![](/grafik/intetbillede.jpg) | ESM 1917 x0126b 010203 O2 gods-bund
Bundskår.
Fint magret, uden markeret bund og med blød overgang til standflade. Udsvajet bug. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1087j 010203 O2 gods-bund
Bundskår.
1 lille, fint magret uden markeret bund og blød overgang til standflade. Udsvajet beklasket bug |
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3 bundskår af gråbrunligt, magret lergods, gruppe 4. |
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) | ASR 5M74D D05284 010203 O2 gods-bund
1 bundskår fra anseeligt kar af gråbrunligt, magret lergods med svagt markeret standflade, gruppe 4. |
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) | ASR 5M74D D05575 010203 O2 gods-bund
2 sammenlimede side/bundskår fra større kar af magret, brunligflammet lergods, gruppe 4. |
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) | ASR 5M74D D05598 010203 O2 gods-bund
1 side- og bundskår fra større kar af magret, gråbrændt lergods, gruppe 4. Sammenlimet med D5687 og D5688. |
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| ASR 5M74D D04386 010203 O2 gods-bund
Bunden og lidt af siderne ( samlet af 3 store skår ) af kar af groft magret, gråbrændt gods, gruppe 4. |
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) | ASR 6M73 D06756 010203 O2 gods-bund
18 side- og bundskår, hvoraf en del er samlet til en skårflage, af gråbrunligt, magret lergods, gruppe 4. Heraf en sammenlimet skårflage. |
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) | ASR 6M73 D07011 010203 O2 gods-bund
1 bundparti af gråbrændt magret lergods fra kar med svagt markeret plan standflade, der med jævn afrunding forsætter i den udadskrånende vægside, gruppe 4. |
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) | ASR 6M73 D07496 010203 O2 gods-bund
1 bundskår af gråbrunligt, magret lergods fra anseligt tykvægget kar ( skål ) med plan standflade med slidspor og udadkrænget karside med meget grov og ujævn overflade, gruppe 4 ?. |
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) | ASR 4M75 D10006 010203 O2 gods-bund
1 bundskår - sammenlimet af to skår - fra kar med affladet bund. Gruppe 4. Sammenlimet med D8950. |
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) | ASR 3M70C C0424 010203 O2 gods-bund
7 side- og bundskår sammenlimet til en flage, der viser side- og bundparti af et lerkar med plan standflade og stærkt udadskrånende sider |
