0408 Tegl
3 mindre stykker tegl 96 g |
![](data:image/jpeg;base64,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) | ESM 1422 X0063 0408 Tegl
Tagtegl. |
![](/grafik/intetbillede.jpg) | ESM 1422 X0077 0408 Tegl
Mursten |
![](/grafik/intetbillede.jpg) | ESM 2612 X0011 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2612 X0013 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2612 X0015 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 1801 X0066 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x3079 0408 Tegl
Fragmenteret stykke tegl |
![](/grafik/intetbillede.jpg) | ASR 13 x3033 0408 Tegl
enkelt stykke med mørtel og en der er genbrændt. |
![](/grafik/intetbillede.jpg) | ASR 13 x3033 0408 Tegl
Et stykke fragmenteret tegl, muligvis fra en munketagsten |
![](/grafik/intetbillede.jpg) | ASR 13 x3041 0408 Tegl
3 mindre stykker |
![](/grafik/intetbillede.jpg) | ASR 13 x3040 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x3078 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x3042 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x3059 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x3032 0408 Tegl
Ukendt tegl |
![](/grafik/intetbillede.jpg) | ASR 13 x3025 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | ESM 2327 X0017 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2327 X0019 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x3053 0408 Tegl
Fragment |
![](/grafik/intetbillede.jpg) | ASR 13 x3076 0408 Tegl
Fragmenterede stykker tegl |
![](/grafik/intetbillede.jpg) | ASR 13 x3085 0408 Tegl
akurrente klumper |
![](/grafik/intetbillede.jpg) | ASR 13 x3071 0408 Tegl
3 små stykker tegl |
![](/grafik/intetbillede.jpg) | ASR 13 x3058 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 1591 12 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x3062 0408 Tegl
3 stykker ler |
![](/grafik/intetbillede.jpg) | ASR 13 x3047 0408 Tegl
lerklump |
![](/grafik/intetbillede.jpg) | ASR 13 x3061 0408 Tegl
2 teglklumper og 1 muligt fragment af tegltag |
![](/grafik/intetbillede.jpg) | ASR 13 x3067 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x3027 0408 Tegl
4 stykker ukendte stykker tegl |
![](/grafik/intetbillede.jpg) | ASR 13 x3065 0408 Tegl
lille stykke |
![](/grafik/intetbillede.jpg) | ASR 13 x3100 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x3092 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x3091 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x3089 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x3075 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x3075 0408 Tegl
Sammenpresset/brændt ler |
![](/grafik/intetbillede.jpg) | ASR 13 x3045 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 X3109 0408 Tegl
Fragment |
![](/grafik/intetbillede.jpg) | ASR 13 x3157 0408 Tegl
en lille klump tegl |
![](/grafik/intetbillede.jpg) | ESM 0130 AN1 0408 Tegl
Murstenstegl. |
![](/grafik/intetbillede.jpg) | ESM 0130 BN7 0408 Tegl
Tagtegl. |
![](/grafik/intetbillede.jpg) | ESM 0130 DT8 0408 Tegl
Murstenstegl. Fragm. |
![](/grafik/intetbillede.jpg) | ESM 0130 DV13 0408 Tegl
Murstenstegl. Unummereret. |
![](/grafik/intetbillede.jpg) | ESM 0130 EM1 0408 Tegl
Murstenstegl. |
![](/grafik/intetbillede.jpg) | ESM 0130 ADL5 0408 Tegl
Murstenstegl. Unummereret. |
![](/grafik/intetbillede.jpg) | ESM 0130 AMR1 0408 Tegl
Murstenstegl. |
![](/grafik/intetbillede.jpg) | ESM 0130 ATV1 0408 Tegl
Rusten jernkniv. I to dele. Ukonserveret |
![](/grafik/intetbillede.jpg) | ESM 2264 x003 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2264 x008 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2264 x016 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2264 x018 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2264 x021 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2264 x022 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x0742 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x0734 0408 Tegl
Fragment af gul tegl |
![](data:image/jpeg;base64,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) | ASR 13 x3209 0408 Tegl
Kvadratiske teglfliser fra trappefundament ved kultunnel i 1857-fabrik. 20 x 20 x 5 cm. |
![](/grafik/intetbillede.jpg) | ESM 2301 x015 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 2134 x006 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ESM 2134 x008 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ESM 2134 x022 0408 Tegl
2 stumper sidret tegl |
![](/grafik/intetbillede.jpg) | ESM 2134 x023 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 2134-1 x013 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 2134-1 x016 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2134-1 x021 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2134-1 x026 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ESM 2134-1 x027 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ESM 2134-1 x037 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2134-1 x059 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2134-1 x085 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 2134-1 x086 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2134-1 x087 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2134-1 x091 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2134-1 x091 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2134-1 x101 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2134-1 x102 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2134-1 x110 0408 Tegl
"Tegl; magring; grov. Bugskår, flækket; magring; fin-mellem, hårdt brændt. Ys; sort. Sk; grs. Trækul. Dt; efter 1750." |
![](/grafik/intetbillede.jpg) | ESM 2134-1 x111 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2134-1 x117 0408 Tegl
Teglstump |
![](/grafik/intetbillede.jpg) | ESM 2134-1 x120 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 2134-1 x121 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 1459 x0005 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 1459 x0008 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 1459 x0008 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 1459 x0010 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 1459 x0029 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 1459 x0031 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 1459 x0071 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 1459 x0345 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 1459 x0392 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 1459 x0432 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 1459 x0480 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 1459 x0481 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 1459 x0512 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 1459 x0599 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 1459 x0643 0408 Tegl
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) | ASR 13 x0172 0408 Tegl
Formsten i munkeformat. Rundet hjørnesten til vinduessmig eller kvartsøjle. |
![](/grafik/intetbillede.jpg) | ESM 2120 x0111 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2377 x013 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2377 x031 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2577 x014 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2577 x019 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2577 x027 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2577 x035 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2577 x038 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2577 x040 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2577 x055 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2608 x002 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2608 x015 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2608 x018 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2608 x032 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2608 x084 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ESM 2608 x087 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2608 x198 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x188 0408 Tegl
Munkesten |
![](/grafik/intetbillede.jpg) | ESM 2320 x159 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x192 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2320 x161 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x056 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x191 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x143 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x169 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2769 x7 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2769 x9 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2320 x170 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2320 x179.02 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2320 x214 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2320 x219 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2320 x223 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2320 x227 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2320 x231.02 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2320 x253.03 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2320 x264.02 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2320 x276.06 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2320 x282.03 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 2320 x286 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 401 x006 0408 Tegl
Fragment af teglsten |
![](/grafik/intetbillede.jpg) | SJM 401 x012 0408 Tegl
Fragmenter |
![](/grafik/intetbillede.jpg) | SJM 401 x027 0408 Tegl
Fragmenter |
![](/grafik/intetbillede.jpg) | SJM 424 x31 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 424 x43 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 424 x44 0408 Tegl
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) | ASR 13 X3005 0408 Tegl
Gebrannter Ton, moeglicherweise Ziegelsteine.
Weisst Brandspuren und Pflanzenreste auf. |
![](/grafik/intetbillede.jpg) | ASR 2391 x262 0408 Tegl
Fragment af munkesten med elipseformet stempelindtryk, der sandsynligvis forestiller en påfugl. |
![](/grafik/intetbillede.jpg) | SJM 311 x024 0408 Tegl
Fragmenter af teglsten. |
![](/grafik/intetbillede.jpg) | SJM 311 x040 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | ESM 1910 x029 0408 Tegl
2 små stykker tegl |
![](/grafik/intetbillede.jpg) | ESM 1910 x036 0408 Tegl
4 stykker tegl heraf 1 endestykke. |
![](/grafik/intetbillede.jpg) | ESM 1910 x109 0408 Tegl
14 mursten eller stykker deraf. |
![](/grafik/intetbillede.jpg) | ESM 1910 x189 0408 Tegl
2 stykker af teglsten - muligvis brændt af marsk klæg. |
![](/grafik/intetbillede.jpg) | ESM 1910 x230 0408 Tegl
1 teglsten. Nyere tid |
![](/grafik/intetbillede.jpg) | ESM 1910 x273 0408 Tegl
4 stykker af teglsten |
![](/grafik/intetbillede.jpg) | ESM 1910 x295 0408 Tegl
1 tegl, nok 1700tal? (25,5cm gange 11,5cm gange 6cm). |
![](/grafik/intetbillede.jpg) | ESM 1910 x324 0408 Tegl
Nr. udgår. |
![](/grafik/intetbillede.jpg) | ESM 1910 x076 0408 Tegl
1 stump af mursten |
![](/grafik/intetbillede.jpg) | SJM 129 x10 0408 Tegl
Enden af hårdtbrændt, nyere tids tegl, 5,5x10,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 1910 x210 0408 Tegl
1 stump af mursten - muligvis marsksten. |
![](/grafik/intetbillede.jpg) | SJM 506 x001 0408 Tegl
Fragment af lysestage eller andet inventar. |
![](/grafik/intetbillede.jpg) | SJM 401 x011 0408 Tegl
Mindre fragment |
![](/grafik/intetbillede.jpg) | ASR 420 x053 0408 Tegl
En teglbrok med mørtel |
![](/grafik/intetbillede.jpg) | SJM 348 x390 0408 Tegl
7 fragmenter af teglsten |
![](/grafik/intetbillede.jpg) | SJM 348 x409 0408 Tegl
teglsten, moderne |
![](/grafik/intetbillede.jpg) | SJM 348 x418 0408 Tegl
fragment af tegl |
![](/grafik/intetbillede.jpg) | SJM 348 x473 0408 Tegl
flere stykker ødelagt tegl |
![](/grafik/intetbillede.jpg) | SJM 348 x354 0408 Tegl
Større teglstensstykke samt 5 mindre fragmenter |
![](/grafik/intetbillede.jpg) | SJM 348 x409 0408 Tegl
teglsten, moderne |
![](/grafik/intetbillede.jpg) | SJM 348 x414 0408 Tegl
fragment af teglsten |
![](/grafik/intetbillede.jpg) | SJM 348 x422 0408 Tegl
4 mindre fragmenter af teglsten |
![](/grafik/intetbillede.jpg) | SJM 348 x423 0408 Tegl
tegl |
![](/grafik/intetbillede.jpg) | SJM 348 x425 0408 Tegl
små fragmenter af tegl |
![](/grafik/intetbillede.jpg) | SJM 348 x426 0408 Tegl
7 teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 348 x432 0408 Tegl
8 mindre stykkerr teglsten m. mørtel på. recent |
![](/grafik/intetbillede.jpg) | SJM 348 x434 0408 Tegl
muligt afslag af formsten i tegl |
![](/grafik/intetbillede.jpg) | SJM 348 x450 0408 Tegl
afslag af teglsten |
![](/grafik/intetbillede.jpg) | SJM 348 x460 0408 Tegl
afslag af tegl |
![](/grafik/intetbillede.jpg) | SJM 348 x464 0408 Tegl
dele af drænrør
kasseret som moderne |
![](/grafik/intetbillede.jpg) | SJM 348 x471 0408 Tegl
afslag af teglsten |
![](/grafik/intetbillede.jpg) | SJM 348 x472 0408 Tegl
større fragmenter af tegl. 1 ildpåvirket stykke |
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lqsFuwDsC20EsvGCWHU9TWVdaJcXSvZw5mu9oh2QNwmOPlP4Hnjp6Vb8N6ldabp8yQN9mNzlZdow5HHHqFzzVe3hjuHePcwzklcEdu2eO361bSa1HsD2TTTGOyG7adqtIyqC2dpy2cbc989qZ9jhvrd7aeMNE8ZilkC4B69x7j9M064vLfS7FtpkQIBkFf4jjPJPpWdo/ihoZFtcbzIfljyCnOSOncg9z/SqdloiTO0+Sfw54g1DTJHV7AyxtBPEuSQykDJ7keWQcdsfj2lsst5aO5QyEMY/MIBXA5H/wBf61l654Zu7nTkunstgiKnzhOuVcEnA+bHH59fWo5PEiW9jFaeW3ksvn+Zj16DOeh46AHnpUxlyqzKZvNp5Z4ZCEQEj7oweMjgY/2TUF5D5atILhpWySdwGQODxzz1ArJh1mG4hRmkZD/tZyQT90E/WpbO6jv5JbQRuAEJ3ovHJxj/APWKOZdBWZzmpzy3FrDPtZhHcMwwML1IGT9MfnXqcOnzavpKWjxvbiZAWn4IXI5x7n09xXn9vGNJsZ7O6jErpcKViYffBUjr2A4471634H1S419bSxvZFsokkPmCMBWlJ6D3AwOCe1clar7ODmtTppUvaTUHoP8ABfh238N28gaVmjlLvKuGz1P97vxn8RX1p+zP8KL+4bTfFN7bNoun25cwWMsKrLdSdBMePlTk45ycemCeO+BXw/k8YeOrG+trYw2OkyxTS3I/1bbCCqgf3jj8gT9ftCvLw8JYmXt6yt2X6np4qpHBw+r0Xdvd/oFFFFeweCFFFFAH4a/DvOraVLFcW97frHtwY9ft9PABznImRt3HcYx+VT/BKGNvjFoLRq6JFq0IEZkEhXEoHLLgN/vDg1z/AMPPsrWl6t1b+HZm+QKdeluk7HOzyWH459verfwTuzYfGbQmhEIA1SMYgLGLHmDgFjnbjpnmvc6HPH4j92KKKK8M6AooooAKRmCgk9BzS1W1LUIdJ026vrgsLe2ieaQqMnaoJOB34FAH5rfG/wCNX/C2vHk+q3ccMGmWLiCxhZywCIznPI5ZyMnj+6O1eHW+m3Wt6gt5czGKDzmaNWc4UnrgH1xV7Wry217xrq8mnsbeGW9nNokoCuI8sw46BscYHf1pzWK2q7YbpWdY943BjliOcD8wP6VsXYDHHJbu8KtK8jAbwgGB+H9Ome9U727sLOaSS3LTw5URmdVRpHyBzyenXr0FUriS7muHisLMrJEnzyICFOTglj2GSKLfwndGdJ4mhiWKLJQEszEDJwMdOM/lmmk2w6GL4shk8QNFb22SUx58iEnzSSc844GcD8Pet3w74e26OLiMvAITvaVWyd4I6cYPJ/lW/pfhptUsY4o7Ga5mi2pNJDFJubvuPUADkDGB+Na+tac+m2K2zTwpGrSeZHGuOw79+VHIGPc8gWo9Sb9DmWkvruSSFrrdbRuRKSigOSc5IA5/xrQZVkW5Y+REYkDmMRhi2OiqOAM471S0u2W+uGjtWlWVpTCv8AZcHI5HPzEEcVqNo9wyrHdW8k+1ly6MQRg4HJ79OuetT00GzCvNNt1uFZ4UwybmW3j2sTg8cEZ9OnetLSdI02Dy8RT2xcfJDJI3PHIODjqOh56V0em6cts73KkRLt2PJJtyVwQFyeSc4Pr1NS3+hW2sTK7HyZWwA/G7IHQ888g/nUyg5IFKzNGfwRbwaQlzDgXMkYmiLAABuCfmJ4I68HjgVzuhf2rY+K4LQlZFf55Bu/d7MYyB0/Xtya6mz8MyNpZCo1027owZtvH8JHTJxx+VbXhzwpqRubRjY4GQpZhlQM9Tnp/jXkyhOlCUJ1E79z1oThUqRnCm1btqfbn7MPheLwv8H9J2PG8l8WvZfLUjYzHGw5JJK42/hXq9Y/g/RT4c8L6XpjFS9tbqjlBgFsfMR+Oa2K7YLlikeZWlz1JS7sKKKKsyCiiigD8NPCPxG/tKK4i1e8stPkBBh+z+GbO435znPyrjtj1zWR8Kz5Pxc0qdJd6rqcZD+UIt2ZAM7FyFPPToKf8ACGbWo/7ROk2niq75jMg8NXjW4X72PNxG+e+M+9ReBYmh+L9hLP8Aao5jqyEpd/NJnzR98nBLZyCcdRmvbOePxH7yUUlLXiHQFJRS0AFfJv7a3xu1jwxNaeB9F8y2/tCzM99dLgbomYoIwQcqDtbJHXIHqD9Sa3rVl4d0m61LUbhbWytkLySv0A/qT0A7k1+Yf7RXxIuPix8Sr/V4le3ha3NraQtH8yQxklScH73zEn0OcUueMXZs0jTlJcyR5Zpvh+G98TLvlEcO4NLNGNqxDHbt8xOM/Qe9ak2nMhWRnmEkhKK3fAJwfXt2rovhlpNrp+q21vqMguJp4xEnzn5m5O1gB7CvVNQjtlEVt9nTSrpmAS6aNZI+cnnqSDgg57V5c80jBtQjc9ynlNSpFSnJI8B09rnTyLaVWuJQf3kjKPn9M11Gg+DrvW5Fk8ny0Q4Wf7oQ5xgAjnt+tem3Gj6abfdFKjTfKzHyEIyAD19fzx171zd54Y0fxBrUEy38s2sWkpmtp3Bj+zMvIAzwB6r0OOQetck81qSVoRt+J208lhF3qTOcurC80mYfMkJj5yykknqCF7Af5Fc9qljNcrCytLCI5PmnfaGl53E4B9T1I7V6Pq+qXVvfpJrmhrq8BX93e6SzJIAOgaJzgn6Njg+1P0vWPAHiyzaS2v7jT54pNr211A8Uw4yRtZRuxjqpPWu2jmS5EqsXfy2OGtlVRTfs2reupwOk2FhNZFnuZJpHO1izY8o57Z9/r19zWjHNZuzW/wBuS5CHb5DSgDPU5xwTx0/StbVB4O0ieV21CR425QxQyOjPkkE4A7AdcfjXnMek3Gqa091HHJLppldzcwRtsZScgZHPOV68812wxlKV7dDgngq0Lcy3Ny+v5NWuGto901tblXjMWSgYN8wOO3Xr65roYVMZRkQojNg8cgZwR/8Aq9aueErHT7q3iaXRZ7aRo23tIgUEg8EZJHPBHGcH8vbfCf7Kus+PvCVnrECQaZa3q+bHDeXDrKY85DbVXADcEAkVnDH87ajB3+RtUy+VJKU5pJ+v+R4zpcc0V4ZLe+CynIDIVIQeuOfT2rtPh2vinxP4kh0OCOWW+lcbZRHmJh3dueAByeR0r2K1/Y31WGG3ijv9LtUB/elTK7kcd8D0+775zX0J4H+F/h74fx7tKsgt40QilvJGLSSAYz1PAJAOBgVzzhPFVFKUOVL7zSNWlhabjGfNJ9tkdPZwG1s4IS28xoqFvXAxmpqKK9I8UKKKKACiiigD8H/DMuj6nGqp4c0VJYkXzJdQ1d7XeemcNKuemTj1HrVXwHGP+FqaUIoo0Qaig2W7GWMfvOitzkeh9Oab4Hu7e1junbUND07ci4XWtNa8DHn7gEMmOvPTPHXHEXge88n4l2EsUkM3+nqyTW6eVE37zqi4G1T2GBgYGB0r2jnjufvh6UUDoKK8U6ApaSloA8t/aS8M6l4q+F95a6aFZ4ZVu5lLBWMUYYtt9xwfoDXwD4xkj0u8t4RYL5RXYTtX95lRxnOW4PUDHr7/AKdeLbGXVPCus2cCGWa4spokQHBZmQgDPbk1+ePi7wtdw3QTUGuIrnTZPLaGaIxsoCjJZSBzg9Rgc187mcWpxmup9Xk8lKEoPozzTwnG8/iKxvLPdM8sxS4jKgmEKSVIA9Mqcn6dq9Gt9Yubi4nj+1xxah5rRxtLuVDkqASMgHjJwD261Tj+HusrFBrOg+HtantbyPElzp1vJIMHby5VT8oPXBzwexrnZPDthp99d3U9lqGnfII/NeWWF1dQ6srg9uMY6gYrj5PdTaaR7nOuZqLTaOg1a4vljhsEjSO6KFgsOQGYgA45yQD3z2/CoLXTdU0+NLaERGFol8y7LhZQw4BUEY4ySDz1OTg1zwtfD8NvNqUlwt9Kz9VKyMg/EAnJI5z/ACruPCfgjxJ40kY+EdPm1LT4VQ7Us0A2sDgGRidvTBGT09QKcKcrcsFcipUjfnnKxSi0mBbWGae+ZJPK2yGQqcNhjuf6nGST9O+b39mxNpuktDaW0EjxkKqjG5iuchh05469/pXuXg/9jzVfEUEt1421b+zxIgEem6eFfyyGyN5I24yM7R1z1GK9K8Gfsk+A/CN3HcyQ3msTJ91b6b9yOT/yzQKp6nhs9a7o4OrKzeh5c8yw9O8Vdnxyuktot8sNhE017epsFkv755HyegHrk/r+Hp/gj4D+L/FF1BDe+HrjSLSVQ073SiBI27HszDAHy4J9SK+y9N8I6Fo9x9osNF0+yn/5629rHG3THUDPStau6ng1HWcrs8qrmbkuWnBJff8A8A8O8J/sv2Gl6ol5rOpnVI1be1nHF5cch9HOSSo9OAf0r3BVEahVAVVGAAMAClorsp04UlaCseXWr1K7vUdwooorUwCiikoAWiiigAooooA/DTwjFbCG6bwvqPi55vl+0HS9HRyRztyFnOO/61yPhySaL4lwbmuTN/aQ8xryPbLnzP8AlovOGz1GTg1V+GrRag16l1ay3gVV2iPXINN29e8ykP8AQdO/WmeFytr8SYUQeXGmoALE04nIw44Mi4V8f3gMHqK9hM547n9Aq/dH0opI/wDVr9BTq8c6BKWiigArH1bwdoXiC6iudT0aw1C4i+5JdWySMvpyRWxRS33Gm46oaiLGqqihVUYCqMACuQ8UfB3wX4ymmn1jw3Y3dxNzLN5eyRzgDLMuCTwME9MV2NJQ0noxxlKLvF2PL9P/AGY/hnpdxHLB4WtyEO7ypZZJIyc5yUZiDz2xivS7Szg0+3jt7WCO2t4xtSKFAqqPQAcCpqKUYxj8KsVKpOp8bbEH1zS0lLVGYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/Px4L0XSbO2+0Xmp+E71riNSLfV5b1TCev/ACxC89jyw44rP8N/Z/8AhYUAt0t2j+24H2R3aHG/gx7/AJtuOm4k461S+G+qw6XdXby30mnpIAFkXR4dRLEHOMSEbcZHSnaReK/j4zwy+ahvd4mMC25f5858teE/3RwK9ZGC+I/oetzut4z/ALI/lUlQWLbrG3b1jU/oKnryTcKKKKACkpaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP5/fh/4Z1zwnPeSedqEKzKAp0XxPaWDkZz8/L5+nb3rkpNTkh8cXck09yQt47ubq6F0+7dgl5VGJG9WA5rhlmII61YtZGYlQBnHBJx3HevSUuxlbW5/QZo37S3wpk0mxb/hYvhkFoEOG1SEEfKOo3cGr/8Aw0Z8LM4/4WJ4Yz/2FYf/AIqvwak+Hvi2HU/7N+yEXceqxaL5YnT/AI+5N2yPO7HO0/N0461WtfCPiXVIYp7S2keG4a9EW6dMn7LEJbgckfcjIPv0GTxWPsYl8yP3xX9ob4Xv934h+GT/ANxWD/4qj/hob4X5x/wsPwxn/sLQf/FV+BH/AAi/iNbJLtoG8htN/tYP5y/8evneT5mM5/1nGOvfGOafqXhXxNpsN7LdWzRxWj2iTt5ynY1zGZIOh53IpPHTHODS9jEOZH76/wDDQnww+X/i4Xhn5hkf8TaDnt/ep5/aA+GSjJ+IPhkD/sLQf/FV+CX/AAgnjFtUtdKazb7ZJqk2gxR+en/H3EUMkWd2Bgyr83Q54PBqnaeG/E13bW08EEkkN5Z3GowsJgN0MBcSv142mN+DyccZyKPYxDmR+/I+P3wyPT4g+GT9NWg/+Kp6/Hr4ascL4/8ADRPTjVoP/iq/AyXwz4js9P1GeWF0W0sbbUpm85Ttt5jGsb/e5yZo+ByN3IGDVyHwX4rttYeyktXjuLPV4dGmVpkO27kL7I87sHPlv8w4469KfsYhzI/edvjx8NkYq3j7w0pHBB1aAf8As1OHx0+HBXI8e+G8ev8AasH/AMVX4Hw+F/FV4LXybeRhcSXkUeJl+drVBJP/ABfwqwPv2yaa3h3xPJp8EywOYJtNfWFbzl5tlmaFn69nRhjrx0xS9jEOZH75L8dPhwzbV8e+Gi3p/a0H/wAXT3+N3w8jVGbx14cVXztY6rBg464+avwH1Hw34o0mG8nuLd4ktIrSWZvOU7EuoxJAeDzuRgeOmecVof8ACC+NIdWXRXsne9k1t/D4t/tCZ+3qVVogd2OrAbs7fej2UQ5kfvKPjr8N2fYPH3hnd6f2vB/8XT2+N3w7UkHx54aBHX/ibW//AMXX4G6d4b8S6lZ2dxapI8V1a3l3CTKo3Q2yM85+9xtVGODgnHGaSTw14khsZ7mSJlht9Nj1eSQSDi1kljiR+vd5EGBz83IwOD2UR8yP30Hxu+Hh6eO/DZ/7i0H/AMXSj41fD5unjnw6f+4rB/8AFV+B1x4R8V2r3yy2kitZX1tp0/75PknuFdoU+9zuETnI4GOSMjM0Pg3xdPe2tqlm5mu9QudLiVpk+a4twjTR53cbRJGc9Du4J5o9jEXMj97F+NHw/YZHjjw6RnH/ACFYP/i6JPjT8Poxl/HXhtR76tbj/wBnr8Dbfw74nls7e6jtmMFxp02qxt5y4a2ikeKR8buMPG4weeOmCKfcaD4os7a9mkt5EisrO1v5z5y/JDcCMwv153CWPgcjdzjBo9jEfMj97D8cPh2uM+PPDfPT/ibQc/8Aj9K3xs+Hq5z458ODBwc6rB/8VX4PTeD/ABkusXGlyWcn26DVk0F4zcJ8t6xYLFndjkow3Z28daTT9A8Wah9kMVvM/wBqF35TeaoLfZk8yfq38K889e2aPYxDmR+8Q+N3w8JwPHfhsn/sLQf/ABdO/wCF0fD/ABn/AITjw7jGf+QrB/8AF1+DB0PxR/ZwvxFJ9k/s46r5iyjH2bz/ALP5mM5/1vy4698Y5qXUvDviuzF3NNBIiWgs2lBmRtguYw9v353Jg8dO+KPZRC6P3jPxm8ABgD438Og+n9qwf/FUV+Ei+D/HDaxFpiW0ovZdYbQEjSeMbr1SFMWQ2M5YfN93nrRS9ig5kZn/AAy78Zgf+SSeOv8Awm73/wCNVIv7LvxlXH/FpvHXX/oWr3/41RRS5mI9Z+Ivwy+OOk/E7Wp9D+F/jC6sU1+DW7eePw1dyq08KnyyGEeCvznI71yOn/DL9oLSbe1t7f4TeNPLtn1B493ha9JzeQLBP/yz/uKMehoopupK4lFWRr+IvhP8ZYtA8PWek/CrxxK58MnR9RV/C198h+3TT7QTF1x5RyMjkj1rF1T4Y/tA6vb6jFP8I/Gm2/axebb4WvQc2kRihx+74+Vjn1NFFS6kh8qOzuPhv8c4vDejeJ4vhb4vPiZPGGoa1Jajw1eHa0kdq4Yx+XnYXRgO3ykZ4rjNP+F3x/0+zsLSP4R+NPKs9Pu9Mi3eFr3Pk3Pmebk+X1/etg9uKKKftJAoo6HTfhP8Y9Q8N+M4dV+FPjaK7uPD1lpVhGnhe+xIYLyzIX/VHnyoWOTgHb6kCs648C/tC3OqXupP8I/GP2q81u316XHhW92/aYfM2YHl8L+9bI78UUUe0kHKjofhd8K/jbdeK9Kt9W+Fvi/TrG0/te6S4fw5eRAS3NoysCxjxy0aBR6nvmubl+Gnx7WygtI/hH4y8mHR5NDX/ilr3P2eSeSdv+Wf3t8rYPpgY4ooo9pKwrK5Hq3wx+P2sw39tc/CXxkIr6Kwgm8vwvej5bOJYosHy+u1Bn1PpXVeOvBfxth+K2sat4e+E/jO602DxjdeJtOnk8K3/wC8czbkLAxg7SqIdpAPJoope0lYdkcnpPwx+P2jWVhawfCPxl5dlZ6hYxbvC96T5d5E8U2f3fXa7Y9D610/jr4P/Gaz0rS7LS/hb4vuYtR8JWel3xXw7eO0ey4SYpxH8rhoI+D2J9aKKaqSCyuYN58Pv2gb6TUZJfhH4wDX+pWWqS7fC97/AK61jlSLHydMTPkd+OldJN4F+NNr4b8O6na/Cjxo3ia28S6vq09u3ha/8tVuYbJVb/V4wWjlGAcjbz1GSil7SQcqOVtvhr8fbbTbKxX4ReMvItdJuNGTPhe9z5E00krk/u/vbpWwfTHFdTovwi+M2teDvHj6n8LvGEF6+h6Xp9rD/wAI7eIZltp7WNQoMeWYRx7jj0J4FFFNVJBZGZN4O/aDm1681lvhH4ua6uvEEfiR1/4Ra+C/akLkADZ9zLtx9Oa0vh/8OvjPHremxa18K/Glrptnb6w6SJ4WvsiW7tHTacRHguEA44yc0UUe0lcOVHNj4b/H2PR101fhH4y+zjRzoh/4pe9yYDdm6z/q/veYevpxjvV24+Hvx71lruC6+EfjCOK/GnRzFfDN6MLZxiKIg+Xx8o59T6UUUvaSHZHU+NvAvxy8PfFjWbnRPhV4rvrLT/Gd14gsblfDl5IksnnfI24JhoyEU8dc9eaKKKr2klsLlT3R/9k=) | ASR 13 x3409 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x773 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | SJM 348 x791 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | SJM 348 x803 0408 Tegl
Tegl, fra små fliser til knytenævestørrelse |
![](/grafik/intetbillede.jpg) | SJM 348 x814 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | SJM 348 x816 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | SJM 348 x669 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | SJM 348 x764 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x719 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x761 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | SJM 348 x777 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x792 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | SJM 348 x798 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | SJM 348 x786 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | SJM 348 x801 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | SJM 348 x802 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 13 x4248 0408 Tegl
52 små teglstumper/brokker |
![](/grafik/intetbillede.jpg) | ESM 0086 x0067.7 0408 Tegl
Fem stk tegl. Udtaget af x67,5. |
![](/grafik/intetbillede.jpg) | ESM 2731 x001 0408 Tegl
2 stk. rødbrændt tegl a ca.4x3cm, |
![](/grafik/intetbillede.jpg) | ESM 2731 x049 0408 Tegl
1 stk. fragmenteret rødbrændt teglsten 6,5x7 cm, 3 cm tyk. Mellem-fint til mellem-grovt magret. |
![](/grafik/intetbillede.jpg) | ESM 2731 x076 0408 Tegl
1 stk. rødbrændt tegl 3x7cm. Groft magret, på flere sider spor efter aftørring af klud eller strå. |
![](/grafik/intetbillede.jpg) | ESM 2731 x083 0408 Tegl
1 stk. rødbrændt teglsten, med fingerindtryk og enkelte aftryk efter organisk materiale, mellem grov magring, 9x16 cm. |
![](/grafik/intetbillede.jpg) | ESM 2731 x119 0408 Tegl
2 stk. rødbrændt tegl/ler, mellem fint til groft magret. Fra gulvlag i balk, østlig side. |
![](data:image/jpeg;base64,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) | ASR 1015 x0101 0408 Tegl
Mindre stykke af tegl. Glaseret overflade. |
![](/grafik/intetbillede.jpg) | SJM 385 x037 0408 Tegl
Små fragmenter af teglsten. |
![](/grafik/intetbillede.jpg) | ASR 450 x30 0408 Tegl
1 lille stk. tegl |
![](/grafik/intetbillede.jpg) | SJM 431 x026 0408 Tegl
Fragmenter af munkesten og slere mindre stykker. |
![](/grafik/intetbillede.jpg) | ASR 541 x0008 0408 Tegl
tegl |
![](/grafik/intetbillede.jpg) | ASR 565 x299 0408 Tegl
En stump tegl med sintret overflade |
![](/grafik/intetbillede.jpg) | ASR 565 x330 0408 Tegl
Tegl med glasurrester |
![](/grafik/intetbillede.jpg) | ASR 565 x334 0408 Tegl
En stump glaseret tegl |
![](/grafik/intetbillede.jpg) | ASR 565 x337 0408 Tegl
En stump teglflise eller tagsten |
![](/grafik/intetbillede.jpg) | ASR 565 x423-02 0408 Tegl
En stump glaseret vingetegl? |
![](/grafik/intetbillede.jpg) | ASR 565 x424 0408 Tegl
En stump tegl |
![](/grafik/intetbillede.jpg) | SJM 311 x280 0408 Tegl
Fragment af teglsten. Muligvis munkesten. |
![](/grafik/intetbillede.jpg) | ASR 11 x1070 0408 Tegl
Mål ca. 27 x 13,5 x 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D03414 0408 Tegl
2 fragmenter af rødbrændt tegl ( munkesten ) med gråbrændt kærne. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07206a 0408 Tegl
Ni fragmenter af rødbrændte teglsten. St. tyk. 7 cm. |
![](/grafik/intetbillede.jpg) | ASR 141 x014 0408 Tegl
1 fragment af sintret munkesten. |
![](/grafik/intetbillede.jpg) | ASR 1594 x006 0408 Tegl
To brokker - antagelig begge munkestensformat. |
![](/grafik/intetbillede.jpg) | ASR 1700 x047 0408 Tegl
Håndstort fragment |
![](/grafik/intetbillede.jpg) | ASR 1015 x0270 0408 Tegl
Munkesten. 26x11x7,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 1015 x0554 0408 Tegl
Munkesten. 26x12x8,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 489 x2 0408 Tegl
En halv munkesten |
![](/grafik/intetbillede.jpg) | ASR 503 x15 0408 Tegl
2 hele og 1 delvist bevaret munkesten med udpræget hulslidning. samtlige stykker er på grund af opholdet i jorden meget strækt dryssende og udskiller hvidlige salt- eller salt lignende flager. |
![](/grafik/intetbillede.jpg) | ASR 702 x09 0408 Tegl
13 munkestensfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 702 x13 0408 Tegl
1 stk. munkestensfragment. |
![](/grafik/intetbillede.jpg) | ASR 808 x108 0408 Tegl
Fragmenteret munkesten af gult tegl. Mål: 6,6 cm. tyk. |
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) | ASR 808 x108 0408 Tegl
En næsten halv munkesten af gulligt tegl, glaseret yderside (sekundært?). Mål: Tykkelse: 5,8 cm. |
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) | ASR 1343 x1 0408 Tegl
Teglstensbrok
Munkesten |
![](/grafik/intetbillede.jpg) | ASR 565 x242 0408 Tegl
Fejlbrændte munkesten. 26x12 cm., heraf den ene affaset. |
![](/grafik/intetbillede.jpg) | ASR 1873 x01 0408 Tegl
Fragmenter af munkestensformat. |