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) | ASR MC771 C0778 010203 O2 gods-bund
5 bundskår, heraf to sammenlimede |
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| ASR 3M70C C0904 010203 O2 gods-bund
3 bundskår af gråbrunlig, grusblandet vare, de 2 fra lerkar med kugleformet bug og svagt markeret standflade, det 3., der er sammenlimet af flere delvis forvitrede brudstykker, hidrører fra et kar med helt plan standflade og stejl, let udadskrånende karside. |
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) | ASR 3M70C C0990 010203 O2 gods-bund
Bundskår af gråbrunligt lergods med næsten helt afskallet yderside fra anseligt kar med plan standflade og jævn overgang mellem denne og karsiden. Karrets bunddiameter: ca. 15 cm. |
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) | ASR 3M70C C1051 010203 O2 gods-bund
Bundparti af lerkar af gråbrunlig, ret tyndvægget lergods delvis samlet af skår. Stykket har svag markeret standflade, ca. 4,5 - 5 cm. i diameter og udadskrånende, ret stejle sider med en bevaret stump af en begyndende indadskrånende skulder. Største højde: ca. 6 cm. Skulderdiameter: ca. 11 cm. |
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) | ASR 5M77C C1561 010203 O2 gods-bund
Bundskår |
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) | ASR 4M75 D11202 010203 O2 gods-bund
1 bundskår fra tykbundet kar. Gr.4. |
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) | ASR 4M75 D11374 010203 O2 gods-bund
1 side/bundskår af gråbrunt, meget grovmagret lergods fra kar med tykvægget bund med markant standflade og en svag vulstformig fodrandsring. Gr. 4. |
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) | ASR 8 x421 010203 O2 gods-bund
Bundskår |
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| ASR 9 x567 010203 O2 gods-bund
Bund. Furer og stempelindtryk. Kun lidt bund tilstede, det meste er bug. |
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) | ASR 9 x251 010203 O2 gods-bund
To bundskår |
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) | ASR 9 x194 010203 O2 gods-bund
Tre bundskår, sammenlimet |