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mn1B9zCOSON0DgqWHPz7TyARgjPPOcciuu+JWqMvw78T8/8wu6/9FNX12Ef7iJ8BmCti5fL8kfh/wCKNPvdU+z3Nva7obfT4GkkU87QnUgn2PT0orG12O6maGSCKYxJZw+a65K42d8DjgH9aK9Y+cluf0sCSl8yqnmc0vmUx2LXmUvmVW3Ub8UBylgyU0tUPmVz/jTxpZeC9EnvruRd4VvJh5LSsBwoA5qZSUVzS2NKdOVSSjFaszfitqaweHWtFuWtpp2B8xCBtRTls56g4xj3r52kujd3c0qOZA7GPDfMWGeBkj0I6Vf1nx9qPjCQ/bZfMCkqxH+rAHbA4JGSM+tYaXUdwu0APG3zjaRnpwQfWvz/ADDE/W6t4rRbH6jleD+o0OWT1erHXFwZm27hGigj5s+wzn6foaUXk0kEKhER0DbV+UM2BnqeDxyB7/QVjXVzetfRpEsiqX+bkBtuOc8EevQd+tPjmaR9zOisSRtOWBHy/p74ryOboe5y9ScOiuylCJGGQinC4+ueT/hVO+hW4ZCqCEJjYTkj09eeD34zU32wORFIyPIxy8hPoc9OcYqWSZViDSR+UCQmGON3cZ59arlQ+Zohbc4PLDIAG0rz6Hnjp6e/rWjaGWW2jiY/u9xbgdMYxgD+vSseWFb2RDHNJCIXMoMTghzjG1gOWB461uWlkbhY3IidlQsSoxgls8fketbwjzKyOapKzuysNqNM2VbcVLykfMRyc5I9D39aiMMSQkOzmabBO3naWz0JPGAP1qW8lm85oUjZm8wKUjx29evv144rIUmab7POSX8lcpyW3dyT/IY4/KsJK2jRtH3ldMG8mGZpkAedU8oTOWLAHHy5OfT1rK85ZtXSJX5W3lJK567lPTBPTPT39akuWkiZhFjy1YrmZvmz9e/fr6Z5rLh1FP7WLAFh9mdAOMDcycAnOTnr04zzUqVmm1c05eZNJnSX9hBe2bB0lDRR7tqyAAnPbB9z145FZ0kIh2QHKR7izbnO7POPmHcdfyGMUybU5Y4THFuUlhwnGOmTkZx6fjn3qm17Jahri8uY7W2iTzJIuCdq84znGOn3cdRXT7SL20MPZy66iSa1FBpNxczgLAikefINqgA59uMfXPFZ8Vvc65fQS6qfIsch4bHIB9nm9CDghCMDIzk8CrIs2p3Ud/doIkjObPTwpPlnHyyyjH3j1Vc/L1PzYA3bG2hul8y2kWK4j2uY5CWJ+YDOc8+pGPfuKdGblIK0VCOh2/gnWLfQfGlrA0ys+orJCRvDHeAHDE577SK7T4pXePhz4p5/5hd1/wCimrynS76W38ZeH4cyJA15/qwV4AhlwSB0G7Fd58VLrHw38Vf9gq6/9EtX2OXy5qL8mz8+zaHJiV5pP8z8UtbvJoZIVjmkVWtowyqSB9zGPfgn8zRS6tq1xaqkEcoMcttGGUjOPkxjn6mivcPk3uf0qeZSiSq2/wB6eGqjYsrJml8yq6tx1pd1TcZy3xE8fjwXYJ5MK3V/NkRQtnH1OO2fp0PNfPfjHx9qHii+lN5MskajIAIKDr8qKMEfjnPr1rQ+Lvjc6v4svLezQSRIfJZ2bHyrx8ueCCcnj1+lecXs7XG1CskJy0aMiOFY4OMZXpgHpXx2YYydSbpxeiP0LK8BTo041Zr3mvzNi1uIHtVXbMrcMqHCnnHJx1HOcfz6U+4mgXz3eVoUUcEYUg47ZyOue3asPQ9Ds7eMQxXrNcZDO5mJySOCQ3QcA4GOoq5b2xhicxLHKJiXe4zgkduScnrxz0Ix2FfOym5PY+ljFRW5JJJ80Uyl2ZgSSynJ+Yck5AxgdMYqpa3UlsTCio8ajEQWMRlQT2Hp+Wcd+tTq32dWYyFpVUD92Ax6crnBwOBj3J4quurG4cRJFKV+642E7eOhwexyPTJGDUv8S0+hKJ4beZMI0UEe5pGYsS7beAcA8kkflT/7S+0GZJFeIR/whDwMeg5x/jSRtNJN5e4QMjBvnUEEY+nX+vaqE+m7bZvs4NzeRnLzuC7SscZzwQo9FHQAe5oDU0FuoYZHzDNtAzua1kYn6fLj/wDVVix8aRaeoXy77cR/yzsZyuOgXhD/AJNYMWtQXIjWWQLxuYuQojX3z65wBg9ParbXFm8YiMLSM+APLjB2gjJ5xgf/AF/WnGryv3WEqXOveH6h48tZrYmS01iQ7vuppVyCeDwWKAY/SsrT/F0aZl+z30BVSzt9kkkYYJGOAT6celWrqMrIJIhJG8OdoA5zgqcHscE/hVU38tsiJbPLD5rkPGp5LE7jjB7s2T6459BzVZTvsb0oQtYo33jO11C92lL6Uv8AKxGmToOcAnGzoOax01B/MumgivGUw4VpbOZT/rQM7Nm7GB1xzx05rcWa4s1EglELux3uZMMFJXgAHAyef5cVirdXd5rk5Ejoklr/AMtG5OZUwDz79O1VHpGw2t2mPfUp2tTbxWWoNJ5YVpo7CZiSc7mAVTgcE5P65GX2usWkdqXmiuVRNpDXFnMAcHsCnXJHbqKddzfZ5nZpGjUhfMVtxLZOSDjt7n3ptnuYRgzQ2sDMWJmUs7D0C56dvp6VstHqv6+4zs2tHr/XmRrrlgsv2o3K2qEnb5iOuRgktyvqfWtGHUrS4xFFfQiObb8quuWBGQOTzx/nFQWjJHCmZZJMDIbKpk9gADx3q7Mba3Z5GvJMAnAhkKj7uODnOD/j61101G2i0OKrzp6vX0/4JW0eSSP4g+EHjkiMAu51lTILEmCQoc9wAD6dRXpXxYvMfDXxUc/8wq6/9EtXl2j6+tt468N26I8sNxcyD95ISE/cSYbB79B369a7j4t3W34Z+Kzn/mFXX/opq+vy181BtbXf6HwWcJxxMU97L82fkDqWoG3URGGCbzLeMBmQFk+X19ef0FFRapNFHIge3V91um1txyPk6/59KK9tHybP6Ud3NPVqgB5p4amdBMGoaQKpYkKo5JPSo9351keLtaXQfDWo37gv5UR2qO7H5VH4kis20ikm3ZHynPfHxBdXVwCojuJC6rgkAD5QuCPYdqpNHawyeaIxcTKxACqruoOOcnkH6dvTtBHevumlwsrkllLKAD79v6VFDeSLjBSJi+XZhjeP8gfhX5w73b3P11aJR2NuECCVkdWPChd7AqcDsvb8Pxq1ATLOEDlH3MwEY/I4zz+HFZCXE+xm83aoBwrKTyR19D0/Q1FHeT26xebM0hkIcndtEQJJO7HHGOfftWHNZq5ryuS0NO6hSJ3CPgMcfuk8p2wOpb+vv2qjqmuaZY28004UwqRHuIBHB44A989PSq91eQys4VWLZAyyE9e+PTj1rKlmluIxCYluiXztbgYDDGRzge3t71ldyZskkjYtLiO/lebCuGH7yQPksABjJxzjjpxz2xU0bFFbErMGbDB2yO+fYdunrVGGGSKIBJttv2Rd3Chh8oGeB06Y/Dika+RbcmJmLHGAjcjPvn0J/OsI8y+I3fK/hMpPDp1rUXN3p8biI+Z8zkbQB8gGAADhVz6E+1WZLwrHErJ5ZDYX96GYgHknk+vAHtTptb1COzMcemm4lZsBkvo0iJ4ySWUnAz2B6cisJvtCxx3UksLysqK628AChVBGdx+9yTyABzwo6VMVLmb6D0asad9q8Om2gmmnW2U5JkMpZicj+L0PH4fTjj9B8aXfiz4gyJo9oH0XTYSlxebw6Szkj5UYMBkAH1zkjtmt1rG3uW2sgOPmEhdjhs9c59+36U63tbHS7UwW0amZkJaSCKNApJIAQcgcKOSMk8n0rrg4KF5as5ZxqOaUXZE8kcocqSqO4+bzG6Hpyent6dKwLe4aPV5S53SfZWICjv5iYA/Er/8AWq8t00k0cG/bJJwoQbuM8njpxgZ6dPxz4ZoPtUzrHI/7mUiSYjPEsQ9M4G09TWPMr6bo7dba7MkvpDDLCAgeWeQjCqSBgkgsew6e5rSitd0TMXYMVzmJTjvjDHqM5OcdhVF444Widpcvs3Hd1/DA64Hr2qf7Y03yrccL8iFsjOTnI5Pqe/erT11MZLawsl5HpUjSxPMbmIn/AFjg7BghucdcbhxV+PXIYoowSzM4y4YK27jgEDpjt9O1cn4st7ttEvYLe+W2vAhxJj5U6c9+2SODzWd4b8K6bb+EbCOS7m1S/mVypM7wIrNuyz4Gc9egz6jpXRCo4xbOWpBSmo2uN8O3kvjT4o6Fd2kjT29ndzSPNnCqFTBVR35A9vm7Y59W+MFxt+F/i3n/AJhV1/6Kasn4W2MUMWoXUSJFbRzGztIUOVijTlz9Xckn/dX0p/xnn2/C3xdz/wAwm6/9FNX22W0/Z4ZN9dT85zit7XGSX8un3bn5R6g1qmRNDIZWgj8tw3GdvX6dPyoqLUlt9rEtJ9o2RbRgbfu8/wBKK9k+XZ/SlT6bThQdAPIsUbOxwqjJNfKvxO+KGp+IpJI7i7NtpZlIitFAUHOQu44yemfqDjFfRXj+3vLrwXrEdhJ5V39mYofXAyV/EAj8a+JbvXXv9Ukg8yJoYYdjBJcFHyScjHB6fl1rxMyqSgopaJn0mTUI1ZSk1donSR/toESrawuVztUk8HpycfWt15o/lJi37iByFBLYPGB/UfjWVDIsDRjMbOD8u6TO0Hp0Xj86kbzLqbLXCvHyPkfIReT8p6+g7dfSvneRWPrnJ8xckuJHjKu6naTwR9084/TFQRXTCNY0bduO0bnIxk57e/0qOSaRowB+66kYyTxx1z6Y61WaSWRtsJVZPlUyBd+QOp9s89a4pRSkrHVGUmnc0odtq3KHah5LHuTjv35P61YI/eNJKTGnXYpOMZ4GazfOis0nuHX+LYq7uXwMgc9yc8e9UodQnk+fY0QPHlk5I5znPvn8fyrGXuo6I+8zZju4pmkO5BJ5e0Ru3XIzgjHB/XipZtQtdNhL3DZDN95jgdiSc9K5jXGuhp85sDGNRZC0by4IJAOAxA6H15xzXP2Pw5j1BlvPE3ig6ncPGskkNrJ5SxlTgIpH3STjB6ntjFYWVuaUtDpbcXZRud7NdJPaxSoqRnLKDgfd7nFZWoxxXMcaSbCysHLbeUYdPp/9aqktlpGh6XFpWjAJZRSb1Xc8jFySWJZiSSSfT8aryXRhVsKXkVQFG0seAegHU9enrSk49Ni4KVrtalhldVkCEBeXAYbOg6fy+vP405J2m3iIYjHGNwXgZyR2z1/SrEP+nohX94hG5jMMMBjPIzx6YqrJCz7v3eOilhyvHbI+o71nzJbs130sR2Hn2ErC1mmThmfY+SSee3aq1qB9oSaXaEBYmZlGVBB79sgnOKdDqDta3RMMsMSOYg7qR5gAGWHPI5Hbr+VZM1611IsTy5VTvHmDcMg8EgjH+fwF8sptsnmjBWN6GeO5aR8K0bMyrKG2BgABgAcngjp6jPWpGmZZxvj3oBtLnG9fmPCgAdmPU9fXth2SySwTh1kMO9i2R0Y9Tz64x+HtUp1CNLeOATqrMCTuUtjrzj8TgZHBPSn7Jvch1bbHO/EXW5rXQzFbrH51zvLyREjyVAxnIH3uAMdxn0pngDQ7yb4dwy2knlX7ACK4eRldQcnIPpnH/fX1qn44sxcaewMPnSFxtONvJ74B9ttdto+oWx8C2bh4bRFijIVXHBK8DAJ5AycY6/nXfFr2aikefZ+3c5S6HQfDPVLeGHUtFiuDdS2Mx3TM3zS7vvN/30G6cc1H8apv+LU+Lz/1Cbof+QmrmvhBHFJ4w8ZXFuu+1jljhhmyCOrs44Jzzg9T9a1/jhIU+FHi8/8AUKuf/RbV9rgm/q0L9j84zPl+u1OXufl5qUcThnafEqJGFiKnkFeefb+tFM1NNzl/MT5VRdo4blf/AK36iivVR88z+ljbRtqTbSbaDdHLfEbxZb+DfCt3fTOqyMPKhUnBZ24H+P4V8BR30U/iC9u/sb2/mysGm27m5GVAZexJGT7fiO++O3xKv/E/jy4+1XRt9NtJJLO3sVTJG0sGbOOrYGfYe1ePeDdXfWri5tZJoVvjdSbRGxHloN2zK+oIbnof1r5jGy+sN2WiPucsprBxV370v6sel25kkchfk+ZQctk9Ow/Mf54vi5aER4XbBt+VWyx9s5759/Ss9Loo4uo5B5KoWJEpG5jjC7e4GD3HWnw3zXgZmPl4YHO0njJzgDnpXky35U9T2I7c0loTtfRt5e/IVedo5A5z09aiS4X5trKz5C7hnJwfc8decfrTo47eZWkd5HdRwCMA/l0H+H4VCkJWQbkKnaCF4/P6VySpu51xqrlsOu5Y5NqySEliSu0HOCSB/X+dU0uVj8xlmwVwNkeMj9MZ+vQCo7qd45HwzkKSilcLnjOf1x+dRSSlIVHm4LfMQWOOCOf8iueUb3R1wfLZlaa/N1LIqnauNu503YGBnBzz39M/zdLIY5N0XmGQHCttHX8waghhfasguFhY8kffOOOPb6+5+lJLp7yW+1XViigcMQCR365GD/Pp2rKNN2sjolUV73K63X7zYGxIQPmcHhew6dfrjrV4al5eFCSEKCOoJPTqcdOKotpflxKPOEk23n0z3Gf1qPBEUeJfmY854Ucnj+R/zxU6dyac7bly41OdIXELqgfnYTkkDqM44GfbuKtrN9ns2xLO8jv5QghViBnnOcdSc+lY8cI8sMU3c53rgcf/AFqh+3XkP7yBX8xBhVZQSQSOOnpnJrjqYdy2OqFZR3Ld5DHHOty7SqGTy9shCgkk9QVJ4OCemciqFrpJkaR7n/Rk3BljX5S4BGTlckZya1bq3MewRyNmNeJGjDKGxhSi9MfUdx0rPlVozIuXYHq8pJx64HrwP++q7cPHlhZ7nBiJOc01sS3FwrKFWNI1wq7EBPHfr3P9ap7kXe02YWC8Bcsx6nGBn/8AX+NQ3F83ygyKFxwoGSeOD9e9R3pEiqZ7mRJmbBjiGDt74OcDpjpVv3gj7iINSkZrFhsnG5MgIrZ6/dXjqcAYA6muis9HtIbGzs1nk+zgKkluHUBgAc7sfgM5yM54PNYkFi8jko0hcjCBiPUn+RP5V2umaPNZ6WjywOqyjZ52zzMkgkKBxzwRx39K0pwnKV4OxlUnTUf3iJfhj4Gj8J3niC1sHd7C4njuIlbOELJhgOemRx7YqT47aO8fwb8aSN/DpFyf/IZrr/hWsbW2rQgq3l3C8qPVRx9eKzv2jl8v4H+OD0/4lFx/6Aa+3wd5YeDlvY/M8wio4upy7XPyS1jT3VpLgGMIgjQruG45X0/Cin69aS/aJbjytsIKIW9yvH8j+VFeoeCz+ljy6oa1enSdJvr0QyXDW0DzCGJSzvtUnaAOpOMVsNHioXXFU1oap9T8kvjV8TNW8Q+Lr6TfFew6k/nvL5YV45MgFU46D8wD1PNYPhjUjDcQyoyyXkh8tpoEPmYXHzYGN3Xuc9fx+2/2lf2S5vGE95r3hK3juL66mWW505mWNt38UkLsQATjJU9SSQe1fNngv4Yf8IzLczSfarS73sj2bEFRMpOS2Rnrn0/WvmK9N0Xaf/Dn2uHrRxMbw6dO39dzoYFNnolvDPLFJeFxKwjyihAPlAHHTvu78Vds4nuGMiJtRkAIQfMcDoCB0GfX1rQ+wvdWLSTGOQspbzzwoIGQfzrBhv2VZSznJf5WXpyT06djXje6qjt1PfXNKkr9DYguGWf5VCpgDjIUZ7+w/wDr02/vhMmxQokJ3EkY7evWsw3zs00jDnAcDOPYY/KoYbqTmV2UuThY1PTqOT1NKTTRUYtNIlLrvwZt8ak8Fecnp+hPGao6rq3lwytvQASKu0ngknrnuc/57UTTJ5i+ZJIo7IrAKDx2I5+tVry6hM0ZEZjZW8zcgx26j/PeuPlSR3KTckyJtajZVj85pWwExF0BzzyT9e9Rf2gIZljDs8xUJGm8HcQDnPp0z6D8aBIJ5JUcN5bPj5nHzY6jIOR0/GpbzT1msZYCF2SIIy1vJtA3feHBB7dqnZmjldFqzSWOwZXkBdzt3BQd2ev6GobpY49oYNuHXa2P/rA5qtcXAikjMKAwy5SJui4AyFXGOx/IUBt0eX8vzGXDHaTnkd2Geau6lEy1jLX+vmLcXgZlK4Ebf3WycccE5+tQCSaa4EccphjDZ8xSASScYAPbr7fSo2VoyjMEC/ePoOpqUuyW5kUIcjI3cZ+v51C3sW78pZgvz5KxSs0yqoXcpGSeoyfy5AHXrmm2c8Q+VYXkY5XDEFcE8kDseD0qrGzzfMBhgSu5TjOeDxnOeOtS/ZZo1XK75ZG+RTlnYjJwAPXHH1qJxW7KjJss3mnsYjPFbSeUjKu52HPByfQLlTx15+lZljYPGby6ltlXzZQiNK7bsKqj5QeNuQT7571YFnLbSSwvhZkLebtcvubPGTx0BPpnpgDpRkYS3YjXaEGTPMUG7aAOAeTkkAY4GM/SlH3bxZq05Wl+Br26yJceYhzJGN6leCCDwevX/Efj6XCobRrTy3dWnGDcbOHYZVFzgknnJHT5Txya8x0uQPIEkQmNuGbhcrg5A6d/yB6+vWf8Jhcafp01jbxrLJO20YygTIO0jHJYbun+yvNdWFqKLdzix0HOK5UdZ8IWla+1wS94rVhgHbz5vTIHHcexFV/2m22fAfxz6/2XMPzGK7jwj4bbw7peJ28y/nIe4kznnHCj2A4H41wH7Uz+X8A/G7eunsPzIFfbYSnKlQjCe5+a46tCviZ1Kez/AEVj8m9ehlW8mfy5FiLKCzA43baKk8QNJ9uuFDSNCJOh+7uxRXonhvc/pokj9qqyJWtJGNpqhMlablRZmXnmx20zQIJJ1RjGjHAZscAn61+f+tPd3fijVDfA211HLLLcW3lgOGJJYYxnJORg+tfoS61wHjr4LeGvH1xNd30M9rqEsQha8s5NkhUexBUntkrnHGa8jHYapiFH2b26M93LcZSwrkqq0fVdP+AfHVxdxx2Dmd9luo+WNY+OQB/jXHNMD5cUQ27s8DkdeNvcdP8AOa+mvGP7Luo29nOPDWow3AUZhgvmKPwMDLgEE/8AAR0Fcl/wzf44WzdvsejC9dQN8k5ULg5Jyobk9OnTivmfqGK5m5RZ9lDNMCoK01+J5HBGbqdUhMkkjlQYl4Yk45x3OarwgvIAkYUfXB4JOeRjGf1r0pfg38RJZp47vw5Z2xUgC4j1CIJIo7AAFs9MZI6c1T1D4PeN3ugU0GELtyWivI8Z54+Z89xzxUTw1bluoP7jaGNw3NaVWP3o8w1GZoVlmDBlxhi3zE89sjr/AIVmWeo/2lBLqD/NCv7vYrhj2wAuM4wD7ZXv1r1PUfg142ms1T/hH2kk3EnZe24XHYct+nFZB+CHj1o2ij8Nrb9NsjXsAwcHPCueOg/pWUcLX5bOm7+hpPG4bnTVWNvVHIeZJbwKCgiIyXVZldlJJyDye/5fpUUUpbdKrM7Misp3EdycD8D1969Buvg34l0e3gjtvCP2q5lSTz7jzoWEZJOMHzMnqf4R+NZy/C/xdeNE0fh+9RsK8gkKqFKkqE+ZhnIUHjj5hnvglhK+yg7+jHDHYa13UVvVHK2dmk16kux5nhQxwoiHHDDO3I7Yx0qSeNvmaTh0UAJ6kd/8+xr0vw/8L/F1vJZLP4ct7bYg3TzagCwJyOdhI+XIPAxgAVe1j4G+IrqJZ4p9Ia8Bz5bGRYx8uOCE5OSe3p35rWOAr8ukWYPNMKpWlJa/M8dhZL6YL50YdWCvtGUQ9cfXBHP/AOutKawWJyCVWML95DnIxjj15H0FdBffBvxlpMaP/Zi3rHO82cqNg5yMAlSR07Vna58MfH1xbeXpXh58OQAZniUDPfBcHj0x79ueZ0K6dvZv7mdaxeGa5vax+9GRIq2ivslVwmfmbnp3/DjmqUl9LYnzgn72YlA4CkjjJJweAc4967aH9n7xtp+nosjWF8djF0t7giQt1HLKB7cY6/jWVfeAvF0Wnz+V4Z1CS8ZiqJ5OQr4656FRnr0qZ4etHSUGvlcqnjMPPWNRO3nY566kf5xLwzOXYhvUnqf8aqR2sjSblUDc2Om3JHPJ98V29n8JfGV+0Mtx4eucRoF2S3MIDkDBbG8Y9fxHpimyfAv4gXF4BFa2VnbqeDNcqWI75K5/lWSw1eW1OX3GzzDCx+KrH70cjZbFn3Ss2xMhevHOeccn8PXFex/DfwZpHiqGy8ReVMgtblvKjcn53Q43EnnAcHA/2R9KzLX9mnWGTdP4ltraVsFvKs2l59Ml14r2Xwr4XtvCfh3T9ItCzw2cQj8x/vSN1Zz7sxLH3Jr3MtwNSnNyxEbLptufNZxmlGtTUMLO7677f8EdJHnPFeM/taDyv2e/Ghx1tFH5yIK90ktyK8R/bGj8n9nXxeegMUK/nPGK+pufEn5Ra9PK99cwGRniWUsFYdDjFFWdYuJJ7y4ttymNZmf5Vxz0/pRXSjhe5/TRVW7jVVBHXNeXfF746L8M1SOO3t7i6dC4WZ2AAHrivlnxV/wUW8QaXdxxQ6R4fmLkhQ8s4/pWipytewKydmz7oeoGr87Lj/gqD4ji2/8AFP8AhpizbQPtVwDnj/Z461nn/gqh4hCuzeGfDR2ttIF/cA5/791m0zbTufo7IaqTsNpr86bj/gqlr0Ekqv4T8Okxna2NUmHOcf8APKq11/wVT1yPcG8HaDkKHwNWl6HGP+WXuKWoadz9Bb7BzWNKvzGvgG7/AOCp+tcZ8F6Jyu8f8TiTkf8Afr2rPk/4KlawzIB4I0f5/u/8Th+ecf8APKk7grdz9B2UVG0Y61+fX/D0jVWVSPA+kYY7Qf7ZfkjHH+p9xTW/4KlaoFY/8INpOFO0t/bTdef+mPsay17Gl13P0CeEVG0Yr8/W/wCCpGrfvB/wg2k/J94/203HOP8AnjUbf8FRtW5A8D6RkLuP/E5fp6/6qlZ9h3Xc/QJohUTRV+fq/wDBUTWHwF8FaPlgWH/E3foM/wDTL2qNf+CoGtybdvgzRcscL/xNZOv/AH7qbS7D5o9z9AjEBTPLzX58/wDDz3XdpYeEdDxnH/ISl/8AiKY//BTjxEhfPhTQV2nBBvpT/wCyVPLLsPmj3P0NjgC8094hX53v/wAFOPE8ZI/4Rjw8uADzdznr/wAB96hm/wCCm3iwYx4e8NrldwzPcHjrRyy7BzR7n6J+SOlMaBT2r85pP+CmnjT5CND8MqHGRk3B/r7VXk/4KYeOWVGXSvC6lmxzHckdv9v3quWXYXNHufo61uPSo2hAr825P+Cl3xCaPeun+F0Xdt/49rk/+1Krzf8ABSb4kNG7pbeGAqEKStjcEc5/6a+1Pll2Dnj3P0oa3FeB/tuDyf2cfFX+0bZfzuI6+SJP+CkHxMlVtv8Awjibf7unSn+ctcX8Uf2yPHvxc8G3/h3V5tLfT5/LllW0sGjb5HVx8xc45ApqDuL2kbbniGoSbtQuE2oCszHcg5OcDBP4fqaKZNci8VR5McTl2dpFzznHHP8AnmiutLQ43ufpz8fPire3WtTXiSK0zAgnG7HPGM9OlfGviDxjeaPrZvbJ0jnUMBuQOOeOh4oor0KnYyiedN4mvLHWP7SjdTdCUy7njDDcc5OD9TWNJrk66t/aS7Bc+cJ/uDbuDZ+70xntRRXDI0K2sa5PrWqS6hdCMzSEMwRAqnAA6D6VU1nV5tYvWuZUjjkbgrCu1fyooqAINa1y41p4GuFiUwxrEvlRhcgDAzjqfeq97q0t7a2tvIsYS3XajKmGI9z3ooqQGzarLJpsVkUiEUZ3KwjAfqerdT979BSf2tKulmw2RGEuZN5T5wTjv/wH9TRRSKGWurS2dndWyJG0dxjcXXJGAQMenX+VQ2moPZebsSN/NjMZ8xd2Ae49DRRQIdpeqy6RdNNCkbsylCJU3DB9qSxvHsLyG5jCmSJw6h1yMg55FFFA0Itwyz+dwG3b+nGc56VNe3j6heTXMu3zJnLttGBknPA7UUUDC6umupjKyqpIA2oMAYAHT8Kfd381/wCR5rA+REIUwoGFGcfXrRRQA2e+luILeF2zHACsYwBgE5P15NI95LJbRW7PmGNmZV9CcZ/kKKKBC/a5fsv2bP7nf5m3A+9jGaI7qVbd7cNiKQhmXHUjOP5miigQ+HKxsoJCtww9cHNXLfzIdyoxCyLhwO4z0ooqgL4y0KJ5KL/tKOTRRRW8diT/2Q==) | ASR 1200 x0874 0408 Tegl
En halv munkesten med bomærke. |
![](/grafik/intetbillede.jpg) | ASR 2 x53 0408 Tegl
1 munkesten af rødt ler. |
![](/grafik/intetbillede.jpg) | ASR 1015 x1400 0408 Tegl
Munkesten. Gået i to dele |
![](/grafik/intetbillede.jpg) | ASR 2089 x108 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 1700 x192 0408 Tegl
Teglbrok/munkestensfragment |
![](/grafik/intetbillede.jpg) | ASR 2357 x002 0408 Tegl
Brok af tegl. Grågul yderside, orangerød kerne. 7,5 cm tyk - eneste komplette mål. |
![](/grafik/intetbillede.jpg) | ASR 13 x0436 0408 Tegl
Hele rødbrændte munkesten. Hver sten har et beskadiget hjørne. Mål i cm: 27x13x8; 26x13x8; 24x13x8 |
![](/grafik/intetbillede.jpg) | ASR 13 x0157 0408 Tegl
Munkesten med en del mørtel. Mål: 28x14x8 cm |
![](/grafik/intetbillede.jpg) | ASR 13 x0444 0408 Tegl
Munkesten - en del med mørtelrester. Mål: 1: 26x12x7 cm; 2: 26x13x7 cm; 1: 23x12x7 cm; 1: 25x12x7 cm; 1: 24x13x7 cm; 1: 25x13x7 cm; 1: 26x13x10 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACvnPxRg+KNY/6/Jv8A0M19GV83+Jm/4qrWf+v2b/0Ya7cLuzzsZ8MSsqipkQCq6N0qdWNd9zzUiZVFPFMSpVqS0hV4p601RTwKm5YtFFFIY00lPopiGUGnU2gBuKaRUlNagZEUBqJoR6VPTDSGVHgFXfDMQXxRo5/6fIf/AEMVCwzVzw2v/FTaR/1+Q/8AoYqZbMqO6PoaiiivKPZCiiigAooooAK+bPFH/I1az/1+zf8Aoxq+k6+bfFH/ACNWs/8AX7N/6G1deH3Zw4tXSKS5qxHUEdW41rtuefYljqZajVcVIvHWlcqw9fenbqhL+lJu7UBcm3U3dTaVRTJFpwo20tIBMUw1JSGkMZ+NNNPpGI6d6CiOmHFPNRPnjnikMRqveGx/xU2k/wDX3D/6GKz9x/CtDwz/AMjLpPP/AC9w/wDoYqZPQuK1R9B0UUV5h64UUUUAFFFFABXzh4nX/iqtZ/6/Zv8A0Ya+j6+dvEq/8VRrH/X5N/6Ga6aG7OPEq6RnxpVqNaiQVZjWuy5wWMTxf4stfB+kyXc6+YwHyRBgCxyB37ZI/OuN0/4pDWJwBDJbwNEXkl3bkTBA4IGDz39q6L4geF7zxH9lS0S3YKrpI1xnaiko27geqAfjXmUfgeLS9fuRc3cE1lOjAW5mYlvmJLEbePTg+leViKlTnstj28LRpOlzP4jq4/HT3H2qSyn220KhBPNIx3Nzzg8fewMDmm3/AI41q9W0i0qS3nO1kuJ41437cjHXHf8AL2rjUXT2kdpbw20lrI8myGIGFieATkNnaoHAHXJ4zXa6P4btrfTUIu1kfGQhUr8obIwgAzztznriuaNSrtc2lSpx15RdL1bxJp8KNql3tt4zwseHmcfdxkqc4LA+vynms/TPF/jGxHlXHkXLYz+8j+Yc+1bt9a6Tp9yxu1Mk25TsjUttTJI6DPXt3x3rn7G3HijVprqxu1js9hKb1I+fIyckHOeOffpVuU7pczJjGDv7q+4vW/j7xPeXEKAWEJViZNsbyJJ6KMHIPX8q7NvFDWNmJr4x79uTHbqWIPp1z09uxrjZ1Nj9nGlQW1xeMxMrbGcrGR0Vj90/5+tfxlNqD/2OkdtJHJMjTzyeZvUSHHy5PUY7Z9PWn7apFOzuKVGlOy5Ujrrf4kWnkmW5tJ7ZB3bB+pAz0FbXhvxVpni/TRf6TdLd2u8xllBGGHUEH6j8xXkdxZzy+FL0yyRtMqyHHmFueSFBYk8nHsBnGKx/2XfPsdQ1izDTNavEJSMHyw4YDjjAOD+QFa0sRNzUJa3Iq4Kn7GdWGnKfQ7YNIabnmjdXpniiNUbU403PoeKBkZUKuAMAcCr/AIZ/5GXSf+vuH/0MVRatDw1/yMuk/wDX3D/6GKiWxpHdH0FRRRXnnqhRRRQAUUUUAFfPHiYf8VNq/wD1+Tf+hmvoevnjxL/yM2r/APX5N/6Ga3pbs5qyukVIxVmPjFU/M2CpI5Ca61qcT0OJ+N2pz6b4TEtsgkfz0ypZl45x0IPXFfOn9s6tqmqQ3M11PIXzmEElcYHTOcDPH5V7H+0WtzNpelwwSEB5m3IGxuwufx7/AJ15lY6RDYW0Dm6YXvkMfI3Fm64x19/bp0rw8Vf2z8j6vL4w+qpvdtmxb3Vz/aF1GFVjuwvc5wB6c13el647NHb7WWZQhZmA6dcc9K4i0a5a8tLpJNkjFIGwCMnjOPTk10X9n3smoNJCxupV5l3NtwmCeBxnkj0ogyK0b2Rq+KFm8STtZNMJYDh3iZCDH6DPuT+QNX9C0tLOJ0t7eO342CTZktxyP685rH1Dwxr7a3pFzaXFvb6ZbJI822IPNO5UBSxYEgDr8vX2Irp5riePTpJkXzZkH3eVXOOBk8DJ/nWnKt2cTvokQ3GkR+RNJhQwXaMgkHGCo45wMfzrjfEWrXdjDp9zdzG7ussLe36HA/iPYdAOCetdkk002mrJNutG8svMC2SowPTOPrXD+NNZgbUDayJvlCeZ8uCANzdD26+tYVLWOmhCUppWuYN5datcaO63V5IqzM0gwxYZGR2H5egNdP8As431vZ32r6Wshe4kUTtHv3eSqnAB/wB7fn6CqGi/6cxiYb7aJMqM5YH09+tdD8H4bXTfFWrJbwrFJc2qNcBVAG9HIU5HOSHP5CjD6VYs6sW/9mqQt/Vz2PdUckwSRVI+9Rn16UvFe8z45C01sUtNNIpDTWh4a/5GXSf+vuH/ANDFZ7NWh4aP/FS6T/19w/8AoYpN6GkVqj6CooorgPTCiiigAooooAK+dvEx/wCKm1f/AK/Jv/QzX0TXzn4nb/iqNY/6/Jv/AEM1rT3MK2yKJOaljaq+akjNdiZwSR5z8bAzWemsu5isj/KAcH5DjJ7Dj+YrwS18mbXrm5Yn93OYQAFC9yCckEdD2r3v4zXqwx6ZEqCa5aRmiiIzuIGDx9GNfP8ADaSp4iuCLZn+0TedmMcK3JIAx23EfhXgYx/vT7TKYv6v9/5noGnypcXFghCzGMFiqjkHPGK7e1s4Ybg3DhxLwoC5PHcjPaub0O1i0uOSVeZXC5UHnHYD9DXZ2s0QnSMvskPVdpJU5GB+VXTi0tTixFSMpe7sjp1ntJI4UaATIMgActjHUe3SsvWrpdO+yWRjSXz5A4j2/dAxjI9P/relWQzRtEqooaNQdxJ5bHvXI6h5994rs5jukSFGKxnIZmwuOSfc8e1aVJWjZHLRipS16XN9UV9MvGkI8pywVMnoMHnjvz0A4Ncz4k0+3uNJaf8A0m6mE20eWmAQQAeQen1wPlrTktl1V762kKoicHBGc8DOT/u/5zTr+1W10+3SAkrHJu24/hCkEt9c/qaiS5jWlUdOVzkvCdjcLDOAGh8ttzKhJBA7E+ua7b4eyWaa5q6RIv2iOC3DyYHQmTgfl/L0rgvCssn9qLEVeWEZ3MSFwp+UYBPOPX3rW8AMkPijWx5aqLoLJuVu0bsF/wDQqmhJRlE1xcJThUb7L80ezLKD3qUHPesi3us45q5HNlRXs8yPl+Ut5pN1RCQGl3elO5QrVf8ADJ/4qbSf+vuH/wBDFZ5Oav8Ahn/kZtI/6/If/QxSZcd0fQ1FFFcR6QUUUUAFFFFABXzl4n/5GjWP+vyb/wBDNfRtfOXigf8AFUax/wBfk3/oZq4bmVTYzTUkfFR09TxXUjikeNfGLV0s/Flj9p3GGOIMi46vk+/sK4Cy8yTM8RDAz5ePGfl68EH6V1HxzaFvFlm0v/LOIZKn5gMtgY9zXG+GZJYWuGK+VGzc5cgHnP5187Wleu0fdYSKWDjJb2O+tztmjjHG4qf3meOc/j1P5dK6y3kigljl/wBY4yg6A7iM9DyRXL+HdWhnumf5fLjOTuGSc5/TpXQ2dgJCj4KSSH5VyAR6ZPp3+tdcHpoeNVgo6Pc6CbUSysTHulj+UeWTkcZxjvxXIeFriTVtWFzPEYZoVbd5wAdODwuCffkfrXUyWssd4iSIcgHKseuRnIGO/wCfFYGiXmlza5eQWLx3NxFJsaONSRHxyCcYPLY4zjHrTndtGVOyjLToTqgudcMbxM63BPyx8cBSd7EdOSvf09agnk+0aTL9oR1KKIysqlG3EYBx74HFb+muV0uOVFVppmDlduPbgHnGQPzrT1bS9Mm0lZLqJgzNuZm52kAkk/hn/Jq2tNDGMlzJs86sLhrrWrcDKbQA8MagdNuOOh5HTFP0DVGPiu7iMP2cAOoXIPKsB1HbqaZZSWF14iWTSWdIxBx5iEKWDNnB9s1JY2dzaeIovO8rDwyuRGDw25cZJ5OQSaxitvU7pyXLJPqjvrO43YrUjm4HNc9ZvtxWtHJ713RkeDKJpJLUqyVnxkkk5z7VajJrVMyaLG4npWr4X58SaR/1+Q/+hisgMK1PC7f8VNpA/wCnyH/0MVr0Etz6JooorjPSCiiigAooooAK+c/FH/I0ax/1+Tf+hmvoyvnDxQ3/ABVGsf8AX7N/6GauO5nPYzmanLk1EW5qWM8V1ROGR8/fGiFf+E5hdiqo8CoSwPOGJI4+o/OuS023urua5jtopLh0Bd9q/dHc+3Wu/wDilGtx4xdZFXy/IXG5u5J6D8BXP/2fbWE1x5TgBgCVU57ZPH5V8/VjerJ+Z9vhayjhoR62Nvwva7baBmdgkm7dt79B/Q10VteNDIsjpJjOVPQ8Hp71laXqCxrEFhVgiZG7jBPt/nrVS81xpNQtwrMoxvwvv07/AE/Ot4tRRwVIupNnceKJLXU4XSB7mzM5HmzxFkcZHYjnvXFfDnwoPDdxqKwlZvOl3oclyAT8oLdFwDnjPfpip9YvUl8UQywyyqIh5DRgSCNdxGXJIxkbRjnPB69KtWNlc/2kYraZ42SPMl0+4RnDYO1eM/1z+FaPe5xbRsdBo8b3by2rvvurdvLyA3KhVbAJJ7P29PfNXtWu7O1WC2vNRt7Rlc7ImdfMZiMDAPJPIxxXA3unzaXdO9z9pv2vMs9wpdJJdpwN0YKgAKvp6UzTdFTT2e8FsY5QBKixgqwyCuCo5x82ckGqu7GfKm9zT1rRdM0nZcWkskcsJLeWp8vOWKkenJxnj6Vcjvhfa1D+6b5YX2zZBUgMABkD0/zzXKeIre9sr22guFXzZcP5IJCKpbOBuIwP85rc0SeW41YbxiOO32oD1GWycjt2rHm1sjqlTfs+du52FsxFaEcnFZtuavqwrpizy2i9DIatCbaKzo5MYxirKtmtosylEtebn2rX8JyZ8UaN/wBfkP8A6GKwNwPFa3hE/wDFV6L/ANfsP/oxa15jPl1Ppqiiiuc7gooooAKKKKACvm3xUf8AiqdZ/wCv2b/0Y1fSVfNPixv+Kq1n/r9m/wDRjVcTOexn5qVWqtup6txXTE4pI8b+IbF/GkjIuJFVASRnjnoK5q3V47596bfmzyDlTXb+IGhk8bSpIp+585LADGOK5qTS3bxBLPPcE+UG2xRk7QSTtznqQPw7ivDq/G35n1OHf7qMPIS1VGuInkA8vBxHk9enPI6en+TJFGk14JQFEhOQ75wvPHH8qtPBFJeQRvzCRnKAl85BAAHaonAN8IhE0fzYHyjC4GSefpQgcrbm/ay/ZZowBI9xIAhfbkjPUn/P9K6h9PfTdJkkjn/fcHzTwNucnGOc1meG0t/LSWQSeYj7RHtJ3ZHXHrnj8K2RDJ9l+zNJiWJ2dm6EA/d7c556eldaWh505K9kYtnGl/N9ruZ98skZO5mwHBOcA9u2Pqa2bLRjfWqSyM7M/wAwk6cjHOO46e3bnnHNyR3MjX8mVAkmKKNnzDCqrHGACTj14z1zwO60fzfscYmXdcRKcrGcrtOcEfpnBqkY7Hm3ijwxf674jjuigeJZOWjA4UevPA5A9q6fUtFtdGXTkgOWELKxwAT8wPOK15LX/W5imi2spCucqAeDk/lx7Guc1K+nuvEkivj7GkX+jnksx3fPk+2EAH19aycVF37m8qkpQUeiL1u3argqlB2qyWIrRbHITI/vVhZiMc1RWSnCYVaYWNBbgE471t+D5B/wlmiDP/L9B/6MWuU8zHfmtzwVMf8AhMNCGet/AP8AyItaJk2Pq6iiioNQooooAKKKKACvmHxdJjxZrf8A1/T/APoxq+nq+WvGD/8AFXa5/wBf0/8A6MaqiRLYo+ZUiyDbVHzOaf5m1TzW1zlkjyu/kN58SdTheJdqIp87DEhdqn7o6/N/MU6O2E18xmhkW4klbMbELkFSc+nWtn7XdzTXn2RhAfPYtMyjgbQAOnJLDr2FW4dPhW08wrG0uwlpgoHPTpzjpg5PXPSvF+Kb9T6Tm5IxVtkl+ByE16bO+TzkIYfNHGT1weP1/rTVuWurxHeMjb1mVwccYOBn3/SrmoaSdTgsreJ4rd2ZpDLMSuBjPJ/DPHtWc+kXWkyRHet1CWO2aNAFcA88dqvVMceWWvU7HwtceZkOrDau4TMSDuyeTV3xmI7fQZoo7gtdMgWKKOfZuZvlRd4I25YjntVDTdStbVp2R1kiEPzSKhJzk7uehH0HUVl61qGnSWVzHO3liFPMygUOduGU88YyAcZzx710KSSsedKMpSvY3vDtsmk2NlbwRmVRH5RkkLF5OpZyWJPzMM//AKq6zSNct5nltrYJcBT86s5yBjHf+fqTXH6LfwrEseNshTA8twfLbGAhwOO/SsGG4utB17/Q23XV83k+TMo53H7w5DcdO3b3qnKwow5rnY+Kry8j8PzLY/NcwzozGOUoCjPjHTB7f41yWi6zLqWryrJbPaiOL/VsRtGSDgYP+fetDxFfeILGO8M7eUsUasjRgYbjGCSeucfn1rH8K6tb31pFHFCIp4kzMSPm3E4IJ78g/nXNN++jphG1CTOzt36VYZhWbbSbqtlq6IvQ89kwfFJuqA4brzSFuferEWcjr3ra8En/AIrTQRn/AJiFv/6MWuc8w1ueB5M+NfD/AP2ELf8A9GLVxEfX1FFFBYUUUUAFFFFABXyj4zl2+MNe5/5f5/8A0Y1fV1fIXjm4x408QDPTULj/ANGNVRIkVPO+brRLJ+5b6VQjn96kmm/cv9K2OfqcJe64un3T2ryrEpc7mblgCxOM54B5xRH4mTWryS2svL8lI+XHIY9unTp+tefeKrmSbxRdmRj94MAScDsPpwKq6brL+H7oy27sX2kBh1Y14LlaR9VGjzQv1Ot1rUZ4YX8tVmvmQpHtJYoxyc/h/Sp9HW+tB5+qXC3UhBIjdlXrzjAPyjpx7VyVl4jj+3IblDGSrBsgsBx2Hr2/HtWomqFnuFktVubaQsY/MA3IvQds5+npTUtbi9n7tmi/4il1k2LrZWKR20gwJ1k3seRgLtPPGfzrA8UaFqX9npavcxtPcMFaWSQLgYJORngdOa0bHUmjknt1O21Vh5UTyEtnP3vQf/Wps2oQ3ViqXSG7nRsqxkPXjBOeg6f1pW5tSrunLlRt+FdYtrPTYLaS5aS8h8tYnflWI4L+nQcg8/09FttIg8S3VtqNvcuFVhKHQgAKeVH1x2PpXjum+SqeYxEckfAfbkbsjkeuM/hjiuy8Aa42lXMsBuPt8GDI/nDBAwfmyBjA9OvPfBrqjPozhq0Wk5ROr8SeH7ZvDtxaP5kv3sBhlgc7icgdDx+grzv4f2LadeahC4YMqx/e46luMZ+ldu+vPr95JNbS74l+XcqMeh4468/0zVc26rqV1KrJIJWDCRBgMDyOPxx+FQ/ed0ZpuEHF9TQt26YqyJDUEICrUm6uhHES+YcVE03600vjqaiZ60ET+Z71u+A3/wCK28Pf9hG3/wDRq1y/m10HgGTPjjw7/wBhK2/9GrWkSGfZ1FFFIsKKKKACiiigAr4w8eXGPHXiMZ6alcj/AMitX2fXw18Qbrb8QPE4z01S6H/kVquJlU2GR3HvT5roLCxz2rHiuvenXFyfssmD2NanOeUeINUt5NbuEyqozviSTHzyBSAoHXGcCqtjof2eOW+kuvPv9mUCEKBznBz09Kvahpos459YMX2ZFLOWwCzAYzx1weKpaTrkd5YtL9m+zxGIln25G4g5Bzznn6ce1eC7t3Z9cpRiuWLK0d5It0WkhRppGyNoIC56Yx6Y/Wu4FsraQl1FAsT264UkfO3qQT36f5Fcp4PuLfVL5r25gdIG+dEUDk4AB/H3rudUuLaziMKyslvPxtVCQO4U54BJ4xmiPcmpLRRRwd1qDQ3TEBJFYD73O0Y4H1qrDdhZlWTEQk+UyKCduT1q5eaLeNC7M24o58sKcbQe3P0A9Ky9K0m6vbgiTAVgcLkAqwPU5/L8Say1T0OqPJKOu5tXN8NOfaA6yE52rk/KMY4yB6etYGoatfeYzxW/n2ythg2MEg5wc/8A18flXUHTJLhi6uIkUBXRiQSwGWODzgfX347ZUemSXjT28TKyOhBYBXUDvjJxz/8Aqq5XuEGreZLoOpXckqSrI9rt+VHZiQcrlsY7de3Q9PT1jSd+ZjJCYP3nyrkkY2jkEgZGc4ryzRpvs+54mUx25UfKhBwDls5HJOWyOfxr0fw7qEd9atNBKssDP8hUEAcDI6cnOSSOOa3p7nmYlaXsdKrBV96RpOOtV1fNNeTjGa7DyiRpuKhaYHvUbScVXkkxnFMCczc1vfD64/4r7w0uf+Ynbf8Ao1a5KSbvW78Opv8Ai4fhceuqWv8A6OWrTIZ92UUUUygooooAKKKKACvgT4jXWPiR4rX01a7H/kZ6++6/Ob4magB8UvGC5+7rN4P/ACO9XEyqdCxBcZq15gkQqT1GK5u1vvetCO896q5momTeaSLcSwyaVNfrIjKskRQ7Tj5T8zDpXBaNp+vp9psn8OXWHLmMSbAhyMEls4/M/Ttn1tLzNWY7gMBzXM8PGXU7o4yUFrFM4TS/A2rW6IWa3tYlHEQYsemOcDHp3NazaHNsInvGd9wbMaBRwcgAHOK6pphtqhdMGzitPq9OK0Ri8VVk9WYK2NzHPI8kwuQRhQ42lenccdvSqy6ZqTxuPMt4XLkq2DJhfTBwO9be4fjSqaydGPY2jiai6lC+8Py6pa/ZzeNDHJnztqgl8jgDjjvn1zUtj4IsrS0EEUs8a7QCUfbnHf2/CtKN6txyVPso9ivb1P5jMt/Bthb2r26mbyHk81080jc3uRyR7dK27aNbeNI40WONBtVVGAAOwpok4pDLtHFPkS2IlOUt2XDJ70x5h61UabI60xpqozJ5JutVZJqilmOKrSTdakZLJPW98N7jPxG8Kj/qLWg/8jJXJyTGt74ZzE/ErwkP+ovaf+jkrSJnI/QiiiiqLCiiigAooooAK/LT4ra0I/jF45TP3dev1/K4eiiqRnMo2etA4+ate31UHHzUUU2QjShvw3erkV8B3oooTBk324EdaYbgN3ooreJzsiaTPNKklFFRI1iTpJiplm96KKxZ0IlSfjrTvNB70UUkUNaSojIcc0UVEhlaS4HrVOSbbxniiipBldp8966T4Xvu+JvhH/sL2n/o5KKK0iZSP0RooopmgUUUUAf/2Q==) | ASR 13 x0021 0408 Tegl
Hel munkesten med rester af mørtel, største mål: 28x14x10 cm. |
![](data:image/jpeg;base64,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) | ASR 13 x0005 0408 Tegl
Munkesten? Ingen rester af mørtel eller andet, men dog med et par afrundede sider. Største mål: 27x14x8cm. Den anden munkesten har et lige afhugget hjørne, og dens sider er mere lige. Største mål: 28x13x8 cm |
![](/grafik/intetbillede.jpg) | ASR 13 x0290 0408 Tegl
Hel munkesten med enkelte rester af mørtel, mål: 25x13x8 cm |
![](/grafik/intetbillede.jpg) | ASR 13 x0280 0408 Tegl
En hel og et fragment af munkesten. Den hele munkestens ene flade side er skallet af. 30x15x9 cm. Fragmentet måler 18x9x7 cm og er måske en meget lille munkesten (pga. højden). Afrundede hjørner. |
![](/grafik/intetbillede.jpg) | ASR 13 x0310 0408 Tegl
2 hele munkesten med ldit mørtelrester på. Mål: 24x12x8 cm; 24x11x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0270 0408 Tegl
Munkesten med mørtelrester. Mål: 25x12x9 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0338 0408 Tegl
Munkesten med beskadigede hjørner. Mål: 28x13x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0353 0408 Tegl
To hele munkesten med mørtelrester på. Mål: 28x13x8 cm; 27x12x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0354 0408 Tegl
Munkesten med mørtel på. Mål: 28x13x9 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0511 0408 Tegl
Mål henholdsvis: 5x5, 8x5, 14x5 og 11x5. |
![](/grafik/intetbillede.jpg) | ASR 13 x0869 0408 Tegl
RHX-prøve, 1220 kirkegårdsmur |
![](/grafik/intetbillede.jpg) | ASR 13 x0820 0408 Tegl
Hel munkesten. Mål: 28x16x10 cm. (fejl brændt ?). |
![](/grafik/intetbillede.jpg) | ASR 13 x0820 0408 Tegl
Fejl brændt ?.Største mål: 29x14x10 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0657 0408 Tegl
En hel munkesten med rester af mørtel. Mål: 27x13x10 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0657 0408 Tegl
En hel munkesten. Mål: 29x13x10 cm. (Fejlbrændt?). |
![](/grafik/intetbillede.jpg) | ASR 13 x0731 0408 Tegl
Fragtment af munkesten med aftryk af dyrespor. Største mål: 13x12x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0731 0408 Tegl
Gullig fragment af munkesten?. Største mål: 11x9x6 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0781 0408 Tegl
Fragment af gullig munkesten ?. Største mål: 21x12x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0781 0408 Tegl
Fragment af munkesten med mørtel. Største mål: 14x12x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0778 0408 Tegl
Hel munkesten med rester af mørtel.. Mål: 28x12x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0778 0408 Tegl
Hel munkesten med rester af mørtel. Mål: 28x12x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0820 0408 Tegl
En hel munkesten med lidt rester af mørtel. (fejlbrændt?). Største mål: 28x13x11 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1066 0408 Tegl
2 sammenhørende fragmenter af munkesten. Det største fragment med fingeraftryk og dyretå?. 1. Største mål: 12x13,5x8 cm. 2. Største mål: 18x13,5x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1068 0408 Tegl
En hel munkesten med finger aftryk. Mål: 27x13x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1067 0408 Tegl
Stort fragment af munkesten med dyrespor af hund. Største mål: 19x12x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1066 0408 Tegl
Hel munkesten med dyrespor af hund. Mål: 27x13x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1068 0408 Tegl
En hel munkesten i sækformat. Mål: 21x10x8,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1074 0408 Tegl
En hel munkesten i sækformat. Lettere fragmenteret i den en ende. Mål: 21x10x8,5. |
![](/grafik/intetbillede.jpg) | ASR 13 x1074 0408 Tegl
En hel munkesten (med aftryk). Mål: 25x12x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1074 0408 Tegl
En hel munkesten med aftryk. (Fejlbrændt på den ene side?). Mål: 27x12xx9,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1069 0408 Tegl
En hel munkesten (muligvis med aftryk?). Mål: 24x12x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1069 0408 Tegl
En hel munkesten med finger aftryk. Mål: 23x11x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1069 0408 Tegl
En hel munkesten muligvis med finger aftryk. Mål: 23x11x8 cm |
![](/grafik/intetbillede.jpg) | ASR 13 x1069 0408 Tegl
En hel munkesten med aftryk af grisespor. Mål: 23x11x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1070 0408 Tegl
Et fragment af en munkesten med ukendt aftryk. Største mål: 15x12xx9 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1072 0408 Tegl
Fragment af munkesten med dyrespor. Kunne det være hundespor. Største mål: 15x12x9 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1071 0408 Tegl
En hel munkesten med fingeraftryk. Mål: 26x12x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1071 0408 Tegl
En hel munkesten med aftryk. Mål: 27x13,5x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1071 0408 Tegl
En hel munkesten med 'rille' og dyreaftryk. |
![](/grafik/intetbillede.jpg) | ASR 13 x1075 0408 Tegl
En hel munkesten. Muligvis finger og dyreaftryk?. Mål: 24x11x8,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1075 0408 Tegl
En hel med munkesten med aftryk. Mål: 26x12x6 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1075 0408 Tegl
En hel munkesten med dyrespor. Mål: 25x11x8,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1075 0408 Tegl
En hel munkesten med diverserse aftryk. Lidt fragmenteret i den ene side. Mål: ca. 25x11x9 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1075 0408 Tegl
En hel munkesten med aftryk. Mål: 29x14x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1075 0408 Tegl
En hel munkesten med 2 dyrespor. Muligvis også finger aftryk. Mål: ca. 25x11x9 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1075 0408 Tegl
En hel munkesten med af tryk. Mål: 25x12x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1083 0408 Tegl
Et fragment af en munkesten med finger aftryk ?. Største mål: ca. 10x15x7 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1083 0408 Tegl
En gullig farvet munkesten som er fragmenteret i den ene side. Største mål: 28x16x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1083 0408 Tegl
En hel gullig farvet munkesten. Med aftryk?. Mål: 31x15x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1083 0408 Tegl
En hel munkesten med finger aftryk. Mål: 26x13x8,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1079 0408 Tegl
En hel munkesten med aftryk. Lidt mørtel på den ene overside. Mål: 26x12x10 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1079 0408 Tegl
2 sammenhørende fragmenter af munkesten. Begge 2 med aftryk, det ene med 1. Største mål: ca. 18x12x9 cm. 2. Største mål: ca. 12x12x9 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1079 0408 Tegl
En hel munkesten med aftryk hundespor. Mål: 24x12xx9. ( Lettere fejlbrændt?). |
![](/grafik/intetbillede.jpg) | ASR 13 x1079 0408 Tegl
Stort fragment af munkesten med aftryk. Største mål: 20x11x9 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1079 0408 Tegl
Et lille fragment af en munkesten. Største mål: 5x6x6 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1079 0408 Tegl
Et fragment af munkesten med aftryk?. Største mål: 8x12x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1078 0408 Tegl
Fejlbrændt munkesten. Største mål: 25x17x ca. 7 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1083 0408 Tegl
Stort fragment af munkesten. Med aftryk og grønlig glasur på den ene ende. Muligvis fejlbrændt glasur på den ene overside. Største mål: 15x14,5x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1083 0408 Tegl
Hel munkesten med fod aftryk fra en kat. Mål: 31x15x18 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1083 0408 Tegl
Hel munkesten med aftryk af fodspor fra en kat. Mål: 31x15x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1083 0408 Tegl
Stort fragment af munkesten med finger aftryk. Største må ca.: 14x15x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1083 0408 Tegl
Et stort fragment af en munkesten med aftryk. Største mål ca.: 17x15x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1101 0408 Tegl
Fragmenteret munkesten med aftryk af dyrespor. Størst mål ca.: 25x12x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1103 0408 Tegl
Mørtelprøve. |
![](/grafik/intetbillede.jpg) | ASR 13 x1119 0408 Tegl
Hel munkensten. Mål: 25x12x7 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1119 0408 Tegl
En hel munkesten. Med aftryk?. Mål: 25x11x7 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1119 0408 Tegl
Hel munkesten med mørtel på alle 4 sider. Mål: 25x13x7 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1119 0408 Tegl
En hel munkesten. Mål: 25x12x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1119 0408 Tegl
Hel munkesten med mørtel på en af siderne og overside. Streg aftryk og muligvis et fingeraftryk?. Mål: 25x12x6 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1119 0408 Tegl
Hel munkesten med aftryk?. Mål: 24x12x7 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1119 0408 Tegl
Næsten hel munkesten lettere fragmenteret i den ene side. Muligvis aftryk af finger eller dyrespor. Største mål: 25x12x7 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1388 0408 Tegl
En 1/2 fragment af munkesten. Forrystet jern klump på en side, og rester forrysteet jern på en af oversiderne. Største mål: 12x12x8 cm. |
![](/grafik/intetbillede.jpg) | ESM 2612 X0012 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 2612 X0014 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 0130 PX1 0408 Tegl
Murstenstegl. |
![](/grafik/intetbillede.jpg) | ESM 0130 ZS1 0408 Tegl
Murstenstegl. |
![](/grafik/intetbillede.jpg) | ESM 2134 x105 0408 Tegl
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![](/grafik/intetbillede.jpg) | ASR 13 x0221 0408 Tegl
Munkesten, mål: 27 x 9 x 13 cm
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![](/grafik/intetbillede.jpg) | ESM 1459 x0008 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 2377 x036 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 2309 x02 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 2309 x04 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 2309 x05 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 2309 x18 0408 Tegl
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![](/grafik/intetbillede.jpg) | SJM 348 x191 0408 Tegl
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![](/grafik/intetbillede.jpg) | ESM 2320 x231.01 0408 Tegl
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![](/grafik/intetbillede.jpg) | SJM 401 x010 0408 Tegl
Fragment |
![](/grafik/intetbillede.jpg) | SJM 424 x14 0408 Tegl
1/3 munkesten |
![](/grafik/intetbillede.jpg) | SJM 424 x39 0408 Tegl
1/2 munkesten, flækket på den lange led. |
![](/grafik/intetbillede.jpg) | ASR 2391 x391 0408 Tegl
Munkesten (250 x 120 x 80 mm) fra mur. |
![](/grafik/intetbillede.jpg) | ASR 2391 x413 0408 Tegl
Munkesten (255 x110 x80 mm) fra ældste kirkegårdsmur. |
![](/grafik/intetbillede.jpg) | ASR 2391 x434 0408 Tegl
Munkesten (280 x 130 x 80) fra Hus 1, lektorboligen. |
![](/grafik/intetbillede.jpg) | ASR 2391 x438 0408 Tegl
Munkesten med fodaftryk fra mindre rovdyr? |
![](/grafik/intetbillede.jpg) | ASR 2391 x126 0408 Tegl
Munkesten fra processionsgang (280x140x85 mm) med aftryk fra hund. |
![](/grafik/intetbillede.jpg) | ASR 2391 x126 0408 Tegl
Munkesten fra processionsgang (265x135x85 mm). |
![](/grafik/intetbillede.jpg) | ASR 2391 x327 0408 Tegl
Teglsten (275 x 12 x 70 mm) med håndaftryk, |
![](/grafik/intetbillede.jpg) | ASR 2391 x437 0408 Tegl
Større fragmenter af munkesten. |
![](/grafik/intetbillede.jpg) | ASR 2391 x437 0408 Tegl
Fragment af flækket munkesten. Måske sekundært anvendt som gulvflise. |
![](/grafik/intetbillede.jpg) | SJM 385 x001 0408 Tegl
Stort fragment af munkesten (17,5x12,5x8,5 cm). |
![](/grafik/intetbillede.jpg) | ESM 1910 x025 0408 Tegl
1 endefragment af en munkesten |
![](/grafik/intetbillede.jpg) | ASR 2391 x574 0408 Tegl
Munkesten (26x13x7 cm) med aftryk fra hund. |
![](/grafik/intetbillede.jpg) | ASR 1015 x3563 0408 Tegl
4 hele og 17 halve munkesten med mørtelspor. Nummereret 1-19. |
![](/grafik/intetbillede.jpg) | ASR 1015 x3564 0408 Tegl
8 hele (heraf 1 hel og en halv der stadig sidder sammen) og 4 halve munkesten, angiveligt fra ½ søjlebasis i korsgang. |
![](/grafik/intetbillede.jpg) | ASR 13 x3386 0408 Tegl
5 munkesten |
![](/grafik/intetbillede.jpg) | SJM 348 x475 0408 Tegl
større stykke tegl, 7,9 x 7,6 x 4,25 cm |
![](/grafik/intetbillede.jpg) | ESM 48/1965 49-1965 0408 Tegl
Fragment af mursten, 16 x 9,5 x 8,5 cm., med spor af glasur.
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) | ASR 13 x0871 0408 Tegl
Fragment af fejlbrændt munketegl. Mål:14x13x7 cm. |
![](/grafik/intetbillede.jpg) | SJM 431 x014 0408 Tegl
Stort fragment af munkesten. 13,5 cm bred, 8 cm høj. |
![](/grafik/intetbillede.jpg) | ASR 537 x0025 0408 Tegl
En stump tegl med glasur. Flise eller fejlbrændt tegl |
![](/grafik/intetbillede.jpg) | SJM 431 x043 0408 Tegl
Fregmenter af munkesten med mørtelrester. |
![](/grafik/intetbillede.jpg) | ASR 13 x4255 0408 Tegl
Teglbrokker, fra knytnævestørerelse ned til hasselnøddestørrelse |
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) | ASR 1594 x006 0408 Tegl
Omtrent halv mursten af gullig ler.
Marsk klæg
B: 9,8 cm. H: 4,3 cm. Bevaret L: 11 cm. |
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) | ASR 1200 x0936 0408 Tegl
Sten i speciel størrelse. 22x10,5x6 cm. |
![](/grafik/intetbillede.jpg) | ASR 2089 x080 0408 Tegl
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![](/grafik/intetbillede.jpg) | ASR 2147 x480 0408 Tegl
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![](/grafik/intetbillede.jpg) | ASR 2090 x051 0408 Tegl
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) | ASR 1925 x262 0408 Tegl
Teglsten. Andet format end munkesten. |
![](/grafik/intetbillede.jpg) | ASR 1992 x023 0408 Tegl
Fragment af glaseret teglsten. Lys grålliggrøn ujævn glasering på den ene endeflade. Rester af glasering på den ene flade. Bredde: 11 cm, tykkelse: 5 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0298 0408 Tegl
Sten fra ældste teglhus. 24 x 12 x 6 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0053 0408 Tegl
Teglsten, 27 x 13 x 6½ cm fra yngste gulv i processionsgang. Nydeligt slid på overfladen. |
![](/grafik/intetbillede.jpg) | ASR 13 x0436 0408 Tegl
19 hele rødbrændte teglsten med rester af mørtel. 'Søborgsten'. Størrelser: Længde: 24-27 cm (24 cm: 1 stk; 25 cm: 12 stk; 26 cm: 4 stk; 27 cm: 2 stk). Bredde: 11-13 cm (11 cm: 2 stk; 12 cm: 15 stk.; 13: 2 stk.); Højde: 5-7 cm ( 5 cm: 4 stk; 6: 12 stk; 7 cm: 3 stk). |
![](/grafik/intetbillede.jpg) | ASR 13 x0444 0408 Tegl
Mursten - enkelte med mørtelrester: 1:27x13x6 cm; 1: 24x11x6 cm; 1: 25x11x7 cm. To brokker med mørtel: 1: 13x11x6 cm; 1: 18x12x7 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0290 0408 Tegl
Mursten fra muret grav. Lidt mørtelrester på den ene side. Mål: 24x11x7 cm |
![](/grafik/intetbillede.jpg) | ASR 13 x0023 0408 Tegl
Fragment af mursten med en klump mørtel. Mål: 16x12x6 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0025 0408 Tegl
Fragmenteret gulbrændt mursten. Største mål: 12x10x5 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0053 0408 Tegl
Hel mursten. Mål: 27x13x5 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0868 0408 Tegl
RHX-prøve |
![](/grafik/intetbillede.jpg) | ASR 13 x0731 0408 Tegl
Fragment af en tegl sten med diverse aftryk og med masser af mørtel. Største mål: 16x14x6 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0114 0408 Tegl
Fragment af teglsten, munkesten? |
![](/grafik/intetbillede.jpg) | ASR 2391 x175 0408 Tegl
Fragment af gul teglsten (længde? x 85 x 45 mm). |
![](/grafik/intetbillede.jpg) | ASR 2391 x172 0408 Tegl
Fragment af gul teglsten (L: ? x 95 x45 mm). |
![](/grafik/intetbillede.jpg) | ASR 2391 x134 0408 Tegl
Fragment af gul teglsten (L: ? x 105 x 45 mm) |
![](/grafik/intetbillede.jpg) | ASR 13 x3389 0408 Tegl
Mursten?, fyldt med mørtel.
Mål: 40 x 12 x 14 cm |
![](/grafik/intetbillede.jpg) | ASR 13 x3392 0408 Tegl
1 mursten
Mål: 8 x 13 x 28 cm |
![](/grafik/intetbillede.jpg) | ASR 13 x3393 0408 Tegl
1 mursten
Mål: 7 x 12 x 26 cm |
![](/grafik/intetbillede.jpg) | SJM 311 x179 0408 Tegl
To teglsten med stempler fra det nedrevne stuehus
Indsamlet 5. sep. 2016 af MOSVS |
![](/grafik/intetbillede.jpg) | SJM 385 x043 0408 Tegl
Rød teglsten (25 x 11,5 x 4,5). Flensborglignende. |
![](/grafik/intetbillede.jpg) | SJM 385 x042 0408 Tegl
Rød (25,5 x12 x 5,5). Ingen teglmærke. Format, der var produceret i ovnen. |
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) | SJM 789 x20 0408 Tegl
Moppe eller flensborgsten af lysorange gods og med aftryk af kalkmørtel. 18,5x7,5x3,5 cm |
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) | SJM 789 x07 0408 Tegl
Rød teglsten af sandblandet homogen lermasse, klæg?19x9x4 cm. Slid på den ene langside. |
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) | SJM 789 x08 0408 Tegl
Petring, af orange, homogen lermasse, 24,5x8,5x5 cm |
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) | SJM 789 x21 0408 Tegl
moppe eller flensborgsten af gult ler, 18,5x9x3,5-4 cm |
![](/grafik/intetbillede.jpg) | ASR 13 x4255 0408 Tegl
Teglstump, del af formsten? Længde 5 cm., med langsgående "rende" |
![](/grafik/intetbillede.jpg) | ASR 2391 x215 0408 Tegl
Lysestage, rektangulær smiget fod med ottekantet pibe. |
![](/grafik/intetbillede.jpg) | ASR 1301 x295 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1700 x120 0408 Tegl
Teglstump |
![](/grafik/intetbillede.jpg) | ASR 1700 x112 0408 Tegl
Små stumper |
![](/grafik/intetbillede.jpg) | ASR 1700 x085 0408 Tegl
Små stumper |
![](/grafik/intetbillede.jpg) | ASR 1700 x082 0408 Tegl
Stump |
![](/grafik/intetbillede.jpg) | ASR 1700 x081 0408 Tegl
Teglstump |
![](/grafik/intetbillede.jpg) | ASR 1700 x104 0408 Tegl
Teglstump |
![](/grafik/intetbillede.jpg) | ASR 1700 x161 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1700 x167 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1700 x091 0408 Tegl
Teglstump |
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) | SJM 979 x1222 0408 Tegl
Tegl.
Tolket som "hjemmebrandt" |
![](/grafik/intetbillede.jpg) | ASR 1700 x106 0408 Tegl
stumper |
![](/grafik/intetbillede.jpg) | ASR 1700 x133 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1700 x127 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1700 x157 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1700 x159 0408 Tegl
½ Munkesten.
Oprindeligt mål: 7,5x12,5x? cm. |
![](/grafik/intetbillede.jpg) | ASR 1843 x076 0408 Tegl
Tegl
Småstumper |
![](/grafik/intetbillede.jpg) | ASR 1843 x174 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1843 x224 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1843 x256 0408 Tegl
En lille stump tegl |
![](/grafik/intetbillede.jpg) | ASR 2089 x002 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x028 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x029 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x045 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x100 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2090 x038 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2090 x050 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2162 x030 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2162 x031 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2162 x019 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2162 x025 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2162 x017 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2162 x002 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2162 x014 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2104 x010 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x119 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x122 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x121 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2089 x118 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2090 x051 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2163 x009 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2147 x488 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 1700 x192 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 2163 x023 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 2163 x022 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 1925 x053 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1925 x164 0408 Tegl
Et stykke tegl |
![](/grafik/intetbillede.jpg) | ASR 1925 x148 0408 Tegl
Et teglfragment |
![](/grafik/intetbillede.jpg) | ASR 1925 x153 0408 Tegl
Et teglfragment |
![](/grafik/intetbillede.jpg) | ASR 1925 x159 0408 Tegl
Et teglfragment |
![](/grafik/intetbillede.jpg) | ASR 1925 x201 0408 Tegl
Et teglfragment |
![](/grafik/intetbillede.jpg) | ASR 1925 x204 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 13 x0195 0408 Tegl
Tykkelse 3 cm. og største længde 7,2 cm. |
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) | ASR 13 x0043 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x0299 0408 Tegl
hjørnefragment |
![](/grafik/intetbillede.jpg) | ASR 13 x0360 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 15 x060 0408 Tegl
Kantstykke ca. 8 x 4 cm. |
![](/grafik/intetbillede.jpg) | ASR 15 x128 0408 Tegl
2 småstykker max 7 x 4 cm. |
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g+H6aLfSEX+lrkeYeTAxJX/AL56H04rzr4oftjXOo3V/pXg+I2drDkf2pIN0s6jr5a9E9icn6GvNfgf4iHhHxpp99OzfZJsw3PZXikGGz9Ac/gK4j40fD2b4T/Em78PyQu2nXUn2m0u8fI0JyRnnqDx9QfSvUwOJdWha/w6P06f5HzOPy+NPESkl8Wq/X/P5mPN4qutU1Z7i9N1qEkjlpJ52LsTjguScn0ruPB+ralpdzBeWshikDebFIvLRsOQR9DXJNYiGGAwJtyQWzwDx6joev510FnL9h09C6liP4iOpOBn6V3Xe6PMaSvGW5+g3w98bWXj7wxbanZy+Y2BHcLtKlJQoLLj8f1rpa+cP2R9Sjt/7a0skI0kcVwibj/DlWPP+8tfR9dkXdHk1I8kmgoooqjM/CP9kW+n1D9or4dXMqxq8nimyOIwB3P4/nX6N/t/a95LeCNL85Wika6uZrfnOQqLG/6yD8TX54fslpbf8NGfD6W1tzBCfFVoVTJwoLNgDJJ49ya/R/8Ab1+GV34h8P6H4uslEo0d2t7yIIzMYpCu1uOAFYHOf74rPMIt4Zpf1sehgJJYiDkfFU0yS3CRiRTMiEmPIzs9QOc8gdvSunsPD994itGv7m9K28aiNI5V68deOeeeefX1rkY7A61PvVhbzBCjBhkAEZPPbjHIrqZtWudB0CfRhJJJPH5b/aDMCQDtyqgdfb8fXj5Cilrz7fqfT1pPRQ3Mu1TZHcpLJMFYFTHJ3OcHnHp3qvNazW88c0IHmythWjzwACcnt2HepVhktYY2MkbLKPy/Ppwf1qxNcSWoiIjATcwmeVivAC4IPPGSPf0FS49jSE3HQsWviaa1vPtpmmimgY/ezx1+pI4710+ga5qF9dtHp8rTSzTbmUkNE4PJLHBHXJI9B9a5vw7oT+JVlhisWlYBUaRxgE57A8cD+feuw0/wzf8AhrSYr3UB5skcozFFIpRUI5Hyn7y4XPTPbOK1p05z96N7Cq1KcPdla59Y/sl6PefZfEmrajbrDOLr7DDtYnCBRI45/wBp1x2wBjFfOn7YnxA/4Tb4v3ujxxLJaaKiWMbqer7g8pPod2U/4CK+kv2a/EkUfwU17UbK2eS6srm6leAHcZJFiR1A+q7R9RX54eG9WuPFk15davJI2pXLtK9wZCDndnJ9SST9c+1e1WqOFGHmeJRo81ecnpbQfqVv9tuXtl5aKNMuezckAc9cVla34WF9HvjYqyfPDIpIJPpntW9b2ttp97JcyRs7OQJJH+Y7Seg7AHrxj3q5LCZo5YIeGGCM99rAgfoBXmuUm2z04xjFJH134Z+HNj+1j+ytpvh7X9UM/iTSneJNUuP300EqsShfkMQY2VTzzjPJFfnFr2l3nw38Ra/4XvLmQwaffyWU0SICDIjbW+YnIU4647g1+i/7CepRrca9Z7maS8t4p16AERMVJI9T5g/75NfNH7Rnwd1WP4qeKV1u1dJr/VJ7yFwnyXEMjlwynA45x7dDzmu2tLmw8Kklrswwf+8VKUXpuvmeEXjxalBYxgfZ7cK0Lxq3ChiGZc98n/PWvTvhilvc2ElncsxltZGjyWIyAARx7jFcBdeB7rw/qBXa95YOwYbznZjBA9xRpviWXwr4iWdpd1tLtRlAJ+XnBPpXkVoTqQ9w+gpShSmuY+j4nSzhhRSyKylRhOAOT+A4FVdQtbfUrGJ0jLRkZZSMFu3b05pNO1qPUNNSaM+bHMm0McDBA6Z9c/zp1rYXE3yQlWjHLNJlXGepHr/9YV50eZx0Z3zcYysyxpDvNcHyg4iiUbctgOTkEj14P519PfGL4Y3fxW/Z/wBA1iGzF34l0myjuolH350Cjeg9SQAwHqMcZryX4Y/A3xX401Wy1BdOKeG5bgK140yICisA+FzuPcDA6g190WdnDYWcNrbxrDbwoscca9FUDAA/CvfynDzhzTmrRaXzPlM8xkFKnGnK8ott+XSx+WukzDU9P0+63sYmG05yrA5xg+/ABrrhNHNb7ZVwhwoOM7mz0Ne2fEb9kfV7r4jXF94WW0TQb5zdNDNLsW1mJG8AdcEjIwMDJHHfg/iF8C/GnhBC506Se3hXc19ZHzIgmQSTj5l7/eA6V7KjNOy6HhylSlqtb/geufsly6bHfarFJsbVGiUQSesak+YB+Oz8q+l6+YP2UbF5vEmoXgQrHFZlG+Tjczrxnsflr6frem7xPMr6TYUUUVoYH4ifspw2sf7QXw8W2kkktx4msyvmDpyfz/IdK/X/AOOvh298VfCLxTpmnRtNezWZMUSjLOVIfaB6kLge5r8jP2XtJk0v9oD4dwSmNiniWz5jIPc9e/51+19dWKgpR5X1uOlNxamuh+TOk3ljotio+xNcaw7+W6szeUqncM7e+BtBX3NYet39tHqUs1wjvcq/yJaoxCkdM5J45PGf5V9b/tXfs0XUN3qPjnwvHutXJudRs4QRLC/Vpo8dVPVh1BJPI6fHuj+JbO736PrsUc1tGs0lzLIDIZWO3ZjAIOFRcdOc8gk18dOhJS9lPS23mfY0qkKkXWp6338iOzkhv1W6t5g7eYVEm5QB908D6kDPsa6GS2tppoXvYJLiIYxD5n7vA4O8Dk/gahbwq/h3TrVtPtFuoDax3SMGUJGW/hZx8oIYMMAn7rfSk/tpdc+zRyrKm4BYpIwGUkj24wNwrkcZ0m0kdfuVEm3c7XwvqEy3BAZbKFlEYkiJKrjpjA45I+nXnFWvFWuTs0VlBcSvBaxkGaNZF+Y7vmJzgcYwCc8dBWLqF5F4btBDLIFmaMkCBsgY47enpVK48QJq0NtYWs0heRg8i7WXOTnv+Fa801DkMVThOpzH3j+yLo/9nfBPT5XjZZNQuJ7mTfzu+bYD+SCvz9m02Cx8SazDaRAWyXU0SfKASokIGB24Ar9Sfh74fTw34B0DSQCVtrCKJt3UtsG4n6nNfmX4o8I3nw38Ya1oN4twZLPUJYImuAQzxbiUkHqGXa3417OLg40oLseRhainWqyT3MXWJIvscitvV1UucD+EdQSO5H40vh+C4t9hKrIAigNjLNnHJPr9KsSLea3HGNu9mLKHZckrjaM/THSvon9m39nbxLf+JtP1fxJorWGgWjpMovfke52ghQIyN2MhD8wAINebGjKo1FK6O6VaNOLk3Y9t+AP7OFr8K7y08RR6jcm9vNNWK6sJEXYkhO75SOeAcHOckZyOle06poun63CsWo2FtfxKdypdQrIoPqAwPNS3+oWul2ct3e3EVpawrvkmmcIiD1JPAFeDeIf2uNEXxJJpXh1YNRSLKtdzllR2H3tgx8ygc7s9jX0F4Uo2eh80lVry5lues3Hwu8HXUM8UvhTRXjn/ANYpsIvm+vy14p49/YF+GPjS6mu7VNR8P3EigBLC43Qbh0Yo4bP0BArqPDH7Ufhu9kMGtzRadIsnlG4jYvEXzjtkgZ9z74r2HTNUs9asYr2wuYry0lGUmhYMrfQimnCp5le0r0He7R8P6/8AsT+J/hrpsk3h7VE8V6XCxlNj5JhuYwDnMa5YPjngEE9gTTPBP7PPjvxNdQ3MlgmjWcijzLjUGMeB32oPmPHqAPevuqRtor8/f2uP2stQ1rVrvwp4Pv3ttEh3Q3V3bth7xuQyhv7nGOOoyTwQK86tgcMpe1kvkup72FzLGVo+yTWnV9DsPit+2dpPwY06z8D/AA/a312/0+NoLnU7lC0MbjJYoARuIJLZ5Xt81ee/8NeeNbW8jkl8VTGdjjY0EKowILZVSmDyMZHbvXxdI1xrOrRQRNueeQ7QWADEDqx6YA5r02ZIdX1qw0qMveXUGxLy7jkIUMgGVBHPAB/PgGueVWXMknZdkdf1aio3td9Wz2rWP2yPjbrFrd2EU9pY26BhJdw2ixXIjBA3bs4DcgfKB1r2z4F/td6vJY21j4qt5Nahwy/2lHhZsqxU5XADDI9jz3r5s8SQ2935Wm2hZfNxat5LhShdGOSR1YenbdnuDXaeC/DqaPpNqhBaeOPYZGY4x6AdB07VX1icXds5ZYalNWUdD9CvCmtaJrmlrc6FLbPav85W3AUqx5O5R0P1rar5A+CviWTwz420+R52S1uH+zzqT8pVsgE/RsH8K+v69WjV9rG589iKLozsFFFFbnMfjB+y5p5h+OHw/EsbRSx+JLMsrcH7x7Y4r9n6/G/9mWSaT4yeAXlkaST/AISWxJ3knGX/AK1+yFd+K6GVP4Rk0iQxPJK6xxIpZmc4AA6kn0r87P2qtb/Z31bVL630a8n0rxVE7NJf6JYtLYSuc5DjcFPP8cYPUnDdK+iP27vHF14R+C4s7OQxPrF4lrMythvJCl3A+pVQfYn1r8v2xrF0ttJCqRSMxEmfmH4181jMTyS9na66n1mV4L2kPbuTTvZJfqbGn+ItTsdJvJbBGv7J4ZLF5pQ3lhXHzJz0bZxjrg57Cu/XV9O163u9SVLaG5KwmOINvlA8xs5xtIcYAxgAhxjGFrj/AIaeK/EXwX1yTUdBktda0u8xDqeh6gge11CHP3HU5GQc4bqMnHUivpHw/wDAT4c/HWH7d8ONZl0DXWhM83hHWBlUPUrHKBn5T0+96nHWuSnJVIctN38j069N0J81WNl33Xz7HiepefqFrp9y8sivj7Oyhx9xT1P1JYfgK+xv2Uf2Z9HutDs/GviDffTTSE2dgw2xIqOV3v3ckrkAnGOxzXTfDv8AYl8Jad4R0+HxNHdXergb5liuiI0JcttGBz1wT9cdq+i9J0m00LTbbT7C3S1s7ZBHFDGMBVHavQw+HcbSqHg4rGQ5XCg3e+5arzj4tfAPwp8YoYJdXtTBq1sNttqlvxNGM52nsy57H8MV6OabXo8qkrM8WMpQfNF2Zwvw3+Dfhj4V6f5em2izXfLSahdKrTH1AOPlX2GBXlXx2/bQ8NfDq1m0/wAOSxa/rrKVEkJ3W8Ddsn+M57A49T2rwD9rH9rzXtS17XPCehu+l6DY3L2U0sJ/eXm07XJYHhMg4A6gjOc4r5Y0+4tNSmgeeSV0aTdOEfMnQgEk/wBeleZVxKj7lJHtUcJzfvK7u30/zPpzS9c8U/Fq4bVPFesTXsqk+XZM3yq3PAUEKg69Pxq7b+GYrTWY1uLe4mhvH8sbCwSP5QQr8AMCRjPTgVyfw5XTY7S1lgvGkZZl2O0u5VGcnjvkccfyrv8AVm8Rf2lG2neX/ZyuuxvN2NuXBDFTjcN3UDII445rnptyXNuzSo2nbZFmHwkkWmSQQWEciS3DSTGORVbcWJDZUDGMcDjAwPr6D8H/AB/qPw8uoILtXuNIlIS4jjy5Q9nHAGcc4HUZ9qyrSa4uLGNbzyYLh/nnWFQ2WK/UHBxx0PHaopNYWHSdyysAi8/KW4ORsIyeRkdCa6eVRlzp2OXm51ytHpf7XHxzg+GHwZlvdOZ7q81wGztJLcn5VKkyPnHBC5A7gnPY1+UOtate63CL2IeUhkWNLded2edpPfvx7c1+l2m+CoPjh8N/FnhPU7VLu1Nl9osWcn/RrwKwieMjkc5Bx1Awepr8/LXSIdMsfs00P+kbyZA2dwYfwkdQc5+lLESclGfQ78ElGMoR36nn+uebfasksUj2Nso5ixtVWP3gpHC56ZHrXs3wsW1jju4hIq3Ucf3iQS4Ykhs/if8A61eY69YvNBLDEiMsihjL9ccfy/Ss3w/qlz4bukbkhcMjZIKlcdPxA4rjlHmWjO2L5Xqj6d8MTf8ACS3V7IQYprLUiIiMYlX5Sjk8/wAGB+BBr1Gz25OTkDhufevNPh/r0GpabbSQMNzxDOOMexH413v+pSJv3hldSgUHGehyQO//ANeuSV29DojotTfs2BZmR9gU5G4+/H86+zvh/rc3iLwbpV/cbftEsIEm1gfmBKk/jjOO2a+G9InnuIFkKSQOG5ikBBePJwfxxn+dfUf7NevPqXh3U7F1Zfsk4dd3XDg/plCfxr0MHO03Fnk5jScqSqJbHsVFFFe0fNn46/AHUJr744eA7iQRqZPEun8RgD/lqB9fzr9iq/G34ByxN8cPA5tomiiXxLp5CO+/A84d8D3r9kq9DF7owo/Cfn5/wUd8dW/iLXNL8KadcM15o8Mk0wUfKs0gRlU+vyKM9vm9c18W+HZJdVjG+Frdw+12Hfn1/wA9K+jP2to7e6/aI8Wxadd+ZE0sbPIgDIsgij8xCf8Ae3Aj1BHGK8ktrNYVkRCoQNk7V2gt3P8AnNfGYnmnKSR+iYCMKdOnLXRfmI0iqfJ2MQz/AD7lzkZxnHpWz4d1i78NalHf6dcTWeoxNuhurdykin0DD16Viyb1jL5UMOQT8wpbXUoZFOHyCRtVTz15P4d/pXkOnOl70dz6D21Ot7s9j7b+Cf7at3Mtnpvi+IajFIwQapBhZYx6yJjDY9Rg/WvsS1u4b62iuLaZLi3lUPHLGwZWU9CCOor8dbBUt7mGdXYx4JkXPU54II7/AM+K9++BP7R2vfDeBrFWTUNO3eYbO4b5X55MbDlWwBnt0OPT18LmWvJWZ8xmGSpr2mHVn26P0P0QaszxJDdXXh3VYbEkXslpKkBVtpEhQhcHtzjmuV+Gfxq8N/FK326dO1tqKjMlhdDbIMdSvZh7j8cV3LcV9FCUakbxd0fHypzpT5ZqzR+Kt7ocsmqXpuo2ZpH8m4VmPC7iSxGexP58VR1zw+mlyxR2uWY7tuxscAA7W7ZGR3/pX0z+1l8IX+FfxGk1e2ikOiazNJdQzDkRuxzJCeuQCcj2I7g15h4usIdW0m1vrCJY1WYECGTG05wcYPTgfn+Xzs4unNxZ9TzKpFTjszzjS/HGs6UsF/p8sbPZytLPb5KtKhUDIA7jJbPevpHwn8WI9Q8PQXEVis4fgRxSMxJ6ZwRt+oBzkjscj5mu9AS21a5nt51ijkcqrgcqMZG7P5f1qLwt4l1bwnrhtZzIumtcLNPGoOBtbrj0/wD1dquLtqjCcL7n1/qvxP02TQ2js4r22vQSxlkRo9rKCOADnGQAO2eecVf03Vv7VhjF5rFrdahMVe2t12oUjJO3A4ycE9fQ1558P/EzeOIR4Y1lhNFbyr5d1GPkmXb8hJHqD17MeldcvhyDw1rL3If7WIo0e28zkb1GXYjHGNw/Iehq1OTd3qccoqOh9Qfsy6fL/Z2vXU68+dHa7iMHcgYn/wBDHSuF+L/7Dtp488ear4r0fXo9GnvxvezayDRLLs2s4KsOWPJyDySec4rof2VvGkLQ6j4fnnjMkkn2y2Y4UykgBx6k8A4+vpX0RXqUuStSSaujhlUqYes3B2Z+U3xW/Za8V/B63mm1OwW80SPaiaxauXjwOm/+JOp+8AM+teI+JodK0BVeZbi8cQecqWts5VVJyWJIAxyvf61+3t5p8F/bywTxpNBKpSSKRQyupGCCD1Br4O/ab/ZP1bQ9B8U3PhqzbUNCktXnWONgZbcKN7KwPLAFTgjJxweeThVwyVnA9TD432icZ6M+T/DfiL7Lcafdad9rkhuIy0cUCbnxkH5ucKMAgnPGSfevb/hn41OvRbLzybXWEXZNFypDbjuAVucDArwHwrpkzQvHIrByzESyIMKx/TBAruLFryS6jFsi2+q70UCFAFkycbhzznA547+mK4XBPbc9FvltzbH0srDau5l3kdP4evX6V6X+zz4gm0/xvDYyEL9ugKSop+XcF3AjPuCPxr508G+MDrul25leN7yH5J17Kc4DD2PX/wCuK9y+AtqzePtIaPmUMxbb8wA2HcMnnpmsqXNGonbqXXUHQnFu+jPrqiiivoz4k/GT4F+VbfGvwStvdG5hXxLppDbSgOZhk4P+eK/WL41fEZPhX8ONW8QeX51zEgitYj0aZztTPsCdx9lNfkl8CWMPxc8FiQxnb4i045jdW588dwen/wBev1I/au8LzeKPgfr62+PPsVW/XJx8sZy//jhY/hXXjm+S8d9R4RRc4qe10fl8t5JqmoXU88lxJK0plabfy8m7nPdgefrTr2RzGZUT9/yMqny/l/8Aq/Cm6LatY3FxGIsodu2Rm5OBjH04FabW7XEnCgLnG6vkItLU/QqkW0kUra3CRMJTuVjk5Pr1A9s1jzrLaNHDbonl5JCFcA+vTp9a6S4gjWIKVADKAO4x/hxVCaMfeUA54DDnNRJKQRk4q5nW/mwzb9savINokwcEDoOp4rftXJbbvaGTHbg9Oo7VzjXk13IBEkccijO7IJX8vTHpWraTNJqCREboQq5Zm47ZPvz2rkrU1Jq+514etKKfLqjvvD3iS80e8hlS7MUq4IdGw2ccEHsa+ofhJ+1lc6bHHp3irztVg3bUvUwZox6MD9788+5r4r1HVo7NTLI6pFGpOeATzyTmr+kavHa3iS/vpPOXAljVgnUkHA+Un34znqamnWr4WXusdWjhsZBKa/zXzP078c+FfDnx++Gt1py3UV3Y3ib7W9h+Y28wB2uPQgnBU4OCQetfmR4u8P678L9e1Hw/r0bWl1AyrM2WwwGdrLkYYEbSGHP17eyfCH4xat4F1mC50673W8zBJ7SQkpNz0I9cZweo/Ovq74rfCfQ/2kvAOmX8MwsdQaJbiwvim/ZuHMci/wAS54I7EZHcH24VYZhC8dJo+dq4eWWSUZu9OWz7M/Lk6eUdtxDxkqRzww45HXPB/wAio7y4jmj27WYqRG0hG3tgH8PmP4fl6J8RPg1rvgrxC3h7V7U6XfrIZY7hcm3mQEYlVjgbeT0wRjBGeK4fUtITVLVZNgt70qImaPG1jn73HXkfXk981zxi4u0i5Nbo9C+FVvdeHdaxC/n21y3koBnCYOQU9iMHpkEdO9er3kLR7mkmZhvJMkuCioRyO3pXh/wW8QTp4qj8PvJtnldVTd1yGB4PocH9K998ZWp0mxuLyZvNt/KaQbTnOOoHueP0raML3keZVdpcpN8BtebXvjPoen2Q3PHeCR9vGEQF2J9OFIr70vtTs9LjR7y7gtEdtitPIqBm9Bk8mvzj/wCCbdrqnij40eNPEt1Ex0jS7SS2ikYAbJ5ZF2r9fLjkz9fevmb9r/4val8R/jz4qu/7bk1HS7S/mtdNCyHyo7dH2oEHQA4zx1JJrtw0PY0rvqzGtT9tVtfRI/ZPV/iz4L0G8ktNQ8VaPaXcYUvBJexh0B6FlzkZ966DT9SsNesUurG6gv7OQfLNBIJEb8RxX4v/AAbtb7TYLcTyAandxu4t5G/eeWj85BPX5xz7ivYvh9qWs6H4inube+u7RhOzpLBIU2sDtI4PHTn1Jz61ft2ntoN4GNlaep9g/FT9jXw14tkl1Hwz5Xh3VWZneLZutZiR0K/wc/3eOvHNeAX37GvxLjupIYbC3kjV+LiG8hVSN24EbiG745HatVvjB4y0kxxJ4u1SBpMgGa48/wBs/OGI/wAa+kP2bfiBq/jTQ9TttauXvbmxePbcSKA7K4PDYAyQUPPv1rJSpVZ8trM6qkMThaPtJSUo/ifPPhf9jn4g/wBsLdXC6Xo7KwYy/aAQRwCu1FYsMAdSO/XJNfWfw1+Fmm/DqxJiVbjU5VxPeEHLc/dUHoOn1xzXbUV2Rpxi79Tx6uInVVnsFFFFaHKfhj8BL54fiz4RWVHjkHiDTchxjjz1xx/nrX6vftj+J5fDfwP1GOCVopdSuIrLKNhtpJdx+KoQfYmvx0+A/iK5vPih4Xlubqa5mbX9NYtKxY/8fCjOSevT8hX7A/tseEZ/FXwJ1CW1n8mbS7u3vtpPEihwjqf+AufyrbGNypaef6G+DSVaHNtdH5uLLNp2nBzJHLdS7iJnOI25+XGM8Y4q601xZQrI8fO4sWA2qODweeOB+vSm6xpvnBMiNIomV1B6ZAI/Af8A1qbJKQyPPukC8LjqDjk88Hj+fvXyL0R+gWux8M0rK7tGVjGMbR1AHUDjiqNxMsaoGvIoEZwke5trsx6jnocirzXsE1uctJJtHH+1njBNeE/HCC6vdStolils9PgQSIz8KXycnj1/p9a1oxVTRs4MVJ4dXtc9Vl0xoriW6ijV7mTau5uMkYBycde/vWXZtqunsjTSfb1yxYRIN6ZOVwON3YH+dc98NfFE7aDqi30slysbqqyXEm4qCMEDPbj8c+1Z1x4nurcRwafzbrxubnjpjmnUSWmjY6Lcve1StfT9Tobfxd5d/JNqkLQTRhkLOVIUHHyhQOp5H6fX0vwxeG6tIJliDLIhdVBIG3jbxnjjmvEvDOiSeJtSZbsXAhVcxR/dErbsHJIPA/ya9t02xl03ZDE3+jopRFA+ZQcc7iefX3rhr01U9076FR0rS3Oh0PVEGtIDEwVGwxzxk+n419U/AH9ozSfCsbeG/FWpiysGYHT7qUZSNiSWjJGeCTkE8Dn1FfI8qsk0FwmFeMjzNx7AHknP0/Ss/wAVs10lmI2b7NDIWdN24ng579Bz+VZ4OU8LK+z/ADRvjY08bFLeP5M/VfxL4O8N/FPw5HBqMFrrOmy/vYZ43DAHoHjdeh9wf0r42+OP7HXirR9QbUPB0P8AwkWlmLy/s+5VuYlVeNykqJOe689ttch+zd8dNU+HtvZ3Wn3f9p6JJ8s9lvLI6j+If3WAHB/P0r798LeO9E8faTHf6Lex3EbKC8OQJYSezrng/oe2RX0tGtSxytJWkj5HEYetl8lyvmg9n0Pxj1jwn4p8I+MnN7ZXlhc2cqSQWbI0E8Lgg8BlGBjPBNfW/g241r4yaDp9lbR/adUu3EBCkbIsA5c+yjBOfT1r78Kq33lDfUVmaN4R0Hw7dT3OlaJp2mXNx/rprO0jieTnPzFQCefWuj6nqve0OGWI5ltqfJ37XHxE0b9kn4F2fgH4f28ekaxrSOsbxpudYeBPO7MDukbIXJyeSRjaK/LzQbyzh1lLi8tHvVVG2wsuRuA4JHdR1P0r9NP+Cn3gNtZ8A+FPFMdvHIuk30lpcvg+YscygqQfQPGB/wAD+tfl3Mtwt3H9nOyXdy3p/kU6+kkuhvR/h3W56/8ACi8vPGHxXn1ueQtBZjYp3EKqnIQdDgcFsepzX1/aC3jheWSPeQpeOQYHJ69up4r5N/Zk1G3kXU7ZlK3UVyk7ygZBXaQPYYI/8er6Jm1JNUsJ4LVWjgVkVWkcKCCBvK47545615MqzjU5Dv8AZv2fOjob7Sxql9ZEr5c0bAhyeCDzj8x/OvtX4F+D18J+A7V3VPtmoYu5nXuCo2D/AL5wcdiTXwzZay/9v2pjzKiS+W3z8JgcdB15BwcYr7++FeqNrHw/0W4cPvEHlHeuCdhK5+nFduGau+552MqSnSjrodXRRRXeeOFFFFAH89nwX1OTUPiR4fujHbQf8TrTzsgjWMAidOgHOK/b79qKG+uPgP4tSwgFxILZZJV9IVdWkYfRVJ/Cvww+El9bSeNdLuLayNmianYEKJC65EyZ5Pqcn8cV/QH8QWt18A+JWvVd7QaZcmZYwCxTym3AA98ZrWuuala/c0oy5JxlbZo/JKe8ikJjLM5ePOWHByOMY+o/Oss3TL5Yyzc7SqjJI+vYVXt1kstQeGNCbbqDxx7e3GK1Z9i7PLj8tSoyGPIx718ZKXRH6Oor4pFRppd5jePyIxyVb0+v41jaldW2uWS201st1AeCr5+XPU5B54rZn1a2k86XzVlUHymC4LcDnvXJW8y6j4ieH/j2sY4RINgwZCXOM+nQ8Cim3G7ZhWSnaC1OU1bQR4Zu737CsxtbpI32f8s4jnn6ZBH5UeD1s7zXoEmZSsQZiNvGVBP9K6jxwqQ+H57dPkRl3Bs9WJ6H8Tx9K57wlpMljqX2lpJLd7j91DFsLnaVPmSFRyVUZPvWsZe0962rIlF0UoJ+6jXsfET6PHPMm0XF4QwQY+RRwqgfQDNdloXiGLxVai3F3NY3sOPMKplXXp16ZrnvFmtW3hWzOiWt1b6hP5ZhvI4JPtFt5mCC4YnKyBix+X5Tlcfcyd3wTpsel6TH5ijzLgGSQ/3D2X6gA/jmssRD2UtHqbUZqpT1Xodpb2ohjZN7ucY3E5Y/WmafpaW8UkLlzDPnK/xAt1I9PwrFkvJIyu12Cbsjn73B4+lXo9cE1wI2kwUQB4UYEjPQ/wA/yrFy548rFBck+aJ0Wg6Lb6DZi1tF2W6glURQuCeT065OT+ddN4Z8WX/hjVIbvTLme1uo3ykkRwRzg59R6g9s1y0F9E4wgJyPm3A1ZjvYdyZKQ/OI1OeDlT09+DXPT54PnvqdtScJrktofenwT+ONj8StPWzvZIrPxDCP3ltnaJQP40z+o7fSvVc1+ZFrf3OiyR6lC7obdvMDQnD4A5wc/Lg4Of8AZr7e/Z9+Kx+I3hbyNQnD63ZfLKG4aWM/dk+vY+4z3r63AZgsR+6qfF+Z8nmOXKivbUdY9fL/AIB0vxn0OHxL8JPGemT263SXGkXSrEyb/n8pipA9QwBGOcgV+F+r2Fyyu627+Yu5pVX2bb07cCv3/lXfGy8HcCORkV+G103/AAjvjTVILtlWOJpIJk4GNjZyM/Qfn9a7MZok0cWDfuyRN8Dbd5E1a403VIUBVRc6fMgLSKD8pz16nHHHXOOK+kfhH8TdD8RX2qaTe6elvqFjKtrcyRsBBJMw3ZU5yDlSDn0HOTivheC+jt/GRks5xYot0hV94wqlh17Ef4V7B4FWa3vpYpYVZ7+5xdTHPl+eCzKynGVfDLzjHTuK8WpTj8T3PQhKU0ktj6j8a3Mej2dtPZQfbIHkZrtLccIML6YPT+VfSP7MPxmF1qMXhm9nQWt0heyaSTBVx/AMnofT1HvXyK3ieS78K3mm3RjRnKrBe8Hc/XHXPPTnoCKufD28uNWsZ3+W11K0kXyFJBJUHGQwPO/AYYPQitKcvZtSRz16SnFxejP1Poryn4A/E6bx1oM2n6if+JrpqorOwIM0ZGFcgnrkEH8D3r1avZ3PnnpoFFFFAj+cf4a/YrPxRZvZXM9wqXdo2ZoRH0nT0Y1/RdqWnwavpl1Y3Kb7a6heGVfVWUgj8ia/nN8Bwx6Tq2Rd2t3h7eUeQSek6dyBjp0+lf0dHtXRNe5Fev6AfkD8TPC//CE+PfEOih7h/wCzrya2WRkCtsRyFkI9wFPHHNQ6dfW19p7yQvDcyMhQqgB2kdeO1fTn/BQvwU1jrWi+Lba3Cx3Vq9ncyIgGZEOULHH3irY5zkJ7V8a+D7cG1ubpCrRxkLwDw57t3Y8fhkV8bWpeyqSXY/QaGIWIowb67/I1n0+2VZ7plh+zFVyJMKeBy3fHGfzrmNNWbULm5uVXbYtkn5uQgBK446Y/z3rXjvy9nq0V0Wfa7bcAglD2HPA445qPSVtdc0sSoShw0LKj425PYD2/CspO0W2Efi0Zjf2IfEywsSsWmLghV4Z/T6Ef1p2px3eirIun2Ekt2rOY5lj+fBA8srKOQFIHyHqQMZ3HHWpCvlmCJdsS/wAOTx3qKSZY42+fc6hQQDkk/wC72qadaVN8yHKmqujOI8L+Bwky3esMBeBt6RbsDdnILduvauzGpKpMaRecofZ12gnvjjn/AOtUkipDGryx/McHpjHH8/rUkLZijkhjDvnG3B/z/SsZVG9WdUaKtuZc2ryRyP8AabGQL90hMMAM9T3/AEpYbrT3vJU6u6LGpGSSoyQPoN34ZrVaNfs4cgxsPlKNy2OprNXT7TUpNzOI5Np8mYDaxB6jP4D86IWkwnHlWh1OnTD7LFtLPJjBUN79vbBqcP5lwkjYJTkxlevHUfif0rAsbW5jt42WVlcLnY2Pm478Vs2sKNgMx3MvzKOp6np/9epnUglYVOjUve50X9oR3GnywTAN5gaNo93Y8EGvWvgDqk+m/E3w+bWRmlknWCVVBAaN+G+oAJPtivDo7GCGB7lYmlu/uBYnIDKDjnOccYP4V9Kfss/DW71TxdB4i2tDp2mu2ZmH+tl2kBF/Bsk+gHrUYSDqYmHs73uv+CbYup7LDT9pa1n/AMA+xLu5jtLeSeZxHFGpd3boqgZJ/Kvwv/aU8RWfjL4seJddskaO31C+nuY41XaApdioOO+0jPvmv1R/bg+JU3w7+Bt6tpJ5V3rNwmmK+4hlRwzSEeuVUrz/AH6/Je6J1y3vZC7FVRykS4JkcAYJHoefbjHevu8VO1onw+Gp/u3J7s8xvNNaC7VVi80DDbR/EMZr6a+Hes6FeWCSWU6yWzBGkE4O6OYIoJIyMYyemeF/E+f/AAXvtEj1q6k1axMhuI2itx5gVfMCnI+6eDkf4+voug+FbbTRdwWkMZfUGEk+I8xod2QijGQQOMg89ea8ud3ud9F8j91XOn8T/YLTQW/0xomtSJkEcoZnmALKB/tMPX5ayPB2o+JJtFgKWzW8+A0wj58nDIiMoGQBglvTLY61heLtJ8jT4NbS3mtXicKqxncj87e4BwT+GTXe/sq2Gs6x4g13ZPFZRy4t3QNl4yoIDRn32yDB4796UEo9DKvJz1vY+sfgn43m8K+Kk1AhjDNbo08bYG9G+926gjP1HvX2bYX0Op2MF3bOJbedBJG47qRkV+eureLIdB8QWSWokEiRPHNbyfMQQQMg45JzjHua+rP2b/HU3ibRZ7JxGYLdFmhMY4VX5Kg+meR35NdFCXJ+7ZwYqn7SPto/M9moooruPLP5r/BtvNZ3Fy0kQA2RP5gOcfvEIHBwM9fXiv6S1YPDGw7qDX81HhjfZPd+dFJE0lsGUuMArvU5AI5zjr7V/SXpd0s+kWUgOQ8CN+aiuiWsEI4343fDaP4tfDfVPDxl+z3UgE1rN2SZOUz7HkH2Jr8u7ixvPBjX2g6lpjRalDNIZbZk29Bghj2OQ36V+vTMOxr53/aM/Zpb4kXEmu+HEt49dmCxXcU77EnQDaGBxwwH5geo58jG4V1F7SC1R7eX4uNK9Ko/df5n506la3TWttewR5kjH7y3TIARugGT1A/Oq+mraWNxM9tuWMrh4cYJbsQPUf1r33Xv2R/ilp8a2dv4Y+2wsdpliu4HUKBgEAtnsMZFa3gX9iH4ia0039r2um6BAoyjX0olkcknI2xlvzOPxry4YapPRxZ7FXGUYtcs0z5s/tK91Cb7PZWLBc8zSDBHH90dana6dZjbzIsc8g2l1xuboMj86+pvH37BPijQrOwk8K3sPiCRjm6g+S1MbZP3N7YKEdec5ycc8Hgv9g7xZrTRnxFe23huCF8/Ky3UzjngBG24+rZ9qp4KrfkUf69SI4+jFc/N/XofLs14Zt8UiSkRqA25csxHt+XIz36U7SdVhgmWC4UwBjjdgbfQEtnjP8xz2z9vw/8ABPrQUuUkm8X6nKgb5kW3jXcuc4BOcH35+ldt4m/Ym+FniLwvLpEejzaXLIgU6laXL/aTgYOWYsCD3GMfTAxccpnJPm0CWdU01bU/OzwvcahqlrLdarZiEl2jjXJO5c8HHrgDp706bR5WcGCYNMpQASjGY9wyNw65AP6DjrX2J4g/YPu9ItrKHwp4iW/hh+Qw618jhQAFxJGhyfqo6DntXDax+xf8S9HsYbq2g0zWm2Ms1rZ3u2XjgECRFU8D+936Vg8FWot+5f0NVmFCtZOpb1Pmi/1a6tbuWH7JNKoZfLe3OMbWLYI+mAfxrrbESyKPMjbzMMVdOAM9vXOK1tc+GviDw/qlxBq/h/UdJu3C5EkDYYDvkZDcEDj25r3v9nL9mO48Y41bxVaz2Wgp/qoHQwy3bfzVB69+g744HhalapyU42Z6P16lQpc9SV/S2voTfAD9mVvGkNp4m1/91ojk+TZgESXSg4yf7qZBGepGemQa+xLHSoNLtY7aztorW3jGEhgQIij0AHAq7pml2ukafbWNlAttaW8axRQxjCooGAB+FXNgr7LCYenhIcsVr1Z8TisZUxU+aW3RH52f8FRvGD20/hTw9JHMlrHby38kgX5X3OEwD6qI2/77FfHXg/w/De6PcyRSeVayKqtLtwFBz/L1x29q/Y74wfs5+BPjpJp8ni/SpL2fT1dLeaG5khZVfG4HaQGHHcHHbqa4rS/2EfhFpFgbK20a9S3K7dv9oSjgkkjg8jk9azxFOdWXMjehjKdOCjJP+vmfmp4R8J6V4bkg0xYFuXj+drzIO0sOo9TyB2612sejXF7MDHL5QEhZ5+CApx0HPX29+ma+8j+wT8Ko7cw2ltq1gvQNDqDOQMg4HmBuOBV63/Yk8AW7bhda23TAa5iIGOgH7quZ0amyNljKG+p+dwuNSs7j7CY0WxWTbDn5jgbeOOvOeemCOBXPaLat4B1611XSr24v5o5UaZV+YyM27cvTCqpHr2r9Mrz9h/4dXpUs+sIyv5isl0mQ3cjMfFc/f/8ABPX4fXkjNHrHiCAHGFE0Bxjt/qumOD/OodGqUsVQerv9x8gWPi298XeIJ7q8KQqxKpJvBCEDKgt1IwM4Hp7Yr2T9nn49P8O/EYt9WFtLp9zi2Y2+4tjOd644I9Onfp29z0P9h/wToqxI2oapcxxnOHdMtznk7T78jFeiWv7O/wAOLORJIvCVgHTG1m3sRj6tRGjVTvpcdTF4eUVBptdjudH1i01/S7bULCYT2lwgeORe4/xopdJ0ey0GxjstPtY7O1jzthhXaoycmivRV7a7nhStd8ux/M3NcXy3bWb3srBWEA8yUhdoJABycAD8hXft8ZvEOh3U9tDrmteXF8sRt9bnC44x0b0/I8UUV0RlKKumSXZf2hfGenzhV8W+KI1MYb9z4inbBK5xw5HX8cdu1aK/tKfEWxsLW8bxx41iiuGZVMXiefgAgZxuznrwQO3rRRVe0lrqF2WYP2qPik2n3F7F8RfHSwwuF/5Gaboe+Cc8ZXoP4quaX+118VrqSUQfEnx06QwtM5bXXOAq5PXtniiij2krrULlrT/2z/izfXltbW3xJ8avJKcbf7R3kHP+7zxzTpP24fi9atJFJ8SfFqTRvsaNrqNumQc/L2IooqfaSte4F6//AG3PjFo9w1vd/EbxZBOED7JTEDyAcYKe5/KiT9un4yWq2zSfEfxNEk67laSKHGM9eU54wePWiim6ktdRE8f7dnxq/s03/wDwsPxGLZZRCJTa25QtgkjdsxkDHGc8irNt+3l8aLmO4e3+I/iGZbePzXZbC2YKOOv7vjvyeOKKKPaS7jEsf2/vjTfXMEEHxJ1ySSTqq6dasV65OBHk4Azx2pf+HhPxnQsrfEjWllVtvlnTbPdnnP8AB2/rRRR7SVgLNz/wUE+M1lNJDL8SNaSaNQSkml2inJxxgpxwe/pUs3/BQD42Wa2puPiLrMCXCB1aTSrQDaT1/wBXyMYPGeCKKKr2khCf8PAPjaNP+2v8QtbW2aQRLJ/ZdptY4JOG2Y4x0znmpbb9vz41Xy3JtviLrtwLeLzpDHplqQFBGScR8AZzk4HFFFPnYBp/7fvxo1K8t7aD4i67NLL/AAx6dasV654EeTgDPGeKIf8AgoD8YZJRE3xE15py4jEK2druYnjH3Oucce9FFVzuxN3cfqX7eXxh06+ubW4+IniGKWE42tb26k9McFMjg55pZf25vi9avbC7+IniaETRCYZjhX5TnaR8nIIwcj1ooq+Z6iuySb9tP4wR6TbajJ4+8VC0uJGjjk3RKGK4zghcev5UsH7ZPxYurO9vU+IPi2SztSoaZblFGWYAD7vGev8A+uiitFJ3RN2O0/8Aa++J+t3gt7X4g+MZJGQtgagFOQucdPXiiiitoO61Jcmmf//Z) | ASR 13 x0493 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x0502 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x0504 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x0499 0408 Tegl
Må være yngre indblanding. |
![](/grafik/intetbillede.jpg) | ASR 13 x0517 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 13 x0520 0408 Tegl
tegl |
![](/grafik/intetbillede.jpg) | ASR 13 x0522 0408 Tegl
tegl |
![](/grafik/intetbillede.jpg) | ESM 2712 x001 0408 Tegl
1 fragment af tegl tagsten |
![](/grafik/intetbillede.jpg) | SJM 200 x056 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 200 x044 0408 Tegl
1 teglfragment |
![](/grafik/intetbillede.jpg) | SJM 348 x080 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x194 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x180 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x200 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x183 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x084 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x152 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x098 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x100 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x169 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x170 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x161 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x179 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x143 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x262 0408 Tegl
Intrusive |
![](/grafik/intetbillede.jpg) | SJM 348 x298 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x301 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x309 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x167 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x177 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x166 0408 Tegl
Intrusivt |
![](/grafik/intetbillede.jpg) | SJM 348 x091 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x151 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x103 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x212 0408 Tegl
Intrusivt |
![](/grafik/intetbillede.jpg) | SJM 348 x220 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x219 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x216 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x221 0408 Tegl
Intrusive |
![](/grafik/intetbillede.jpg) | SJM 348 x231 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x233 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x264 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x263 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x249 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x346 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x236 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x217 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x109 0408 Tegl
Intrusivt. |
![](/grafik/intetbillede.jpg) | SJM 348 x108 0408 Tegl
Intrusivt. |
![](/grafik/intetbillede.jpg) | SJM 348 x247 0408 Tegl
Intrusive |
![](/grafik/intetbillede.jpg) | SJM 424 x08 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 152 x002 0408 Tegl
Fragment af tagsten |
![](/grafik/intetbillede.jpg) | ASR 152 x003 0408 Tegl
Teglstump |
![](/grafik/intetbillede.jpg) | SJM 311 x084 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ESM 1910 x021 0408 Tegl
1 stykke tegl |
![](/grafik/intetbillede.jpg) | ASR 13 x3388 0408 Tegl
24 fragmenter af munkesten |
![](/grafik/intetbillede.jpg) | SJM 348 x721 0408 Tegl
Keramik |
![](/grafik/intetbillede.jpg) | SJM 348 x657 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | SJM 348 x658 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x661 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 348 x737 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 348 x802 0408 Tegl
Fragmenter af lerflise |
![](/grafik/intetbillede.jpg) | SJM 431 x021 0408 Tegl
Fragmenter af små fliser og tagsten. Et enkelt fragment har ret af glasur + rest af et lille hul. |
![](/grafik/intetbillede.jpg) | SJM 431 x021 0408 Tegl
Fragmenter af sandsynligvis munkesten. |
![](/grafik/intetbillede.jpg) | SJM 431 x021 0408 Tegl
Fragmenter af sandsynligvis munkesten. |
![](/grafik/intetbillede.jpg) | SJM 431 x025 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 431 x026 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 431 x031 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 431 x022 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 431 x034 0408 Tegl
Sintret på den ene plane side |
![](/grafik/intetbillede.jpg) | SJM 431 x034 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 431 x037 0408 Tegl
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![](/grafik/intetbillede.jpg) | SJM 431 x038 0408 Tegl
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![](/grafik/intetbillede.jpg) | SJM 431 x039 0408 Tegl
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![](/grafik/intetbillede.jpg) | SJM 431 x043 0408 Tegl
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![](/grafik/intetbillede.jpg) | SJM 311 x212 0408 Tegl
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) | ASR 1200 x0028 0408 Tegl
Moppefragment |
![](/grafik/intetbillede.jpg) | SJM 799 x0162 0408 Tegl
Fragment af fejlbrændt munkesten. Partielt forglasset yderside. |
![](/grafik/intetbillede.jpg) | ASR 1925 x226 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1925 x223 0408 Tegl
Teglfragmenter.