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sXzZOF3MxwO3PB4xzXm9DqKmoWUvmeZNG0j9SVPy9ugz+WRWZfKt1B5VsX8xlA4U5BIyRjrj349a6LUo7ggs8Xk3GCuCOf90gjrzXGR293ObqXDxfZY1mmMfyARlipJ55zwO/BPShAWLPTU0iF2IJkT5jtbllHOB9OeP8a+gf2P5Jp/ibeSi622/wDY7SrFtOZB5ka8nA+6SOD0JPrXhVhqel6Wzx6nFcXEhGLYDBQjI+UtkYyN2SAete9fso6Tb658TpdVtJHtraxsWdIVcYl3/Jg46gZzz3Aq4XckKWx5X+2N4vfxJ8VriC0cZ09I7dSTjD7i39RWpoul/ZfDBjmlVroIZZWxn8CAfUdh3r6a+L37Mvhjx1He6ilgItWmGTPGSCWxwTXzTN8MvihoOrSpZRx3DpEYEeaBTuXbtGGGCpx6GqxFGVWzj0Jp1IxumS6Cs+l6B5hvlgNrICHk5AbHXdnpwQfcele2aXfxXfkXzsBMc+UobgK3cjHpjk+uK818PeG/EJ0W0sNb8NXWm2tqrJLJHE0oYMydlBIAAPbGOM16A62Oq2qQMFkZW+VQ2VBXkZI+72688+9eXVvTdpI7KcefY3rO8WYTQl28xiP3wA4HXA9f/wBdK+p3Nn5UDXYMSMWSHcCmSP8AaJ2ng9OKzZrO+tIEuDpd2bMAmW6ETNGgwQckAgD3/lVjRdFm8aNDFZWqahcvH5mFwwxx82TgAcjrWXK5W03L+HqIusRwybZUMcsKfN0K8gY55B4wPxrLfV3hknWaby4M8+cTtC7s+v5V67Z/s2m4VRca3LaRsimVLVAWZu4yeNo+h/x9E8KfCHwz4TtfLh09b2ZlCvcX2JpHx9eB0HCgVssBKe+gvrCj5nn/AMNfAEnioQ6jqAMWnowI8v5DOR/Dnrt9fXn8Pdbe3jt4ViiRY40GFRBgAegFNghitoUiijWKNRhUQYAHoBUtevQoRoR5YnHVqOo7seKKBRXSc5EDTqjzS5rQsfmm5pM00tipYDmPvUM6hkIxzUn8PpTDQQcRrKlbtieleFftSeHdX1z4ei80qRQmkym9uYicFolUhmXtlVLHB7Z/H6F8UW52b1XIzya4bxFZnVNB1KyCrI1xbSQhXztO5CMHHbmlJcysSnZn5pW8ywxjy5AJVy7Mx2s2TnJA681qtrE95bqN7xzIQFZWKgc+2MZ/rXIi8eG6liuLeW2miJR42AGCOMY69R06+1W7eaWxvjMsr/3ipUjOexz39veuKUTpPQdNuptc+zxSPJLc7yZGdvk+bAHuOhz9RV3+y9P8qaK6tVFwqsiLEQqOeD8y9SMdGB65HauQsdUmhVpojsuGX+fb9e9bNi08EnnyOhfbhIFBjK8DOOM9/wCdcziUXLGS3tdaiia036W2QwlXMisR1ycZ6V9F/sr/AAsuNJ8Vav4kjTyNLaI28CbCu9mKk9eyhQPqfavE/h94dl8X+JtK0hVJF7cKgkkwPLGPmJyRuwoJx1OMDqK/QXw3oFt4a0Wz0yyQpa2sSxRhuTgDqfeuilG7uRJ6WLiW25cHkU6HR7dpgxiUn6VaUcVesYdzZxXaYFq20u3EYBhT8qhvPC2n3g/eWsbH3UVqRjaKkoLRjx6WllGEjjVVHQAVBp+j2GltO1nZW9o07+ZKYIlQyMerNgcn3Nb7KG61C1qD2pAV16U5WqYW+BThbimMiGSOKeqE1YWELT1QUAQrDRVnFFArGSDShqhVqfmtAJM0lNzS5pDHZFMZfwpd1FIggmhSeIpIMjpXK6p4WdWaS35H92uwYfKcde1J5dArHxj8X/2QrPxfqmp69pF3daXrl0xmaCRQ9pJJjk7cAqWPVskZJOK+RvFXhrWPBOoS6Xq8LWl7GpBEy4yeBlTjDAdq/YY26t1UH8K5nxV8MPDvjKIpqul293x1kjBNZypqRUZNH5TeF5dNk1ZxNdx3SxpndAAeR/Ay8Y78/Wusmuraa8lmiw1tnETIR8oAHHr6193XP7MPgFbZraTwnptxAW3fPACwPqD1FWbH4C+BNPULH4L0h1UYAns0l/8AQgawdDXRmnOeCfs4/CPWbzXtJ8XXMYtNKhLTQOX/AHlxlWUYA6LzyT1HSvrleF5qG2tVhjWKKMRoo2qirgKAOAB6Vft7CSXqMCt4x5VYzbuPs7cyEHHFbUMIRRTLa3EagVYq0A4UoptLTGOpwplOBpDHU7im0tAC5py00UmcUgJM0UlFAGFuzT91QZpytWhJNup2aiDZpd1IB+6lFMz0p60gHBRuz3paZu5wacDTEPFHcjHHrSClFADuD2pPLX0opwNICP7Mm7O2plUL0FJmnUgFpab9KGPHvTGLu3NjHAp1NRdqgZpe9MYtL36UlOpDHUtNFOpALR60lGaAHrRTM0UgM3+x73/nj/48v+NKuj3neH/x5f8AGunopczL9mjmhpF5/wA8v/Hh/jS/2Tef88v/AB4f410lFHMx+zRzo0m7/wCeX/jw/wAacNKuh/yy/wDHh/jXQUUXYezRz50u6P8Ayy/8eH+NKNMucD91/wCPD/Gt+ijmYezRh/2bc/8APP8A8eH+NH9m3P8Azz/8eH+NblFHMxezRif2dcf88/8Ax4f40v8AZ9x/zz/8eFbVFK4/Zoxv7Pn/AOef/jwpwsZ/7n6iteii4ciMj7DP/c/UUv2Gb+5+orWoouHIjK+wzf3P1FH2Gb+5j8RWrRRdhyIyzZzf3P1FKLOb+5+orToouPlRm/Y5f7n6ij7JN/c/UVpUUXDlRnfZZf7n6ikNrN/c/UVpUUXDlRnC1l/ufqKK0aKLhyoKKKKRYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/2Q==) | ASR 9 x392 010203 O2 gods-bund