Seks mindre sekundært brændt. Det ene, store stykke har let buet flade på den ene side. |
![](/grafik/intetbillede.jpg) | ASR 1925 x222 0408 Tegl
Fragment af kant. Glaseret med lys hvidgrøn glasur på to sider. |
![](/grafik/intetbillede.jpg) | ASR 1925 x222 0408 Tegl
Tegl
Småstumper |
![](/grafik/intetbillede.jpg) | ASR 1925 x221 0408 Tegl
Små stumper |
![](/grafik/intetbillede.jpg) | ASR 1925 x210 0408 Tegl
Teglbrokker |
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) | SJM 799 x0151 0408 Tegl
Lille fragment. |
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) | ASR 1925 x195 0408 Tegl
En hel moppe eller mursten.
Mål: 22 x 11 x x4,5 cm. |
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) | ASR 1925 x195 0408 Tegl
Fragment af moppe.
Længde: ca. 12 cm.
Bredde: 8,5 cm.
Tykkelse: 3,6 cm. |
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) | ASR 1925 x162 0408 Tegl
En halv moppe.
Mål: 10 x 10 x 3,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 1925 x125 0408 Tegl
Teglstykker |
![](/grafik/intetbillede.jpg) | SJM 952 x052 0408 Tegl
Småfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 1925 x276 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1843 x252 0408 Tegl
Teglbrokker |
![](/grafik/intetbillede.jpg) | ASR 1843 x253 0408 Tegl
Tegl
Småstykker |
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) | ASR 1445 X1057 0408 Tegl
Teglfragment
Med mørkegrøn glasur |
![](/grafik/intetbillede.jpg) | ASR 1445 X0103 0408 Tegl
Teglstensfragment
Klægler? |
![](/grafik/intetbillede.jpg) | VKH 953 x0480 0408 Tegl
Tagtegl |
![](/grafik/intetbillede.jpg) | ASR 1843 x252 0408 Tegl
Tegl
Småstumper |
![](/grafik/intetbillede.jpg) | ASR 1843 x251 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1843 x250 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1843 x243 0408 Tegl
3 teglbrokker. |
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) | ASR 1843 x242 0408 Tegl
3/4 af en munkesten, 8 x 12 x 21 cm (nuværende længde) cm, hvor der i det der har vendt udad og ligget som en løber er udhugget to skrå tre cm bred spor efter brændingen. Enten af dekorative hensyn eller som et tagspor ell. lign. |
![](/grafik/intetbillede.jpg) | ASR 1843 x242 0408 Tegl
Tegl
To munkestensbrokker, den ene med endemålet 7,5 x12,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 1301 x156 0408 Tegl
1 stk. tegl |
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) | ASR 1108 x051 0408 Tegl
Grønglaseret tegsten. |
![](/grafik/intetbillede.jpg) | ESM 0563 x112 0408 Tegl
groft formet, håndformet?, teglsten. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0111 0408 Tegl
Småfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 1843 x237 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1843 x229 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1843 x227 0408 Tegl
Tegl
Småstumper |
![](/grafik/intetbillede.jpg) | ASR 1843 x222 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1843 x209 0408 Tegl
Teglstumper
Fundet i toppen af laget, måske udlagt som belægning. De fleste af teglstykkerne er gullige. |
![](/grafik/intetbillede.jpg) | VKH 953 x0008 0408 Tegl
Munkesten |
![](/grafik/intetbillede.jpg) | ESM 1918 x69 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ESM 1918 x67 0408 Tegl
Tegl. To mindre stumper |
![](/grafik/intetbillede.jpg) | ESM 1421 x0483 0408 Tegl
7 stk tegl |
![](/grafik/intetbillede.jpg) | SJM 1160 x0185 0408 Tegl
Småfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 1843 x194 0408 Tegl
1/3 af en munkesten, mål 13 x 8½ x ? cm. |
![](/grafik/intetbillede.jpg) | ASR 1843 x192 0408 Tegl
Tegl brokke |
![](/grafik/intetbillede.jpg) | ASR 1843 x165 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1730 x22 0408 Tegl
Stump |
![](/grafik/intetbillede.jpg) | SJM 952 x058 0408 Tegl
Småfragmenter. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0212 0408 Tegl
En samling teglbrokker og -stykker. |
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) | ASR 1301 x154 0408 Tegl
1 stk. tegl m.glasur på én side = sintring fra brændingen. |
![](/grafik/intetbillede.jpg) | ASR 1301 x150 0408 Tegl
4 stk. brændt ler (heraf 3 tegl?) |
![](/grafik/intetbillede.jpg) | ASR 571 x386 0408 Tegl
1 fragment af tegl. |
![](/grafik/intetbillede.jpg) | VKH 953 x0008ab 0408 Tegl
Tagtegl |
![](/grafik/intetbillede.jpg) | VKH 953 x0008bb 0408 Tegl
Tagtegl |
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) | ASR 1727 x075 0408 Tegl
Munkesten, hel |
![](/grafik/intetbillede.jpg) | ASR 1700 x103 0408 Tegl
Stump |
![](/grafik/intetbillede.jpg) | ASR 1730 x92 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1843 x161 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1843 x158 0408 Tegl
Teglbrok |
![](/grafik/intetbillede.jpg) | ASR 1843 x149 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1843 x120 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1843 x093 0408 Tegl
Tegl |
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) | ASR 1843 x073 0408 Tegl
Teglstump
Ældste forekomst af tegl i felt M15 |
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) | ASR 1843 x053 0408 Tegl
Hel munkesten af grågullig tegl. Mål 27,5 x 13,5 x 8,5-9 cm. |
![](/grafik/intetbillede.jpg) | ASR 1843 x051 0408 Tegl
Teglbrok |
![](/grafik/intetbillede.jpg) | ASR 1843 x044 0408 Tegl
Tegl |
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HI8w/MRgcD8OvNc7rmp3NvaSwLNtaYq1wAu4sg+7g46EkHj2p1LRRthk51EvMPgr4VPjLxlYhomjtIo1vLnb8yEggMpOepJAx2wfSvsJeleYfs96PZ2HgNL63jVZb+Z5ZXUYJ+Yjn8cn6k16eK9LCUlTpp9XqZ5jXdas10joOz8tNzSdqQ12nlnwx/wViJX4T+F2U4K6m2T6fumH8yKKi/4K0TKnwm8KRkcyasRu9hExx/L8qKAPugmms1ITTd1ABSUm6kzQAGkopDQBwfx60u41j4N+L7a1YLcHTpZEzz9wb8fktfltpo8yeWQghmctxjcex4/Gv19vrSLULOe1nQSQTRtFIjdGVhgg/ga/Knx/wCAbj4WeOtR8P3qCO4tpP3bKfvxnJV1PfcDn6/SuSutmd2He6KVjFH9unlLFWbo3vj/APXXEy6CJdWt52c+Yx3uu45JJPb6muwt5vsscZkTLltp5z05P6cVz7THUda89I/LtQGVycDGGAxn6Zrik7bHpwinox9nYxWeqmZN5m2bAmMrtBHJrasIWabdEhmLORKGUOCMcY5GOpGf8KoG1ihsixlxI5RQgkK7VHJ+vOfzptr4lttLMjiYwdEWRPvA5569T7fhXM/eeh3/AAJI9D0DVFhutMtrhfOsftKo6yA5XLbdpHHQYI47GvVILCLTH8ohWZcMyugBU+h9COleK+GdUt9S1ZIl1CGOeQbxJIGyY1yM8ckj05616vrOtI1ublSvmSRhIrVmAZyOMEcHGM8/hXNKKi/M5cRJzki7HBNJcRJtUhWczbDyBkBcZ7DDfTitHxfaSw2tpJp6yzTMplCxDce3yl+nPBHT/HnvBf27VXkZ22jlTuVTInPIJBz/ABfrWhqXi200/XrLw7czS/bZoWuIx5TbRGGwBv6Z9uvStI6JrqcUr3Oo0vVbiTSoo5oTEWO4eZghWwOPr+XNTpqETSpb3Ftlyx2yqSck4571lhpZIosSvJBvO35ATu5J9PWuitfDcMirPMx3RpkLuKhu/Q4p+0UVdijC71Oij1S01DRGsriSGJmVgLaJAo2bcYHPI3Y7d88YrmrrRVOkxeRmVtixosP3nXIIBA44x3+vpWjFDFd30t15PHlqqGP+4c5zz71ctJFkZlV22sOCvy8jH+c1lKtzGsKfs5XR7f8ABFg3w10rCMmDKPmGM/vX5rvK8c/Zv8SXeq6Hq+nXkeyWwus49N+TgD0yCfxNew56V9HQalSi12PLxUXGtK/f89R9NpM0Zrc5j4N/4K2SY+F/g5cA7tVfj6RNRTf+Ctu7/hWPg4qRj+1Hz6/6o0U0B92UlIW96bz2pAOzSUnI+lBoAWm0n1oNACE14v8AtCfs62Xxkht9RtJ49P8AEdmmyG4kXMcyZyEfHIwejDpk8GvZ6QiplFSVmXGTg+aJ+VnxF+G3ij4Z3WzxFpN1ZsZ5GjlcK8MgI/hZThsZA45GQDivOIPFazXUtsluRPvyHUAhxjkexPNfrn8QPh/o3xK8N3Gia5bC4tJfmVgcNE4zh1PYivzQ+OP7PmrfBHXvJu0N1pMjs9hfRqRHKMcKf7rgnkH8CRzXBUo8mu6PXo4j2i5XozkryziukSRruOLDAfN0I28D/H8a526083lwkbzW2xgVTOdrnoQMd+hwTVyO7S6tZbWRIpLhj+7kf7oYZ474xn/OaxrOG/uJIyjQyyQPtUZyhIbg4GOen5dq5kup2t7I6PRdBEd9a2ius9ts2MfMAdeMk7cZx9PWvWvCui3HnSzP5moX7OSvl5zIg4zg9xz3HXmvLfCc32dPtrJmVTukjOBvwQWIHvzx7V7r8L5bW6sLu8n+2edbzNBF9mPylNoPb/rpjH+FclaXKrmiuo8xvxLe+DLN7izvYX1O4GFVBny2wOueGHy54rQvbu6vI0lksTAzRIZTG25jyDjcc8ZPQ/pUIudK0+6MYsbiWdQrNHKD83+Pp+NXpLm71CxeX7OLePlDsA3EelcSqyvtYx5Fq92WvCUY1BXvHhUBDuBw2AQe47cZrtZrpLiFJE8t4lO35SM4x1znGK4Xw/eXNlpi21y0cVl8wZrg/Myn298n8q6bSdWsY9Pjk81DEx+TeCpPOB1rCrJ3uHxGzYxx28LwI+8DIYN1XPJAqpDNHa3gk3yIEVgQT8mc53H/AD3NY818dMkngsY2kmZvObJyAScc/wCe1Urt7lLHNx5SLIoaTc+0xd8D17/StKfN1Jb0PVf2ffFiXXjbxDpsS4gliWYFvvbkIXH4h8++M19Ag8V+fvhfxRf+H/Fr3enu9uFAkS481FYqRggDqcdCDivurwhrjeJPDOmam6CNrqBZSo6AkV9LhJ+77PscGNpfDWWz0+ZsZ4oNNpC1egeWfBP/AAVym2fDXwYgJ+bU5M8/9MjRSf8ABW5h/wAK18G5xu/tKTkjOP3X/wCqigD7xpPpS0fhQAlJS0n40wCms1N5Y+3aloARuaKWm0wEaua8feAdI+JHhm60TWbZbi1mGVOPmicD5XU9iP8AEdDXS800/SloxptO6Pyc+KXwb1L4U+K9R07Uo5mMMhmguCMCePPyuuOoPHHrkHpiuf8ADd1Eq3MTeWFkLOpXHU9a/Rr9rH4djx18J7+5gtxPqWj/AOnQjuyKP3iZ9CuTj1UV+ZkOLDVBdeaTDHl1wcKVIPX8/wBK8mtTcJW6Hv4esqkb9Sxa3X/COq6S/PvUlWUHHcZP+NewfA3Urq+bVX0gLFOzrmEKAHiAxvHOD1wfwr588Xa7Z21yLGe43JcL5itHzg/7WOelP8O+Nr/w/cLf6dNJbrAMG4U5G0ggqd3UY7GuadNyj6nQ539y59qyWN5Yzyaje3MCo3DNnLYx04/Gs1dWlnvFjaZRBkALGvDnPHOen096+cNU/as8SxwyxR6fZTs3yJNJA43sBwdobAxgc9OD715v4u+O3inx5pjWrvb6cVYho7NTHuXGM8knHHY/zrmp4SW8jOVS3uo+zvEXiTwvZ6u0Fzq9grRw7pI2nVXzyvGTgfTGasRfGTwFoentnXbK4eIkked5pDe2Ov0FfCNn4Wnjto76ZZLveAZLmNy4Ax16H8fT2761r4ehs7HbdNsGNzNtxs3YwDgcDrzxW0sPB9QjTlbVn15qX7TXguGNpLS7ku5VbLSWy5jwOck5yDgnr3rlG/aP8P69rQgZryFd7R/aEy37s5yfuqR74z9a+dbXw6dSsbp7YYTb5e2MAsWBIGR3zx65r2P4Cfso/EPxpr0dzL4baDTn+UX2pK0EKKV++Mrl+OPl5BPpVRw8Wmo6sqShBLn0R9EfBv4Xy/F3XoxBdz2+haWVF1OSMzLuJAQ4JDMPXoPfFfbuj6XbaHplpp9nH5VraxLFEmSSFAwOTya5L4OfDW3+E3w/0zw7BItxJbpunuFBHmyHq3JJx0HPYV2+Dwa9ahRVKOu54uJr+1lyx+Fbf5i0Yp6rQVrpOM+Av+CuDY+G/g0Zx/xMZT9f3Y4/Wiov+CupH/Cv/A64znUJz1/6ZiigD75oooqgENBAPal3UYoAZ0pP5U/rSbaAI8g9DSYqXaKTy6YEdNwfrU2yl8ugChfWUOo2c9pcRiW3njaKRG6MrDBH5GvzU/aN/ZP8UfDGO9vtPtpNf8LMzsk1nGzSWyE5xKoHH+9yPp0r9OfL/Cl8kMMHkVjOCnubUqsqT0Pw4e3juLlo4rdHcr8qqpZ5GHKoAR1ycc1dtPgj8UtakW20vwXrdxbfxGPT32hs85YgKeSf8K/Z+38B+HLPUDf2+gaXBfMcm5js41kP/Agua0JrMMc4qI0Ut2dEsU38KsfknoP7DnxevNXtruXw8NPE3yFri/h2x5PLMFYkD8MnjivpvwL/AME6/C0SJdeNNRudbvmHzW9k3kW69eM43N16/L9K+y/sPPSpY7PFWqUIu5nLE1JK2x8wn/gn38M/Ogezk1vTI4kK+TbXiFWY/wAZ3oxz9OOBXovgv9kf4YeEXMq+GYNYumTy3uNYH2lmH+6w2D8Fr2OO3xVpI8LVckb3SMXUm1ZyZyGi/CPwX4ev/t2l+E9F0677TWthFGw/JR6muuWPFSBcU5VpkXb3GeXTtucU7FLxQIQLQVqSkagD88v+CvX/ACJPgMf9P9x/6LWik/4K+ceDfAI7fbbn/wBASigD7+5706kHNLtNWAUH0ooC0WAMUuKVVpaAEC0bfSlpQKYCBaNtP20EUwG7aNop1AFKwCbaNo/Cn0lIBnlUCGpBT1FSAxVp4WngAUcUAJigCnUUgE20YpaWgBQKa3enZpjUAfnb/wAFfmH/AAiXw/z0+2XX/oCUVH/wWAuPL8L/AA+Ts13d5HbhI6KAPo2L9u74Fsuf+E+tOOxtbgf+06c37eHwK/6KBaf+Atx/8br8Vv8AhE9uk/bvt2P+JWuo7Nnrd/Z9mc/8Cz+HvWtefDr7LfTW51PcIrvU7Xd5X3vskIkDY3fx7sY7e9Vdiuj9j2/bu+Bm7A8f2h5x/wAetx/8bp0f7dfwOk5Xx9Zn621wP/adfjRD4A3LbltQ4lbTlx5fI+1IzZ6/w7ce+e1MbwSV02S4/tDaFtrqfb5fXyZAmOv8Wc+3vQF0ftB/w3V8DFYK3xAsc4/54Tkfn5dOf9uT4H7go8fWWT/07z9v+2dfjLa/DoXGpJa/2ntLX1tZ7/K/56wmTd17Yxj8arTeESumi7F+c/2Yuoldn966EGzOffdn8PegLo/Z7/hur4HbmH/CfWeVPP8Ao1x/8bp0P7dXwNZsDx/Z/jbXAH/ouvxruPh35N7Pb/2mS0V3qlpu8rGfscIlDY3fx5xjt71Fb/D8vNCn9p8ySaYg/dZ/4+49+ev8HT39qd2F0fs+/wC3R8DIeG+IFkOM/wCon/8AjdQt+3l8Cug+IFn1x/x7XH/xuvxgj8FEWMtx/aOSltdz7DH/AM8ZAmOvfOfb3q+vwxL6ktsdTIDX9vZh/K/56wmXd97tjGO+aLhdH7Hf8N1/A5lJHj20xjP/AB7XHT/v3Qv7d3wLBYHx9aDb1/0W4/8Ajdfi/H4Q/wCJSL0X+WbS11HZsx1u/s+zOf8AgWfwx3rRuvhv5OpXNourbvKu9VtS4ixn7FAsu7G7+POPb3pXYXR+yf8Aw3h8CdoP/CwLPp/z7XH/AMbp0f7dHwPuNxj8eWpCjJzbTj+cftX4zQ/DkPNCjam37yTSkyIun2yIyev8HT39qLzwKEs2kXUjsjs7u7C+X94wzGLHX+LGc9qA5kfsqv7dXwO6/wDCeWpGccW05/8AadIP2+PgQuN3j+2/Czuf/jdfjvD8LxJqkVp/a/Ml7FZbhF0D24m3Y3dumKyh4HB0Vb/+0MMdOiv/AC9nHz3Zt9uc9sbs/hjvRqHMj9ov+G9vgRyf+E+tcKMn/RLj/wCN1Gf2+vgRtU/8J9bkN0/0O5/+N1+Ol38Lxb3F5B/a2RBdaxb7vK6/YYVlDHn+POPbHem6f8MFvLy2gGqsomuNHg3+V0+3QmQnG7+DGPf2o1FzI/Yx/wBvz4EQ/e8fW59dtncn+UdIv/BQT4CZx/wn0Oen/Hjdf/Gq/GOHwKr6T9t/tD5v7MuNQ8vy/wDnncmHZnPfG7P4VqN8KY/7cGn/ANscf2o2nF/KGQBF5m/G78MUD5kfsN/w8G+AZbA8ew56f8eF1/8AGqbJ/wAFBPgPHKUPjmPf7WFye2f+edfjO3w/VdEGof2jk/2db33liMdZbkw7M57Abs/h71o3Hw7WG4uYhqe0w3OrwFvKGSLKBZAev8e7HtjvSDmR+w7f8FBvgPGQG8cx56Y+wXJP/ouoZP8Agof8Al6+Ol49NOuv/jVfj3Y/DFL7VLS3/tUqs93o9sZPLB2/bYDKx6/wYx7+1ZUngVDoq351DLtpUupeXsHVLw2+zOe4G7P4e9KwcyPrr/gpT+0x8PfjxpXgu28D66dYk0+e5kuv9FlhEYZYwv8ArFXOcHp6UV8d+PPA8fhGFpEvWu8areacMx7ciBYSH6nr5p47bfeinsF7nQ/8Mv8AxtxgfCPx9txjH/CNX3TOcf6r1rWuv2d/jZN4bsdOHwg+IAmt7u4uGl/4Ry9+YSpEuP8AVZ/5ZnP1oooAzD+zH8b92T8JPH56Y/4pq+7dP+WXarl5+zv8cb7S7Gxf4P8AjxY7PzNrL4ZvstvbJz+79qKKBlOP9mP43RvvHwk8f7hyD/wjV91HAP8Aqq1ta/Z2+NGqWOjxJ8H/AB9G1nZ/ZZCfDd6d582STI/ddPnH5UUUAY//AAzH8b9xP/CpPH5JJP8AyLV91PX/AJZd6vax+zv8c9Yuop5PhD48jaKCC3UR+Gr4DEUaxqf9X1wufqaKKAKK/swfG4Dn4SeP8cgj/hGr7v1H+qra8YfAH42eI9ckvYfg98QLaNljCx/8I1e5BSNVzxF14P50UUAZUH7Mvxut8FfhJ4+yuMf8U1e44bOP9V681Z1z9nf45a5rmoapL8IPHkc17cS3LpF4avgqtIxLAfu+nOPpRRQBP4d/Z1+NOj65p1/J8HviBKLW5hmKL4dvRuCMDjmL0GBVbVv2avjZeahdTr8I/HyLM7MFHhu9OAzE4/1dFFAEvh/9nv45+HdatNSg+EHjuWW2fzFWbwzfFScY5xHWcf2YfjbtK/8ACovH23GMf8I1feuf+eVFFAGz4V/Z7+Neh6hcXEvwf8fzrLZ3dtt/4Ry9GGmgeLdzF2Lgn6Vi/wDDL/xuU/8AJJPH/BH/ADLd926f8su1FFAF/Sf2efjno8eoRxfB/wAdOt7ataP5nhi+O1GZWJH7vrlR+Zqh/wAMwfG08/8ACo/H2c5z/wAI1fZ+v+qoopAa+k/s9/GnTdB1zT2+DnxAlbUIoY0k/wCEbvQI9kquePK56YrHH7L/AMbcn/i0fj7nPXwze9+v/LKiigC/B+zx8c7fRLvS1+EHjs291cQ3LufDN9vDRLIqgHy+mJW/IVnt+y58bP8AokPj70/5Fm9/+NUUUAa99+zp8abrwfpmkn4OePt9reXN0Zf+EcvDuEqQrjHlZGPJP/fVFFFAj//Z) | SJM 799 x0114 0408 Tegl
Småfragmenter. Det ene med gul glasur. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0127 0408 Tegl
Småfragmenter. |
![](/grafik/intetbillede.jpg) | SJM 799 x0112 0408 Tegl
Teglfragmenter. Nogle fra tagsten. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1261 0408 Tegl
6 små og større stykker mursten, teglsten |
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) | ASR 1301 x122 0408 Tegl
Teglstumper |
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) | ESM 1918 x47 0408 Tegl
Teglsten. Heraf flere fejlbrændte, et par stykker helt sammensmeltede. |
![](/grafik/intetbillede.jpg) | ESM 1918 x43 0408 Tegl
Teglstump |
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Hl42GAwJOArry38ftyVJkf0zUUUVmAUUUUAFFFNJoACaSiigYU1moZsVC70FJFTWNNttc0u70+9jE1pdRtFLGe6sMGvzD+NElt8J/GnibSDbSTNZXjWqzXMIknuLdlWRQJFxtysnUcAEjA7fp7dXS29vJK+dkal2wMnAGa/L39pXwrq/wATmtrnTb2MXk8gW/vL5mjjjUsSWXPU4xx6AV4WZuHuJ7v8j6bJ4z/eNbLp5jLTVPtmpNfQx3FslzbRqEMkWze5Yo5GCwYgkA59Bz2s6L9ktlhaO8m1W7tAYXuLgoTKxXBxkZUA9gQOvXrXiGoa4Ph3qWmaVHrravEWSW4nkgCxqFxhV2hSOMHczHoPx7aH4kWf9lW95fwrHc75LeMFiG3bzlQF45IB9cDGcE187OD3Wx9ZCaenU9DvNOuJrWG4EFmv2ZWMi+XsilBAzk/ePB4XocHPBxVHVvE0ljqjGeJ4LM/L5mQoLADMhU5+XOF65yB1BGeT0/4geZotvatPPBIV8mQRHG7aMZ5OR649xWenjyC3WW9yRJJIqszEfu1BIUH6ls+nPtWaiXzWPRbS8t7q3lktZo52mBkMkIwrsUxn+IdABk57cdqofaIRdGRl8hcsWFu4GcBuuACAAM49T0rmG+IVlq1xFZrd29wYVE8sLTj93wGRgnfr1zxj3xV6HxBbaxGJI/nhLEj5sKQTkkepyo59j7itIxtuZyldaGy0Ecc09yzMgEKKJWUKqZLEnrndncOnAYY6ml0+38+Dd9o8xpk5XzCp2s46YGegJH1rm9R1ZnmhtraITXNzJGj4ywjXIXe3oARge/4407S+ltbi8aSWa7iebCyKCdgHQKMc4Urz0/Ik6uLeiMVKMdWfoN+zxJHJ8KtJ8uPygGlBXdn+M9PbGK9LFeSfsxtu+Ftv+7MWLiQbGxuHC9cV62tfZ4N3w8PQ+ExqaxNT1Y6vzo/4KjLMPiV8I2twvnfZtUC7m2/wxd+1fotX52/8FSo2bx98IAj+WzRaqN2M/wAENdnU4ujPzS1HwXqY0WbW5rm2nj3SPJtm8xziVUJ3AFW+Zx0J9T1GSueulXz5PJ3NDuO0uMHHbIzxRQYn9PNJ6UUVkAUE15n8cPirH8O9B8q2kA1e7XEPGfKUnG8/0Hr9K+bP+FoeJb6ORLjxFqBQ4IDTOQc9e/t0968uvmFOjU9la7PZw2WVcRS9tey/M+2ftUXm+V5qeb/c3DP5VJX59R/FK1uNTbSraZ59XkuTCY1J8wZXJJzjngnrjGCSM130f7RWs+BdJ+x2+tWt4+/5F1AFn4A3qvPoDgdielcazeMXapCy8tf8jvlkc5K9Kd356f5n2PTJH214d4Q/aasrjS4pdetXhJGfPgAGRnuhPB9efwFepaH4s03xdpkd/pd0lzbv/dPzKc4IYdjXp0MZQxMealK/5nk4jA4jCS5a0befT7zXkmqFnzUe+kZq6bnLYczZr80f23NL1j4XePLiHRNDudRtdRxeWYjgMkEKEbWUAAgMHOAOmMcZr9Ki1MY1yYjDxxEUpdD0MHi54OblFXuj8wP2f/gP8WPiDZpJceHY/AWguryXOp61B5015JgAKsDbH2kgHnC9wT0qT4ifsY+PPMhgto7TX/LmN013ayR22WMhOAjsNrYJ9R79q/S68QPGa5DUrfbIa5pYKjFabnT/AGpiL30t2sfmFffst/FEaw1oPD97GLyMpFMk0LCJgD8zur7VG3b9454wMnipPir+zR4y+EPw0uPE+pXmmaja2zoLu3g+aSNZG278tHjhio6/xe1fpHJHWP4k8Nab4s0K/wBG1ezjv9MvoWt7m2l+7IjDBHHI+o5HaojhaceoSzKtJrRI/HP/AIWhDp+7GlusUlusX7ra3HQ9emcL06bcDrXTR/E/SbmweWLWmhvXt9ojmjKiJgDjYMHGPr3/ABrX/ai+BI+CvxSfT9PSY+HruMXGnyTZbCHIMe7uUII9cbSeteE32jmC5Mluu+FlyVz3zzXHKnT5uWWjPYp1qnIpx1TPf/CPjKPVJjPDeGR5FWNmjmZU3DJyQR6k9OPxr2Lwr/Y9m0k19eLdXDncLeJigDdSST97ivh1dTntvktZjFt6BT0r6G/Y7+GPiL48/ExNNmvLqPQbfEuq30bk+VFghU9A74IXPoTyARWf1eU3aDNpYiFON5rY/X74Tw2C/DvQJtOgS3t7mziuNqD7zMoJY+5/+tXYLWDoUei+E9FsNHtZ7ezs7C1WKCKSYZWKNcZOTkgAck+9eU+Iv20/hboN/e2NvrTa3d2p2uumoHjJ9BIxVG+oJr6bnp0IJSaSR8j7OriajcIttnu1fnp/wVJt1m8a/B/c23jVAG4/uwV9gfCv9oDw58WrqWysLfUNM1COPzhbalAEMif3kKsQR0759q+RP+CpnlL4r+D7TELGW1RWJ/3IK2p1IVUpQd0Y1aU6Tcaisz8w9d1xbjR4NKfTbe0mt7mSWSaOII/PGwjrxjv6Dpzko1bwyLXQY9XGqWt4Jbx7byYmbeSqhi+GAOOR1A6j3wVrqch/S1RRRWIHxH8ffFU/iL4lazaSzIi6S4TLECJYgzAZ56/KfxNcFa3No1i827zmw27BwqMvABHUev3fqeaj+M81nrXj/wAXyfa2zZa8I5JVA8xY93zfOCCMZY9eMcCvPrRriK83X7Pd6IsztAtxlXuDsVdzjgOuFPbJA/izXwdaV6spvqz9OoU7UYwXRI63TfGn9pXyw2QhtnNk8l2oyWSTMYQZBzlgx/Ad+a4u/tNNuPEOkQeIT9vtDcSXkVzJICu9MsgBGMKFzg+mc+tP1q6SHT9I1PR2WaW+lcsqfN5hkbcykD0zgg9DxweRpav4adbq21S4R2vrQSSww2RHl/MjoQpbHzAsTzwMCuary3umdlBSSs0b+s+IFs7iCSSFvs7FYo2XJEsjnaBsXr/COR0+ldJYeJ7nwVePMmpy29wE/diObymROpY46856+ledrfNOLO8tZfKikC3E8VxyilcFmTncq7iq9wf7oOTVTxHoQ1RrXVNSmmtjKxkjPX7NCQQCcggnDbuR8u4jkLXFHSd4ux2zinC0lc+ltO/aV13Q7KMvJHrSEormePDRbiAOm0nk4w3PFb+m/tgabHYxy6jp7TtIflazyAPl3EEHOCB157V8qtCjaJNIltJp7srLBZfbXdjk43Md231wxyc+mMV59cXzf2beT6hdal9rgIVmliFvbrASIk4z8zGPGSDnLHjFelRxmJvyqp9+p5FfL8Lyubpfdofetl+2J4c1K3neDR9QEkMYlkWVkUKvB5IJIPPAxzg1NY/tbaFqUFrLb6NfEXUYliEjLGSpGckNggY74/Kvim2F3Ha61HZyrJ/akCMj7gSzOWWJcgf7a469feu41JY5IEEV2f8ARv3TszBgSowFbI7de1bYjH4qi7c/4I58LlmCrrmcH97Ppa//AGl5Z4ZPsujw2o/hlupi6kjGRgAHuPbmq3gj48QeKEu4PEdpDoF7ExaKRJxJBcx54ZT1UjurfUE9vmH/AISGTWJHt7aeNooGWED5nV5dobBwMZA9T26YwaFuLixfMg8lQMB8l0XgDAI6DH97nk+1ctPNMSpXm7nXVyXCyhywjZ/13PsOPxloF3GHh1qwkRhkEXCY649aor8QvCs11Jbx+JdHkuI28t4lv4i6txwRuznkce9fJ2l6tHq7RxyKkAa3EjQGMMNpIB4Hv8tYurfDvwLqE15d32g2jycuJFjZCWAycnOMnPQjnIr1Y5lfSUdTw55Kk1yzdn5H1t8Vvhn4c+Lfg+40LxHHmylw8dzGypLA/Z42IIDdexBBIIIr5q0X9kH9nrwzC0+r+K49YQk5bUPEEUKfLkkDyinQdeT+FeY+J7Hw7eTHSNTsLl4LNB5O5SoUAjhCSPlI6YP4CuUX4U/DjVZ5raCz1WOV0yq29wXJY44ww4A7knHNa/Xo7ygKOVTiuWFXQyPj14f+Bmn61JH8MIdT1K7R1WVFlY6VGM5Yh2/fP/dwGA7hiBg+f3HxF8QJBfab4duI/Bnhy6eOabS9JmkiimkWMKC7FmkkzjOGYgEnGK9dH7Odha2+dO8QDyfvjzLbPbGQwPI5HPPH51kyfAHU7eFJJ7rT5YJJCEupZigyf7u7oeO/pXPLG813HY9Knl8aaUZatdzy248QavdWDo9zLHbA4Cqww5PX35xW38ObXXNSvGi01JXVjjlS4BA+83tmvVfDPwZ8M2s9/daqJNdurd44m08GWEBXK4cMMMxwwAxgFsZOM16HY6Long+z06DwskKafdI9wIpt/mLIOArt1Y/N1J46Y6GuCdZcvuo9GnS9+0nfQ7T9mHT/ABN4K8ceHdTudbW2sTP5V5bmFZC0L5BQc/JyAxIGcD2NbH/BUf8Ad+Jvg7KULqsupAhRknKQcCuP8KeKIbTWoFlnubbVLWaOEiQE7t7jGw87hngsCduD2zXY/wDBTBpL/UPgtdLtEjNqEoRzwxMUB29OvNfRZLUqS54T6NNHy2e04RcJw6pr7j8prxoVupjBGyQ7ztErb2A7AkAA/lRWtrOo3NxC+mXNnDbSQ3MkzskXlPuYKpUoMKANg4CjHPrRX01j48/pZoopG5UgcVgB+aPxUbw3N8WPiBbaPHeaguqahJqH7+0byJD5aiVEJBViHV8ZIyGwOuTwl54+07xFaeXdx3WgR6NOnm3F+nlMy7HUiJt20ZOBlsAAg8mu78XJc6P4uj3iSVRIIJYhIFA3syKTnkEO/qPfjGKWoaLFHJexWc/nW80e+YTIksQcFQASRuPAI+9gV8FVqKc25rc/UaFN06UVB7HOWurabdXwvfDt7atJAFEccTp5dy7howm0dDhQAw5yR1HFaet+N7NYLWW7tzYXzN9nj06ZT5kxbA2RkcOc46c+wrl7z4beGbjwvb6jd6RAdXuQLozWwEMsId9yKGUgjaCB9R71Fa+DdQ0PWdQ0yLVJNT0QRxyRrq8hmliIf94EkxuIIzjJ4YcdOOOXs90/vO2PtHpJaeTNax0eSw1DUl13lC0M91ZWxwqICWEJbODGokDPjGTkDIxWnrXjiea4S8ig8uKS9hsradlIDh1Pb03FfzPpVG1tRrWpXUd5evqkthHGjKAqny5AwVpOhcjDfMfQHAPJ2obWK7W3LweaLWdLu1ZiCFcKArKo7gA/e4B561yT31O2HkUNStTdapKLyyn1i5tJZRHbqqoqKI4jlQWGWPmkHLdOgHbi/FuoTXWg20t3YtpsVjc2ccimNAzKbiIMjKu7A2qx/A+4rq9cutY0q4ub9LK4vH3iWWax+f5QNgBjPzKcA4xkcfeGTXn/AIi+KOmWtxp1rb6g8tnBfTXlzHdKVmkIjfasisAQFZuAB2HXNVh4ylOLir2IxE4wpyUnudH8Pp5fF2uxM0zst/qY1CNWz8tpb4Kt14DSmPrzz2216DqNncWdx/ZlvYJZ2EWXaWPG0gkH5htyxPOeR1zz1rzXwH4lnh1TXPEU7RI9xCuxYiGNvb+c7CPn/low3s2eFxGCCcitWXUNd8eWN9Ppk11ZOF3w3l18qZJO0ohxvGM9R3/Gt8RSnKV3sc+GqwjGyNPSoZNEsWa3trG3bUJJrmYRgrI5ydmCB0KhRggY5POOZ/twkVkFx5oH7t+rEZOAMehyOc/pms/UtNKaOz/b7m9ntwwLeWER9qjJ27TtBPv+fQVNM0m/s9Phne333c0JF3HbuXaHkKPLzwxG3OBjOfXArmhFR+I6pS5mnE0U8PvHqjHT447cXCKGlbOGKrtRScknr1z/ABfjXFa548sbDxp4a03W55I7VELywR5cmdSM7gOSq5YjsXz1KiuobX2uLRJdLu0kkl3xRXEco3I4U8kHqQFJxjOSKjs7O0mVX0TTmi1NoZIRI+3eWyBl3LZYjLHHIGznGa6qLs+aRy11dcsTK8XfZ/E3i/SrJ9L+0WyWk07rdOU8omZTFvIzt+VQdpIyKn0u68PRzPBq2rWttY27ARWO5IFuCpJ3uf4lBPyx5xxz1xV9tBee+J1CzcteTyCWJSIyFiAEaMR6qOcHk55xmtyZjMsMdmI7ex2OJHKBgCCMKV9gSMn0HBNZzm37t9DWMUvetqzBu/FdpfSNHHrFvFEpV1uLdwVOQV5K5HZiQcD7nrzTU2MtnqLtrL3qXMK28Uc8imGMqDtf5lxlmJywGcVrwXFlrRls7SCPUZ9uZbyRVWJAOQqlRgnGMkAAZGTnisy18MnSbq9vtQv1kW3/ANTvkUAOwBdyCAFUE4HU4A5HSqjOKdno0RKDautUzltP1S1094BYt/aFhajZ511GyzQSOGJjJI+ZcgMWGcfN610F5fXsaMZRDdy3kphtzCQyRRlxuwN24lSmcjGWwBwcjZ0nUGvLO4l0+GfV5JY/NlEaMlvlkC4Ej7Q68M2VDHLAAcVzEWhXM+qzpbSjTLWzdYMxHiQnh9pPuCOg/ljrfLWbdtTljejZXuj2XwRpVrqviDTrfUZ4Zr1dscRkULI2erf7P8PXq3Hbjb/4Kf2ssOofByK1IDLdXyKW6Y8uEc15/wDAHw3GPiFof70OP7RSQXF6vnSbRJ838R554YnO1h1IyfR/+Co9uZtQ+D4V2jP2++AZf+ucVfTZNGNpteR8pnkpXgn2Z+W2oaJptpoL3sOsx3WoG9aE2saMMxhc+YMgHGTjkDP4UVT1K0fM1zHbSRWkkzIjYJQEc7d2OTg0V9IfIn9LlFFFcwz4K+MmkKPiD4qsI7Le5u5FkYMFCRHEittzkngD8OvGK8wsZrbXvtd3LJcG1jQmWRoTHEqqWVsoOrAFGGeoJ64r2n9oy1e1+O1+wKwRTwwqZ2kEexWjAJBx13BeOf8AgPJPl1vCLJZYrQqbS7eaaSZGKiSTcBng9SWIHoIq/O8VFxrTiu7P1jByUsPTk+yOf8ZXAhj8iJN1oZooHWOM7QDIg5Pce/8ATpjfETWv7F8I6jfxyeTqYuhHZrjd5hcgREdjkhjj26V0F9pcyxSrfhFhMgJVpCxdF2/MeBtOcnAOOnvXMaXox1C+XxBqoluxbsZ9J06TiONiCDcsMfM5OdoP3c5+nFHlTTZ3u7jaJqXPhnTNB8ZRSQxJb313ANk6ZAeRVyV69GB3Yxjj6VuLIIZLiOZlRmLMqBsng43e2Rgle/OM9TzWoNNANMldlS7tpvtG5UARV34P+8ArhjjI+U9K1Lxo9dK6i26K7Uq0gXHBIVnjf1+9jnuPrTqR5tRU3y6Mz9a1i4sfLttIWbULwKXxErFApHJLhemWH+HWuO0PT4tW1ePVL63ub3WbbdL5jrGIYA/ULGcknkjew9MY6V1VreLaeKtUST9zbrPFBub5kiBVHIAxkBy5ycgDAqLT7ZYfFEk0UTfZprbypoxkLJIOQw47gI2evA9TXRh1OL905sTKEo+8Qa94Zk8QXE0mpWMEME5VFjyzFCp+8vA2vjjIOeTj1GzpdnbyWrJJqF08EJkCOp3FioXhmbJJAPUntSW9/LcaPYSPHG0EkUbqpHyklAzNjvlmbnHbNV9S1prdVyoncK21Y/lG7BY5/wBrA/IVrUjUqfu0c9JwpP2j6+Rp6hNBfLkxqULbfnwzSdMDn3FZslxujdlaeKUFfLcocq67RkgeuOo9Ki1CKb+zbqC1uFjuPJMUDMDlXwTuOD04HpwDzzUS6pNDbpdSsrxRRq0oK5bbwGIGcgqAx5z6YPNcCpNWsej7WKvcqWOlxtPfwnZL50haJ4l2sEkJJcOfRg56cBf9qszwjrkl5rWr+dPbabf2tw1vOssmDHGoyzgYPJ2O+32PPWumjvETxAHkCmGRPK2nkhlc5GRkAjLZ9f58HeeF4NU8eRre77aW7lmefYmz/R9qnYhBwSUwrZ/vn2J7YvRp6HFJPmTWpt+Eb59Yuk1G6WdVu3nMBaQlgjOu0knOSFx19T710Fz4fspppgymS82MsLXWZ1Lbcqy7/lIyR8uB+HfJ8ZXVtoWpWGrKJk0e1tZEvLVnZkjgOEWZYslN+58bgM7VfjjmbTzF5d3p19qF5qbwwi4H2napYEkLuCKCOVK49uhrm5ZcvMdfNFy5SfTtRupt2nWiQ3jWrD955mIkORuckcynOMbRgYIOzGKLy9sI/D13BqUhkmEavskQ+WvOGGwdDuD/AHsnAzkjFVr7V7Zdfj0mztj5VmmLi4UYNs28KiIQCNzZHy8DBGeuK3vsx1G8uI0QvlFXdNwsp2hSV6nIx09vSspWXQ2itDa0nVBbaaXvBiMmKLzFHIOwnc3HGQGOPRfUisVTY28mpm7mWS3lkku5D5eRBMv7xl9htPXuVPI4znf242k+G5riWMXFuyTjyi3E3ls4jUD+98i8+lN02wks7u80eTcr7oLiRGCN/aHmJumVS2doZwQR8vKn6nWm+5nOK103O1/Z3j2/GbTLWWEHz7pYljXBVRujLMPyrtP+CokKSXnwfDnah1G9Bb0/dxVb/Zp8Hw2fxwtb2MyzRyQfIJUwqYDuWH+0du0n/pn7iqv/AAVIWJm+EfnZ8v8AtS6Bx2+SOvusos6bmur/AEPz3OrxrKD6L9T8tvEHiLUpLe50u8mSaMXbXA5VyH27MhxnjA7HHf0oo1ax0ZrF5rPUribUDevH9nmtwg8gKpEhYMQDuLDbzwueO5XvHzR/SRWJ4x8XWPgnQZ9Uv2xGnyog6yOeij8j+ANbdeJftWXEtv4LsGQtsW4dyq92ETbR78nGPevPrTdOnKa6HVhqarVo03s2eA6lql3rXiLVNW1GWMPdqLoOGyELAsy5xwqjaB/9evPtWvI28m7k3JBMqKX8suoYksenr83ze4PNaOn+LfJmAvUkWKTMMSKc7VWE856A5Dd6xtSuBqF6il4QkUm9V6lXbd6fd69znr9a+AlTnJcz6n6jTnCHurp+RzGtatepp7xXEHlQ3EODhiTuHBXaQOp9x6EVbvNWFxeGR3jtyyL9ljDbGlV0yVwe+e2OCAe1WtYSzaKYzjeqxMjNjO6Ng24e/HJHqB9KwJrdNcsZTfW0ZiGZEjR/lMeP3ec/cO0g47HHcUqdC+rKq1/5SO7RrqEeRD59tGCsluz7U27HyOCHBBYZ56jHBFTafcSQ28cSy/aJLq4LOU5VZFDmTJ44JVhn1Ipmj28+l22opcTNcpG+6C4kXLEBBtLAdTncM9SNueSSUhuLe3VLbLPJFumO0/MTIzlf1ZuenFVGjKTdkRLEQildixLLY3V/cRo073CwkBmK5kUMpPI6AFOnv7VBdalH9nkvLSVI5IXeExnEf2g7D8oPOQjHJbttYHFQtdrNrCSG68prdGBtQQTuLq25geCcKQOONxx61fvr6zjjl+13MUCq3mFW5wvc/iP51Mozpu44zp1Y2Fhh+y2tpZM3mLBGtsquCPMVVA3nsMnP8h2prWElyzAtkseWj42ZGCB+BIz71cjuI2ysJYrGSv0ORjPftUsMsccIEbbcdd3HJ7/zqvaaXluJUbO0dkVLyMvI6+XlJMiU+YV2gKcFR35x6VmRynVLdZGh2Ox2pKB6ZyRnHGRxxV65k224aQ5kZVUuR9SePT6VE7SWMKQxZaQjC7snpgEj29v8aTV7WBSUW7lMWhh2yuzRsRITGx+QE5bJ46557/SuL1TxGs/j7UtKj+0T3f2mJbG7iCrEu+AlkkyenznORkAHkEc9x9qF1cJZGRTfeW0/llcjyw+3d6YPb1wa5nxLZ2ll478PahZ2sc804kiubSFuQuxoUmwM8Dec9sL7VnH4m5a3Nm7QSjpY0/GWtWPgjQo5/EEM1/NqKNb7YPlW4IyEhC9kxIxOfT1OK4jS77VdevLj7TfyjTrOUWqyw4jkeMFnXzHA3MC6D0yD7123irbq2sQxmM3uo6dbSzWtkyiWOeSRCVBJ+6cxphjjkHrXkfhPxhDfeFUsdA1RrfX9NkRpEf5UeNWPmBlZfmUBmwck5HbgVpThKcPdXzJqVI05+9L5Hu/h2ztfIiuriRWuNyPbW8Z/cx8AhsZOXLAMSecLgdCTvaTbLbXbzCdnYruClV2bgDzuBOPlzx25rk9Lsbu2W8BczXZvtqKknDwhVUAZxz+6Y57lse9af/CUfZ777UsMclvvCg58spKEOQ4wTkYJ46bcEDFedZtuKO92SUiaSwE9zb2rEbYCpCtgAMzBx+TLnr2ratbOSHxRFqZSUXUSG1VcgLN85CjntucnI9PpXJQ6pPqFw5iSGVPJ2I8LFlUkgn5zjkbfQd+ucV08+n6p4u1ofZmj02yjZZIriEGSU5wM9QoIOeobOORxXXQou9pM5MRW0vFH058BdPW4+JFldpIrr9kknb1LYKkj8XP515f/AMFSpEh/4VC8i74xq11uX1Hlx16z+yT4dcapq+rt58qQw/YFkuGUkbXAAGMYBCb+Bj5+cdK8n/4KlSeRF8IpNm8jWLgAfWNK+7ymn7PDpd2fnecVfa4pvsj8p9WsrsG51AWD21g9y0QkRG8pX67AxzzjnGc0VLrmt6hP9p025vvtlqt204Jbf85AUsGI3chVHXHyiivbPAP6Ua8X/ao0m51PwLZG0WOWdLsbYZE3BvlLZHIwRtB/oa9orK8SeG7HxVppsr9HaLdvVo3KsrAEAgj2Jry8RTlVpShHdnbhasaNeNSWyPzygtxcLfSokMENu/khVznzi4UR/wC8M9MEfMoHSsGbw+ZYft0ocXqxqMRkxI5wdy89ACcg9R09c/U/jL9mfWrL7ZP4amtL8zsrrBOBFtdQSrEE4bnbnkE4HoK8r8W/B/xZ4X0d5L7Rbl1CvI5t0aYJnGAzLkEYznLDGOnOa+ZftYPlnTa+V1959kp0ai5qdVPyvZ/ceL3GmQXUM0TzyxEzb2+cBmZPl2jqMNtCkeg59TRh012tZ2i+0xRwS+R9nb7xVCAGXJ+ZcHknng8Hita4+0LrGoXjvIwVPKtwgG9nbkcH0w2c47ZwK2/DfgPxB4pmjt7Ozm1WUvJGz6fCzKq7jsBbkBgNuSSB16AVjK2jva/TqdMZ2TTV7deh51fzSWslhbkfvkQO8auC20MOhwMjJGSccD0IqCSS7jSzhaBooN5YbYwFVVUiNc+xXv647V9oeCP2KdHuYRqfi+a8TVXiMK2un3exIoyOAxA+ZgScYOB71LdfsKeGp7oMvifXI4CdzpmMsTnJIbbwfwNegsFXkoyjH73qeZ/aGHTlGc/uWh8V3tv9lZ7qXyyGx5hcjJVecDnIyMLxjlqyp9a0lri/8yWS/WcrmMov7vjnrjIPPX8K/SfTf2WfhlptrHFJ4Yh1KVOTc6jK88rNnO7cx4OfQCs7Xv2P/hP4gvmvZ/CkUN4ykG4tZ5I3Pvw3UVvLLaso6tX+ZhDNqEZ7O3yPzguPGsw1aK0tLBzHLsG9pBGFEbYHG05GPccCo4/GU9/4jazttNeVY0DSXLShdrZ4UDbkg49RxX37efsLfD17aOOyl1SxljcusomSQhiCCfmU84J/Oudtf+Cf/h/SZL2XT/E17FNdMGdri2SXJHUn5gSTx3A4HFck8trxVoxT+Z6dPNsHJ3nJr5f8OfJ2l3V3fywWmH+1XEiwQKEDMzlsdO/Wu08UfA7x/oKwtLpd/uZiwe1gWZW+VjtbaDgfXGPwr7d+HP7PPg/4cpbz22nR6hq8Q51S8UPKGxglM8R5yfu846k16Otui/w10UspfJ78rPysediM6i6v7qF4+bf9I/KSGXWtGvDFrNrbrbiENcTKNhUnORg8kDI6Z6g8dKxLvwF4ivtQXxhaWFx9tjinWCOOFnjEYCCKI8DgqsjH0LHmv1d1zwH4c8TXkN3q+g6dqlzChjjlvLVJWVT1UFgePate1sYLG3jgt4Y7eCMbUjiUKqj0AHQVP9kVLu9TT0/4If23TSVqV35v/gXPyi0Pwxq9lqC6zPG8C3xCSSurBIAJHYRgkDGTI5yT0UDk1xnj/wCD918PfEV3rfhbTra8XWFe5kilx5dshdWcYJ5VucDHQEV+ydxZw3lvJBcRRzwSKUeKVQysp6gg8EVQuvCWiX2lvptxpFjNp7J5ZtXt0Me3pjbjGKtZTOMotVdFurb/AIkvPISjJOlq7Wd9vTQ/Ib/hLLq7upSkAgvWjhEltvOyWZSBnfgEehwef534fG2u6Trn2i6gty80Rhd1Qosi7sK5UnO4AYyRkgdOlfoPrX7D/wAK9Yn82HTL7SWyWP2G9fBJ9pN+Pwqa8/Yo+Gt/bp5trqDX0Uflw3xuz5sY4xgAbP4RwVxyazeUzv7qRus6ptJSb/r5nxH4L8MNNriXd1GtsJI2Hl71K3SkAbigxgKx6jruH1q7fXmseBtc0uaKaTWLO6nW2+w2qCNIfMBGWI52cEYZOoIzk19neHP2Q9I0S6iafXbq+hjTy0V4FV1XAzhsnGTk9O/tXVQfsz+C4PFFlrQhu5Xs5Yp4LWaYSQpLGdyuAwJznB6444xk5VPLaytzWQ6ubYfXluyz+zvoN5onw5iOoWE+m3d3cy3DW1yhjkRScLlTyvAzjtnoK+X/APgqQzRW/wAIpY1DMutz4B7/ALta+7xXwp/wVIaWOy+EjQ/6z+3ZQM9M+WtfUUYqmlFdD5CpUdWUpy3Z+VGv3Ggf2XcLaRXKaydQYfvW3KsGwcZGASXz2BA9aKzvFGn6hb6je3N7aNaM1y8bAwiEbsBsbABjhlPTvRWzMT+lqivlFv8AgpR8KFx/xLvFhJzj/iUYzgZ7vVeT/gpp8Ko8Z0bxln0/scA/+jKx5Zdhn1tRXyKf+CnHwtDAf2D40yTgD+yEBP8A5FqCb/gp/wDDGOTyx4Z8cO/90aOmf/RtLlYH0pqHwn8HaldSXFz4b06SaQ7nYQBQ5znJA4Pfr610Nlp9ppVqltZW0NnbJ92G3jCIPoAMV8ht/wAFRvhpuKr4S8ds4/h/siLP/o6qzf8ABUr4cMzKvgvx67L1UaVDn/0dSjTUXdLUtzlJWb09T7GbvUbV8Yn/AIKmfD6Qv5fgfx2+3r/xLYf/AI9VOT/gqp4DKs0fgDx04BwT9ggA/wDRtaEH2saaa+JT/wAFVvBBh81fh742KdmNpCB+fmVWk/4KseEkXf8A8K48ZCPszQwgf+h0AfcWaMivhif/AIKreGo8H/hWnixQem8QjP8A49UE3/BVjQo2VP8AhV/ije3QNJEM0DPu7NFfBf8Aw9a0vzhGPhV4iLnkKbqIHH5VC3/BVq0eRki+EuuMy9Q2oRD/ANkqQPvqivgFf+CraTbvK+EeqsVOPm1aIf8AtOqx/wCCsE3lmSP4QXzRD+JtbjX/ANpUAfoRThX53t/wVg1DyxKvwenEZ6FvEEYzzj/njTZf+CrusLHvX4QbR0G7xEn/AMZp6gfostPWvzhk/wCCr3iKHZn4R2ybyQpbxGh5H/bKmt/wVY8WC5WAfCrTllYAqjeIFJOen8HfNOzA/SJacK/NZv8Agqx4ykd1i+GmiqYxli2vAhR6k7ar/wDD1nxzITt+H3huIc4aTWjg49D3pcrDQ/TOvhL/AIKlK7WHwj8ogSf2/JtLevlrXmn/AA9U+IUkkka+B/Csbx7tySao+4YGTxnPAz+VeA/tQftpeLfj5pXhe51jQ9BsLXQdR+0Rf2VdPI7SMhAD5Y4GENXFNO7F0PljXLiWC7vbFbxp7RblpNqFhGz8jdtOOccZxRV3Ute0nUNDntotIFtqMl99pF2JC22PZgx88/ey1FAHo/jnxbJZ6J4dl0vxtc6peG0H2q3DOrwO3zkM3Rjl2XrwFA5xVLwZ4ym8QahqUviDxfc6UTH+6kkZmQF5FVyqjOCqksAAMYz2wSircncXL0OSk8fa+8axNrV44jk3iQTtuz04PXHtXReOvGD6Tr1vP4f8X3msxxhVEzI8PMZ2qWQkg5ABzk7skkDOKKKzuxlXQvEiTeGdUuL3xXfWeryFo44XkkbcqxmRSCAcFpEVM5GAeeDkczp/i/VLm+s4LvW7y3tDKFlmWZwVQsNzEjJOBk9D9KKKi4F3xp4oez8RXMuh+ILq8tJvMO7ey4yzpggqozswcgfxdiOKNprx/wCEXu1k1+5ivjIZFtcud5UxhcNjjIkmJGR/q19slFO4EHh3Xzea1YQazq95a6XHlXkikbKgbmHQNn5j1weDVXXNenj1a/Wx1S4urKRmCSMSpZSc/d7H6DtRRSAmuNWgk8H2w/tS8fWFvZC1sxPlrCUXDhsdcrjGfw7lnhjWo38UabNrWo3UNikiebcQnc6KowpAwc4wOMUUUAZM+qTRz3C29zN5DkqNznJXdkZ/IVavLxDo+nCO+knnHmNNFyPKywwM45yBnOT1xgY5KKALPhnVrP8A4SVbjXJ7oWMiyid7Y5k+ZGHH1Jx+NYq3kojaISv5TMGKbuCRkA/hk/nRRQBr65eWUmn6MLJ5hcQ25S48wnCvvYjac++egxnHOMmPRdSs4W1NtS+1yvNayJCbeQKfOJBUuTnK8HI6n9aKKAM37RJ5aoXbywSwTPGTjJx+A/KtjxBqtld31lNpaz2/lWkEchkJ3eaiAMwO48ZHGMYGOBiiimA/SdS0+z0fWYbqGWW8uYY0tnUkKhEgZi2GHYcZDD26EZHnNgAsdqngZ6UUU2Bd1i+iu9WurizEsVvJIzRrK+51U9ie/pV+3vrP/hFZ9Pazb+0XulmW634XywpG3GcZyT2/i9uSigCX+w7OPThctq9u0jQmQQIMuGGPkbnjr2z+WSCiiqA//9k=) | ESM 1918 x41 0408 Tegl
Teglfragmenter. Heraf et par stykker med stråaftryk (foto) |
![](/grafik/intetbillede.jpg) | ESM 1918 x32 0408 Tegl
Tegl, en stump |
![](/grafik/intetbillede.jpg) | ESM 1918 x23 0408 Tegl
Teglstump |
![](/grafik/intetbillede.jpg) | ESM 1918 x22 0408 Tegl
En stump tegl |
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) | ESM 1918 x20 0408 Tegl
Fragmenter af teg |
![](/grafik/intetbillede.jpg) | ASR 1700 x040 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | SJM 1160 x0074 0408 Tegl
Småfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 11 x6881 0408 Tegl
lille stump tegl |
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) | ASR M0337 337 0408 Tegl
Låg af brændt ler. Fragmenteret. Opr. diameter ca: 19 cm. Tykkest på midten. Firsidet håndtag: 6,5x7 cm. På håndtag og selve låget er ornamenteret med indridset ottetakket stjernemønster. I den ene stjernearm på låget står 'M'. Der har sikkert været mere, men det er slået af. Muligvis låg til en sengevarmer. |
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) | ESM 0946 X0004 0408 Tegl
Teglbrokker |
![](/grafik/intetbillede.jpg) | ESM 1653 x0083f 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ESM 1653 x0087h 0408 Tegl
Tile- or brickfragments |
![](/grafik/intetbillede.jpg) | ESM 1653 x0114n 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ESM 1653 x0119d 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ESM 1653 x0122h 0408 Tegl
Tegl med gul glasur |
![](/grafik/intetbillede.jpg) | ESM 1653 x0126b 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ESM 1654 X044m 0408 Tegl
1 stk brændt ler eller teglstumper |
![](/grafik/intetbillede.jpg) | ESM 1654 X065c 0408 Tegl
1 stk. brændt ler eller stykker af tegl |
![](/grafik/intetbillede.jpg) | ESM 1654 X106 0408 Tegl
Stumper af munkesten |
![](/grafik/intetbillede.jpg) | ESM 1654 X107 0408 Tegl
Teglstumper? |
![](/grafik/intetbillede.jpg) | ESM 1697 x0266 0408 Tegl
Teglfragment fra Brønd |
![](/grafik/intetbillede.jpg) | SJM 799 x1006 0408 Tegl
Meget sintret teglstensfragment. |
![](/grafik/intetbillede.jpg) | SJM 799 x0053 0408 Tegl
Småfragmenter. |
![](/grafik/intetbillede.jpg) | SJM 799 x1024 0408 Tegl
Småfragmenter. |
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EA1+CYjtpvA+sSXA8lftmRKkMbvuCjA5lUgE4zhCBn8K/enxU23wzqx9LSb/wBANfgzbpFeeCtRim1C30+H7dvPn5bJ2jAwsLN/4+B7VpAkl/ZnXd+0h8Kt33v+Er0k9f8Ap8iorZ/Z/wBDTS/jp8E7xbhJpb7xVp0jokyP5ai+hVVIB3K3DE57MvvRWdTc6IbH7rtUMgpWkqpdXkcK5d1XnHJxzWqOMw/FXhXS/E0Ii1K1E4VSqsGKsueuCDXmupfAPwRPcRzHTXWWPo6zMCee/Neh6t4q0203CbULWIr13zKuPzNcpdeONGmXdHq1k6kZDLcIQR69aymqTd5JXNoSrJWi3Y8H+KPwdtvCZGo2Vt/aFhvJZpT+9hZsA57Mp57egrzvSYdRtdUSe3061+1TN5bx3iBkKZIO3HI45AB6gdK+l9e8YeH7ixngu9WsBbzIUbzLhMEEe5rx7Uo/C0k1tBb+KY49PIzcSTuRIcYICfLg5H5YrxcRRUZqVKSXlc9rD1HUpuNaLfnY5DxN4Nu76+udQuWgiuY1DKyW6lAoPAG7OcYz+NcpF4f8RR2BmuJbdEjj+bymAZxk5BIOcDHTj3r0LxhHpccbXGha6l7YyfJLbSqQyg5yclcEdM9O9Ja6XqzWMYnhhuY2jA+0W8qFHz0YEH0A9utYWqu8Yu/pqbNU01KUbLz0PNNU8iG1s4JJId/O52GTuORu/HHf0r0X4Z+G1W0XUbm3K3EnMRkwTt67wP4S2fyAqhdfDmLUrwvfXIFp5vmfZIV4xxxu6+ueO/416JpLLuVQAB2Ar0MLh3GXPURx4iunHkgben2K7lViAzcjNeeeOvi1HNJd6JoF00XlqBNexZ3kkn5Y/bj739OTnfFvxxqVjeXOmWF/9jWGEOUCqfMOATk4yOGwQO1eNeF54m8V21w0IntbqJUZXJYD5jnoMjr09q5cVj+aTo0um/8AwDroZe401Xq632X+Z19jfQWsLS26izuZlAPnFQXbAGP1z+dannpfQ4uF+UYWORmOFyQfzzjrxz06VhPDCbt4LcG5Xdu8wH5h3x0zkAj/AOvVrTrx4lht5BJGyt8u9uT028YxnrznNcCRcnd7mzAs6PCti8bKpbe02VYsP4gTnP4ms5Y3Nw0wiZoGfaxkIKq3Ocdsf5+mjZyTm6UW+4wuOBJgN37MOe/OeOKTdtu3lSVTFkkD7vBHJGOT16Djge1CeoPY9B+Gvx9vvAE1jYi3TULG68ySSBU8vlRy4cZCnaB14+Xt1r6L+H/7RXg7x1fLpq3kmjau2dmn6sohklH96M5KyD/dYn2r45t7GFr65eBZEDsrjI+QuMDdgn0z27e+al8W6JZ6xZIs8O/TyuEmsyV2v1xnGFGR9D+VdVPGzw9lvE55YSFe7WjP0OsNRtdTg86zuYbuHcV8yCQOuR1GQeoq4or86/gz+09qXwNjvvDn9hR63aSyieOM3JgaM8h8Ha2ScJ+XvX3n8PfG1h8SPBekeJdM3fYtRgEyK33lPRlPuCCPwr26NeNaN0eRVoyoytI6OnUgFGME1qZIyPFxx4V1n/rzm/8AQDX4LR2v2zwHqubs26C+37ZFuPLYhRhcqfL3HtuXPuBX70eMv+RT1r/rym/9FtX4KWVlHfeGL2GM2ou/twYNPLbRHaAMgM7B/wAAMfrWsRGh+zEoH7R3wsJBJ/4SrSgP/AyKius+AvgyTw98ZPglq5u4J11LxXpo8uNhujIurdsEZzyHHUD8RgkrOp0Oim7o/W34yeLEtbFtBjnktri9iLG4ikKFFz0BHc4P4Zr5I8U6WsbT29yWndRtWTJjc8cfMMHI9ea+hv2grZ7PWrS8LYjlhxzwAVJzk+mNv514d4ofan2iWZxDImYnIyjKewb+8CK+VxtSf1p8702R9Jg6cFhE4LXdnj19odxYwrNa6hdW8TvnG7JHXgnA4yeuKfa3l/NNEYWefcoRlS5+Q8k9Cgx/+oV6BqKCW3LRQiSApukwPmYgDJHHIx/KvOb5p9K1y2Kgx20zLHDFjapYnv1I/L1rleuq1OmFrpM6ObUrmGGMvFAiRvtKs+cEA5z36c+lM5lY3EK2+BlgqtjqARkAf1ptra2scb4jkPms26RZTlgSeD045Pb9K0bXQdOlVAgulYHiPeqr7Y/z3rklUjsz1IU5borqqzW8kcmF9Sx+T8vpXOT3XiLwkyyaHDK535eKM5jkUZzlcYP4HP8ATtU0YQsjR7nO7BQr79+PbtirGpW0a2sjhiNq4znA6dK5qWIdKd6Z1VsP7WFqhpaHrza9pNpfIGQTxhih/hPcfgciui0u6eGQFjXn/gXUI7jS5FhbKRzMMHqu4B8H/vs12UM3SvvqVR1KcZ90fn9amqdSUOzPPPiheeX4wuyipIsyJ5iqPmI2rxkd/wCled6frVt4f8SWli5ZTEyS+WRjuSwJ9wf0r0X4nWD6fe22rwjzPOdY5Fbop24DDj0/kK4C78B2+ua5c+bdG0u/LIJCh12nGSRjrn9BXzdSCjiJc+idz6KFRzwsVDVqx3usqTcLchlhjIyqrxt/i7YB7VDau00ayuptYx8vzYJIPGTnoMHmsaWGSW006ys2/tL7PtinkYkyRYyC6n6j06fpvx6Kbexlla62kYaHa2WkUHPrz0rRrlSPP+JmhpGoS/Mj3DAxuVynBJHA25Pc5PPHTFXLq1kuNLPl/uZsFDKqABgwzkEdD7fnUOn6etxGz3dubeRW3fZ5lHynHOQByCAOBWxotk0PnRCTbBI+Dkkg57KCPw9OKz0S5iuvKcz4fmv/ALQ1rPKs80TiMyLHgcoCw78ZYnPua6PTbx0tntBI6xBhtJG1PlyG6jGM+/p9asJptzGSIY2DtHuMhwC2DgDIyT0A6D0HrRGVhgmiYfaCI9oV0ww44PXgDBH/AAHvVOSmSo8pg698N7LWYpL63kSG6OQFV+W46nuOCenf6V7j+yl8TI/BFm/hHXryO20dedNuZXASJsnfGxwNoPUE8ZDeteN6ZqDtLNBLJGU+zBWWM/dxkjHHIIA6e/PSn6xo8GkWd5d2VuCPLE21SXJbrtxnkH2/pRCrLDTvE0lTjiYcsz9F0YMoZTuU8gg8GnDNfOn7KfxWk1TSU8L6tKTPGvmadNISDJERny8E5BHUDPTI4xX0avSvpaVWNaCnE+fqUpUZuEjE8af8ijrf/XjN/wCi2r8HYbK9n8C6jHBbzTRR33nMqFyoAUEsQE24A7lwfav3h8af8ifrhx/y4z/+izX4Qx299qngvUFtreSf/T+fKhZ9oCD0foP+uZ/3u1dcDnNT9nO8uLj9oj4URzzySxx+K9L8qN3JVM3sRIUdufSirf7Pfh6/039oH4P3l2qRw3XifS3hAlRn2i7hILKDlchlxkDOaKzqbo3p7H60ftIafLe+HdP8lG3CZkMnQKGA4z68foa+ddNkkvNJ+wX6blt3JRpABhc/Lz6jJH4V9T/HeX7L8Ob652qUgkjkYt2G4Dj35/WvmEuZJVMahknQvx6EHI/Uc/pXzGawSrN91c+iyqXNRS7Oxyeo3UzazHbxNKsihi+U2qFODnOeV4Hr+FYfiTw7cx+INPS9kjliTZcLuc7cZ7NjkgH2zg9TXT6tZ317aXstpbkTKm4Ns+XgZyAevQDB6/mK5bwJ4hfW7mW01SC4t209kDRyYbMmNwZGxkL8p/8A19fNi/duuh6coWlZ/IWSzl0u7aG4fyOdwwPMBU8gDA5GK1NMto7i7doX8xlYAhmPp6ZxnvnH8uZPFGhyzRxNHIrLwSXwwPdQMAY5xz14/CmaLZsJXSWIrGDkcFWUjgMMc9u9ec1FXuz2VKUuVpHSzZijKmP5k4CsM55PPTp/9f0qhc28VwpiliA4P3eM5HPJ9a2FuA4MbQMzxjG8g/MPr+lQahqNhaQ+XLKjPyFTgM2MBgRiuSMZR2RvOUZbs4jwrpMfh3UtQsoZC8UgS4X0GRjj64B+ua7G3foK5axvo9Q8WXkkHlmIW6DKuTg56Y6Y+ldPBX3+AcpYaPNufA5gorEy5fIwPiVCbjw7tDbGD5DZ6cEVzvhvTotT1KLUY5Y5JJ7aMSMo68jPt6V0vxCspr7Q/Lh68lvmx8uMHt75/CuE8BXSzRWVmbhftkMj7FYgjaCMg8+uMCvKx1/bNHqYHWjc7az0GWO8nu3t4opZNqCVEIRs449+cknPX6GnXtrDpesJBc7ZLZcKquFwu4tkcdCT6flzW94tjTVIrGJL+ay+zyM8qQpyRjgcgjuMkdMe+awbG7udU8Plr23e3aGWSMBgOx4bOO+fpnNckZSfoTOMY+ptW9nHJcxXcm5h8quuOOAQRgjvjtVxZk8w7Puq5yScuMnn6nHt/wDWpabcyX1rGqGO18vlt7B03LxjPv8ApnitGe8FvdJFJFnzF+V4+VJ64HPJwenHtTjJ3sZSj1NOxmEbPLc5kBXLsACeffjn/PesLWGkvr4COQeTImNiZViSRuOMYI9+3PXNdCkNzLDFLFKqqgyWzycgHaeec859DXGeMtYn0KzuDBNC20GaWJ2I2IuWC5Hf5QMegP1q4XvZIh2tdkFrZshmtpSoj3qBEhx8o6HIyT9R6c13CKrLPCMThsFTFkFcIFA5GABgjP8AtfjXL2rNdaWb7aFtmj3OgyxOenOOhGPaq+h6xNfamyvI1vCpZUjJ6jGeScbiowf8M4qpLmQR91mfr+tav4M1q01uxt51mtXXPkMWaIhhtdf7349PevvT4Q/ESL4keDrXUDti1GMCO8t1P+rkHfHoeo/LtXx5q9jI1vuEjPD5YElvMq4OOnY8kYz+FW/h74j1/wCEfiZ9Z01DqFnMEW9sQeGTgnA6hgCMe/bnB0wmJWHlaXwsrE4f6xC6+JH2j45/5E3Xv+vCf/0W1fgl5iR+CrtlljSf7fwm+ISbdo7bfMI+jbfav3Fj+IekfEj4W69qWlSt8thcLNbzDbLA3lMdrD+R6GvxGa+udN+Hl39mkuoRJfMjvHJOqMpUZVgB5RyPU7sdsV9dTakrrY+XknF2a1Ok/Z11681H43fBzTrmfzLSx8WaabaFVUeXvvYS5yBk5IHX0orL/Znhdf2ifhUSrAHxVpTKSDyPtkQJH5UVNTdG0D9q/i3Y/wBo/DzXIs4CwiU/RGDn9FNfJUV1O0xltYI2QAndkdNo2+wPX6V9o+Kolm8N6rG/3GtJVPGeCh7V8S2FncaZZXsVwzSXUhJjTG1Y1JA2bjwTivBzdK8W+p7GT3akl0Mnxp4s+x2qwrLJA0gIkMUmwlgOoK5x3Ppx61yWlWEuk30MsIDy3au8z4DEKnzrjPUgdfXFQeKr5or4wfZ4tsZAlmSQYdeB0+uP8811Hhy1OqQ2l6iH5B5jsSGAbG3GPxP1xXiOMaNPRaHvRk61W19f6ubkKTXGiH7R5jXcLY8zb/rcnJIyAe4qW0tkmy7JscICDxuyeAf0NbsMMS6XHj7hGEGOSw4xk8dMiodcsUs0jhgOJZAX2EkAdxjn0PSvAqVPedup9DSj7uvQ5/VALXM7TPGR8qruIznPPP4VamaJrPz8Eb4x84x7ZORx0qrezW0tqULhsH5y3THJyPc8U9rtmso4rUowOcLIAc9MHHoeDXaouSRxykotnPeH7WD+2NZe3O+NZEj3bcfMF+YD8a6SGE56VleA7WK8tr+4twwhafYdw/jA+Yj25/SusjsiO1fdYOPLhoI+ExsubETd/wCrGJrcMiaXJKgyYvnIJxleh/SvD5FuNP8AELSWLRwsUM6DHzZAxgkdj8pr6WTSTeW80G3IkjZPzGK+etNs7d9S1lr1HjiiRrfaBgdQMjPIX5hn2xivPx8FzKXc9DL5u0oo63wvqzeJNNu792/0qRUYEdQOQWwehPT/AID+XcM39seE7e2fNvcxgqJDkholywJz1/wry7QdFudDtUiiiaOOeTyolJYlUwccn0zXq0F9/ZHh2O2iijN3bxfKJUGQcnAGO/T9Pw8Wctu56Tpat9DC0OCfRIRZqUKAHaZwW3f3hn9e9SWLTNeRyHzIIlfiNGLo2ARnj8PxFXPEWiyW7JdSTM7TqWDbQBEcA88465/X6Vk2d1kGaBRIEj+fe33wcA4GTk8HHFbxXMuY4ZXi+U6qWb7PAVSVITtDBR8zcMAPfOPp0FZ15p+lapGi6rYw3yj51WeMyDOMcZH9KpC4MiyNJIrDaRGwAwudpz68YH5/WrscZ8vKYdkixuLeYCRyefxHHbj0q+XoZX6k1xqVna6aIbZE8lFMYQgIAMAADvjOMYqh4dhebU0topBC0Q82QhOWHTB+uD+lVtSmuFjijiJL8rvZR+7HBHBPXOPpium8OQSteRgcW7KDIRwSCAD06A4/zzWnLyxFe7IftEd1fP8AY5I7gISokiPBxwefrj8D0rRtZBc+U0bAQyNtJX5kIGckfQ/yqMpDGss3lNDFl4/KjAPBOMjqDnAx7cVWt7+FZEt5JEKW7E7VOEjUDjj8P85rjlZ6I9ClFr3mdv8AD26n0m48QW9oY3tbzSLwTtH/ABbYXZWP0PH41+XtrqEtn4LvriNYUf7d5YkeGJ227Bx8z7gOnRMf7Xav0t+G+i6nrkniHULaSS3sNP0m5a4cLw7NC42Z6HOc/QV+Z63r2nw6v9hgxNftGUkVHOCo+YKYiV9mDjHp3r6zLouNGzPmcdJTrNryPQPgB4yh8QfFf4LaRdrcJe6P4q0qK02sDE8bXyO7PnkMMqABxgdM5JK5H9mf93+0d8LMn/matKU4IwT9siortqdDlpR5b2P3H8YyeT4Z1Q+tu65zjqMZ/Wvjbx1p48QefBJKyQ85khzGcFjwW7g8fiOvFfZfjDT7jVPDWp2tqVFxNAyJv6ZIr4yvjbR3MxeNw7MxKAgICP4s9weuP9qvns3X7yEvI+gyZr2c4eaPHvFGhT2125Aje33FmXHVQenXrwvPua7LwlqB0uzhimk3yXAwgZfmBIwRnvgkfnUfinUl1B47ZIYVj6lgSM5wASPx69uarXmkynyDFIxvLdv3TsBkZ6j6f4CvIv7SnyzR7PL7KpzwZ32nySQ27RzMvzguoAI4JOSM9zjP41U1q8m1C7klnbZCY/LA6biR1yO38uKis76SGzi3wqGQsu7b8xUAHBOfXj8B1qOa6zzMU2NyY8YGT1ANeJyNSu0e3GatZMz5rVZtTXbGroqgIQRtO7hunfAP5/myG8lsdNuneJgVBjjaRMg8jpxnp7enNSo0TRtJargHgDGApGRkflUE0xkXbODtkG4R45ODwR9fm/CvSS91I82T95s6j4T6OH8JC5DLJ9puJZDtOQuDsx/47XYLpBz0qx8I9IH/AAgVgwRgHeVhuySf3jc12kWh72Hy191h0vYQt2R8HiZWrzv3Zzui6JmQErXk3jz4Yt4d8XzeVEqWWoH7RA7AY3Z+dfwyvXsR+H07pOghMfLTvG3w/Xxd4ea0RlhvIm822lborgEYPsQSD9c9qnEYf21NpbhhsV7CqpPbqfJUNxaWcBGqzpCEbYjSAbMk5GT9BweO9clY+JNZ0vWANSn3yzEhYyMZ2nHyP1J6kHJ6j8fZb/4d3lnb3Njq1h5d2SBIjFdki/wtnPzDGR+mK8g+InhOSTUrYh2sZrdswzchCvUj0x09K+Yq0VGW1j6qjWlKGrvf7jrvh62o+IdMubHWZGvokIMF1MgDhTuODgAEgYGeT1rO1yzbR7p4JVYlOVkQjDDOOAOSQPSo7fULvS5NIktpTmElZ4d/yv2PbrwGH/18V1dxJFrWCkcxuWm8t9pAaPAzzz0wB078VFOJjiN9jitOvZLO6dEOC0YUsQSMZADc/Un8AK6ixurO8t1RWdnRjuQEr5h9PwyOvTrx1pJPCl5Z6hEIrfyYQC7SMxznIIUfUcUybS7uGbdtPlsx2kAbscdSOpyMcnoR36badTk1LSw/at0QiRpARlGOTk9uvvn8a0NPtDayzvLK6u9sYgCPlXJ6D04PWn6Xpsqo5iCHeMbtmHkPoD6A/wA63dN00Wums93OxkkUqNxxwSBnGOnAH41hOejN6cG5I5+5+1SW+mXLzI8HkN5+CQysrHBx6EE1j2tqVt5r07mDlghILZPXIOSOpPArpr2GTzEt9qvMFwAw5IzwBj15r2X4U/s67Z4NY8UhJYSokg0o5OGPO6XOOf8AZH4+lTg6Eq83bY68ZWjh6S7s1/APhseGf2ddVdlcXN9p93ezM5ySWjYKR7bFWvxptrxLP4e3Dy2q3sbajtMNwtyIQxUHdlJFj3D0Iz+Ffu38SI0t/hv4mWNFRI9JuQqqMAAQtgAelfgp9psrXwBdSXNrDPPNet5T5hWQArgHO7zSAQeNu33r7amlGNj4uWruz0L4K+JbHV/jt8DbGztzbtY+JNJjlHlIFZvtcA3hhyS2CTnAyemdzMVyf7MMbf8ADRvwrJPy/wDCV6T2/wCnyKilU3NaasrH70zL1FfEPxasx4T8UX+nFUOZ3jt5HH3V4IH1wR+Yr7kmWvnT9qH4cHVrJNfgyWjXypc9Iz/DIP5flXn5jR9tRUl9k68sxHsazi/tHy+01qzpbwtJIftSo7nGGAPXPXGc1tOv/EwLzfOrj93xyoIP/wBfH0rj7Ge+02+ispo8xM7IsxIDfLg5x1Oef06V2e7+0IPNjVQkUXnO5GDwvX2z09RmvmZLlXc+pjLmaJda1FbHbEZTKqsG6dyAOR2/+vVCbUYL61LpmYh9jbuMdz75HHFYbQTagkUr5eVZC37xj369Ov0q5pmmXdhqdm7K0kUMUgdVTAMjFRnjk9DXNGlHe+p2Tqyj7qWhq2cMtuxVVRgx3Da289B68Dv0rVt9M+3RCT987gFI1U/ecjgAD9PpWx4b0dvEWsw2VpEslzJgcOAq7ujHvjAPavofwL8JbDwqsU5U3F+EwZWJ2oe4Qdh2z1/OuzCYSpipWSsl1OHGY2ng4q7u30KPw98JzaP4Q0ixnjEc0UA3oP4WOWI+oJrs7TQwuMit+00sLjitGOzC9q+4jFQiorofAym6knJ9THt9NCY4q4tqB2rSFuB2pfJqromxzmseH7PXLdra8tlljKkK/R0zwSpHKn3FfH/7Qnwf8ReBxLqkV1JrHh2T5fOMYD2bZG0SBR0J/iHfGccV9xGH2qKexiuoZIZ40mhkUq8cihlYHqCD1Fc1ahTrLXfudVHEToPTbsfm5o+qR67cJFKpt7hfkBZjkFcFl5/D8hXVNNdaLcPcw7ZwWGY5CcDPTHPPJ/WvU/jR+y5dafeHU/AtpI9pdMTdadGQTCw5DxgnkdeM5HbOePIPEngvxta6bv1LQtUsoFkL+bJaERhgBgksOOvc9hivlq2EqU6l1sfV0sbSq0rS1Z1Nv4kOtW4ijSJzGP8AUCUK6449DnpVrTdTaCUWt9ZvMjIS7q2TnICjH6Z/P28qmmu1sxPIEM0aBj5ZO49ef9kc5xVW28Vazp2pvdtGt7asi/u5ZTI4/usCCOev+PpyzUr2N4RhJX2Pbo5rXVidkp4x8rnGxV659wcflWTfagr3flq4lWLKSYJI2lQB8ueP/wBVYum6w+tWNusUF5FLKBuWRW+7kZHYk5HXFe1/CL4EyeJJxqms21xY6Ts2rBIDFJN3GBjIXn72fYdzWdOjUqz5Yr/gG0qlKjHmk/8AglT4B+B7zxP4zTxBKjJY2MgkMrAgMw5VFz17E+n4ivqqqmi6JY+HdLt9O063W1s4F2xxLk4H1PJPueTV6vq8NRWHhyI+XxFaWInzyOY+JS7vh34oH/ULuv8A0U1fhFbSW8fwzmTUku7m2XUSI0t7gxBX25B5gZcZJ/jz7DrX7vfEz5fh14pJ6f2VdH/yC1fg9MsLfC+6kuGuIIhqLeW0VuzhpNnCsxmCgHuRGSPU9K9GmefPc7L4Hz+Hz8bPgRFpQgbUF8TaY1/LH5wdpDd2+Ayv8gwd4GwnOCTjIUFcd+zHuP7SHwoz/wBDZpJ/8nIqKipuaQ0R+/Uy1lapp8Op2c9pcxiW3mRo5I26MpGCK25Bmq0kVVF6WZyyVndHxH8YPgrJ4D1o3aXBk0+8Yx2shzlMnJRgP4ueo46/SvP5NSvrfy7Kdduno+AFABcgA7mOOeM4znHpX3x498MjxP4S1KxWJJbhoWaAOoP7wDK49OeM+9fGWo/CbxLPr1pHc6NqS3qEskUcDYkOcgemBjr6V8zjsOqM7wV4s+nwOIdaFpv3l+RzFrCfkESdGz1HT2rs/Dvw78QeOJTHYQSCAsD9qfKJHj/a7n8z0r1f4c/s0XVtPZ3/AIpkh/dAEWEJznpw7DjtyBn6179Y6XDZwxwwxJFEg2qkagKo9AKzwuVSrWqV3ZLp1/4B04rOIUb08OuZvr0/4J5n8KPgfafD8teTXTalqssYR7h0CheBnA9yOv6CvU4bEL2q3HCFFSgCvp4RhRjyU1ZHyU5Trz56juyJYQvan7akop8wcqI9tJsqWilcOVEWyl8v2qWl20XHykQjp4jGMEZHpT6KVy1FHJX3wl8HapfyXl14csJriTl2MQwx9SOhPviotM+C/gfSL5by18M2Ec6ncu6Peqn1CkkA+4FdmtLWbjHsbpsTy03Btq7gMA45A9KdRRTAKKKKAOX+KX/JNPFh/wCoTd/+iXr8KbrQ9OX4eyG9vorWU3zOiKkTyuAnTAHmhffdt46Zr91Pis3l/C/xe393R7w/+QHr8J7zOofCuTzJ2tkTUGkDTNcmOVwh+RVWMxBiD1LA8HoK3p7M56l7o1v2f9Di0n49/Ay6iuUmOoeItLnkjWRS0LrqXl7WAOVyqK3zAZ3elFZH7M0mf2jvhQh6/wDCW6Uf/JyKipqGkNj9iz+258D/APooul/lL/8AEUjfts/A/bn/AIWLpWPpJ/8AEV+K7eIvDarp7L4e852iHnxtcMm1wZlIyeuQ0LcdNmO5qS61Tw7Do6T/ANip9om8yHyftDbosRQBZD6guJTj/aPpT07mPK30P2jX9tr4Ht0+Iml/lJ/8RQf22/gfjP8AwsbSvyk/+Ir8WI/E3hZbcyt4e/fi5H+j+e/+r84yfe/3MReveoh4k8MSaS9wdEVbiEwwmE3DbpiYZw8o9MP5TY9gO9PQXKftV/w218DXP/JRdJJ+kn/xFOX9tb4HDgfEbSM/WT/4mvxPh8UeE5o72V9B8l1iPkxee7FnPkKOe2Nszc/38dhU2n+JvCk32ySbw+sQhAnjja5b94BcbjGPcxuFz/sZ70aByeR+1g/bY+CGcf8ACxtHz9X/APiaU/tsfA9evxH0fP1f/wCJr8QrfxR4ZuLcQTaJ9mlWBs3Hnu26RbV1A2jpum2N7dOlWrHxP4U1HWoI30FbG1mmwzvdMRGpkiPP0VJF/wC2me1Gg+U/bNf22Pgg3T4jaR+b/wDxNO/4bU+CPT/hYuk/nJ/8TX4maX4u8JSalELrw8YbWS4Te32h2EcfnSMxwOT8jovH/PPPeqn/AAlvh5rUQ/2ATPs2+f8AaW+95ATdj/rpmTHvijQfKz9vl/bW+CLdPiNpH/fT/wDxNO/4bU+CPH/Fx9H5/wBp/wD4mvxP1rxR4UsdauobfQBcWsN1IqyJdNtljEyFcexRHX/tpntTJfFnhG01EBPD5vrSNk+b7Q6eYP3pbg8jO+Mf9s/eiyCzP2z/AOG1fgj/ANFH0f8A76f/AOJpf+G1vggvX4j6P/30/wD8TX4jalrvhuzi+zwaKLuZrWN/tMdw2Fd7SMEY9Vm3sfc4qW88V+EUktnt/DzSoxMssf2hxszOreXk9cRKy5H/AD0z1FKyHZn7aj9tb4ItnHxG0c/8Cf8A+Jpw/bT+CJ/5qNo//fb/APxNfiZL4m8JWkOmy/2Ct0ZoA80K3TAxsHuFIJ9SDC30X3NMPivwqulBl0LdeSebGYzO/wC6xDCqSZ6HMgmbHvj0o5UPU/bj/htH4JYyfiNo4H+8/wD8TSj9tD4Jdf8AhY2j/wDfT/8AxNfisPEnhJtNW8/sHMhuyptvtTbvL84SA59PLzF+tR2vizwpDbpNJoJaaLyo2t/Pf99+7nDybug+doDj/Z470cq7hd9j9r/+Gzvgp1/4WNo//fb/APxNOX9sr4Kt0+Iuj/8Afb//ABNfinb+JvC82nalL/YaQzwwgwo1wxLuUiTI/wB1hJJj/bx2ptv4z8JTGYy+HzF5Z8yKP7S587/SVby8jpiEsuT/AHc9TRyx7j5pdj9rW/bN+Ccf3viNo4/4G/8A8TTf+G0vgj/0UfRv++3/APia/FOz8UeFr6ZFudEFuEtmdpGuWxI6QzcdeCzmLH+6PWoLXxV4RuriVZdCa0haGQLIZ3ba3lxhDgf7aSH/ALa/7NHKu4c0ux+xPxT/AGx/gzqXw08V2dn8QtJuLy50m7hghjZy0kjQsFUfL1JIFfj+rw6x8OWt0u7GK5ivmnaOeZI5GUKR8paXnr08vns3ao9H8SeENS1a1trjw99lt57pVaZ7ttsUZudxz9Ijs/DNeevNuzgHrVKy2FrLc98+CvgR/Cfx4+BWoG7M41PxRpMmwxFAuZ7SX5Tk71xOq7uPmRxjjJK5P9mSZ2/aQ+EoZywHizSQATnA+2xce1FZzNIbankpvpvlJfPeu78YfFeDxV4Vi0j+ypIJo/sxS5a5DbDEsilFXYMRnzPlXPynPJzwUUbbCaT3OA+0Fsc812GmePILD4b6v4Yaw3S304n+1JJtxhoiAy7ctjy2AGQB5rHHAoopg0nucWr12Xw/+IUXgm18QRSaf9vbVNPks0YSmPymZSoc4HzAZPyHg4GeQCCiknYGk1ZnEM27FbfgvXLLw74ktdRvrWW8it9zxxwyLGyy7T5b5ZWB2ttbBGDtxRRTHvoZEjL5jeXuCZ+UMcnHvWh4d1QaLr2naiYhMLS4jn8o4w+1g2OQRzjuDRRQBo+PvFUfjLxTd6tDZ/YY5liQQmQyH5I1TczHlmbbuJPJLHk1zwfHfNFFAlpojqviD43j8b3mmXMdk1k9rZJaygzNIJHDMxZQeI1+YAIuFGOAM1yu/Cke1FFAJJaI6bxB4xTXPC/hrSE022tX0mCWOS8SNBLcl5XcbmCg7VDAAEnncc8gDnkaiigaVjsl8cRr8Nv+EX+zTLL9ue7+0JPiN1ZYxtaPbyQYzhs5G8jp15hpd2O5oooC1jqPDPjhNA8K+JdJENyZ9WSOMTRXGxFRdxZXQqdwOQcjBG3GcMwPJbiuTRRQFjX8O67Do66itzaG7S6s5LZQsgQozAbXyVOcEDjv6jrWMemRRRQB1Xw78YJ4H8RRapJbSXKxqy4gmEMq5A5RyrYPY8HIJHes2zt18Ra9IgkhsftJklQEhY1baXVBkgDJwo+ooop+RDVtT239n/wRZ6P+0T8NpV1y1u5bfxbpTIlu8TrJ/wATKJAAVkJyVxIMAjHeiiilMdO9tT//2Q==) | SJM 799 x1010 0408 Tegl
Teglfragmenter. Muligvis fra tagsten. |
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) | SJM 799 x1006 0408 Tegl
Fragment. Gul. |
![](/grafik/intetbillede.jpg) | SJM 799 x1006 0408 Tegl
Fragmenter. |
![](/grafik/intetbillede.jpg) | GRM 423 x01 0408 Tegl
Teglsten
Fragmenter |
![](/grafik/intetbillede.jpg) | SJM 799 x0135 0408 Tegl
Fejlbrændt eller glaseret fragment af teglsten. |
![](/grafik/intetbillede.jpg) | SJM 799 x0135 0408 Tegl
Muligvis fragmenter af tagsten. |
![](/grafik/intetbillede.jpg) | SJM 311 x220 0408 Tegl
Småfragmenter. |
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) | ESM 1422 X0112 0408 Tegl
3 murstensstumper (9,6 cm; 6,8 cm, 2,1 cm & 6,7 cm; 7,1 cm; 5,2 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0108 0408 Tegl
1 mursten (28,1 cm; 11,6 cm; 6,1 cm). |
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) | ESM 1422 X0105 0408 Tegl
1 tagsten og 1 stump mursten (tykkelse; 2,0 cm & 9,3 cm; 6,8 cm; 1,2 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0107 0408 Tegl
1 del af munkesten (11,1 cm, k; 14,0 cm; 9,4 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0102 0408 Tegl
2 munkesten (19,3 cm, k; 11,6 cm; 6,5 cm & 18,0 cm, k; 12,4 cm; 7,0 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0103 0408 Tegl
4 buede brøndteglsten (21,1 cm; 11,2 cm; 4,6 cm & 20,3 cm; 11,2 cm; 5,0 cm & 19,2 cm; 10,2 cm; 4,6 cm; 20,2 cm; 11,2 cm; 5,2 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0100 0408 Tegl
Teglsten, grov, moderne størrelse (9,8 cm, k; 7,6 cm, k; 6,1 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0101 0408 Tegl
Teglsten, flad 9,2 cm, k; 7,0 cm, k; 4,1 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0096 0408 Tegl
1 teglsten, flad type (10,4 cm, k; 9,3 cm, k; 3,4 cm & 4,9 cm, k; 2,5 cm, k; 6,8 cm, k). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0097 0408 Tegl
1 teglsten, flad type 10,8 cm, k; 9,3 cm; 4,0 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0091 0408 Tegl
1 mursten med mørtel (22,6 cm; 10,6 cm; 7,8 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0093 0408 Tegl
4 halve grove mursten (15,5 cm, k; 12,3 cm; 6,4 cm & 13,2 cm, k; 12,1 cm; 6,6 cm & 9,1 cm, k; 11,6 cm; 5,1 cm & 11,6 cm, k; 11,7 cm; 6,0 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0087 0408 Tegl
1 teglsten med mørtel (23,5 cm; 10,7 cm; 9,3 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0089 0408 Tegl
Murstensfragment af grov kvalitet 10,9 cm; 11,0 cm,; 6,4 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0090 0408 Tegl
1 munkesten (19,1 cm, k; 9,1 cm, k; 9,8 cm, k). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0084 0408 Tegl
1 teglsten, flad type (11,4 cm, k; 8,3 cm, k; 4,0 cm, k). |
![](data:image/jpeg;base64,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) | ESM 1422 X0085 0408 Tegl
1 teglsten 4,1 cm, k; 2,2 cm, k; 2,9 cm, k). |
![](data:image/jpeg;base64,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) | ESM 1422 X0086 0408 Tegl
1 teglsten, flad. (9,4 cm, k; 9,1 cm; 3,2 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0081 0408 Tegl
½ mursten (14,1 cm, k; 11,6 cm; 6,4 cm). ¼ mursten af grov kvalitet (14,2 cm, k; 8,6 cm, k; 6,7 cm, k). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0082 0408 Tegl
Munkesten (16,1 cm, k; 15,3 cm; 6,4 cm, k). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0083 0408 Tegl
Munkestensfragment (12,4 cm, k; 11,3 cm, k; 8,0 cm, k). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0079 0408 Tegl
1 teglsten, hårdt brændt, moderne større (11,6 cm, k; 8,6 cm, k; 5,1 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0073 0408 Tegl
2½ mursten - fejlbrændte (21,2 cm; 10,8 cm; 5,4 cm & 22,6 cm; 12,3 cm; 6,9 cm & 14,7 cm; 10,1 cm; 5,1 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0074 0408 Tegl
1 rundet tagtegl (10,6; 11,3; 4,6 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0072 0408 Tegl
Munkesten (24,3 cm; 14,2 cm; 7,7 cm) |
![](data:image/jpeg;base64,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) | ESM 1422 X0064 0408 Tegl
3 teglstensstumper (3,2 cm, k; 4,0 cm, k; 3,9 cm, k & 3,0 cm, k; 3,6 cm, k; 2,7 cm, k & 2,8 cm, k; 2,4 cm, k; 1,5 cm, k). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0068 0408 Tegl
Murstensfragment (10,2 cm, k; 10,0 cm; 5,5 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0059 0408 Tegl
2 teglsten, grove (10,7 cm, k; 9,0 cm, k; 4,7 cm, k & 5,6 cm, k; 5,5 cm, k; 5,0 cm, k). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0058a 0408 Tegl
1 teglsten med mørtel. |
![](/grafik/intetbillede.jpg) | ESM 1422 X0058b 0408 Tegl
Teglstensstump, hårdt brændt (14,7 cm, k?; 11,8 cm, k?; 6,9 cm & 6,0 cm, k; 6,1 cm, k; 3,1 cm, k). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0055a 0408 Tegl
1 kraftig mursten (11,7 cm; 12,3 cm; 6,1 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0055b 0408 Tegl
1 mursten, moderne (10,5; 10,5 cm; 5,1 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0052 0408 Tegl
½ mursten med mørtel (13,2 cm, k; 10,9 cm; 5,6 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0054 0408 Tegl
1 munkestensfragment, grov. |
![](/grafik/intetbillede.jpg) | ESM 1422 X0050 0408 Tegl
Tegl mursten, moderne type. (9,6 cm, k; 8,5 cm, k; 5,6 cm) |
![](/grafik/intetbillede.jpg) | ESM 1422 X0051 0408 Tegl
Tegl mursten (10,7 cm, k; 9,3 cm, k; 7,8 cm, k). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0045c 0408 Tegl
2 teglstensstumper (7,3 cm; 7,0 cm; 7,8 cm & 12,9 cm; 9,9 cm; 7,0 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0046 0408 Tegl
1 munkesten (11,0 cm, k; 11,0 cm, k; 7,7 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0048 0408 Tegl
Munkestensfragment (10,0 cm, k; 8,6 cm, k; 7,0 cm, k) |
![](/grafik/intetbillede.jpg) | ESM 1422 X0045a 0408 Tegl
1 munkesten (15,1 cm, k?; 15,0 cm k?; 9,0 cm) |
![](/grafik/intetbillede.jpg) | ESM 1422 X0045b 0408 Tegl
1 flad mursten (11,8 cm, k?; 8,707?; 4,4 cm). |
![](/grafik/intetbillede.jpg) | ESM 1422 X0040 0408 Tegl
Teglsten, munkesten (8,7 cm, k: 8,6 cm, k:6,6,k) |
![](/grafik/intetbillede.jpg) | ASR 1301 x288 0408 Tegl
1 stk. tegl |
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) | ASR 1301 x287 0408 Tegl
1 stk. tegl (halv munkesten) 11½x7½x? cm |
![](/grafik/intetbillede.jpg) | ASR 1301 x280 0408 Tegl
Tre stykker tegl |
![](/grafik/intetbillede.jpg) | ASR 1301 x279 0408 Tegl
Fem stykker tegl |
![](/grafik/intetbillede.jpg) | ASR 1301 x278 0408 Tegl
Et stykke tegl |
![](/grafik/intetbillede.jpg) | ASR 1301 x275 0408 Tegl
En lille stump tegl |
![](/grafik/intetbillede.jpg) | ASR 1301 x273 0408 Tegl
Teglbrok |
![](/grafik/intetbillede.jpg) | ASR 1301 x266 0408 Tegl
To mindre teglstumper |
![](/grafik/intetbillede.jpg) | ASR 1301 x260 0408 Tegl
5 stk. tegl
Småstumper |
![](/grafik/intetbillede.jpg) | ASR 1301 x257 0408 Tegl
1 stk. teglstump |
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) | ASR 1301 x253 0408 Tegl
1 stk. tegl
Munkesten
Tykkelse 7 cm |
![](/grafik/intetbillede.jpg) | SJM 3 x0011 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0017 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0027 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0042 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0048 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0049 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0051 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0053 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0056 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0057 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0058 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0062 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0068 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0073 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0079 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0080 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0082 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0083 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0084 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0086 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0091 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0093 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0094 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0095 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0098 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0096 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0099 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0102 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0105 0408 Tegl