2 bundskår, 1 med stempelindtryk |
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) | ASR 9 x374 010203 O2 gods-bund
3 bundskår, Diameter: ca 5 og ca 4 cm., samt ukendt diameter |
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) | ASR 9 x029 010203 O2 gods-bund
Stort bundskår. diameter/standflade: 9,5 cm. |
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) | ASR 9 x043 010203 O2 gods-bund
Bundskår |
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) | ASR 9 x363 010203 O2 gods-bund
Bundskår fra lille halvkuglekar |
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) | ASR 10M76D D13947 010203 O2 gods-bund
1 bund/sideskår af gråbrændt, magret lergods fra kar med plan standflade og jævn rundet overgang til den udadskrånende karside. |
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) | ASR 7 x0082 010203 O2 gods-bund
1 bundskår af gråbrunligt grovmagret lergods fra tykvægget kar med plan standflade og let udadskrånende karside. |
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| ASR 7 x0804 010203 O2 gods-bund
1 bundskår af gråbrændt, magret lergods fra kar med plan standflade. |
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pJnkZnMjfLn+HkUhk9xrE1xtjhSONANxCoATxznvVGKaaObzBHGxlXlZEDDn09KkkRprcDCgDuhGcdgaiuJg2WRcYHJxjv6UxE9veQRybmURsfvIOhPqK15rx7q0SFrhDC2MLnG4Z/pisaGQancKJAqTRgkqxADKBnqcY4BqNpoppE4eOJeAMlsn2pMDpbaNbmNipjVI0LDLcDpxj1646VnRxvtkJYhd3VDnaT6/lVC3vBG2JISwGRuY9T2yP04pVZ9pZDGgBGVX+L2x2pgPnvImmAkjMbMCN2OPrmo2mjBUfLk/KASBnH4VcCpeQmMREvjn5RkHPTrVCO3DXWxo9u3G9ZDjbVEltbiS3ZA+HXHAxz9KcLdWkkVguCvyrIcbSfT3pi2ckcjgEvGGwqg8f8A6qsy75lLGMeb33Ec0AY1ws1jGUlhaSMnG6PDAZ7/AFrb0DS5vE2uafp25Ge9uYbVWZBlSzBVzgZ71Wms5G0+ZjJl2UYCjgd8dOtfoz+x38BtJ8E/DnTPEmo2Xn+INahju5PtCqwgXczQ+WMcHawJPXJpW5nYpHu/hnQV8O+HdK0oTPcixtY7YTSABnCKFyQOATiitiSM7fl49vWitkrKyDfUoMzBcZ/TrXz7+118D7b4heD5/EFhaXE/iTTIVEcdqCzXMW75kKjkkBmIxz1HPFfQknzdsAVBLIu3cRjv0rTl5lqZXsfjfqOj3Wj3ctpcwmJlYgx3Aw8fqDnkY9DVSO3jmWULPCHhBYLn745zj1/Cvp39tTwTFpPxOGuSNGINcgWRBFHhlkiCI2ex42n1+Y+lfOcNkJLgBXCI6k7WPT26+9cbe6Nl3MyOGJI1wmW6s3erK7vMJywYrnd6cY7Va8seTLHJAslxnd5m