Muligt teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0106 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0115 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0118 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0131 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0148 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0155 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0156 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0170 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0185 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0240 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0244 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0249 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0259 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0278 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0324 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0328 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0331 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0348 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0358 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0373 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0411 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0418 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0428 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0432 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0602 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0659 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0724 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0731 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0818 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0835 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0960 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x1050 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x1370 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x1377 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x1394 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x1419 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x1471 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x1476 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x1523 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x1932 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | SJM 3 x1998 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | SJM 3 x0311 0408 Tegl
Lille fragment |
![](/grafik/intetbillede.jpg) | SJM 3 x0458 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 3 x0908 0408 Tegl
Muligt fragment af tagpande |
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) | SJM 477 x17 0408 Tegl
Fragmenter af tegl. Mulig munkesten? |
![](data:image/jpeg;base64,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) | SJM 477 x18 0408 Tegl
Munkesten-fragment. |
![](/grafik/intetbillede.jpg) | SJM 799 x0039 0408 Tegl
Fragmenter |
![](/grafik/intetbillede.jpg) | ESM 1917 x1218 0408 Tegl
Teglstykker, murbrokker |
![](/grafik/intetbillede.jpg) | SJM 780 X137 0408 Tegl
To mindre fragmenter af tegl |
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| ASR 1158 x052 0408 Tegl
En hel Flensborgsten. |
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) | SJM 799 x0106 0408 Keramik
|
![](/grafik/intetbillede.jpg) | SJM 799 x0032 0408 Tegl
Små og mellemstore fragmenter af tegl |
![](/grafik/intetbillede.jpg) | SJM 799 x0032 0408 Tegl
Små og mellemstore fragmenter af tegl |
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) | SJM 799 x0033 0408 Tegl
Glaseret teglsten, sintret. |
![](/grafik/intetbillede.jpg) | SJM 763 x15 0408 Tegl
Mindre fragment af fejlbrændt tegl. |
![](/grafik/intetbillede.jpg) | SJM 799 x0038 0408 Tegl
Fragmenter. |
![](/grafik/intetbillede.jpg) | SJM 311 x277 b 0408 Tegl
Ret blødtbrændt. |
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) | ESM 1918 x19 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 1925 x076 0408 Tegl
Tegl
Gult, klæg |
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) | SJM 763 x10 0408 Tegl
Småfragmenter. Det ene med forglasset yderside. |
![](/grafik/intetbillede.jpg) | SJM 311 x281 0408 Tegl
Småfragmenter. |
![](/grafik/intetbillede.jpg) | SJM 311 x090 0408 Tegl
Lille fragment med rester af mørtel. |
![](/grafik/intetbillede.jpg) | SJM 311 x227 0408 Tegl
Hel teglsten. Lidt sjuskede, "bondetegl". Stemplet "PI". 23 x10 x5 cm. |
![](/grafik/intetbillede.jpg) | SJM 311 x227 0408 Tegl
Hel teglsten. Lidt sjuskede, "bondetegl". Stemplet "PI". 23,5 x11 x5 cm. |
![](/grafik/intetbillede.jpg) | ASR 1015 x0578 0408 Tegl
Teglstump |
![](/grafik/intetbillede.jpg) | ASR 1015 x0587 0408 Tegl
Teglstump med glasuragtig, sintret overflade |
![](data:image/jpeg;base64,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) | ASR 1200 x0715 0408 Tegl
Seks mopper. Mål 19 x 9 x 4 cm. samt fragment af en lidt bredere, men flad teglsten |
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| ASR 1200 x0908 0408 Tegl
To hel og en halv moppe. |
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) | ASR 1200 x0939 0408 Tegl
To munkesten med poteaftryk (en lille pote og en stor pote) |
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) | ASR 1200 x0029 0408 Tegl
Teglfragment, munkesten |
![](/grafik/intetbillede.jpg) | ASR 1200 x1032 0408 Tegl
Teglstumper |
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) | ASR 1200 x0531 0408 Tegl
En stump tegl med riller. Moderne |
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) | ASR 1200 x0117 0408 Tegl
Glaseret teglstump |
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) | SJM 1160 x0126 0408 Tegl
Fragmenter. |
![](/grafik/intetbillede.jpg) | ASR 11 x6878 0408 Tegl
Fejlbrændt tegl m. glasset overflade. |
![](/grafik/intetbillede.jpg) | ASR 11 x6651 0408 Tegl
Teglfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 11 x2963 0408 Tegl
Fragmenter af gule teglsten og en lille stump af en rød |
![](/grafik/intetbillede.jpg) | ASR 11 x6615 0408 Tegl
Lettere fejlbrændt. Mål ca. 13 x 7 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x6671 0408 Tegl
2 halve mopper |
![](/grafik/intetbillede.jpg) | ASR 11 x1066 0408 Tegl
Fragment af moppe? 13 x 10 x 4 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x6791 0408 Tegl
Fragmenteret munkesten med aftryk af dyrespor, pote med kløer, hund?. Mål ca. 25 x 13 x 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x3031 0408 Tegl
En hel munkesten brækket i to dele, og to fragmenter. Mål ca. 29 x 13 x 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x1055 0408 Tegl
Mopper. Mål ca. 16 x 8 x 3 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x6767 0408 Tegl
Henholdsvis mål på de to ca. 25 x 12 x 7, 5cm., den tredie ca. 29 x 16 x 7,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x6768 0408 Tegl
Komplet munkesten. Mål ca. 27 x 14 x 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x6776 0408 Tegl
Komplet munkesten. Mål ca. 28 x 13 x 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x1071 0408 Tegl
Komplet munkesten. Mål ca. 28 x 13 x 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x1072 0408 Tegl
Fejlbrændt ("overbagt"). Eksempel på de fejlbrændte sten anvendt som nederste skifte A800. Mål ca. 28,5 x 13 x 11 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x1073 0408 Tegl
Lettere fragmenteret munkesten. Mål ca. 27 x 13 x 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x1074 0408 Tegl
Fragment af munkesten. Største mål ca. 15 x 12 x 7 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x1598 0408 Tegl
To lettere fragmenterede munkesten. På det ene aftryk af dyrespor. Målene på begge to, ca. 27 x 12,5 x 7,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x1600 0408 Tegl
Fragment af munkesten med indridsede streger og en jernklump på den ene flade. Mål ca. 16 x 14 x 5,5 cm. Tegnet?. |
![](/grafik/intetbillede.jpg) | ASR 11 x1607 0408 Tegl
Fragmenteret munkesten. Mål ca. 23 x 13 x 6 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x2083 0408 Tegl
Fejlbrændt tegl med sintret yderside. Største mål ca. 3 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x2956 0408 Tegl
Munkesten, hel |
![](/grafik/intetbillede.jpg) | ASR 11 x3035 0408 Tegl
Kvadratisk munkesten, hvoraf kun et hjørne er brudt af. |
![](/grafik/intetbillede.jpg) | ASR 11 x3218 0408 Tegl
4 fragmenterede munkesten, hvoraf 2 er delvist dækket af uensartet grøn glasur, og en er yderligere fejlbrændt. |
![](/grafik/intetbillede.jpg) | ASR 11 x3378 0408 Tegl
En halv munkesten |
![](/grafik/intetbillede.jpg) | ASR 11 x3379 0408 Tegl
Fejlbrændt/ildpåvirket munkesten |
![](/grafik/intetbillede.jpg) | ASR 11 x4867 0408 Tegl
Fragment af fejlbrændt munkesten. Største mål 11 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x6665 0408 Tegl
Komplet munkesten. Mål ca. 29 x 14 x 9 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x6666 0408 Tegl
Komplet munkesten. Mål ca. 27 x 13 x 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x6686 0408 Tegl
Teglstensfragment, sandsyndligvis munkesten |
![](/grafik/intetbillede.jpg) | ASR 11 x6719 0408 Tegl
Halv munkesten. |
![](/grafik/intetbillede.jpg) | ASR 11 x6729 0408 Tegl
Komplet munkesten. Mål ca. 27,5 x 13 x 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x6758 0408 Tegl
To komplette munkesten. Mål henholdsvis ca. 27 x 12 x 6 cm. og ca. 28 x 12 x 6 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x6690 0408 Tegl
Lille fragment. |
![](/grafik/intetbillede.jpg) | ASR 11 x6701 0408 Tegl
Teglstump |
![](/grafik/intetbillede.jpg) | ASR 11 x6708 0408 Tegl
Teglstump |
![](/grafik/intetbillede.jpg) | ASR 11 x7588 0408 Tegl
T0 stumper tegl? |
![](/grafik/intetbillede.jpg) | ASR 11 x7573 0408 Tegl
Fejlbrændt tegl med grønlig glasur. |
![](/grafik/intetbillede.jpg) | ASR 11 x1677 0408 Tegl
Fragment af glaseret teglsten |
![](/grafik/intetbillede.jpg) | ASR 11 x1013 0408 Tegl
Fragmenteret munkesten brækket i to dele. Sammenhørende. Mål ca. 27 x 13 x 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x1031 0408 Tegl
Fragmenteret munkesten. Største mål ca. 21 x 13 x 7,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x1032 0408 Tegl
½ munkesten mål ca. 14 x 14 x 7 cm. Aftryk af strå eller lignende på den ene side |
![](/grafik/intetbillede.jpg) | ASR 11 x1034 0408 Tegl
En ½ munkesten. Mål ca. 12 x 13 x 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x1036 0408 Tegl
Lettere fragmenteret munkesten. Mål: ca. 28,5 x 13 x 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x1037 0408 Tegl
Lettere fragmenteret munkesten. Mål: 27 x 12 x 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x1061 0408 Tegl
Halv munkesten |
![](/grafik/intetbillede.jpg) | ASR 11 x6622 0408 Tegl
Lille fragment. Glaseret |
![](/grafik/intetbillede.jpg) | ASR 11 x6670 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | ASR 11 x6672 0408 Tegl
Lille stump tegl |
![](/grafik/intetbillede.jpg) | ASR 11 x6674 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | ASR 11 x6683 0408 Tegl
Sandsynligvis tegl. Stump |
![](/grafik/intetbillede.jpg) | ASR 11 x2844 0408 Tegl
Fragment af glaseret tegl. Under glasuren ses at der er pibelersbegitning. |
![](/grafik/intetbillede.jpg) | ASR 11 x2939 0408 Tegl
1 gul teglsten, samt to fragmenter af tegl der enten er meget fejlbrændte eller glaseret. |
![](/grafik/intetbillede.jpg) | ASR 11 x2947 0408 Tegl
Fejlbrændt? munkestensfragment |
![](/grafik/intetbillede.jpg) | ASR 11 x2971 0408 Tegl
Lille teglfragment med jernspor. |
![](/grafik/intetbillede.jpg) | ASR 11 x5084 0408 Tegl
Fejlbrændt tegl, 2 små stumper |
![](/grafik/intetbillede.jpg) | ASR 11 x5086 0408 Tegl
Fejlbrændt teglbrok |
![](/grafik/intetbillede.jpg) | ASR 11 x5264 0408 Tegl
Tegl, blødtbrændt |
![](/grafik/intetbillede.jpg) | ASR 11 x5318 0408 Tegl
Småstumper af tegl |
![](/grafik/intetbillede.jpg) | ASR 11 x6523 0408 Tegl
Tegl, småstumper |
![](/grafik/intetbillede.jpg) | ASR 11 x6548 0408 Tegl
Småfragmenter |
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) | SJM 763 x09 0408 Tegl
Næsten hel munkesten med aftryk af kattepoter. |
![](/grafik/intetbillede.jpg) | SJM 763 x09 0408 Tegl
Fragmenter af munkesten. |
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) | SJM 980 x1 0408 Tegl
Fragment af teglsten med strøjet side. |
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) | ASR 1150 x007 0408 Tegl
En stump glaseret tegl. Flise eller tagtegl? |
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) | ASR 1158 x063 0408 Tegl
Fragment af teglstensflise med svage spor efter pibelersdekoration |
![](/grafik/intetbillede.jpg) | SJM 1160 x0208 0408 Tegl
Lille fragment. |
![](/grafik/intetbillede.jpg) | ASR 11 x6518 0408 Tegl
Teglfragmenter |
![](/grafik/intetbillede.jpg) | ASR 11 x6659 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 11 x6657 0408 Tegl
3 små stumper tegl |
![](/grafik/intetbillede.jpg) | ASR 11 x6658 0408 Tegl
Tegsmulder |
![](/grafik/intetbillede.jpg) | ASR 11 x6761 0408 Tegl
Fejlbrændt. Største mål ca. 11 x 10 x 6 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x6722 0408 Tegl
Fejlbrændt eglbrok |
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+3iL/4uvfqKX1iZaoxR4LJ8N/FbDjSx/wB/4v8A4uqr/DLxgx40xR/22i/+OV9CUUvbzK9mjwG3+Gvi2NWD6cpyP4Zoh/7OaK9+ope2kHs0FFFFc5qFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z) | ASR 11 x6725 0408 Tegl
Lettere buet formsten med brudflade i den ene ende. Mål ca. 29 x 17,5 x 7,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x7177 0408 Tegl
Halv fejlbrændt munkesten. Stenen er grålig = reduceret brændt, men ikke fejlbrændt. 6½ x 13 x ? cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x7096 0408 Tegl
13 små tegl fragmenter. |
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) | ASR 11 x8060 0408 Tegl
Fragmenter af fire forskellige låg, 2 stk. med ornamentik. Største mål henholdsvis ca. 8 cm., 7,5 cm., 6 cm., og 3,5 cm. |
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) | ASR 11 x2596 0408 Tegl
Moppe. Mål: 17x7,5x5 cm. |
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) | ASR 11 x3376 0408 Tegl
2 hele Mopper. Mål ca. 16 x 7 x 3 cm. |
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) | ASR 11 x3495 0408 Tegl
Låg af ler, ca. halvt bevaret med grebet intakt. Er prikornameneret og har ligeledes stregudsmykning. Låg til Lerpotte? Største mål ca. 17 cm. |
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) | ASR 11 x5517 0408 Tegl
3/5 af låg med håndtag. Mål ca. 17 x 11 cm. Diameter: ca 18 cm. Hypocaustlåg? |
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) | ASR 11 x6400 0408 Tegl
Randskår af låg med streg- og trekantoranmentik. . Måske fragment af lysestage? Ornamenteret. Største mål ca. 9 cm. |
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) | ASR 11 x6599 0408 Tegl
Del af cirkulært, ornamenteret låg. Håndtag/knop brækket af. Diameter: ca 10,5 cm. |
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) | ASR 11 x6603 0408 Tegl
Stort (12 cm. høj), firkantet og rigtig primitivt kar eller fyrfad. I to dele |
![](data:image/jpeg;base64,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) | ASR 11 x6627 0408 Tegl
Vedhæng til tagpande?. Mål ca. 4 x 8 cm. |
![](data:image/jpeg;base64,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) | ASR 11 x6638 0408 Tegl
Kraftigt tegllåg. Ca halvedelen bevaret. Oprindelig diameter: ca 19 cm. Hypocaustlåg? |
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) | ASR 11 x6978 0408 Tegl
Fragment af låg med stregornamentik. Største mål 9 cm. |
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) | ASR 11 x7874 0408 Tegl
Moppe. Hel. Mål ca. 15 x 8 cm. |
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) | ASR 11 x8062 0408 Tegl
2 mulige knopper/håndtag fra to forskellige låg. Det ene fragment er ornamenteret. Højde: 1,8 og 2,8 cm. |
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) | ASR 11 x8063 0408 Tegl
Sands, fragment af håndtag fra låg. Største mål ca. 4 cm. |
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) | ASR 11 x8041 0408 Tegl
Fragment af låg med stregornamentik og indstemplede trekanter. Største mål ca. 8 cm. |
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) | ASR 11 x8042 0408 Tegl
Randskår af låg med stregornamentik. Største mål ca. 6,5 cm. |
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) | ASR 11 x8044 0408 Tegl
Håndtag fra låg. Største mål ca. 7 cm. |
![](data:image/jpeg;base64,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) | ASR 11 x7991 0408 Tegl
Facon som en prop, glasurpletter på den øverste halvdel. Ser ud til at være vandrullet - er meget slidt. Muligvis er det derfor form og funktion er svær at bestemme. Der kan være tale om en knop/topprydelse fra en rygningssten. |
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) | ASR 11 x8032 0408 Tegl
Fragment af låg med stregornamentik i form af et trekantmønster og en masse små trekantede indtryk, formodentlig foretaget med en pind. Har tillige en række lette fingerindtryk langs kanten. Største mål ca. 13 cm. |
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) | ASR 11 x8033 0408 Tegl
Fragment af låg. Ornamenteret med en masse små trekantede indtryk, formodentlig foretaget med en pind. Har desuden en række små indtryk langs kanten. Største mål ca. 8 cm. |
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) | ASR 11 x0310 0408 Tegl
Del af et låg med hank. Prikornamenteret og med indridsninger. Evt. ildpåvirket på bagsiden. Diameter: ca 20 cm. |
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) | ASR 11 x0311 0408 Tegl
Del af låg med hank med hul igennem. På bagsiden findes en indridsning af et kryds, der hver har et ben pegende skråt nedad. Måske et bomærke. Største mål ca. 12 cm. |
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) | ASR 11 x1593 0408 Tegl
Låg af tegl. Største mål: ca 18 cm. |
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| ASR 11 x2060 0408 Tegl
Låg til hypocaust. Diameter ca. 19 cm. |
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) | ASR 11 x2098 0408 Tegl
Moppe fragment. Gulbrændt tegl |
![](data:image/jpeg;base64,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) | ASR 11 x0193 0408 Tegl
Fragment af låg med dekorationsborter i form af takker og indhak. Oprindelig diameter: ca 20 cm. |
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| ASR 11 x0194 0408 Tegl
Ottekantet, firebenet lysestage i ler, med dekoration i form af trekanter på rad. Største højde: 9,8 cm., Diameter på lysehul: ca 1,5-1,8 cm. |
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) | ASR 11 x2965 0408 Tegl
Hel munkesten. Med dyrespor. Aftryk efter klov fra større dyr |
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) | ASR 11 x6604 0408 Tegl
Fragment af munkesten med dyrespor. Pote? |
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6mm+YpUnzCy+4/GvhajjHSx+hU1J7MwJtHhspvtIV87lY4OAMDGOg474J6mrcN0ky232eYMGAdmDD5ht6jg5HQ9f8KbNfI8E8SjMhO0Bzg5z1B56CuOiuJNLgmka7e4R1jOHuP3ZdSRIUcEHBOBtAA4xjnFL2fOr9Sufldi945tbzXtLt2WZ4riBtzq0e84BBAYAncMcHB5z1qv4P8ADc2mx3VpPHDp1pI++NcYjTJAC4zhQSf1HSun0K8bUnZJo5M4VyxTKMobOB2ySPX0qWTUZLxpJWhNtbSSvCFPzM2GIyc9jXfRxVT2aoU1qjz62Gg6rrTenUqf8ICtg99cyI63c8ahZPL6suQrY743dPpXi+p+C5rXxik0tjJAtzKzXMkbFg0gkGZFOPuEMCBjjBHuforSvEV1dQx219ErYGEWMl884yT/ADrkvGXnf2uqwagtlJdEQiFVUgAHOT7cj07it8PiK/NKlOyZzVqNFqNWN3Y7mHVLXQfDthfMZHsraLBZU3GTp90EgHgjvjNdg2oLeaZFfQoUgmiR4jIpAQH5skA5zjPFeSeC5Lo6lFbtGbjw00SoI5lJSNhlQUzjK8D2HyntXpepXK6XqP2eS7b7HND88O7MaqSvPPQgbhxxzzXytelyy5Vq1/X3n0NOba5uhsQxx6lCJI5Y97KWDM2ApBxuxnOM5rXkjiZcxIyLkMpAJV8g8D+XPNc/GsdtaxTxBHgO1PLkOD69xzxz+Na0WoRSQRQGVR5jKoRiHwS2MEe/9a4pQe/Q35/M1NU22+iLKs7Wo3M0rKvO3HQeh/DtWTp+ma63h5bPUHSNQBbLLEoEkw3/ACy4BwpK/wAI756cVrQ3RubdQrFouhVTuV89xg9CDV25m86wW23bcMuxmfHII6/59aKWrtYU1Kx7L8EVkt49ThaRXiypjK+gJ/xr1OvLvgyjQtdwhdqLGp/M8f1r1Gv2vh7/AJF0F6/mz8qzj/fZv0/IKKKK+jPGCkpaaxqJMBrGoXans1QO1cU2bRQxzUTGnM1V5H965ZM2RkeJPFGleFbFrzVr+CwtxnDTOAWIGcKOpPsK+UPjD8fNE+JCxadoiXQjtbjZLJcqqK5IyCoDE4G3vj71W/2kpJdT8cXNvfanM9hbbDHbA4Vcqpwvpz1OcnB9seG3nh3S48ww+XBAxVmfO1twYNgsSSScY65x0r5bG4qNeEqK01t9zPo8DhZUpxrv1+9GrNOeWxhhyoHC49apX+vx28KkwtL8uXMSbiw6dPx7frUpZWY7mWVMcNnt/WqmpQi1sbidJPKkWP8A1m0MMZ7jv3r5XqlI+yWibiVpo7eKGW4jUlmTGMkDngDPTGazZNOgsXd4crbwxtugc7Yw3ytubGcnpjPPcA9awtKOr/209rb3C29lbgExNCMMDyQvHC55yf7x61oxXatZyW1oJIriGceYAuFMhYsQxAwVPcjpmumVKcHa91+nmc8a0Zq9rP8AU6PSdSH2kWiDddJEGBaIlQGOB82Bxx9SBmtGT/Sd0Vx9nu5EiWZjCwEhfJBIjJJxwe554rzm8ju5NJin1O8+z7mVI7tWKpECAMbt2TnGc8dfStW1byb6C6t7tLry4MSyMeXBZSMnIwpySMA9eOc0vY+zfNTl/wAP6hKo6iSqR/4Y7Wazm023WZCy3TcIjqQxY4wB+g5/Glgi07Vrm7lCiRXyjzLyI3A+ZgOBnjHXv9aLi5khmtre7R5CzBG2ZkAO3JGOu0HHX+tZniLVoPC8cuojzEt1UPIYI2Yqu4ZcqOqgEnp2zWvsalZc9TR/mc3tKdF8lPb8jI0nVrjQr+5FzqtzeIY22LMnloqBi2Uz1XAHCcDNavjDxsW8FyX0xWKRiEiJfk5yO/QGvFfjJJBqmjvqx1F9IvbMESww3Gz7Ur7ggVGPIPyk9QBkCvG7T4u3+oW9npGtN5trDiKC5B4VcjAIHB/3uvNehHL5Yle1ittzm+uRoP2cmfot4B1aLxX4Ts7mKZRLJERlzhV2Lxg49R1x0Ird8i5SSwlklWPyyRNsUZIII4ycLzznnp+NfPP7MXjaUyXeh3gYeWBNbzNlkwM5Gfx6V9CfaI7hZICxV42CNydwBw3TvwP5/h8fi6EqM5QX9Jn0NGpGpFSZ0ek4tQUtxuZQGVVAAYcKVUgY4zxWvLbJeQRI37sggmQj73OQPy4/OsO1upFWOTfvRGJMbYDFiB39v6Vd8N3t19hP29Y0kx92AnYDnkLnnA9TXDHTRGsv5j3j4Msy6TqEbt5jLOGD4xwRgD9D+deiV5N8EdSZpL+1b5gyh1frnB/+vXrNftuQVFUy6nbpdfiz8pzaDhjJ362/IKKKK+hPIEJqNmodqgZq5JSNIxCRqgd6WRqgZq5ZM2QPJ1qpcSCONmY4UDJJ7VM7Vzvji5jt/CWsvLzGLSXcAcHGwiuSpLkg5PoawjzSUe58P/E3xE+seKtRvJcmJriRo26tt3Ejn8a5aPznJk4AclTsb1/+tWhdK95qd4800IthzujydpPOMnIJx29qZLfW/k7icRx4Vmb5eewHpXwNStHlULXZ+gUqMl7ydkVbWznjeR5JlkDMNiSc7R+Q69axPGOgXuoS2lzb6gLPyD8y+UJN+cDHX6/nXRx6tZ7kjikVjt4WMlicD261ha5qM00LrDbyFSQFOdnfn/P8q5adRqaex6MoKUGnqULGOeOaOa6lcy+VtKw/JEq5JXH+1jjr26DIrZRVhSBZSpd2VW+faMnrjPXntVCwVOZPtKRSZG5XUJuPoBnHT+lQ28lnfXsiahE7xeYjos0g2K6k4C88H+fHXmun2kbO7OX2cuiJtcfQ9dsb/TryZZIIWAlUSeWY8EAHqOhP05re0/w/bxC3toZiLK3QQG2ydjrjIDDGTyB1z3rntX8O6bZ2ySuqW3nXccrR8L56+YAUIzhgQ7emOD2rsNU1R9P1TT1sbSS5S5udojkkySAMbgQMY6H2AJycYrWMYzgnB+f/AAf+CYSk4zalY2le3W4FsUaQ4ZzN24xnJ9eaxPFmlf2pb3A/eQzKu2KVRuGNhwc9e9dVHp6R24VlUTj5dy446ZGT61SuLXzWDNt8pQyNznrjt09PyrWndtNMwqWimmeCfET4Xrr2k/uMO0IKf3uB2HGeB9M/jXzd4k8ATaLqB0y6CozBtqZBfaO5A7Z7+tfddxoM2mXTPDnyGPzquRngAEgEZwAB+ArmNf8AhzD4k8xZ1Ozb8kiIWeJh25PA+nv68d1LGTouzehxyw8JxuonzN8C/iRc+C9YitrwM00A2oS2GdRnjPtjp09a+8vD+vQa9o9nqFjP9rimTcFYjcp4yjdSCM18o6l+zOZLwSWmoSRmB927ycvznnrz0rtvhtNrfwr1W5sJ7mHUUmtmlghAPlXg3BGKjkhwM8DjBBJxiubMKdHFP21Lc3wtSpRXs57H1JbQo0mxQQpbH38gE+mOnOP1rYtdZiga3toxHNPuUSxeaNw+br+OCe2efw8f03xYniRb99Lik0+aWXyFZlXzGKlQTgg4Ur6g8H8a5jwpoM0niK4CTyXupl7W3vZlI3mQS5dtn3egGQufujvg1859UjJuUmev9YkkopH3b8HbOSHUnkZQrPAWZQeBzx7dzXrlcd8L9HXTfDkcxcyyXHIkYAEqOB/U/jXY1+q5Hh3h8FFS+1r95+c5nVVbFSa6afcFFFFe8eWVXaompWaomavOkzoQj4qBlqRjULNWLLEZB61h+KdFh1/Q77TZ3eOK7haFnjOGUMCMj3Ga2maszXJnt9NuJYyBIsZK555xWE4qUWmXFtNNHytf/sSvcaibiLx1dRxhsorWO5x16t5oBIz12iqjfsOoZBJN4+1idxnI+zxBTx6HIr3TWLy6ZbWGHUZ7eWZj+85bgIT649PyrHsbrUtRto5Y9auiJoy67o2XGDgg5OR1HbtXOsFTW0TteKrv7R8reLP2VfFOhXxEPiG+nt45PMjmjjjB7jn5fQ49KxI/gt4ujkLnWWmHUCe3VlX3xxzX179l1K+mnhbXbh1icKwZfVQfX3rn9S8HXl5BJcw63PGkfmA/Jk5UkcDv0NafU6T3gvuJ+tV1tNnzC/wE8WXCNt1Mby24FoPun6Zx+lSXn7PPjG+tfIxa3UZ5KSTvGMj7pwE619Cy+DNWtbNLj/hIrp422Y2x54YgevTmpz4c1qxurWJ9fuHaaQouI+OFLZPPH3T+dJ4ClLZWNFja63lc+K9f/Yt+MM2oNPp2v/bI2GPKur07QM8Lyeg7ele1/DP4U/FPT9J0+z8RaDBJc2KNEt1b3sTiRT3yWDAjjr+Yr3yDT9XhuEjfVp3JTd935cgjjOf85q/aw6ndTTwRazOjwOquTHwchWyPwz09adXBKtFRm9vQmnip05OUba+v+Z53pvww8UzKFn0f7MA29QLmMg55wcMTwa07f4P+IvvNawHpt/eZI/Su902HVH09rk61dSrG7hv3WGOxwpwM99rfnWhYyahNp8Gof2vctHtUlAhzklQcjPsf++q5P7Hpd3950f2lX6WPJ9Q+C/iua8iK6Wk8TDDulygKc+hIzxVGb4PeNdNldoNKVlYtndMm7JBwwwSD24OOvWvoDy7+0uLeOTWJj5rbV/d5zjaPX1z+BJ7VowQ3i30du2pylmXP3eOh7/h/nNT/AGLSb3f9fIr+1K9rWX9fM+SLX4O/FCGxsl/s3z9rbTCZonkVT2d2YbwPY7j61x13+zz8TI/F1nfXvgWaWe3ZBHqWnuGRV8wOymPeflOMd8dh/DX6JW9j80A+0yZDHzM9xz/n8Ky3uppprya21GeO2hdlKNESVwCTjueo/Ktv7Jpx2djJZlVb1SZ8M6L8F/iR4Z1TU5YfDeoXonmdLfzrSbiAvuALBflPPU9do4Aya9o+GP7PeqapcW2oXWjXOhTbdtxPdNtdiSCW2lQSQd2OP4jzX0Qt9czadHeRahIEIA/1ZJLbgMY6jnP0p8lxfWlvFcS6vIsUjKF/cEnnb1A5HRvzrH+w6Mpc05O33GjzWso2ilc6+1t0s7WGCMYjiQIo9gMCpawFe4t5YY579i0hIXEZweD3H1FTmSX7UIBeES43bdp+uM19VFqKSSPnnFt3ZsUVSt23StEZzI6cNwR2B6/iPzoq7kldnqNnqMy1GXry2zpQ9pKjLUxnqNpKi4yVmrH8Suf7Jucf882/9BNX2krL8QsX0m5CglijYA69DSGjhlY/Z1O5j8vTeazo75ppcZJDAnb5boY8AdWJw2Tnp2FMXUx5ceEmwFHSJv8ACmyahu/5ZTH/ALYP/hXfYotbQx++3/fRp4YLjkn8TWat4RyIpx/2wf8A+JpWvjjmG4P/AG7yf/E1VkFzQZlb1zQsatwBz9TWd9rPH7m4/wC/En/xNTJfFWz5U4/7YSf/ABNIC6tiqsM8/nVqG0Uds1nrqAYZMVx/4Dyf/E1Yi1JW4CT5/wCuEn/xNMLmvDCFGMcVZhhRXyABWYt/uAAjmz/17yf/ABNWI7z/AKZTY6Y8iT/CnoBsxpz0qdRtwen41mR3p/uTf9+H/wAKsR3uRgpMf+2D/wCFAGpHPLgAyMR/vGrkeTj/ABrGW7J6JMP+2L/4VZhvDxlZf+/T/wCFK4G3ESfoKuQtx/8AXrFhvguPlk/79N/hVuO/XniT/v23+FNAXbrVEsNodJpGZSwWJSxOCox9fmH5H0pbTXobpSyRXCgBmy0TDoQDx1zz0qGO/TPIk/79t/hTfJsmUDy2x6YcUyGjVt9UjmkVFEoLZI3RsBx7kcUVBDcRxRIibgqgADB6D60UcxHKNOn3P/PL/wAeH+NMbTbv/nl/48P8a36Kj6vHuZc7OdbS7v8A55f+PD/GmNpN7/zx/wDHl/xrpaKPq0O7Hzs5dtHvf+eP/j6/40xtFvm/5Yf+Pr/jXV0UfV4d2HOzi/8AhFZuv2CLP/AKP+EWn/58Yv8Axyu0op/V49xc7OM/4Ri4/wCfKP8A8c/xp3/CN3A/5co/zT/Guxop+wj3DmZyA8O3K9LRPzX/ABp40C56fZVH4r/jXWUUewj3DnZyy6Dcd7ZfzX/GpF0Wcf8ALuv5r/jXS0Uewj3DnZz66TOP+WCj8VqVdMmH/LEfmK26KPYRDnZkLp8v/PIfmKetjIP+WY/MVqUU/YxDnZm/Y5P+ef8AKnrav/zzH6Vfoo9jEOdlNbZh/wAsx+lPEB/uD9Ks0U/ZRDmZEIh/cH5U4Rr/AHR+VPoq+RE3G7F/uj8qKdRT5UIKKKKoAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q==) | ASR 11 x6770 0408 Tegl
Fragmenteret munkesten aftryk af dyrespor, hundepote?. Mål ca. 18 x 12 x 7 cm. |
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ilcZ0kY/wCvmL/4qrkXgLxGv3tLx/28R/417TRVfWJh7CPdnkC+B9f2sDpuMjH+vj/+Kor1+ij6xMPq8e4UUUVynSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=) | ASR 11 x6771 0408 Tegl
Fragmenteret munkesten. Mål ca. 25 x 15 x 4 cm.
Flise? MIAJ 2024 |
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) | ASR 11 x6775 0408 Tegl
To fragmenter af munkesten. 1 med dyrespor, hundepote? og 1 med indridsninger. Mål henholdsvis ca. 17 x 13,5 x 6,5 cm., og ca. 13 x 12,5 x 7,5 cm. |
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) | ASR 11 x6782 0408 Tegl
To munkesten, begge med dyrespor. Aftryk af klove. Mål ca. 29 x 13 x 7 cm. |
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) | ASR 11 x6805 0408 Tegl
Med aftryk af dyrespor. Mål ca. 21 x 12 x 8 cm. Klov/hovdyr |
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) | ASR 11 x6807 0408 Tegl
Med dyrespor. Munkesten i to dele. Lille hovdyr/klovdyr? |
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Fragment af teglsten? Største mål ca. 12 cm. |
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) | ASR 11 x1026 0408 Tegl
Fragmenteret munkesten. Største mål ca. 11 x 11 x 7,5 cm. Med poteaftryk, mindre hund? |
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mu88gGams3FIW5prNhTSGZ103zNXyx8fNMg034lLqrWc11JJZLjbC8ijqp+6PTHevqS5+8a8V+M3lR63AskXmeZa8Nu+7hmzx75rHF/wrnRgW1X0Pn7wjcXd3JMlxaPFASzFphj/aUgE8Dn2610dvqllqFxHFDfwyp9xpYjnaV6evB7/Ws7XPEUR1a20u0ZReKQ09wsWQigElenUgcj6V0WkaPaTyCO6+zwzMrSA5Cdsls469T+FeNNKSR9HGXLJtla5t5Wt/3kJW45Y5UgYxnPtxXK6xrS6Yy/aEMkrMoUnIjz6k9fao/il42fUrlINMLQ28akBi20ORxnOOT/AExXmcnia6mmRL0RyTK43KrbR83Qj2wP0rSMHa5SjFvU9AbxGbh5AhRo8/vJ426AAkAY7kjH4UnhGznbUXlurBoYwxZJ1yysMZGOOM5x1rgtD16C48T2ttPaxrp5ydoJXc/GCx7jqa7P/hYk19rCWkUEUVpBKdnlnqwwMkj6jtTcXFaIbSm+Vk/ijWNSutalt7NFtolUKpx82fXj+X41aXwdeXLW09/JudcLtCevUgfl+dW1jsZb61e2bE/AZW+Zi3O1QPzO7pzXZyXUW45ni8yCMudxO3cB8oz2PofasXJKKtuJqSnZ7EVvo8FpaokEirIoIz/eyfWs+6t9hLFmkKEcRkgsx6jrjisyTxnZBZ7ie2kYK6iNYZFCnJ577vpgHJHTtWf/AMLE0K3vJYmLyzyLkpCxcR8gfMOGBHzHHuM0neW5MY8t0mbljMLVCfKkRmcldrFiDnH07Vb+WGZ95G6PJBfnAxg5/HkVwGqePra3giNiHEed3zYZdwPBzn0NVvCWv33izxZYacrrMZZt0jNllCjDFj78H8SKXLYtU3L3rn1V4Njkh8P2SyoInES5QfwnA4raY1DZqEgQDpipa9KMeWKR50pXbY6P71WBVdKnxVoglVqezHHFRL6U/p0oEPooU8UUiT0/dS7qjzRu969E8cdUUkh6dqUtUMxpAVLg814V8eL+K01ywWSZLeSS32xu3f5jkDtmvc7jNfNf7Y15LpXh/TrnyHeEl08+HBeNgD275BPT0rHFR5qLN8G+WujzXWPEGi+HpfMiuraS8lcySKzDJbAA59K4KfxxH4k1A3N9eyKkKny4bb+IZ2ruboOvf1rxe88QyXEjNEZHT7mGBDHHqCMms+bUJ7hdzytGg42qoQe/Qf4V5MaeurPplUUVotT0jUfG8lxdOfPiWEElfMGFX0x07eg5rO+1WmqMpVDLdL/y2YZRx6H+mPYV5zf3Rlm8xnKN/CsCAflnP8qYuq3VqN7RIgGSvmSFT684FdSStoYOcr7Hqul3FhqGqQtqP2ixuIhtURrmOQdgOMg4I6/3cV3um+DRZ3Vw0MhgkjY74sBt2QCrA5759O/FfOul/FDWdLjmkgtoZkAKsPtCyMue+D9am034yapp9wZkOoW0zdW8tv04oaeyJunrc+lbjxDe+H3RbLT2uL+4TapYfIqqBuIO044xwQOtc9qnivUdHgN7eJFJc3MZG0D5eeOBz83fI59TngeGax8XNQ1N3ubhru5uNu3zmBXavoR6VS/4WVqup+VHtupVQbQojDjHt6VzuCWpvGTbSPYtL1yHWppby/umtrjfkQwqQqZ67QOvTgH86vw3yaWtz/ZkSvLIcNdXJyW7cKMYP19a8btPEGsqClroLjc25muZup/Sti2uPG91GIkWys1l6LtLt/XmsnodUaceup6Veahq2o2otvtVlFC2MKiMcc59R3rsf2d9JcfEh3eVLki0fcYRtVfmTqMn88965L4S/D7XLm8uZvEZOoWzRhYlki8sq2e2MEjGevtX1J8MfDsGiW7rb2Udohx/q0C5+vrWMKiqVfZpfMmpanBtHoSDaoFLRRXrnjj1qYNxUC8U9cjrQBIGp4aos0oakBNu9KKjU80UiD1FmpN1I1N3V6djxR9QzNzT91QSN81AyGUbq5D4i+B7Lx94au9H1CNpLedcZQ7XQ9mU9iK7BmqGRxTaTVmSrpqSPhHxv+wzfR3SSaB4gdLfOGjvYV3IPUMq/N9MD61514g/Y+8T6cw8rVBdLt5/0Y5z+fSv0pl2HqBWLqlnFMp+UVy/V4HfHF1Vo2flXq/wL8T6CWF3bTSxZ4W3Ty8+uSMViDwLqWmyLL/Yt5IVOVeTMuz6Zzj8q/TXWtBgk3ZjU/hXIX3h62yQYlx9KHRitmbxxLluj4BOg69qEyzNphkkU8TG3zL+ZrW034ea9q9wqmzvmkc4O5tqj8sfyr7X/sW2hPyxIB9BU0NnDGeFUfhWTpLudEa7XQ+atG/Zf1C/hVrny7dsZHGSDW5b/s5a3HIv7wbFPRcc19G27hcAGr8Mx9aXsqbVtR+3qJ3R4Zpf7N7/ACvcyRg4Gc5Nd34e+B9nprKWlz/uqBXoTN50ZTcVz3XrWjasMqM1P1aj1Vw+sVe5W0XwjZaTHiOIMfVua3I4Vj4VcCpI2FTqoNVGEYq0UQ5OW5Dto21aWGnfZ6qwrlPFKtW/s4pRCB2qbBcqqpJ6VIqGp9oFG2lYXMNSOiplWipsTc9abwjrPaz/APIqf/FVG3g/Wj/y5f8AkVP/AIqvUKK9Wx5XKjyxvBuudrL/AMip/wDFVC3gvXj0sP8AyNH/APFV6zRRYfKjyB/BHiBv+Yf/AORo/wD4qoJPAniNumnf+R4//iq9mopWDlPEJPh/4mbppuf+28X/AMVVSb4b+KnBA0vP/bxF/wDFV71RS5EOx8233wl8Xz526Rn/ALeYf/i656++BvjibJTRM/8Ab3B/8XX1nRUOkn1LUrHxlP8As/8AxCYnboP/AJOW/wD8cqsf2fPiPnjQP/J23/8Ajlfa1FZPDRfVmqrSXQ+Lo/gH8SFxnw//AOTtv/8AHKtx/Av4ir18P/8Ak7b/APxyvsail9Vj/M/6+Rf1iXZHyJD8EfiAv3tBx/2+W/8A8cq/bfBnx1Gw3aJgf9fcH/xdfVlFX9Xj3ZPt5dkfNEPwl8ZL97R8f9vUP/xdXI/hX4tH3tJ/8mYf/i6+i6KfsYrqHtpdj5+j+F/invpWP+3iL/4qpV+GPibvpn/kxF/8VXvlFV7JE+1keC/8Kx8Tf9Az/wAjxf8AxVNb4YeJj/zDP/I8X/xVe+UUeyiL2kjwA/C7xP8A9Az/AMmIv/iqVfhf4nH/ADDP/JiL/wCKr36il7GI/ayPAm+GPicLxpeT/wBfEX/xVFe+0UexiHtWFFFFbmIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z) | ASR 11 x1030 0408 Tegl
½ munkesten med to aftryk af dyrespor. Hundepote? Mål ca. 13 x 13 x 8 cm. |
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) | ASR 11 x1065 0408 Tegl
½ munkesten. Muligvis med aftryk af et dyrespor. Måske en hund, men tvivlsomt |
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pOMnjNKuixXX2aVfMUwhgm5sfK237oxjt3o1Dwjp+jtHbDzFuI+ftDL8xC9MnHHA/Ct6wnimtyY2LLnB3YyDxxXy/Kk7RvY+o9o2rlCR7kS7MLwOrIp/kB/kU+OG7UP91mz8rDIP8+laDRo0nBwx9uKbbxyBB5zJJKo+byxwfcDJ7e9J016AqrGWdrIrM7TySknLDaBjngZ9K3YbObqBtjI6sevf0+tZSW4mwrR71ByOeAfX/PvXQxanaaTpFzd3ziC0t0aaaVzhURRlmPsAM/Ss1Ri3a7KdaW9kcf8VLLVIvhv4rktLjybldJuvIkXja/lNtPTrmovgfcRap8NdAWw3yxwWccUojJwHCKXH0y3T0NReMPidpfiPwLdjwrZXviy51G1kitks7d/KO4FQ7SMAFUZz1zxUf7LvhvxD4D8D/2H4gtlV4yssDRMGOCoBU89RtH+TSlT/dtdn8zWNV35mj23RY7qGMHyiqAAAAg7ugHB+vtXSaBZvp9+fOlNwULMFZ2JAc5H4dvbFZWn3RkBJwN33No446iuktJEZEkKn03Yrz/Z66jlUbR0MV2JmwyAjHDEkZP+HWrGntPCZHmeKTLZjXy8bFwPl6nJznn3rOt1O5Tk/K2SPz4/z7VpRo0m3+groi7HDJGtCxk6ooHYqvPT/Gu28LwiOxZx/E2Ouegx/PNcTpDMwUzIPMXgsDw30/w/nXe+HwF01FBztJHH1r6bJUpYm/ZM8DHu1OyNKiiivuzwAooooAKKKKACiiigBCaikanO1QPJXNJlpEMlULpRIjKw3KRgg9DVyRqrTEbTXNJXNEfAHxWj1az8dT6dNZXFrCqsWjkwFI3fKFxzggjv2ritJ1Y2dxK8Q3RHholkDDAPUe49M+tfo5qFrZ3ilbmKGZcYxKoYfrXL3XgjwfPIzy6Horu3VntIST+leHLL7/aPahmHKrcp8W/25absteRgHgIzYbJ56ZqaHXtPjV5Tdxq6j5gAScfQdOK+vLj4feCvLKw6Vo9mfWCCKP8AkBWK3w38L2e/y7TSgrdQY4/m+vrTWUxktZ/gV/aji9IfifL0Hi7T5LhLXc0ryDcAFPze49uR+YrH+NfjK0sPhH4ijW5WG5vLRrSKFlw7+Z8jBR34JzjoOeK+vIvD/heNVRodICL0GIsD6U678F/D/wAQW6wahpug3yI29PMSItG3ZkYcq3owINP+yox1jISzO71ifMfwna30b4a+GLMdY9OiU/7wQbvxzXUf8JNY2mJlcrFH8skiqcZPQe9fQ+meAfh9p/yx6bpbA/KVmxKDnthia7bSdP0NU/0K0slRjj9zCoBP4CohlOt5SKnmSfwxPm7T/FVlar/pEjKyjO0xsCDjJHPfjpXU6R4l0maFFiuUdWO7KnPXHT2r6CWSyhjXf5aJ2yuB/KrNveaerb0aMMBjcq84/KpeSJu6qW+Qf2ppbk/H/gHjtjfWdxnyHaXDbcrGzDPpkD/Oa37a2uXkEcdldSMx5AgcAfiRXp39p227aJCTnHCk/wBKmW4jfoc/ga0jkFNu8qj+4wlmkukDz210fW2WXGksgUjYWmQBvXjOR+PrXa6DZz2WnotyFWc8sqnIHtmtEHNLXsYXLaOElzwvfzPOrYqdZWkFFJRu9jXqnGLRSBs0UALRTd4prS1PMOxlahdOyuI5CrKzfxEdM4HA6ZxWfJcLIisJnkGc5Ehxiqt5eASXEbqceY4II7Fj/Ss5rwR5Chzk5JYlifxNZtJnQkrF272up++eRj94RxxnPPXrWbcW8WJSoO7b8m52PIHf5uecVDJfs38Lf98mqk11Lg7YpD/wE1HKh6E1wIH34iyMcbiTzz79KypLK2ypMCFfLKuOeTxg9eBwfzp8kl0/SCT8qqyJfsDts52+iVXKidCmdPhXy/Mjjdl++wXG/jA78VV+wxJGiiOLcHJJ243KSeMVbax1Vjkafc/98j/Go203Vj/zDrj/AMd/+Kp8sQuir/Z0DKVMMQO8Mp8sHCgg7eRz06+9WW0+KTzgFVRJgriNSY8DBxlec++acuk6ux/48Jh9Sn/xVWodF1jj/QiP96RR/WqUYiuipJpdlD51yY4YIfKOR5aBU6kvnb/PjjpVbT7vSJLgNFfQT+TGFkCqu04IG5sDrkr09RW/HoessMfZY/xmH+FTr4TvZpC72FuWJyS0+f8A2WjQCPTYYHjgeKXzUjJBbj5z/tcc4rptJujZKFXLfvN+W/l9KppoWq9fJt8/9dj/APE1dt9E1FhkrAp7/vT/APE09B6F64uGvo/LZmjHXMbEEc561PG27d8zDfxwSMfT0qvHod/3aHP/AF0P/wATVqLRb0YzLEPxJ/pSbQ9C3EwVgdzZ27fvH/Ofer9vIoCdTt6ZOaoR6Pct1nj/ACNW49MmUczLn2U/40IT5S8jjGBT6qpaSL/y1H/fP/16lWJ1/wCWmfw/+vVmLt0ZL1o2jrjtim7X/vD8v/r0uG/vD8v/AK9MkXaOOOnSik+b1H5UUAUfP96a01UDce9MNx71yNs1LrSjqcVC81VWuPeoXuKzYFl7j3qB5/eqsk9V5JvekBbef3qF7j0qm8vvULS+9aJE3LrTe9MM3vVMy+9MMnvWiQrl8Te9SrL71mrJ71OslOwrmgslWY5Kz45Ae9WI296LDTNOOSrEclZ0b1ajamO5eSSplkqijVKslSyi9G9Tg5qhG9WY5KqLJZPRTVbNOrW5AUUUUwCioL6+t9Ns5ru7njtbWFS8k0zhURR1JJ4AopXS3AwTpd7/AM8f/H1/xpv9lX//ADx/8fX/ABrp6Kj2aHc5ZtIv+0H/AI+v+NRNouof8+//AI+v+NddRS9mgOMbQtSb/l3/APH1/wAahfw9qjf8u3/kRf8AGu5opeyQHAN4b1X/AJ9f/Iif40w+GNW/59f/ACIn+NehUVXs0I88/wCEX1f/AJ9P/Iif40f8Ivq3/Pp/5ET/ABr0OinyoDz1fC+q97X/AMiJ/jUy+G9UH/Lt/wCRF/xrvKKfKgOKj8P6kvW3/wDH1/xqymi346wf+Pr/AI11lFHKBzK6TeL/AMsf/Hl/xqxHpt0vWL/x4f41vUUuVAYy2Nx/zz/8eH+NPWznH8H6itaihxTHczktZh1T9RU6wyD+H9RVqijkSC5Cqv6VIufSnUU+ULiUtFFOwj4X/b28D/tEfGjUIvCnw/8AB8svgeFQ9xcDVrKD7dL6Mjzq2xf7pHJIzxkUV90UVHIgCiiitACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k=) | ASR 11 x2099 0408 Tegl
Munkesten med 3 indridsede, (tilnærmelsesvis) paralelle streger på den ene flade. Mål ca. 30 x 13 x 8 cm. |
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) | ASR 11 x1047 0408 Tegl
Fragment med dyrespor. mellemstor hundepote? Største mål: 15 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooopMApnNPphrJjQxmPqaYWb+8fzp7d6Y1Yts0Gl2/vH86a0j/3m/OhqYTUXY7A0j/32/OkMr/32/M0jUh6VN33HYPOk/vt+dHnSf32/OmUUrsdh/nSf32/Ojzn/AL7fnTKKLsCXzX/vt+dKJH/vt+dRinrVJsQ8SP8A3m/Onh2/vH86jWnrVJsTHb2/vH86crH1P50gpyirVxDwT6mnDNNHFPrVEC0UUVoiQoooqgCiiigAppp1NPWsWNDGqNqlaozWLNERtTGp7dKY1ZljGpKVqa3SpYDaKKKgoKUUlOFMBfpyacudozwaRadVokdTxTR1p1WhMeKdSLT1rVEMWn01adWiIYUUUVoIKKKKYBRRRSYBTW606mVkxoRqjbvT2qM1izRDG6Uxqe1RtzxWZYjUw048YFV7ubyYiazew0PaRV6nFQtfQJ1esO7vmYnBzXK+NvFSeE/Dd7qkx3CFPkTON7k4VfxJFc8qiinJ7IuKcmkjub7xRpelxGW8vIrWIf8ALSZwi/mTXPP8bfA0bFT4m0/IOPlmDD8COtfB3iTxleeIbu51LUbmW7mdmEZkJO0ZJ4XsvTj2rMjkeWBjMfKlQZWPBUnp16n0FeBLNpX92Oh7UcuVveZ+hUPxn8DSEAeKtLXP/PS5Vf5mt3T/ABloGrOq2Wt6fdu3RYbpHJ/I1+a8d1HNvUysrookVWkGNpPBP49qjt7COzk2WjOyeYHk3Aru3ZOcnOeauOby+1FCllq6M/UZWDcggj2qVa/NL4f+Pr5bpotM1/U7KRWbZFHM8G4LwSuDg4OQf/r17r4P/aA8VaG8cd5ef2zBnb5V1F+8wDgkOADn3ORXdDNqd7TjY5ZYCol7rufXYp9cn4G8fWHjjTzNaExXEYBltZCN6Z6H3B9f5V1Kt3xzXvU6kakVKLujypxcHaRLS0gbNLXQjEKKKK0AKKKKACiiiobAQ02lJprVlIpDWqNqc1MNYs0Q1qYacaYxqShpqpqEZmgYDrVumMN1Zy1Q0cjMCpII5rxX9pjVPsXhC3iP3JJxuwcdiB/PP4V7/qmmmTMkY+buPWvEfjz4JXxt4Ymsmi82WIrPEhyP3iEkD+f44rysbCUqMoo7MLJRrRbPkphHb2+2GZmSaIOlwVHP1zgg8VdtbaTU7eRYiPNi5B5DHK8YJPOM1hz+JLLSo10a5nj067aVordLp082UhhjYvXGSc8Z45q3o95utlEjpGsZETFSQCoBC556g8H6e3Hxs/d3PsqdJzV0btjov9n7H3h3K7WkYA7u/PHUkDv/AEqxa6JLbW1o93FHcuJQYsoSG5GBwSR90AVl6j8RLbRdRfTmtr1Hjt1cTwQhkyTsHfIIYYyRjseorj9X8WeLbrxPa6vpNxHdaHpyo15p8cASQB84xuAbKqwPUDOB2NVGlUlrsvMznyxdr3fkeqWcN3qWpIs1osbyM214V3CF1IHLYzzxwRxt5rpNH8Pw6bI8Zu5rhy2XLuTjoD3xjjoBjk1zeh61LqVuk+2S2hkVZEjVjuUH1zgcA+9dXo9oyzI0c8jqcKBgeo6cVz893ZI1dCUVdnt/wL8mw8UGFJFeWaBt6qw6DnOPTIr6AWvCfgTo7/29LdSBd8MDKzADqT8o49t1e7LX6BlSaw+vc+Nx/wDFJKfTBxT69xHlMKKKK1EFFFFABTWpabWLYwphNKTTGNYtmiEao2NKWqNmrMsCaZSsaYTU3GBakozTaQxDzWLrvh2HVYyfuSY+8P61t0VEoqWgz4+/aA/ZLsPHqnUPsca6lCS8dwuQNxGCQRypI78j1HevBm0q/wDAuqRafrVrPaKyYSaaMFZSjE/fB+YgYP459q/TWS3SQEEZrlfFHw10fxRaywXdnG6yDDAqCD9QeDXiYnLlVXuux7GFzGdB2auj87/ESr/wjusR2sitearLDbW4l+YRlmbcQO20AsAepbnAxXR+DvBuleD/AAqmmWJ33LIks7TSlpY5tu0vnkHcN2QRzxzya9j8afsayLqY1Dw3qD27KDi1kdjFznlQT8rc43c8cDiuIvfhr4v8Nzbb3wzdEZw01jD5gfnO47Qcn3NeHWw1elHkauj3aeJw9aftE7PsyrBbwrC5ihEczJkcMEJxwMfTtXQaaXjkiJcxyR4JATG7A/zj6fhWNHHPdSLaCGdJE5eJ4TuOe3TPpXp/wt+D+u6xqENzeW09jYlt0k10pRivdVUnPPPOMc1z08PKbtBXZtUrqKvUdl6nu3wc0L+yvCqXTnM16RIfZRwo/mfxrv1qtaQx2tvHDCgjijUIir0AAwBVlRmv0PD0/Y0o010Pha9T2tRzfUetSU1VxTq7YnIwooorUQUUUUANJpjNSM1MZq5ZM0SFLVGzUFqYxrFs0SAtTGNDGmMagoCfypjc0FqYTQMdmq13qEdmyqwZmbkKoqbdWBrdwI9QTP8Acx0z701q7CH3vjSw0+4SCZZhIy7gAoPGfrVdPiHpsiqyx3LBjgYRf/iqxbxbi5kvjHMiiSJUizFnYec5GORz6/l1M1tuVV+0v5hMKI4EeAWGcnp3z0quRlGj/wALI0vbnyroDfs/1a9c/wC9UrePtPWN28i6wpAPyL3x/te9ZXnZv5JGbNs0Sp5e3ktk5PT0I71Os3mXhYtmBo9jRsvJOeP0z+dHIBcb4g6YDJmC4JjXcflXof8AgXtUn/Cbaf53lm2uAdu4HauD+tVY3k+3NKWU27RBDGU+bcCTndnpg9MVMs0h1Dzd37jytvl7Rndnrn6dqfswLdv4ysZvLCwTYkXcMqPb396s2/iq1k2FbeX5iRyAOlZ8bSLqCSB1FosJjEOwZDZByD6YGMewq1HL++idSyoqlfLAGOcY/lVKAi+viaHaxFvIdpx9en+NXYdaEysUgY7Rnr1rI3P9ugkWTZCiMpi2j5skYOe2MfrWpDeIm3AYAAjaAK0SIlEkutc+xpCzW7MJRkbTkjjPPFV7LxMbzzMWUiBTgFj97nHpT76X7Stt5TtGYnDN8ucjBBHWmod1xHIHaNUz8gxgkkc/z/Oq1voyeTQfJ4iKyFBZysR37Hr7e1OXXyQh+ySfNx9P0ouo5LieCSKZoljbJUDO7kH19iPxNSXMTzmMpI0W054GQeQfX2I/E1V33FygNZcq5NpINvH1/SipLqOS4RPJl8h1bcCRuB+oyM0U7sixKzVGzUjNTC1cbZsOLUxmppamM1Q2WOZqYzUhao2epAcWpu6mlqbuoAfurl/EXOoLzgYx+grpd1cl4un+z3kUjKxXplVLdvatY/EhIp3Ks1s6Qth8cFqhU/6RI6QtbI53FPMLDOAOB26VV/taPOdsx/7Yv/hQ2qBuiT4/64P/APE10FmlGwbg9anVhWMuoDOfLuB9LeT/AOJqVNRA/wCWdyT/ANe0n/xNAGws3GalSXmsZdSHaC4Y5/59pP8A4mpoNQDZIhuB9beT/wCJoGbUbbiBmrasFx6d6wo74g/6q4P/AGwf/Crsd8WAJhn/AO/D/wCFMDYRgfapUb0rIW/G4ARTZ9PKbP8AKrEd23/PC4x/1yNFxGosvPWpo5B16dqyluJP+eM5/wC2ZqdLiXtbzk/7lAGxG1TKfespLiQ/8u83/fP/ANerEcz8/uJh/wAB/wDr0yGaEZz7UVUWZ+0Eo/Af40U7kDi1NLVHvphkrgbLRIWphamF6aWqbjHs1MLU3dTd1ADt2aTdTS35U3dVIVyTd70ySKObiSNX/wB4ZpN1G40xCfZLf/nhH/3yKeLaD/njH/3yKA1LQAqwQ/8APJP++RUiwx9o1/IUwNT1agCRUT+4v5VIqqOigfhUQNSK1UgJVUegqRcelRBqerVQiUAelSLj0qFTUgNUJko+lSLUIanq1aJkEopaYDTq0TIFooorS4jGNhc/88//AB4f403+z7n/AJ5/+PD/ABrborn+rx7l8zMP+z7n/nn/AOPD/Gm/2bdf88v/AB4f41vUUfV49w52YB026/55f+PD/Gk/s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| ASR 11 x5107 0408 Tegl
Glittesten af ler? Aflang/oval form. Længde: 7 cm. |
![](data:image/jpeg;base64,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) | ASR 11 x5144 0408 Tegl
Teglstump. Anvendelse? Glittesten? Største mål: 6 cm. |
![](/grafik/intetbillede.jpg) | SJM 311 x077 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 311 x078 0408 Tegl
|
![](/grafik/intetbillede.jpg) | SJM 311 x140 0408 Tegl
|
![](/grafik/intetbillede.jpg) | ASR 1015 x0084 0408 Tegl
Munkesten, Fragmenterede, fra gulvbelægning |
![](/grafik/intetbillede.jpg) | ASR 1015 x0333 0408 Tegl
Teglsten |
![](/grafik/intetbillede.jpg) | ASR 1015 x0349 0408 Tegl
Teglsten |
![](/grafik/intetbillede.jpg) | ASR 1015 x1368 0408 Tegl
Munkesten, fragment. 12x5,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 1015 x1370 0408 Tegl
Munkesten. 25,5x11,5x6 cm. |
![](/grafik/intetbillede.jpg) | ASR 1015 x1395 0408 Tegl
Munkesten. Fragment. 14.5x7,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 1015 x1395 0408 Tegl
Munkesten, fragment. 14x7 cm. |
![](/grafik/intetbillede.jpg) | ASR 1015 x1395 0408 Tegl
Munkesten, fragment. 14,5x7 cm. |
![](/grafik/intetbillede.jpg) | ASR 1015 x1395 0408 Tegl
Munkesten. 26x13x8,5 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACivOY9SviP+Py4/wC/rf409dQvf+fy4/7+t/jQI9DorgF1C9/5+5/+/jf404ahef8AP3P/AN/G/wAaAO9org/7Qu/+fub/AL+H/Gl/tC7/AOfqf/v4f8aBnd0Vwf8AaF5/z9Tf9/D/AI0v9oXf/P1N/wB/D/jQB3dFcGdSu/8An6n/AO/h/wAaT+0rv/n6n/7+H/GgDvaK4H+0rz/n6n/7+H/Gl/tK9/5+pv8Av4aAO9orgxqV5/z9Tf8Afw/404ald/8AP1N/38P+NAHdUVwv9oXf/P1N/wB/D/jS/wBoXf8Az8zf9/D/AI0AdzRXEjULr/n5m/7+GlF/df8APzN/38NAHa0Vxf266/5+Zv8Av4aX7ddf8/M3/fZoA7OiuN+3XX/PzN/32f8AGj7bdf8APxN/32aAOyorjjeXX/PzN/38P+NJ9suv+fmb/v4f8aBHZUVxhvbr/n5m/wC/h/xooAyYI8iphHSwphakB5PFAhm2lxT8Um3mgY2kxmpNvtSbaAGbaNtPxTWZU5YgD3oGJt9qNorOv/E2k6ahNzqFvHjqPMBP5Dmseb4j6ZGcRx3E4/vKoA/U1zTxNGnpKaRvDDVqnwRbOo2ilwK5JPiZpjMFaG5B9lU/1qY/ETSuMJct/wBsx/jWaxmHevOjT6jiV9hnTcZp1Ytn4w0m+kVRdLC7cATDZn2yeM/jWhJqlnD9+6gQ/wC1IB/Wt41qclzKSsYSo1IvllF3LVO21DbXcV2u+GVJl6ExsDVgdK0TT1Rm01oxKcKULTgtMBKXFOEf4Uu2mAm2nbaXbTgKAGbaXb7U+l4oERMtFSMtFAFJVwKXbT9tJ68UAJS0UxnA70DHNTajaYetRtdIvVqAKniSS6i0HUXsWxeLbu0PGfmCnFfP9xq0+q2gNxeyXc6/LJucsSeze2cV9DSXCyKwDc4xmvj1NYHh3Wr7TtRItr+3mZGmLbNuCeSMfMpABA9xXz2a05yUZR2PosplD3oy30sehwWkhA2/OpGSRjIb8qtyTTxzIigeWRgHGQT3ye1UtFv4bkI4uMnHzLztb6Hp3rYm0/fa7lTzEfgc549TXzUT6SStYigkCsxC7T3HrViNpfMVVhTy8EkbjuH4Y/rVSGSxs7dvOmCS4+5GcnP9Ko3GtSKoeBAgYEeYTnFS2NeRsXtxHDGpbAO7AGP1qp9raWPAdlOeCvUVjNcXFxId7khxzkfjx7UJdBXzsb0+nf8Az9anU6IQOhhuFkRgryo7EZeM89enetFvEOqQxu32q6aNwEwspJx0454rlI9QDqVSVYX3YLdx1HPpVmXVRbQLEjeY2MYB4H+f6V1041V8NyZwpP47HS2viS600fub2ZP95yw/HPWux8PfEZZWSLUgqBulwo4z6MO31FeJXmtG1ZF5fcB3HXjj+tWbPUZZmAUiRMcgEcZr0qcsTh1zRfyPNqUcJi24Na9z6djmWZFdGDIwyGU5BqQGvDfCvi6bQvEWnWbSv9nu5BG8RPy/McAgeuSOa9rWavfwuKWKhzJWaPlMdgpYKooSd09i0MGnACoFkqRXrtPPH7fSjFGaXNMBuKKfRQBVZaiY7asMpqGSPNAipJcbapzXRxxVi4jNUpENSMrSXT+tVmuGqSZKrMtIBs91L9nl8o7ZSp2k+uOK+FPjZYf2/ql7Nq13fx6kxCO1tJyWyFAIxgnoOPSvuphXzz8dvhxrFxeTa1o9nDdxeYskyBsOigfMduBnnnr3PFc1ZO10duGlG7i+p5N8G/tXgptSmvru71PTZihRJPneEgNliSc917//AFvaNP8AF51xZ7WCWTyk+bJIUkHtgYwR6e9eN6HdXdrrrrGn7lY2cjJBzkZ/nx9K3V8T3treWhEBOZeTJjcQT6Z/z6V4FfCqrLnifU4fFqnH2dRXPTFMe1SxA28Y6dqRSY1EWGIzgMzjLcVXmvBDGvyq24fK4yelZz3z8cgvnqq47fyrCOD195mk8dFfBH7zalj2yGOdiIwNxZWANZdxeYYLbBpSoyFJ6Duaz/tzTlkkMj46Y/oMcimSW80zFLecW0jAbmZAwAHbGQc/jXdTw8KeyPPq4yrV0b08jQttUsb/AEuN7YztKCVdpBjfyQeM+oqzY3BjyXPlRsvCk/N+VZsMZjURYGWGMt1Y+uOnX0rRhR2gXzvLWXuituA/EgV0cqWxyq7CVjdtIlv87L/F+HWrul6P5di1uLpopBtIVOeQOeT1HfHHSoJNUgtSU2B7jZk7eigDkntUGieJftV+s8BjvLOY7PtMDkgHpjGMEZxznv8AnlK9jsp6NM6jR8x+KtBc/vHjvEJMmcYJ2/1yB6gV76LweteCWF0qaxYOFAYXcYbJzj5gOPwNexrK1aZZpGa8zPPdalN+RvR3Q9asx3Oa56OZh3q9bzFq9o+XN2NwalrOt5DxV6NqaAfRSqKKoBHqJogzBjnI46nH5VaKCm7KBFGaEEVnTW5BNbjLVeWEN2pAc5NFVOSPb2reuLX0FZdxEVJpDMxqoXRC5x1q7d5XpWbN3oA+b/i74I1S18SahqVski2NyAxnhyQucZVlHToefpXEaHYxSXEcct3K5CkiJptwG0jJA/EV9YapapcwyRSLujkUqy+oNfPWseFz4b1yZI2+a33EK6f62IgbcY6noPwrzq1P2auup61Ct7Z2e6OghtlmjiIlk2DBy6/e/wA+1QyRxK8sbyo3ljc43Y2qehb8j19Ki0PVY3Xyr26jjcgGN87A6nGAD/hW1HYC3JJlBXOevb3Ncakd7gZf2WKFgwXJboSR7UxfM8zGMBhkZOWU9+K0l+yTTeXG6yvkkqCe2Px6elWo9HEa7ssFY7gHOR/jWnMZcplxp5X72Rw8gzhsY/KoPtAG142eRnOCdwBC9c89qvNpBk8wzCGeEnAUbs//AFq0LXSbWeF/s6pG5wGkCBsj0Oe1K5rFWORmZbq+t4ri9s0kbIEV2Qs5XoduOv4djXV6LM1pfQYZZ4QMAOccY7VFJpbWsMfkorBWwwXlPcY6iuj0fSYJFEjpzt49eKxqS00OqnHXUp3F0rXk0cJ2NHLhQuQQwAIIPtXt0UgaNWHRhmvEL/T2+3RziVkXeyuOxzjk/TGa9ss4/LtYVznagGfwqMsk/aVF6fqVnsVyUWuz/QtRsTV+37VSjq9a84xX0KPjzSt+1X46o269K0Il4qhD1P50U7yQ2D0NFGoEjZpME0/ijiqEM8uo2jqc4ppGaBFCWHcDWVe220E1vSLVK4hDKcigDj7xDzWPcZU11d9Z9SBWBeW59KAMaZd1cD8SdAhm0/8AtZYgbuzGNyjkoSMj+v516HNGV7VTuIRJGwKhlIwQehrKpHni4s3oz9nNTPGvC8dotjDZOwjG4PCrckgkngnpgg8GujvP9EWKNkL+Y2xVQBd34E1wfi7T4dSa90e6/wBFEc+Y2XKkBW3ADnjIHX3rY0LWJY5rd5j5z2atGJHk6Egdf5V8y6iW7PtY4dy+FG/b6TDbsrxIwjY85HH68j/65qW4tZ5JAmWRSu7ceKSTXbea2eSNkWEKCcnO1uhzz2rZtLUNGvzhk7FaaqmMsO4vU4+TT7lZ4mSR4CXCssjZXbkHI9yBj/CtWwVWmeSBBtJAz2PPJroV0uIyeYQoOOpHNTpYQxoZHZTubPHIz61TqXEqRkrBtcrGArD5jjGCeP8AGmyyXVuivBGsDb+Vb5g30rZa3tY4yQMHrhaqSTFoyVQYz0Yc4rCVRJanbRottaFNLxGkWZo1UKcsnUe+P1r1jSpluNNtZEwFaJSMdOleNXEbQlnbIj6nYB+gr1nwo+/w7p7EMMwqcOMGnlcm60/Qyz6CVCm/P9DajrRtPlrPjatG0wcV9Sj4VmrbLmr8fFVbVelXlUVYiRaKcvSimBHRQ1NpiHUm6m0m40CBqgkXNTVGy0CM24hDZFYl/Z9TiulkjzVSe3DjpTA4W8tyM8YrPZe1dle6SXyQKw7rR5VJO01LQ0zg/GHhmLXNPkXy0+0KP3cjDkH0+leT3Fj/AMI7dlN5idVBkUjcu4jvxz9a+gbjT5dpGw15N8XPCOpahbpc2Vq12i/6yFFBbjoQMc14eY4X2kfaQWv6H0uUY/2EvZVH7vT1OQvfEFkpP2lGtnkAy6oSpzxkjqDS2PjKHRWY218blW5++SM/TmvOrqG7tbgxTNeQTr0UMA455GGBGPwqKRzMgMgimkzw0wAP0zjivBjBx0bPqvbqbvZHrMPxYgvo5IGZoXHG/aHX8cdqkXx5fwZlKw3a4wEWcBm+grxuNv70SQP0JU5J9OQOn1q5aXE9vMkkcrKU7GQsoB9B/wDWokvMqFS28T2+18bQzbGe1Zdw3eU7YI+nrWrZ+LNP1CSFIpDCsvyiORMMWPt7V4lbalcvxPLGGwSjL256jPf8a1rLVru+vFia0lvxGflHkFpM9iGAB/KuX2c5bG7rwjrLQ9c1resMSQ4km6nJwD7V6vockkmkWTSosUjQqWRegOBwK8l8K+FPEeuzWsl/ZSaVYKd5S4dGkbgjG0Zx1717JBB5caIi4VRgD2r3srw9Wk5SmrXPk85xdKvGEIO9rk6mtOzB4qhDbsx6Vr2tuRjivoz5Y1LMcVoKtVLWIqKvKKtCFxRRmimAxlqNuKm61GwFBJHuppahqZuFAClqYWJ4pjTovVhTPtUf98UCJMUwqPSk+1R/3xSG4j/vD86ABowR0qCS3U9s1P8AaIz/ABCo2mj/ALw/OrM2VmsYm6oKqzaLbSdY1/KtBpk/vD86jNxH/eH50hJmBeeC9NvkKS2yOp7MM1yd98BvCt5u/wCJXAm7rsQD+VelecnqKd5if3v1qXFPdGim1szx4/s1eFmBAtnRT2SRlx9MGp7P9nHwxYrhLVpB3M0jOT+Zr1kyL2IpVIbkvWXsad78qv6HQsTW5bKbt6nA6f8ABvw/p5Bh0mzDD+LyFz+eK6C18H29rnyokjz12qBXRKyL/Fn8alWRPWtFFLZGUpylu7mfDoKqoqwujqO1akbLgc1JuX1osK5nR6Wq9qtR2gXtVnctKGFABGm2pqYKfTGMbiikc0UCBW4qNqakyletNeRexpiI5W681wfxU8Ua54W8G6vqOgaRJruq20Bkt9OiDFrhh/CNozn6V3EjVUmh3nIO1h0IpDPiz4a/EjVfHWpag/jrRbr4Q6bCRPF4k1DUbloTc7h+5/0hvKyQSdpyOOBW58VfiVrOi6VB/wAILq03x2t7hjHfW2gukbWAGCjtJZLvXdgjkgHB617n43+Bvhj4geGbjw9rNj9o0i4uFupYI3aIvKvRiyEMT+NZXw6/Zq8G/Cm01W08Nae1nbap5f2uKWZ51k2Elf8AWE4xk9KrQnU8k+FHib+0tFbUvFXiNvgdrLSvCmk+JL5p3uoQFImRb5+BkkZQdutc58VPip4x0vxElhoXhXX/AIuaLHGJIPFHhm6uLW2lLfejzZoY2KkYyWJ+le2/Eb9lHwJ8U20w69pruumxNBax2szW6RozbiAqEDrXd/DX4e2vwm8JWnhrw3JJaaTalzFFIfNZdzFj8zZJ5Jp6BqeQeD75J/DVjcz/ABe03wRe3MKT3HhzW3hurvT5GUFoZHuJRLkHswGPQV4/efF7xhd+NH066+HHjg2zX32V/EFvq19b2ZjD7PtQjSMRqmPnwDtx3717Z45/Yp+HvxE8Xal4l1q1vZtW1CXzp5I7t0VmwBkKOBwBXuH9n3n9i/2V9qJtPs/2bbsXOzbtxnHpT0JuzwnxNfXuh+F9SvrD4u6T4xuLO1eWPQdMt4Eu74qpPkxyRyu4dsYDBWI64NeS/Cn4meI/G3jGHTL/AELxR8MojE8g8QeJ9UuLuyjIH3GinSNGLZwMuMHnmvXfA/7EvgH4d+MdM8T6LHfwarp03nwNJdF0DYI5UjngmvU/ip8O4fjH4KvPC3iKeSTSrpo3kW2xG+UYMuGx6gUaCuzwT41eItb+H/hi21K08VyfFMyXSwnTPB5+w3MAKsfNd4WmJT5cYKgZYc8VT+BnjDxH8SrPU3bWLz4YNayIvkeNHa/e7yD80RkMJULjBxuzkdO/qnwR/Zh8N/AHWdQ1LwnLeR3N9ALeb7ZKJV2htwwMDBzVv46fs46H+0NJpLeK7m83aWJBb/YZBF9/buzwc/dFGgXZ4R8a/iZr/wAMfE1rYPN4g8f/AGi2E/8AaXhG4a0tY/mZfLMYWYbxjJO7kEcevpnwvvPFvj7wTp2tW/jXTPDUdwjAaT4gtjPfQbWK/vXE0eScZ+4OCOvWvSfgz8I7X4E+ET4b8NXEzacbh7n/AE0iR97AZ5AHHArzP4rfsS+EvjF451DxXrmo6tFqd9sEq2cyJGNiBBhShPRR3paBdnjHib9ozVvAvja+0SWx8a6xNp90YG1C1uYzZXBU/fVTCT5Z9NxOO/evo7VtH8bR+G5tQm8caEbaOH7S8el2zx3TKo3FUZpXUMQMcqw56V6f4a0m88L+F9O0G0ljeysbVLSJpY8vsRQoJIIGcD0r528M/sE+E/CnjWz8TWeta1JfWt6t8sVxLE0TOH34IEYOM+9GhVzkPhz+0pqnjTxlp3hbS38S2Oo6oxiivfEQgktICAWLMI442yQpA579K9R+MGteL/hF4Ll8UeIPFDX9jaukP2bwtEi3EjO4AYidZFIHtt/GvVfih4Mm+KvgLV/CeozrZ2OpRCKWazTbKo3A/KWJHbuK8s+Av7I2kfs/+LpvEGi6vqGpXMtq1qYtSKMgVmUkjaqnPyilYdzm/gZ8c/EXx8uL3TvCl/eaXLpSLPcT+KreLfMHYhVXycDAwf4QeetfSOiza5p9tHDr0mn3F4xJ8zTd/lle3Dcg/ia4T43fBOL45Dw//ad/Jpp0a6N3D9jjUrIxAGHDg5HHSr3wX+Cen/B3SdQsbK8uL5b28e9drgKNrMBlVCgAKMcCkM9Oik3AGpgagUbcVKtIBrUUN3ooAoRg46/rQVNILC8X/l2l/wC/Zoazu+1rN/37P+FVYCFwaYc+lPNlef8APpP/AN+2/wAKT7Be/wDPrP8A9+2qQItxpd1SfYLz/n0n/wC/bf4Un9n3v/PrP/37b/CmA3d607Io/s+8/wCfSf8A79n/AAp62F4P+XWf/v2aAGbhS7qcbG7/AOfWf/v2f8KT+z7z/n1n/wC/bf4UyRm6lFP/ALPu/wDn1m/79n/CnCwu/wDn1m/79n/CgYxcVIKcthdf8+03/fs0/wCw3X/PvN/37P8AhQJkYpaf9huv+fab/v2aUWNz/wA+03/fBpiEpOKk+x3P/PtN/wB8H/ChbO5/595f++DQUMp1P+x3P/PvL/3waX7Hc/8APCX/AL4NSMRTT1pBZ3Of9RL/AN8GpBa3A/5YS/8AfBoQCZp4ak+y3H/PCT/vg04W0/8Azxk/74NMQ1vumintbz/88ZP++DRQB0lFFFSaBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==) | ASR 1015 x1418 0408 Tegl
Munkesten. Med kraftigt slidspor. Fra gulv? trappe? 13x8,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 1015 x1418 0408 Tegl
Munkestensfragment. 13,5x6,5 cm. fejlbrændt |
![](/grafik/intetbillede.jpg) | ASR 1015 x1394 0408 Tegl
Munkesten, 2 store, fejlbrændte eksemplarer |
![](/grafik/intetbillede.jpg) | ASR 1015 x1395 0408 Tegl
To munkestensfragmenter |
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) | ASR 1015 x0547 0408 Tegl
En stump tegl. Med pudslag/kalklag? Øst del, RX64. |
![](/grafik/intetbillede.jpg) | ASR 1015 x0580 0408 Tegl
En stump tegl med glasuragtig/fejlbrændt overflade |
![](data:image/jpeg;base64,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) | ASR 11 x0793 0408 Tegl
Fragment af lysestage af gulligt teglgods med stempelornamentik Største mål ca. 7 cm. |
![](/grafik/intetbillede.jpg) | SJM 934 x010 0408 Tegl
Hjørnebrok af teglsten. |
![](/grafik/intetbillede.jpg) | ASR 1070 x067 0408 Tegl
Tegl |
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) | ASR 1200 X0270 0408 Tegl
Fejlbrændt teglstump |
![](data:image/jpeg;base64,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) | ASR 1200 x0521 0408 Tegl
Tre teglsten. Den ene et fragment af en munkesten, de to andre mopper |
![](/grafik/intetbillede.jpg) | ASR 1200 x0145 0408 Tegl
Rundt teglfragment med spor af hul. Vævevægt?. |
![](/grafik/intetbillede.jpg) | ASR 1200 x0224 0408 Tegl
Teglfragment |
![](/grafik/intetbillede.jpg) | ASR 1025 x105 0408 Tegl
Måler: 39 x 9 x 13 cm (længde, tykkelse, bredde. Munkestenen er smurt ind i mørtel. Er i øvrigt af dårlig kvalitet (dybe revner overalt). |
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) | ASR 1 x012.02 0408 Tegl
1 rødbrændt, glaseret 1 fragment, formentlig af glaseret tagsten. |
![](/grafik/intetbillede.jpg) | ASR 1 x015.21 0408 Tegl
Klump af tegl med mørtel/kalk |
![](/grafik/intetbillede.jpg) | SJM 1160 x0078 0408 Tegl
Et teglfragment. Et fragment af munk/nonne. |
![](/grafik/intetbillede.jpg) | ASR 1015 x0270 0408 Tegl
Munkesten. 29x11x8 cm. |
![](/grafik/intetbillede.jpg) | ASR 1015 x0336 0408 Tegl
Munkesten. 32x14,5x7,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 1035 x001 0408 Tegl
Sokkelsten. |
![](/grafik/intetbillede.jpg) | SJM 711 x84 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | SJM 1160 x0193 0408 Tegl
Diverse tegl. |
![](/grafik/intetbillede.jpg) | ASR 11 x2729 0408 Tegl
Fragment af teglsten. Mål: 10 x 9 x 7,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 1094 x006 0408 Tegl
Teglstump |
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) | ASR 1340 x08 0408 Tegl
Flise
Glaseret
Fragment |
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) | ASR 1727 x020 0408 Tegl
Teglfragment
Med hundepote aftryk |
![](/grafik/intetbillede.jpg) | SJM 763 x01 0408 Tegl
Afflaget inderside af teglsten. |
![](/grafik/intetbillede.jpg) | ASR 571 x311 0408 Tegl
Fragment af moderne tegl eller keramik |
![](/grafik/intetbillede.jpg) | ASR 571 x316 0408 Tegl
2 fragmenter af tegl. |
![](/grafik/intetbillede.jpg) | ASR 571 x359 0408 Tegl
1 fragment af tegl. |
![](/grafik/intetbillede.jpg) | ASR 571 x369 0408 Tegl
Fragment af tegl. |
![](/grafik/intetbillede.jpg) | ASR 571 x373 0408 Tegl
1 fragment af tegl. |
![](/grafik/intetbillede.jpg) | ASR 571 x388 0408 Tegl
1 fragment af tegl. |
![](/grafik/intetbillede.jpg) | ASR 765 x16 0408 Tegl
Teglbrokker, formentlig af munketegl. Lermassen minder om brændt klægler. |
![](/grafik/intetbillede.jpg) | ASR 765 x17 0408 Tegl
Ende af en munketeglsten, af klæberagtig, rødlig lermasse. |
![](/grafik/intetbillede.jpg) | ASR 765 x18 0408 Tegl
To samhørende munketeglsbrokker, af klæberagtig, rødlig lermasse. |
![](/grafik/intetbillede.jpg) | ASR 883 x008 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 883 x010 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | ASR 883 x013 0408 Tegl
Teglstump |
![](/grafik/intetbillede.jpg) | ASR 1925 x267 0408 Tegl
Teglstump |
![](/grafik/intetbillede.jpg) | ASR 1925 x283 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | SJM 979 X0526 0408 Tegl
Stump af tegl.
|
![](/grafik/intetbillede.jpg) | ASR 937 x131 0408 Tegl
Munkesten
Små fragmenter |
![](/grafik/intetbillede.jpg) | ASR 937 x132 0408 Tegl
Tegl, småstumper |
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) | ASR 937 x135 0408 Tegl
Tegl, munkesten
Knytnævestore brokker |
![](/grafik/intetbillede.jpg) | ASR 937 x129 0408 Tegl
Tegl
Små stumper |
![](/grafik/intetbillede.jpg) | ASR 951 x020 0408 Tegl
Teglbrokker |
![](/grafik/intetbillede.jpg) | ASR 951 x021 0408 Tegl
Teglbrokker |
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) | ASR 1925 x269 0408 Tegl
Teglstykke med mørtelrester. |
![](/grafik/intetbillede.jpg) | ASR 1925 x268 0408 Tegl
Teglstumper |
![](/grafik/intetbillede.jpg) | ASR 978 x3 0408 Tegl
To større stykker tegl. |
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) | ASR 991 x01 0408 Tegl
Tagsten
Fragment |
![](/grafik/intetbillede.jpg) | ASR 991 x18 0408 Tegl
Afsprængt tegl. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0069 0408 Tegl
Tegl. |
![](/grafik/intetbillede.jpg) | ESM 1918 x47 0408 Tegl
Teglstumper |
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) | ESM 1918 x39 0408 Tegl
Teglfragmenter. Heraf en med tydelige aftryk af strå i overfladen (foto) |
![](/grafik/intetbillede.jpg) | ESM 1918 x33 0408 Tegl
Tegl, småstumper |
![](/grafik/intetbillede.jpg) | ESM 1918 x21 0408 Tegl
En stump tegl |
![](/grafik/intetbillede.jpg) | ESM 2617 x0019 0408 Tegl
1 stykker tegl med to indtryk. |
![](/grafik/intetbillede.jpg) | ESM 2617 x0029-5 0408 Tegl
1 stykke tegl. Hjørnet af en munkesten. |
![](/grafik/intetbillede.jpg) | ESM 2617 x0030-2 0408 Tegl
1 stykke tegl. |
![](/grafik/intetbillede.jpg) | ESM 2617 x0087 0408 Tegl
2 stykker tegl. Rødbrændt munkesten. |
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) | ASR 1301 x270 0408 Tegl
Teglbrok |
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) | ESM 1918 x16 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | SJM 799 x1015 0408 Tegl
Småfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 974 x032 0408 Tegl
2½ munkesten.
Mål: 28 x 12 cm. Tykkelse: 8 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KZRTsA+io80UWAkoplJmiwElFR0UWAkoqOj9aLASUVHRRYCSio+9JRYCWioqM0WAloqKj0osBLRUVFFgJaKhpjGnygWaK8B/baUyfsv+PUH8VrEP8AyPHX5BeCZktfD/iBWjtXcAgPNPYRv91vui4UyN/2yIP44rWNK6vcD9+6K/nK0fRb3xTfLZ6fEsly6vI4d1jRFUFmdmYhVUAEkkgCin7HzEf0ZUlLSVkMKTNLTaAClptLQAuaWm0iSLJnawbBwcHOKQD6KbmmNKB3pgSUuajEgNO3UALSUn8qN2elAx1FNpaBC0lFFABRRSfSgANManUxqoDwX9ub/k1fx71z9ngxg4P/AB8xYr8lPBN9FZ6Lrs5gsJJo/wB4hvJtOyGCE/6u5Uu/0j69OuK/WP8AbwcL+yr45JIH7u1HPI/4+4a/JjwHavcaDrCbNNeWYNGhvrrTYdrFSAQbkb8c9UIx9a6o7ITOd0X4kvY+KodYvLaEhLaW2lj060t4FdHRk5j8sxty+TuQ5AxkcEFclq1lNpd/cWcssLvG21mguEmjPTo6MVYc9iaKOZoLH9H9JS0lcYwNJmim0wFopkkixoWY4UDJNc5eeJpFmUQqoByMMCSff6Vy4jFUsMr1GbU6Uqnwm9f3S2ts7E/Ng7RnqelcxZXk1uQwYjBxxUJupb5d9ywfOVHPHrwKbIrRImwKFH3gw6jB4HvmvlcXjHXmpx0S2PUpUVTi4vW5tyeJkhjHmR5fodpOKkW+S5UPG4IPoa5iTEwBZsRt03duKlt1WPagBQbg+VP4VrRzWrGVqmsRSwsLe7ozp1uCtTR3XasNbxlGS29f7uOauLIDgg8V9LQxVPEK8GcE6TjubCyBhTw1ZUc5FWY7jNdZjyl3dzS1AsgYU8MKCSTNJTd1LuoFYdmkpM0UCCmNTmpjU0B87/t+bm/ZS8bKvJYWY4/6+4a/JDwvMP8AhD9f3yWaMsb4EzaeHP7s/dE/77P/AFy59Oa/Wn/goFJIv7KfjIRY3sbRevb7VFn9M1+TvgyKyXwjrM140LQsSkisdO84rs+by/P/AH2cZx5XfpzXRHZAeUzNGJD9/p9KK73wTJ4fPjrZBGxtpbWVIZtXFowgmKn94UndIXAwQA7Dk5HIAopWEf0I0UlIa5RiE1HJMI809m2isu+uNscjg/dBPNN+6m30Gld2K2rXy3UL2yPhicErXPJGVyQAzJwAxx+uPSrassgZmYH0Kn2qCbcqbo2WRh9zJ4P1OD+dfB4qs8VU9pI92lBU1yonikWWNQxA9FXpTpuhYenUio4UZchuPTbx7ULGqxybWbLNnkk/lnp+HFcvQ06lWS3JYZbBxngZqW3t1STdzjp1/lVgKGcY5XofTtUc3yxkptBHZjxj61g007lp30JfI25cSEE/wkcUkMxViN2H6de+KmhUSLhSM4J5P51gSaPLFr7ana3M4EieVPZlh5cuPuuAejjpkHBBwegIvmnBqa0JVpXTOkN4V28qff3qWG+DSKhIye+e/p9ayGk85jG4OCM7sH+VRahfLbw5bCxdyzY6V308zq05c8pXXYz+rRkuVI6lZiO9SfaDXnf/AAmU1jrVsjkNZSRFnBbceowR6Y5+v8u4hmWaNZEYMjDII6GvqsFjqWNi3T3XQ4K2HlRa5i+lxu71OslZgbHepI5TnrXpnI4morUuarRSbqmDUWIHUxu9LmmtTQj5p/4KHTGH9lXxWRwTNZgf+BMdflH4ZmjbwD4hDm1MjbwFlawEn3P4PO/ff9+/w5r9Uv8Ago3IY/2VPEpGM/abPr/18JX5U+CtSOn+DtXuYxY/aIZGeP7WumyMSFBGI7gGYj/cBHpzmujsI8zmgXeSrAADnjn60Vf1jVJdRuHnZY1kmbe/kwrHGSewRQFA9gKKhiP6PKSj9aSudDILo/LWZNH50boejDFadyMrWe1aWvGzKW5zE8JEzIeCvyhgOc+9PDCF4kY7tox8xqK5uCtxNvKtIJmAVeoXJxn8P60q3kZZo32ow6tngivzupHknKK6NnvRd0mSyXkNrayzz7Y4UBZ3kOFQAckk9B70LIJ0AQhxt5Hp+FNkaG6jaMFZ42BDKo3jHTBp0KhSoHOOOD/L0rJ7lEywiEcfJ1JGcnP+FMV2k27kI4B+Yj0p6ks2D8yDr60NMu0iNyx6Fsgj/IpWT1bFqS8HpkY9sYqDb8rAOMseS3PTtj/CnyTsXOTgkdm4OO1Rbh5jBTnbyy+lZyavoUrkLq0O88u/Bwc4/D0rN1JVuocP8pI5j/8A1f41qNcI8oALYxkv2qGaOKVWxHuZv7vGT65/rXJUipJo6IScXc8/1tGsTpDwCUyXF2IA23PzMSTn8AT/AMBNdr4Y1Z9LZtMvY2hSI4hmdshgff65rmLi21tr+C8mtlaPTbl/KtoW3+YGAXzBkr8wUsOgAy3XjPTreNqEbRPYzICCAzKOPccmtMDUlg6qnB6l4he2hys61WDKDnII4NO3Yrl7DXo9IhNrdpIvlHAdVyCv866G3uo7qMSRMJEPcV+j4fE08RFOL17Hz06bg9S/DNiraSZrKVitWIpuldqOdo0d1NaoVlzTi4IqrGZ8y/8ABRZwv7LmvguyA3dpkqef9cp/pX5T+FbWTUvB+sWsNxZq80jIn26602HkquDuuSJQPdCB6c5r9TP+Ck1x5P7LGucAq97aK3080H+lflHomxPh/rIb7Kcs+xZZdPEn3V5QS/6R/wB+/fHOa17CM/w78Ob3XPFU2gvqWn2lzHYz3nmrcpcRP5cTSbA0TMCTtx145OOMUVznh/xXqPhLVhqWjXcljfrFLAk2ASqyRtG+DjglXbkYIzkEEZoqE49RH9IVFFJWIyOb7tZsgOa1WXPFQNbhuatMDn7/AEmG8bexeN/70Zxn6/lWeNFgicOvmGTr5hc5P4dP0rqJrXg4rMmh2tisJYejJuTgm35G0aklomYjxvFk+WqP93zFA+Yf0NSQvGuBu+dufmAz0q9NGGUq3KnjFYV1bXenx5gIuBuyNxwV56n1r5jG5e6P7yjrHr5HpUqynpLc0tpjYc8df1pshdnZV+XjhvTr7Uecsas0j8Agfj2GPxpxkQsADnIzjvivn27anWhke9F2lW3d+OD704bcLnktn5umfT9P5U8F5LhSCvlBWDAg7ieMY54xznj0p8kYAWQlWyeRnmhxe6DmK022Mq5kymeVPHfFRwrtmMnVc/KpHK+1SzRBgGJ6HIbrjmoLNlaGMkfMwB3jo3Gc5+mK5nY2Q64uDvwE59McEn0/SnxSorLCWUOwJCkduM/zH51Zl2yxriBTIPlLgZJA5AqJY++3DYxjqRTlG07p3QJ6WZUvYY7ksrLhl4DcGqVjHfaJeKRIklm7/vI8HIXpke+e3oPyvtIy3Plk5JBKlV4AGO/r7U66kVoW3L90cd+nPT/PSt8NXnSmpJ6omcVJWZsw3EdxGHjkV19VORT1bHtXJ6XciPVUjgkLGRcuM4BA6sR+n5V06vX6Bg8T9ap89rHi1qfs5WuW1nIqQXFUd1J5nzda9FHMfMX/AAUwuCv7LepgHG7UrQHn/bNfll4RuLOPwFqq35jNt5zbxHNpq3GNq/cWYeef+2fHXHOa/T//AIKZSf8AGL92pON2q2o/Vj/Svy20VkHw31df9G3GRiA81gJOi9FkH2j/AL449O9VLdGbPPr1oJLyY2xlFrvPledgvtzwDjjOPSiruieGdT8U3slrpVo91PGhlk2kKqJkDczEgKMsoyT1YDqRRWOoH9KFFFJSAWm06kPSgBpXNUrm2DVeprAGqTAw5rfB5qncQhlKsAynrkda3Li33c1nzR4yCKGrmkZGDJa7JN6kgkYYfTpiolsPMuEuC8iOuCwQ8EAHgj6nPHoK1Jo9uapysY0ZSNyN94V81mWAjKPtaa23PRo1nflY9GZlPcZxkHOeTUkjeSqgd/73+NMEwkUZ+VV5UHH4mq100twuY5tidmHINfLS2aR3o53VNWvrzXrfRrSZYxC8NxfN95hbt5u0dP4mh2nvhjjpXTW7oV2IuwKMBAAFAHHHFZ9tosMDzSxllubghnnZsliBgZ+gFJb/AGl2IiuYUYDbu2FwSD97G4dfT9a5lCSfkbNpo11mMTHaGGeDge1JHOkj9e3TNRiVtu3GR1yePzqtPJlUOAGXJKMeMj1q+Zk2L5t152/KODn6f56VWnhTy2A4Gc4U4/A/1qeOYSYOflbnIPFMaRWIDrluoK1rJLoJX6nGW2oGz8ZWUJBjLRlGXHqDxz7ha7xX+bjpXlN1q6f8LHiMkjPIjGNUIx1JXg9+DnHtXptvNuwDX2eTu9CUezPKxfxp+RezzQDTBSpya96JxM+V/wDgpgpk/ZnlUKXP9rWvA+jmvzF8O6s+i+Ab25gFiLiOVigmfTpG/hH+qmUzN/wHj9a/TP8A4KdSLD+zWhLFd2s2w4/3JTX5leHbN9Y8A3trHLYrPLK203Wo6bb4+71E2Jh06q2PTvWj6GTMjwt8QIrXWNcn1q38yLWNPNjK1jZQER/vInDCEgRk/usZ4IJDDkclcXdQG3upoJDGzxMVJjdXTIOOGUkMPcEg0VnzNAf0u5pM0UlZgLSUUUAFJRSc0wEZciqN1DnpV6o5V3CrAxJE5IqjNDjJxkVsXMW3JxVORc5zUyRrGRiu0dqVDnaGOFXpk9cD8qpTQ/aLq2E8CssTGQMx6NyM4+hP+cVr31jFdRNHNEk0bdUdQyn8DVNbdbVlKKFjAwV7D0xXyeY4BR5q8LW7HqUK17QYjM8a7VCjHXcSP8//AFqbZu0ZcOQzjGG9eKz/ABCs93ps6afIIZ2Vgsu0HaSMBsHgkdcH0Fc5r3iafw/NpSJC+o/abnyZWUsAkaqxZgqgkkHaOmPfivl3LWx6KjdXO7+0D5gsfmZ4Xd098GmLJHbsylcEjG/jH5e9VrO8h1K3EtrKrrx90jAbPIPoR6YqysYVckDCc5Jz3zTi7vQnYYtxtVnEbFc42qOevak1S+Gn6XNdshkWJN208dKnYBoWZQQ4Jx5nr7YrmfHc23w5Opk2eavl7ACT83BwPxP+TVJWdw3KPhLQ7BoF1drZZNQvP3sk0hLc7mIKgkgfeOCMZGK6uFyrDFc74O1SLVfD1nNCysip5fyjA+Xj+WK6CLjHNfpWFUFQg4bWR8/Uv7RqRpwybl96tQrWdDwRitW35UV0xIkfIX/BUn5f2bLMYU7teth8xx/yymP9K/MOwZF+GGoqojyZT1vLEN95f+WbL9oP/ATj8M1+m3/BVliv7NmmAHGfEVsP/IFxX5neHbqzg+Hl0uoI81j5v7xLXU7CGY/MuNsTxtOeccrxjPbNXLdGR5pNlSQD+NFem/CqPSbzxVq09vHay2sECPBpuuPZs1xl0UgzTpsQLkszKu7aCB3YFQo3Fc/oXoooqBhSUuabQAtJRSUwFpDRQaYFW4j3VmzR7OnSthsVn3gAzVDM5hniqNzGR0OOx5q830qKRA6lT361yYiiq1OVN9TenPkkmZcqlXJdflYYHP04/lVJYkW5UrGhkJIKMeCM8E8e5qbVI5oIyd7sjHBdRllBPX3H+eaqrdQzX0e2RZFU4ODx/wDrz/kV+d4nD1MPLlqI9+nNVFeJqrHuZGGFZupAOAenIpNibiFGD3Ocf55qSVxCm+T5R/dwT+WK5q+8eWmn7gLS+uNrCMukDBd5OAoLYrHl6gmbWsXLW+mzFUcscpuQjCZB5JzwO31Irz3xJpZ1aEx3xuFt0x+4gP3jnheOTjHrjkV0t14kXUYZ7eS0mR/MUohZSHXI+YkHAwSOM9u9NktUkjjiXNyzNgNIcfNjOM+vGfxrV/Cktxx31K/gm6trnSybC3ktrFSBEJVKMeBnIIBH/wBeuni5rL0aJEtmEY/d7yAcenFa0KnHNfoOBTjhKafY8Gs71ZFmHnFa9svyisyFTuFa1v8AdrviYSZ8a/8ABVrP/DOejKCBu8R2/Xv/AKPc1+YsZlj+Fl4m1Qrvlf8AiZWSt/rFz/o5Tz2+qsB36A1+mP8AwVok2/s9+HRnGfEsB/8AJa5r82ND8RX+i/D2Saxl8uVJSVb+0bI/xgH/AEVkMzcZ5Bx36A1Ut0Znlp3buRRU91dST3Eksm15HYsx2gZJOeg4FFYjP6ZM0UlFMAopKKYBRRSZoAWkozTaABqpXSZzV01DKu6qQGM6+tRYxV+aCqkiEdadh3KsyBlORmsi6sIpn37FEuMbsc/Stps4xVWaPHasalONSLhNXTLjJxd0zmNeutQFmkUFo73bDYrRnKg8/MTgYH1x7ZqODQbgWapJJHJKhVljUFY8qQQD+I610bRn8akt7cvIOK82GU4aN01dP8DpeKqaNHEax4b1y8s5idHt7tiMRQQuAoOepJIqpoHwp19LuJr7VmtLFFx9mt2LOcjpnouPUE/hXsNvHsjFSFaqnlOGg7tN+opYupJWMSz0OGxtoreFAkUahEUdgOKsppo9MVpbR6U4LXr2VrI5LlSGzC1ZWPaKlVaRqYj4a/4K2t/xYLw0vY+Ioz/5LXFfmxoazap8N302B7eNpJchrvX7C3j4cH/USAS9uu8evTiv0f8A+CuTD/hRvhVSeviBT/5Lzf41+aPnMvwreLz22GXOz+2bXH+sH/Lps878d2O/TilLf5COf0/wrNfapqti9xAstjaTXbPBIk8biNN2A6MVOemQTRVHw/4m1LwnfS3ekXcljdSQyWxmiIDeW6lXAPbIJGRzRWWnUZ/S1mjNVfN9WpfOHrWnKTzFnNJkVX88etHnD1o5QuWM0mag85fWjzh60coXJ6TNQ+cPWk84etHKBLSZFR+cD3pvmj1p2HcV1BqpNCGqyZR600sKoLlJbUdabLZhqvbhSFhSsMy1seelWYbZY+1WTj1pjNigB6+lFR+YPWgyUwJKXNQiQetLv96QE9NZqZ5lMaQetMD4V/4K4EN8G/CKMcf8TzP5QSf41+c1hfadb/DhIdSW9u7HzDvtrTxFawHO/jFs0LyDnBzkjv0r9Df+CuVxt+E/gtc9dZc4+kDf41+cVxfN/wAKqjthc3BTzc+R/bcBj/1hOfsezzB9d3v0OKUtxHnlwyKzeWGVM8Kxyce5orb8O+BdZ8ZySppNvHKY2SP97cRwh5HJCRqXYbnYg7UGScHA4NFYWb2Qz1K3t/HLPGE1m63SRiVf9NflTdG1B6/89Qfw5qO1Xx3KYWTWrs+fEJE/09xlWujajv8A89FP4c1wuj+NNT0zVbK7e6nuI7eRCYXlO10Wbzth9jJlvqc1BN4w1Z7kyRX9xCq/cRJCAi+aZgo9hIS315rfmI1O/sG+IF+YBDrl9+/RGTOoOOHuTbL3/wCegI+nNLaTfEG8azWDXb//AElIzF/xMHG7zLhrdf4v+eikfQZrnvDHiDWToOumCPUL14LeEpdW6M62e25EwZm/gG7ec/3jWDH4u1e3MQi1CePygAmGxtCymUY+khLfU5pcwHeWeofES6azEGvakftaRtFnUXGQ1y1uufm/56IR9OaksdY+I+oGzNv4h1RjdiMxf8TJxnfcNbr/ABcfvEYfrXEXHjq/NvpEdrLJZyafbiHzI5DmRhcyXCufQhpB/wB8g1Z8G+LL+z8TaDvlurq2trq3P2WEF2dEn83Yq9zvZiB6tRzAdZY698S9SNk1v4i1Yi88swn+1HGd87W6fxcfvEYfhmp7PxJ8UNSSx+z+JtYdbwxiDOqON3mTvAufn4zIjDn0z0rz+TxFreh3a27XF1YzWZVUhcFGhKymVRg9MOzN9SasaT46vtM0uS2SWQyqYTazh8G38uVpht4/vsx+pNHN5gd1pvi74ral9iFp4n1txeCMw/8AE2ddwec26dX4zIpH4Z6U6z8ZfFDV1sPsXiXXWF4I3i/4m8g3CSYwL1fj96rDn69Oa81t/F+rWLWxtr+WE24QRbT9wJKZVx9JCW+prQvPGl3Y2fh5NOnntJ7G0VJW6ZkW6lnjYeoG9D9RRzeYztNP8Z/FfVFsja+KtecXnlmAf2vIu7zJmgTq/GZEYc+menNFj47+LOoLZG18V+IGF4IzB/xOJBu3zNAvWTjMiMvPpnpzXCeHvHeoaDqmkXDSyXFrYTQSC237QyRzGYJnBx85Y5/2qpWvi7VrH7MIL6SJbYIIQpHybJTKuPo7M341PN5gel6f8QPi9fLZvbeLfETreeX5H/E5kG/zJmhTrJxmRGHPpnpzUmn/ABJ+L2oG0a28XeJXW88vyf8AidSjf5krxJ/y0GMujDn0yeK4jQ/GF9a+H7tI5bg3Fr9na0ljTcLcRzPLye3zuSM9zWTZ+MdXsVtlgv2jFr5Zh4HybJGkTt2d2P40+bzA9P0/4mfGLVWtZbbxl4lf7Y0YhxrUq7jJK0SAZk4y6MPbHpipbb4o/Ge8+yNb+MvE7fajEINusy/N5kjRp/y07ujDn05rzaTx5qFvDo62MrWjWEMa7lIYPIk8kyP04wZOntU3g/xzd6br+gtd3MjabZXNu7xqgJEccxlwBjJwWc/jRzeY9TvbX4ufGi6W0kg8beKpFu2iWHGtzfN5kjRp/wAtOMsjDn0qK3+MHxrvFs3t/HPixhdGIQY1ycb/ADJGjT/lp3ZHHPpXm8HjbWtOa1WC9eEWjRmFdi/J5cjSJ1HZnY8+tT6f481Cw0r7MsjGeGS3e0mwv7gRSSSAYxz80hPNLm8w1PRLX40fHC8htGtvHXi11uWiERGtzfOZHdEHMndo3H4UW/xy+Ol0LRrfx54skF08SQ41mb52kdkjH3+7I4/CvMrLxvrFitosN6UW1aJoQEU7TG7unUc4aRzz61dvPHV1ZQaImlXJiezhhd8xjieKaV0bkc48zPpzzSv5hqejWPx/+OV4losXjnxZN9paIQkazON5kdkQff7sjD8Klt/2gPjVfR2rQeN/GEhuGjWPbrtx85kdkTHz8ZZGH4V5Z4c8dXuj6ppLyyNPZWNxby/Z1CjcsUrSAA49Xf8A769qqW/jTVrH7KLe8MYtXieHEanaY3Z4z05wzsefWjm8w1Ou8ffErx58QNFtJPFmu65relwsssA1K/kuERn8xQwDscE+VIP+Amud034ia5odhHZafrmp2VnHkpBBcMqLk5OAD6kmoj4iN14MuNOuZmeZbi1+zrs4ESC5Lcj0acdeefaudApOTA7zwh8S4/D95c3WoWlzrE0l/baokjXHlt9qg8zy2c4bcv71ty8E8YYUVwnJbjmijmYWP6d6KKK5xhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q==) | ASR 1108 x042 0408 Tegl
En stump gullig tegl. Af klæg? |
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) | ASR 1108 x042 0408 Tegl
En stump glseret eller fejlbrændt tegl |
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) | ASR 1108 x051 0408 Tegl
Tre hele munkesten. Fra Nørreport |
![](data:image/jpeg;base64,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) | ASR ME1411 E1411 0408 Tegl
En sten af rødbrændt ler. Let krummede langsider og konvergerende kortsider. Højde: 7,5 cm. Bredde: 14,5 cm. Størst længde: 29,0 cm. Mindste længde: 25,0 cm. Hvidkalket på forteste langside. På den ene bredside spor af fugleben før brændingen. |
![](/grafik/intetbillede.jpg) | ASR 1108 x005 0408 Tegl
Meget lille stump tegl |
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) | ASR M8793 8793 0408 Tegl
Fragment af munkesten med aftryk af to dyreklove. Mål: 28x8x14 cm. |
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) | ASR 1165 X002 0408 Tegl
Moppe |
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) | ASR 1165 X035 0408 Tegl
Moppe. Fragment |
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) | ASR 1165 X035 0408 LerTegl
Teglstump. Fejlbrændt |
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) | ASR 1165 X036 0408 Tegl
Fragment af munkesten |
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) | ASR 1165 X127 0408 Tegl
Tre stumper tegl |
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) | ASR 1165 X138 0408 Tegl
Mopper, 2 stk. |
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ETdKSFMf3jtGAOcZzg/nVmGUFbaS5mQFzhd/IBGQTgcnk/yNY/hlVsoYoVjkWMxrJ87ArzjcOO4J4Ho31pbdWjszFCzsHfzt3Ukk5btwMufz/LqZ53ch1i4nvLvToYSqOUaTcy5YnjIx0Hc9/8AFuoanZ6THKJk3GFD5kkr5BbkgDg/3se3vipJEkwkyCIlCFfAUMvUggZ75FZE2k28vibz5D5zPNmfJxlFQYzk8DcTjvzmsXfoaK3UfouqTaxm4iWNEmRVVQCyqpYAE4IAJJ9Sfarl5r0Ggw6NBO/2qe9RokVUKAALuPBzjkqOfz5qnBbmNbh7gGze4mJRY4wg3gBd+eOgB6+ij3q3qAj1CMwXLBokXaZE4Zif4ABz3XJ9+ODWav1NHboUL/ytahuEtplklUSMGjUfJtyCGJ4B3HofTPSsiO6tfnUwSLcKyn7R5BJKhieN3JwFHPr3rf01UuIxBbWsMFlue3MUKBNpyDyMYz149CMHtWBqcUiXgSFlBkG5pMlAV3nceCMhR796HruC02J7ObVf7SGIGFrlHmYkDGdxJwBnqCdvqeT2qlfT3SSOGOIJW/dzNGD5UZ5zzySQvQf3l44xV+3m23EEUEsgEbfvMncD6g57ZzjA4yOlUfs+o3y+dcvDBYNDsHlfKyuSQWJ4OOpwP1xzEotK6ZcZJuzRDq3i610lbRbSOWSVx9mjk2mTZjGcjPXAGc9+9aNlbwXtnJILmZ3iYSMGAG5Rgc8e2fyrI1XwtYatqjTXC3EqQqHXaWwc7yHwOcjH05FaoK6dprxoZXMhUbETasg3AFuDwCB3I4BPNY38jUxfE7/ZdOuJ7ZZkFnatcrshyPlAIIC8s3XjpntWfpt5BuuGUCCWTYGlZS0o3qGzgD5cZJ56cE4GK2Zrhrebz0BlhjT7zMpVmxksWJyfTJ9enesG4mn0zVESyvbaeOdy900zmQoGwNy452rtAK++eOaBFDxRqE8TLK87CNAS0a4yoYj5ePQZIAz0NdroutR/2xZ2ECo8MdkrG4UDLEbVGce2T+NeXeJPEcdneXF5GjXkERBcLFt8rkDJzzyCTgc1e+GN9FJrV3LbnfEqLF5i5CsFwFx26ZzjvXTg4r26MMRJ+zPh39vry/8Aho3xC/mFX8i02rt4b/R0zz7f1oqv+3ixk/aE8Rt5IYGG0zNtPy/uI+M9OaK+np/Cj5iv/EZ+w/7QOsG08JW9goUm+nw27ptQbun1214KyssalI0+793GBn0r2z9oSFv7P0W46pHLKjKPvfMowR9Nv615I0e7R7qZdgONsbMT8ueOw/rXi468sQ15I+twXLDDKXdsxLoyLhdom3c4IyCeKntrGaQ2pglYBd26M4ZDu6g5HFVra/W7FrBPtRI25wuA3Pc+/Oa624FirQW1iEMmPuo5PB79/wA686UU0d0G4tOxSMc6pMpjUvuCAqT0BHHoKuKsixfvZMqF4XaBjjvUM0wsFEVzOglbkqBn3x/nFPs7yK7jbZKZGYZAOAfSrpwUU3Y5sRUcmk2VLyZ1jLEdOfpWJb3kM2oQu8+xBgOcgDGRyfzP5Vu3gWFXAxufOGY4Bx05Fc55KfaJpc7xjaEPJ3ckn3GMY/H0rOV7o2pJOLue2Wd1a3lptjuEeKIkb1fO7n26dR+QrPutWttPaOz+2W4lcqqiSQKR1HHXJzj8vavHEvxJIp3EOr7cgkA84PfOOPxqa1hjiKJGpSONid2eNxPOTnkkn9a1liFJKy1MPqfI3zS0PZbzUIbVkQzRRXHlsdzOGZQOec8Dnn8Kp3OtafHG5jmt5PsxdMLOilnBwR7ck/QdK8uiKXF0zy/KZMkNMuenGMd+gpmpWSeVJJJtmVmICOuQq4wTj3x+lZyrW6BHC8ztzHpmsXukSaSr3N3EEO6RrdXAYuGG0Ej1zjHfHSuRh160XxI5sU82aaISfZ5pmgSJCARggNy23ls4wB+HDXGnWV7Zql3bQXFtbhcwSAFRnuBj6fTisy38OaNpMjXdrptukyneGCAntwefoKy+taXtY6VgPetzHtg8TaTDc3Zk1a0t2jTcgaVUySoGVLHnGB2PTJ6muW/4SnTm8SW9tBqUTlFCSLDcr0yQEIHBXGPfvxivNtQs4tQuN99bwSD5TtkQOXPQZz17fiKigjtyrNFFDD2Ro02tn356d+veo+tX0UTT+zXHXmPSNY8a6DoKtJDf21mZbh5dskiyysxJZmIOCBluBknH0qCy+MvgzR5hb3OomFm+d5gcxsRz/eO057jJOM968zubdzMDv82IgfKzfxf481QuLBJFZSfMjYE7NuQO3el9Z1+Ev+z0l8R6vefH34fr9oNvqTSG2baiRJthkDcbd2cgd+2B69K5HxV+0V4SvZlEeoIZIgFVIFk4AOSoIHIOF9OhGecV5zfeC9JvIZFFqY3JwWQY6/Q4rnr74fQPpjRR+XuSTerlRuXjBGeOOc1Xt4djL6lPueoX37QPh+2sVme/WWONItrSQMF5XBPTggEEA8cZ6dceT45+HvEEk8UFzNCJkEEcsNpIpAyMksQSx+bv1xXnUXwrt5ppnkLOFAJUnA9ucdzniut0nwFp9nJF+43RgfMuBuHbqO+fej6xF7RF9Tav7x0GoeMdH123ew0p3n3qxSR4JAY5SMM7MVAPyngAHkEk812Pw7nizc+QyyJGUjMipjcwySeg659KyrqG18PwWr20cOUjKFVAJJPJPueKs/Dc+T/aMe59sk6zrHJ1TI2/+y9PavSwFnXV9N/yPLxcHGk2j4d/bq8tv2hPEDmQiTybTC7eG/0ePvntRUX7ce5vj94iYRZXZaBpdp+U/Z48DNFe/T+FHy9b+Iz9lvj0kT6DpoY/vPtBC/TYcnPboK8E1C/uPsotYS0cW4s74IGBg4ye30NfQvx008XHhezmHBjulGe4DKwOK8Sks2ujmQNtwN4xjPt74rxMwk44h28j7TLqaqYXXuzkfspjvLYlGQOGAVv7w6D8Rn8q6PT9Dk1KQSC6jtZ05CjI3c8ENnitGTT42t0kW0GEYkAKBu6jrn/OKdpdus8jsA6bAA2WG7dgH16YIrzuZN6nb7OSWhR/sSeS6ZJvn2gEEuTnPOeuPyptvJdwwygQM8gbCr0GM/0roLe1aNZZowsjtkKJDkjt1/D/APXSXFuVjcjhm5xjBBzWylyxZwTi51EkYU0CSSKbiSRVZMYQDPPfmsS60tre4k+zXBfnLHjHFdRqO5owDC7FjnzD0z+XFZH2NVkH71QASx3c4A9Pb8a537x2U/3aMyz0n944DDePlVWGcc9uKm8qSOc27IDHGoBdec4HB+uRV2DT724MflyL9mk2uPlOW7g8EDH0plxIIDsBxJuyV2nnGARn8c/hT5VFXFKpKo9Rtunn3kgYoEzkZGOxPpxVK+XymZNuFB2pJnoR79q0zD8gkLJkjd846joeh+lZ8xPz5dSHO9f9kgjofTpUW0HH4jFaExy7lVZFV9jHPXk5HNZ6X3EkcYVVRtxbjqOn8/WtS9aTEYQZUuSRg/p/n8KzrjS3src/umcbi23GA2cnrj1x+Vc7V9jsjLlepRmzNGN7xxlACQPmIznk88/pVHZLfwPgFmV95ePIyf549q0TYRySkquFYghV+bc3XH04qxap9j8yPaTnO4YzgnOPYcA1hyNvU7faxik0Ysl0u0qq7Wxg/KePU8fWl86BYFV+GA5DA88jn3p0kAN80y8Fl+cc4PPJyPQEU+6ZreTzDDkqQo+T9cHtWtrI5k+aVzNiKKwIYxncfvKcbfXP09aoSPavdpsVt6naVAO0988jtn6V0MVudVkDOVhi4yEXA3Y6kdKgt7NWv22tGURgC6ZyoxyQSPSsuRmyne/c56zzcSNFHGTPgFYjCdwHY4I4610Hhqw/eSSE7m+60HYHOefy9+ho02HR/LubhSZb1uMSDGfbI6k89cYrTtBBbtIyIIYT1V8Z6d/yNbRjrc5Ks9GkjJ8RM9vaxs6M0ay5LDGVxk/L+dX/AIb3JuNUuDsYKyKwdurc/T/OayvEmqW0smUkbYRuCdvTHPQ/4Vf+D9vdap4g1IqWkFvFFGVH3QWZun/fH6V7OCX7+NvP8jxcY7UGvT8z4l/bfVR+0H4iOcNttuMcH/R4+/8AnrRVn9ua0lt/2gvEoaHgC1DSbeh+zpgZ/P8AKivoYfCj5Ct/EZ+2Xxiik/4Ql2jjWVkuImw3YbsE/kTXia6fujQEghjnAH0/+tX05rOh2fiLS5tPv4vOtZgN6ZI6HI/WuPsfgR4Y026uJ7P7baGfG9I5/kyO4UggH6da4sbg6mIqKcGrWPosDj6WGpOE073PIXt7aG33OpdiQmV4wSdvNU00ySxvdQO4JBMyujcD+BF/mufxr31Pg/4blZmmhuJ2YYbfcNg/gCBVW6+Dnh9ZHwlyEfHyicgDHpj8Pyrznldd9V+P+R6SzfD66P8AD/M8bhZbc7F2pzwvGQcfqPpTGjia4Zt+Rnue3XtXr1x8HfD8zBwLyJx3S6f0xjBOP0qlefA/Qb0xmW51I+WAqYucYx3+71962/syva11/XyOT+0KHNzJP+vmeQ3qBZA3mKEYgeXnJ/D6/wBKpNp7FZGyQ3oMDJ/wr22P4KeHo8nN85463JHT6Yok+DehMR899gZ4FyQD+lKOWV1vb7/+AVLMaL2v93/BPFIZFg0+GSCdGxCoLrg5wM8D0/OsS6vI1kTEpkU8BinJOSK9sX9nfwjb2yw20d9axqcjZdsT/wCPZ9TWddfs4+H5IY0gvdQhMZ+XcY2A6f7A9B3qKuW4l/Db7y6WPwyWt/uPI3C3D5Mig8AjON3TAyP881Ftn3EB1NujcFjwvOCOnQ49Tyfz9ZX9n21t3Yrrd23THmRoQv4f41Suv2eY5ZN3/CR3gAOQnkpj8fXrWX9nYpfZ/E2+vYZv4vwPG2gdnkYYUghgGbIH4/iPyqjLeLIRCeQBgx5Oc5/l/hXsTfs02rqFn8Q3kkancsawooz79c8nNO/4Z3tYSzRa1dKWGBuhU7fpjH5dKh5ZiuiX3lLMcNfV/geOM6QyACMKwBC7AMkenSqs6yNIssYxGcDqeQO+PxP5V65a/s5waXC8cXiG8kLDBaeFHPr169feqb/s4jyii+JrpQeubZCf50v7OxX8v4ov+0MLvzfgzyHyXmfcFC4684yMfz61Gbd7iR2lkG7IA387unA7/wD6q9rh/Z3too41PiG+k28sWijyx/ADH/1hTrr9nfTLlSJtTvGyc5VVz6fxZH6Uf2Ziey+8P7Sw3d/ceFzeXHkZxtIOBIehFU0kgg+csP7pUKBnODn0r3KT9mfw954lTUNVj29F8yIjrnOdmc9PyqvH+zH4cS7a5l1LWp5Cc4aeMDH93iPpS/svE9l95f8AamFtu/uPAntkhlkkiZ3jLbhtO4J649OaLTWRPC0cs6RupaTbJ8x4HP8AP+dfRq/s9eF5tkUkd7JEDjY1023H0FaFr+z94Fsdn2fQhG69JBdTFuueSX55zweOa6YZTVt7zX9fI4qma07rkTsv67nydLEzRglmkRiZdz8DngYHr1Fevfsu6bJHH4iunB2yTQxgnB5XeTj/AL7FeoT/AAJ8JTMpmsJpgowFa6kA/IMK6LQ/C+neG7WOz0yzjs7YPu2Rjqxxkknkngcn0r0cLgalGfPNrQ83E4yFaHJFM/Jr9v1UP7THis5YSf6MAu3gj7PHnnPsOMd6Kf8At9K5/aU8XsIwY99qDJt5B+zrxn3wfyortjseBW/iM/eRKmVTWzRW/tPIXtPIzI15pl1Hnmtailzh7TyOeZPameXXSUVXtCvaeRzDJ3pjLXVUUe0D2nkcgy+1QNHXbUUe0D2vkcC6cmo3hDe3evQqKPaeQ/a+R5u9v61C8HtXp1FLnD23keSz23tVVoK9koqeYftvI8Y8rFHlhuK9noo5g9t5HijQelV2tiWPTHbivc6KOYPbeR4jHZhBnHNDW9e3UUcwvbeR4ZJbVWa1+YcdK98oo5h+28j+fj9vhB/w034vJJ3b4QBtGCPJTnNFf0D0VmjGUuaTkFFFFMgKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==) | ASR 1165 X164 0408 Tegl
Munkesten med aftryk af kattepoter/killingepoter |
![](/grafik/intetbillede.jpg) | SJM 886 x036 0408 Tegl
Tre ukurente brokker af gult tegl - Flensborgtegl? |
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) | ESM 1918 x15 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | SJM 799 x0148 0408 Tegl
Fragment af fejlbrændt teglsten. Delvist sintret yderside. |
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) | ESM 1918 x11 0408 Tegl
Håndlavet mursten |
![](/grafik/intetbillede.jpg) | SJM 799 x0177 0408 Tegl
Lille teglfragment med sintret yderside. |
![](/grafik/intetbillede.jpg) | SJM 799 x0126 0408 Tegl
Fragment. |
![](/grafik/intetbillede.jpg) | SJM 952 x013 0408 Tegl
Fragmenter af teglsten. |
![](/grafik/intetbillede.jpg) | SJM 952 x021 0408 Tegl
Fragment. |
![](/grafik/intetbillede.jpg) | SJM 952 x022 0408 Tegl
Fragmenter. |
![](/grafik/intetbillede.jpg) | SJM 952 x066 0408 Tegl
Fragment. |
![](/grafik/intetbillede.jpg) | SJM 952 x068 0408 Tegl
Fragment. |
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) | ASR 941 x47 0408 Tegl
Et stykke fejlbrændt tegl |
![](/grafik/intetbillede.jpg) | SJM 952 x129 0408 Tegl
Fragment. |
![](/grafik/intetbillede.jpg) | SJM 952 x005 0408 Tegl
Fragment, måske fra tagsten. |
![](/grafik/intetbillede.jpg) | ASR 1357 x099 0408 Tegl
En lille stump tegl |
![](/grafik/intetbillede.jpg) | SJM 952 x174 0408 Tegl
Diverse fragmenter. |
![](/grafik/intetbillede.jpg) | SJM 952 x033 0408 Tegl
Fragmenter. |
![](/grafik/intetbillede.jpg) | SJM 952 x051 0408 Tegl
Fragmenter. |
![](/grafik/intetbillede.jpg) | SJM 952 x062 0408 Tegl
Lille fragment. |
![](/grafik/intetbillede.jpg) | SJM 952 x080 0408 Tegl
Fragment. |
![](/grafik/intetbillede.jpg) | SJM 952 x081 0408 Tegl
Fragment. |
![](/grafik/intetbillede.jpg) | SJM 952 x144 0408 Tegl
Fragmenter. Det ene fra tagsten eller flise. |
![](/grafik/intetbillede.jpg) | SJM 952 x144 0408 Tegl
Stykke. |
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I9cHr3rde9uRsbsRkljWIoEZcYycr16j14z+dR6U6WatY2oYxQjG1uRjp1PuP0rn18QNpd5b6UUHmKPMECDbsiVuT7KFGB6n2rWhvoJL57mNHjW5CiQNwSFzjv+P0zWylG6sTyvZnSaOsahmjICvj5AePXI+uf0opljYm3kiKYEY64G3PHHH6UV7NFtw1OGp8Wh8OXHxX8Uvv8AsstveQPb70l8kMS5HAXaRj3yDn2xXH3WsahfalJB4ma7sJNn+js86SNNwMsvPy88dO3bNUbjwne2HiC1S1vZVtSPMVlyEVzjcpJ7kkkEdfTgZy/ipp99ql5YOJbhplaFDJG+FwvJZffAY/gOma8P206nuylc9H2cY6pHMeJvhrqUMtvq+neJb6OzeXe0X2t95Y5P8J7YH8q77Q49V0fT1hi8RSebMwa4FxdSTNGcdPmY7Rj0x2rC8VSx69HaeWojjt0ZUWOQt5uxTgbcdMjPX/CpdSaXSZI7hA8UUjoGVgSQXbHIA4AYj8KnnntzNFKKfQs6PY+Hv7eudMEt1dztH9odlDLHs3bXO/HABzx360eItLsPC95CtnaPco9wtrFBs2hCd58zHdRtf8h/ezVvSfEkVvHcaessH2+ZAgaUlUClWOeOmW7Z79aitdRXxRpWpXTy+YGkL2cbZWSJo2fAPJBJ2kZA6H3qYxvdlbFK+8P6Ha3EcM8iw3oTcDkZYBiBtIyAp9+cEA98PF1Pp+iyQ+eIrWeMRrJGMSAlgACOh4757DjvVu+s9LksdAvTZ7dHvXEcjMxxBJn5N6Yxg4wfQ1F4h0t7OzeGOa1NnKsyTNIjFY5do2ME7jhmPPb6kLn11L6HNafazWPhrQrafUZdTEU0sMzSK3mSARcFj+GR25H4zbo77Ur6SxvGtiVW0KxQhDGWhwcnJ9C/Pc5wax9g/wCEa1ezuk8i6ij3JcbmbLI2/d1PO0Ov4+lN024eTSbQ200k8vmbLtLrBb7jDOcZByQM9sjsOKsrtsWuxv6PYQ/aLqOzj3ywDBKxc3IVRuywOF3EqefT6mvYPDs1j4ontbwloJI22KxwSrBcZAJPb16g4ryGyvP7JMCxhoLmOOSGVXyCw3ZUg+6hl4z90etdddyHTdP0vVLZo4rZp1WVcARw88/MOhxk5OOgzWDir6lXZc8YeG/+Erj1rRPLjtvEaQvc2bwtmOaPdgAA9gePzHY1gfDDUrvTvC1zp+oL5ieaD50OZEmGSrZxk7PXp6Y6V0en61b3Gsm9uY47yBrQxxJNMGZl2u25VONuMkkdct0BGKwtTmtLG806GG4WK3uo9iafGfNJdXDEB8ZMbA9/ce1Pk5dg8iXQ1kvbxY0RQqywgSRyAsyMGkHyE/3YwhUYyWPHPPUeNLOLwvoPhaBp/td3c37i0dwQJAUk2nByVYCXaWGc7+nAxu+BdOiu95zuV8RzqX3gFHURuNwPzfMnU9BkdcVzXxetbe++M2j6ZLe/2fBZ6P5whhUO6Ss8pyBnClgqnkYyPrUJu4X1se1eALO1azithD9iuLNPKMH3SwQFA3QZU7Rz0PX0rYhurmHWIkT/AEwXSqwwpHloWfhsdOcYP1B6DPPeH4UhXTJ724lj1LzPsZkkb5JcscrjJ4YqCDnIzxjJzZvrm90G7a1uozLBbKird73VzHwFYlePvAk++e2CdYwuY3Onl02WS3ntGZ47aYmDdE5BxJJ83JPLDpn/AHcday/idcCy8K2UHiCZZ7ExsEvo4QXhZSpV2/2WUYJGDlwB1rfjkt5po4RqMkEvyGaMyqrSAErsweRzySOQRnmoNQuNWTxd9geJbvRrmJfIkQgFJPmYqR6cDJAxzzz1bC+psaXZSNHHcOmLvylXdJgmNWJ+XjqOBxjB2HPerHj7R9R8R+AdQh0edtN8QQQSNp90yrI1vcBCI5FDgqSMkDPGTVPQNesPE14ktsJZEtX8tvPgKDcqjEkYPUfPjI4x9RXTQ3UU2XcKY4yTuYZDY4OR+NUR5lHS9Pu7Gx0pNVePU7pbNINQuHjCyysFJ3ZU44OSQBj5uKtxqsd59sF5NFHkiNZVLqyYAGPUZ59auNcRW8UUfzELtwvQDPAx2AJOK5/xEEuvsunNFvikBlFuilHJVlB289BuGfy70tV0LWp2XhKa+uIRJfXEN4xYbJIRjj/aHr1/TiijwzdQT3jCF8JtOEZcHPGff359aK93DX9nqefW+I+FrLVLfVBLayShGs5S7RtncxXGRuHbqMYznH48teajdeIf7RvpbjKyytDaW7kgJvAG5R1z8p545J9K6XW9J8u3uby3bZIyEeTFyGfaVHrnkZ/A9Ko6LCtrpdpLtaeclN5kTPKkgAZ7df8AJr55e7senpuYviXQZPstgti4gktmzK9vErCTgkqTkYHUZ9/fnG1IapdWtzdfbvKlnICDBDIAzAjHIGeP0/DotW8PLI00e2ZPPbcUyRvGenuOehByBWTfHyr4yyLibABZ2HO0+gB9ScgHp6VoqmtgSMiG0gtLeK5kMEd3Gp824uHGVjzk5J7D+mal+H6/26+LLUAsUKzNHExPLOzMoIz2GOo7/l1Xirw6k+k3NtfhUW8hWLzpPuBWDKcZx6A4xzXnPwvs7Wx8Pmea4W1u7ud0eO2wxjMckilSTn/ax39s06bcotjbN+31bUvC/wBn0t4pZbERmKb5lAiYhgZNpPPJPb86j+1tr0SW9vdvbwKyq9wijO5RtJ5znvk1Z1a0tRrkmqXkrXmnXnl2khkZi6TbnCkHOApyoBB7dKvazDaafo8bTpDDv3B/JADbMgIcdc46n39qh2TGUTcw2Og6vf31vFO+lWMl5OuATfwopckEfxZVeD03Z6ZzmeENHsNQ0TTdZmgtrXWorCO5u2jJDTkRgZAwQ5CjOcZJGOgrA8LSSRaL4qurvULSHS7jT7i0jlmbc0aSKUG0k4K5I69NmO9bnguG4tbTypbg+Za28dphkxMsITCHcACWIIOQe1Vy2dkTc3Rp1i1z/aUV01mJCI08/wDeKeejROQcjrgEdDjNbGmzztfR6LfRR2rSqWtrm2O+DcFDbSSBhWRhgHsWA7gRXOlLppurm4k8ySMxqkpOERywJUEDOeVJ9sf3jXZQxpNoLa3OZIJdEY3SyLkiRFTLjaDzlR8p5I4xxwYne6TKTPNfF+pQaHbyGazlMUjLIJLVf9QgYkPnIGxSOmcgce9UvB+tWer+JpTpUP2lGknvZwconlZDIMbTuHyc7ccEYFXfGFmNQ0e8J33Mck7SQKqiRXhf7qrg9AT26kGqnw90u2/taDy1jhmaBlE/kt0B3c5GOGXHHPJrSLugex7J4X0+4j8TW1rcJcWlrLKJbR96skqqnmZYHgfMuOuSQOMc1mN4du/ih4i1vxPqMdpdfYbqa3j8+IbXt1DN5fDZJGduTxznB5roYvEiaXN5V0jzWt0VtppY5U22nO1mBO04JABIzgjoBzXLeGNWufh9q174V+2W93AzPcadKsR8wh3Qbw+7BAzj6jOQcgLl0M76Hofw58SW3iTwxpN/YahHq+nX7QywyKjEIrM2HDAbh84POByD0wa9CmjuG18RzMt1p1/Y/ZXWdnIY/Ns9uQsmSDnJHqK830u0stDjt9M0eO1s9KtoCym2KxrFKzbWQxqQOpPA7k9K6yZdQt/EVpbXkaf2ds+0w3kbdcfI4dSCCfnLDp0J6dNGrbmZoeIGiSxMn2N5JvOiitpIxkxSHLfM2MALgA5HOQTnir0moR2sOnBLmZ/9MZrSSd9+SDnBY/Md2/C5OcHB5p9td3IutOsp9Wje/hkeSWOOQL5iZxnJByoUc8AdcHinCMarcXENskdw6kQMI+F2ZJYZHTGACe5UccjEOwI6XSorW08supCRRjYy8Bwe4OOc8tx1z7Vbht4WWPT3ZntxHhg/IKj7oOeucfXjmsOO6u5JihjWNIstLKPm3KN3yD1IBOayvH1vr/23Q73wrqlrBbpfKNSttQsfNEluB8yoQylW5BH06HoZjtoX11PVZtBgvLKIi4khEwEu9CBj5cDt755+vpXDzb9c8QTxwRXkMenu8C31whi3SsVOIiww6hVJJHBOK7DwnrtnrMUDRSCRWiUg4K5Bz0BJ7gj8KtzQPcXTS3DrHbxyeWI2YAPjoeOhJI/L3q33M07OzIPC9vcW+uiOeYvOqsXKjA2nHGPTIzRV/QdLjsddkuILg+VPH5bQlRwy9MH6Zor28N/DOOs7yPhDT7mbE1mLlXkzuaLpycgE4HTg9O9U4bF7S9htPtCw7nkeOSLO1stuYbST0B4z+FSLDBeWrR26LcXSr8zYCszEkkE4/HGeMiuW8L2c+lXmjQareTO9yXMcON0YXH3c+uSpOe/r3+dupXZ6bXQ7PU8eXK0M/nNH0DEKccHHrn9MHFecapNG2pQi4dbS4Vy6rkEkLnk4ycYOeP6V6DqU8EazEjCkYAk+4zcjgHjPH615at2LjxUZXkbzV+aNSAO3AHb1JrOLd9CkdNoutJ4ihRNQu43nhlOyyVcbBk4Y+px07cmqng/wvDptiJ7KSEWs1zczqv3gyyTO65P/AALBPbBqCx0e/Om3cse23v5QABsyATjhR2Bx39a1tL0O8s9NjhjkaW3VGVo2wFyCdo3AdMY6e/0rVNbX0F0I/wCy9LmkutHuLSN474eY6NkhJVICMoHOAyg8cdavWTjVLePRZ4ZoZGgWQSsynzhnLrnk5GO+OvtmoLC2i1DEe+3tJ4SwjKgsd4Xpk9j1wf0qvHq1zo8iz3VvG4YiI3UOPLiJIwzDgqScDPuK0iry5W9wvpocx43+HsH/AAhOtWWmxXd0iw/a4YiWylxEyPEWB+Uqzhc+2eO9c1FrGrWmn+a6FvEFtcAXkLnEiIo27V/vZ4IPPIJr174jaxLpegwXa3CSCaGdjOuHZVCgBSF6jr+OOg6eZ+IbpPFepfY+baykuFubXUwHZS4CZQMoJTOJFOP9nrivS5FHYwvfU6HxRq11ceCbCKSNxZ3DbtxkLFGBVQpwByDn39R0rovBOvXAvLq0uoxNBMm0LIucspDCVVJ9cn14/LO8NaPPb6HfW15K1xFMokWKcAk5yMNj6AZ55Ga0fD+gCzt4JLsm3e3ZQ3kgosgHXawxzgH0yDXI4ucjS9ir4ovrRLrVrOC0M1xbLve2WR4SDyEAYdT944x6E+tav7PWuQeJtPi0Oe3sxNby+a0R3M/3mLNzzuwR82SSeT0NLf28l9eLCYWb7bKvMiBgMjHmkk5OSo+XI6Diuc8I+Gz4T1jVtUIF9LZqzI2mg71XIyG5xypxzxg55rZwsTd2sdj4psNS0bWJ9LmtPtelTQSb2Zv9YGdgwTBBUgb2JzxkDsK46+8Tf2P4b06G8TzbvR7tHt7hNrSxqXyu9GxnIBOQcHI4r2W81i21axsri4Mr3U6SS2kVq20w4TJG7OJOq9SCwzgAZrzTx14N0fVvEOl3X2mWxK3EUMkFrjdOeoZhk5BG484bgdTnEfFo0CsdpMPFNpZx3lhp+l31nqDCZrWOQpIgc7pCHLLnLvnaTkHAr1Xw74sGtadJb2kssF5HFHNJ5rAbU2AOCp5Rt2V/I815Jb60PCeu6HLLbXmoeHr+FLSOdZyRaMW3AMoAGRk4OPbsK9Mm02HV9G1RoVMuprAyWV5axj7WroCyJyfnAPG08ZJ68msrWY2XtS1q+/4Sbw3qCQxnT9Ut3tzDcbvMWRkyCWyQo25BAHf16bemeHLWwlj1HSNUkk0hTIwthyoR2DcsP4gQ4BJ4B59Tw9v4qktb2xttQT7Rb5jIdkzJFNsQvsGAFC7zleoBOAAvPZQ3kmg6PDc2shl0a3l/f6dtDu2VQBkONxG8HnPVj1FS1oRqdMsdvprRzJuZ/LO2FG+XJxtyB37fnUGpaqLi1vI7CBr5xK9vd+TgfZn8gsA4+8ATtGQCRu7dRp6Tr9jcWtu9tcJc2sw+Ro38xWVuRyM44HryeK4aO4Gk/GjxRo8MNtHHrNnb6mcqylsK0cnAYZYkE7vw7CpleOhcVfU6Pw7rA0q1SwtJRaAhRlYlQ8qVVVJ4bbyT6YHrWqmqX0S3bSZaFF3K2QrDLDgHnpk9fT6Vk6jDDuS5MTRsvyMuQVGchhgnp7ceuRzWlpk9tfWccABk875iVYbhlmIPXA/H6V0KwrdT0XwvdxzXQ2M248OpwcnnnI/r60VneEo5m1ixPlSWyLCWk8zAaQkHAI9uv1or1cPrC5wVviPg681JNCkWZHKpIQ7lW3AMOcLyc8549qs6lesYodUis8wbT5sahQySZOXGeNpyc4PUe+Rw9m91a25gjkk3BWkRHzgkknAGPUmrWlXzy30FtYyTWty6yb5dxKJGAVKuDx1+YemR2r51RuenJlzXIbLxTbyTSSefbxy+WiyqYxG6kAgZ6HcRyPp2NYek6PIPEFxcPZs8Jtw4kjbq3zZBH0xz7Vbjt7PXobiKG5gS5imUm4bEYlUON2cdepOPfip/CviJNNmuEaQC4dTGjSS8xKcH7h/iJHP0HSqUbR0J5jdvDDa3NsimFbnCObUuSUjLBQWAHBAcYz7+lVNSVo9SgKHy9pEhJBK4B5PJ56+lc1d3TWNxeXV4huro7lkkYB22qc7d3XBwp5PGO9ZXirxRfQ6hbXPnBAEJJjkG7a3Bz054zijkfQFLXU37PWtbGnXFxd3Nrfy/vIJntIBGrNkqXXcSVAGFPzZz27VvQ6la61oMS3jrDeuAJFhUEhGGNjDnPcdeK8n0Xxpq6+JG052iaKd85CfwkZJ4HuSec+1dH4ouLXS4Y9TiEIuAgtzLtBYDII4A/wBnn6dex0s1JNlaW0Ois9reCr6xv5pH/sseVBJGeWf5VKrxyHY7Ae27PbNefaH4Tt7fxFp0kVxN5ulSyH7HuHlnpt+U/ie38PaqOla7dW9xoitclNMuLqQ28ccbESSIpeNCeeBsZ8HPKiu+8PQ6ImqXF1Ekc2oTsdlpPGQIlLqWIx80eRkjI4xwDXq8rtoc91fU2dJ16/knXdbbsSbU+0qcYx0yM7R9fT8K27zWLnT7O5u53jhFynCrKDkFd3UDrwMc+nrWVq0nh3StLjvtG2mEzqs85cs8BHRW79CAMgd+/FQXUNpr50wWVzb3luswj4UA27FWVixz8wJYEKT16d8ckouD1ZrdPY5q41ldQ01kstT3Xqxx3BsWmx5ao6knf2OAOvrk8AV3uj6xBqml3FxZXkIjuYVjZJFHDgMCdvPUMDuBPAJ4HFUf+ET0S80u4W+hmsNRt1cQ38cjEoMkhW3Mfl+boeeeCa8G8K6p4l8M/FPVbHWwy+GJI1msGCbF8lgTE6lsEHDNn0OR0xXXBabmMn2Poqx1eLQoZba+WO90yFgUXcJQmAoB2k8EfJn1qjq3iHSbzxLAiQ2F/Y7IonjhEoLblJ3BMZ+UsDlM4JxkEGsW4s7GKaeVHguY2LO5UYjORk5PYc8knv71wvilEu9PktbbVPLv+ChMjAgcDgjGOQcjB4xSkl2Ej1L4f/E5Rp9tpt+HeRbkStMyiRnQyYjkRyFG3dlcY+Ulee9e66L4mutA8VWdlLb2Wpx3kgH2tHaOaCM8gsuCvHAzkdQPSvjDwT4qu7G6tBf2Vrq8vnpaNa+fsLDaSuzJwytnJ9+h4xXtOsePp9N+KsMN5YLpGi3ulK1nqhLNC8xkVmG8ZGdwK4YZ4xjpXLOBase/TaPp99rmo2fnR210xaYhlLLuY5DHnqTnpznGOa07S3axtRoj3YjKlgJGTdlSMqRznG3Pr1yCOK4/SfHMGnTGW6mF5avOBJNMVDxKSWGCRjgspGQOmDS3nxDt9Qa+1m0k+1SaenlvFDOyfuyGYOu4bWJCr0wBjBPAxhYep1t/pf2LRprhLmOc2KsWMbEkRlSu5gfvEkE5bOD0NZWrTJfXPhTXLSaTUtSgD2N7IsDOfLZWZiwA3YDE4weNwPA5rntQ8Q+IPCOraXeRWCCS/aJZ7e/cF3CjJI8v5SeRhhkKDzxWponi+z8RaT5F0jadGks0cro25LFkGQZNp3KWAVh2O8Yq/ZSkCkkdi0lvdTKQYxIpEixLG6umTklt2NvI69uQaveGvtej6nZzvbGUyAxtcRZAOCWbeucZJJ6DquDXF6L4ssb6ZXa6hv7skvst5VTahds8ck7R83HOe/zVraP4406TT45bXU/IsI5GLO0ACByGLg556lue2KORjclax654J1661nxI0d7bRxy2/mLHNjl0OOQcn2BGeMdKK5f4F+KYfGHiXXp4nhlbTQLWV4SWXzHCyA56ZKMpP9OlFexhk/Zq5wVWubQ/PXUPCviDS5km+0i4eEAK0kZwcHPIz0/+vXNzXmr6aqoLSIMqOu+MYLFupwQQPTj/AOsfrXXPCsc4b5FNcDrHgKNnOIwTXW8HSatY51iJ9zw648VTR6fCkWlMJ4DwW2kSDHdsAqeoGM+vtWH4k8XXFxc+dp+keVIEAUSPjawA6kfeHX0r2258AqQf3VYd14BG4/uefpWX1GkivrEzwvR/FfiSxkvGu/8ATWmPzJkqgGBxj0479c1V1bxFfallrhJLdYkxFFEhck9D8xb6n6mvcJfAS4J8rn6VkXngPJI8kn8KbwlPewLESPHdA8cajoM4EZk8qZZFlDjLKG7A+nH6j0rR0z4kNNqHk6javc6fGmQkwJVmz09R9fqfSu3n+Hp8w/uP0qs3w/VST5GD9Kj6pTvc0VeSOa1b4lQXuraWFsLiDTLFppViQDaXZGjU4GDwjH8TWPd/EC2t9We+to75N80RMaytnaNueTxwARjvx7mu6l8CK0eBHg/Ssq68AhV+aMbvpWnsET7Zk7fHjTLfR7m1vIZNZinO4RSWuJI2A+U7twBwcD6Z9a52T9oCEvJILS+tpWAU+VDHtYBcYI3fy9BjB5qS68CLjiP9KyZvAo3H5M/hWcsNGW5SryOg/wCGj4ZNas74pcrDGC81vLGD5km8k9MjGNuD6g5HSs74lftFah4k+IWkapppLaRYwSxsk8J3MzkHP3gSo2qAMj+LrmsRvAw3Y2cfSnr4HA42Z/Cpjh4x2H7Zs7ST9piw1jSl+36QLbUomwZLZWSOZApAKjLbWznr2I/ugHiYfjUt5a2q3ekSpLG7s43CWPB7ANz046/TrUg8CjP3P0qVPAYzxF+lV7FB7ZjbP4jadqDefeRS2lyZRIQIjIvBxnknnBGTk9OnSvUde/aU0TVNEsrNLC5eWC/hui3khQQqlTwPUdcdc157b+AlPWL9K0rX4eq8gHlcfSpdGL3D2zO5b9pK23Wd1bw3DzfaS8tvsZVEQKsFB7gsCSOnQcZrtLr9prR9UeN4NAvJFurYx3kDqqqsg/1ZX1AOep4B4rzPTfh2oZf3P6V3nh/4boxH7oCksLEl12c14d17xbrmjz2k93dT+ewAsZnZoY0yCBHIWLR4xj7pyOpzXsHgnw58QtUvtY2x6P8AY9UVFaN2KuCoG1yVi5bIJ+vPPNdH4L8AwwlMxgH0xzXvvgnw7FZqhVBXTHDxe5k68lseZf8ADNPxB161006X4x0nQJhIsl3KbF7neRj7qkrwMNxkfe68V7f4G/Z2stDWNvEOrHxHIjs4ijtFtLc7mVyrorMXXeu7aW257Gu50WEQxqa3Vk6Ctvq1Na2I9rOW7LWn2NppsbJaWsNrGx3FYYwgJ6ZwB14opiy0VfKO54TJ8I/Fsg/5BH/kzD/8XWVdfA/xdKxK6ODn/p5h/wDi6+pqKy9ow9mj5Jk+AXjJs40XP/b1D/8AF1Uk/Z58aMc/2GD/ANvcH/xdfYNFT7Rj5UfG0n7OvjdsAaEoH/X3B/8AF1Um/Zr8cvyNBXP/AF92/wD8XX2pRRzsqx8OSfsx+PWkJ/4R4Y/6/Lf/AOOVEf2XvHrZz4cX/wADLf8A+OV90UUuZjPhH/hljx63Xw0uPe9tv/jlQXH7J/jyQYHhlT/2+23/AMcr71oo5mB+fE37IPxAfp4XUj/r+tv/AI5VCb9jf4iN08Kqf+361H/tWv0WopczA/OA/sZfEfd/yKikev2+1/8AjtPX9jP4jD/mVVH/AG/Wv/x2v0coqR3PzqX9jf4ijj/hF1/8DrXn/wAiVKn7HfxDDAnwwuP+v61/+OV+iFFAXPz9t/2Q/H69fDaj/t8tj/7UrUsf2TvG0WDJ4cUH/r8t/wD45X3dRTA+K7X9l/xdEwLeH1wP+nuD/wCLrfsf2c/EsJUnRljI7i5h/wDi6+taKrmJsfPWkfBnXbPbv00DH/TaP/4quz0zwPq1pgNZhf8Aton+NepUVXtGTyo5O00S+iADW+3H+2v+NW10y8HJi5/3h/jXQ0U/ayDlRhrp90Mfu/8Ax4f40VuUUe1kHKgooorEsKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | SJM 1216 x058 0408 Tegl
Gul teglsten fra gulv.Flensborgmoppe? 24,5x11,5x6cm. |
![](/grafik/intetbillede.jpg) | SJM 952 x119 0408 Tegl
Fragment af formentlig tagsten. |
![](/grafik/intetbillede.jpg) | SJM 979 X0345 0408 Tegl
Tegl
|
![](/grafik/intetbillede.jpg) | ASR 1925 x275 0408 Tegl
Tegl |
![](/grafik/intetbillede.jpg) | SJM 979 X0419 0408 Tegl
Brændt ler.
|
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) | SJM 1136 x7 0408 Tegl
Teglsten
Gullig ler, den ene side let buet
Lokalt ler? |
![](/grafik/intetbillede.jpg) | ASR 1925 x277 0408 Tegl
Tegl |
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) | ASR 1925 x263 0408 Tegl
Teglsten.
Andet format end munkesten. |
![](/grafik/intetbillede.jpg) | ASR 1925 x262 0408 Tegl
Fire småstumper |
![](/grafik/intetbillede.jpg) | ASR 1925 x234 0408 Tegl
Tegl |
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) | ESM 2292 x028 0408 Tegl
Teglsten
Tre større brokker, med afrundede hjørner |
![](/grafik/intetbillede.jpg) | SJM 1160 x0037 0408 Tegl
Småfragmenter. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0137 0408 Tegl
Fragment. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0039 0408 Tegl
Småfragmenter. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0057 0408 Tegl
Småfragmenter. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0026 0408 Tegl
Småfragmenter. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0138 0408 Tegl
Små fragmenter. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0112 0408 Tegl
Fragmenter af varierende størrelse. |