/b8uCSMdDUTQoXfYDEhXI3HceD1/OlzDsV5FlkhRDOdq8quCevt+VVZYZPMxKCsa8bmGDntWjBmby4zHvfJxgHJ6+lWNFu47e9i+1AyRKcuqt823PIx/jSuIy0IjYlxyF+VjTZIZlkEgiULIMkREFiPYdzW7BDb3f9otK7WIYF4FyuwE44ORn06eprKktxBN8jMVK5yQMg+oOOn8qFK7sU42SZCkjFVKwmWIc4CgN+VOkmjaMNNG0OTxlcKR+FPVLm23OvKtyHyB+B96t28kVxb75SWZB/q1XHQdTRckrWkFrJv2y/LjpkgfnUP2WWf/AFasMk44HQc5q19hhkt5GV5YJmbPmRsNvQ8FehplnHND5G4hnAxuQ8c+oNFx2KX9ivcWsjR7RNGWBRmA3YBbgfQfjVW0vHWMvhXHUqf55/Gty+t57e8BeLyBIRye/H6VRfT1jbDReUQNxXJwR2ouFghvY7nZDKjOX/iBOV54ps1qeHiPmRtxuA5AqOFVZUTjHJ34w3PY461ZDIMmNhHLnLj+Hjv+XpTuFiifM+Q+bIHz1U42kd6nS3mVZHk3yyZ+ZjnOM9T+dX7GSJdQLuoZt+5sDIB4wK37qxSZVnmYwOuVCoAevfA7U2xGDHMYU2K2W4IR+PzBIrRmP3BKy72HGDweOlFxa3LeWi7cYwS4GSAcZGcZ781JOsyzRWFvZoJQQNzFi+4kdB6n096PQRJo+ial4q1iz0jTLd7q8uplghgjHLux2gZOAOSOc8V+vXhfT5dF8N6RYTP5s9raQwSv/eZUCk/mK+Qv2Tv2bdY0XxWPFvizT2sY4gs9jDJJ+9eT++6dUx1wcHJ6V9nxvk46HtWkYvmux9LDmf5iec9elFG3kkHn0orURTZRtDDris28fao5IrRkkVY8Z496zboYZcqeRWhkfMf7ZHgm78TeFtIv7aISLpk7+c7AFo0cAbv90Ec/UV8WXli+g3VrKXjnCDeUYZDqSQRgjrjP0r9LPiha2994P1mG7ieeAW0kjRxnaW2qWAz9QK/OPXpZNZvElSB7ISeXE8TMWRM8HJ7DJJ5rgrKXtNNjphy8mu5zI86+uikaO7KvEY56DJ578VFC0X2cggFmP8Q5/P8Az1rT1zTIdJ1ZYILhrhGiVzlcMuedp9x+lLpOkvqjXcEJwyQGV3kQMFQYz9Odoz71CaauDunYoiY7jKipFLjACjaM9zxSzSvc3kc7osSquDsGAeeT+dR3U0ZWMLbqkZAU/wAW4/3h6dKZNdMLeKB3ZtpKhWIxtJyCKYEjgSThN7bGPHPJ9vp71KkY2nLs/oWyRkdR/n0pLNSsZkkdnjU/MVGSoqUyPHKzowOHyO+P/r0eSFoTyLH9lHJZCMt824k88n+VV5rh7y4MhUuTjc8eF78/rWotrdNas8hESygSIrJhpc85GOnXPpULqbKS5ikRFK/I6J1684+mKhSRVmZfltJIyR7UZ85ViAT/APX5qfS45ru4SRFmVo3AYrEzKrAdDitfS7+wtbiebUbVZoZI2CM0eTuGOVOc9OOKqrqE1vbhYpZLaC5dnSLzCrAZ4Jxg56UnJvRFKKVmyDUrtda1CS7v3S3OdqwoCQu1QO/XPP51Ut5hdD5vmjUDnGCAMVevJlvLdonkduxLsWxn6gnrjvUa2vluwAHT+HgYHf8AKqWxL30MG7hEJSTayQliu4jALDsP896mhgDKxZiHH/j1b0bPttrC4kVrMykhvLyQSMZOT0plxpCqzmNzNDEw/euMEDgEd84qr9BW6mGjS27NeJHDKwkUPbMSS4HU4HbGPzFaeq+K31K7MkMMdvHtC7EyACO4H0qGWCO3unKuGdRuyw6j6iqEk8uqKljb6dJJOZ1X90NxkyMBQoGSeD+dO12LoMgj1DXtQjtrZZ7q6l+WGFQWJGTwox2r78/Zh+CVj4D8P6Xqet6ZbS+LdrM11J8726sSQgJOAwBAJHPbNYX7PvwHj+H2m22qagBLrkkOGwOIQxB2jIyTwAT+lfQWmwlWAHB6V0RVtSDuLGcNjng1rxMoyelcpYyP93ofWty3mzjcenaqA1kOeec+lFQCUHGDiiqAothlODk+wqndZ8vrgirjKOCflI9+tQTL8vbNWZnKazGWY7lUqR81fNnxo+B1nJoxvfDGkhLlJTJcWVqWXzlI5IAYAEeijnJ4r6i1SAsu0j3BArlNUjK5IyD/ACpOKkrMNU7n5r6joMkjytbQSJJGrNKrjGAOf5dqx2UvHt27JMeuOK90+P3gLUfh/qk2safOToepXADw5yY3IJKHPUH5yOwzj0rxS3uFm1gT3kbfYZJlaWG2IjLx5G4KSCASM8461w8slKzN7q1ypHHI28JG7qib90YJAGOSeOP/AK9RLOksmG+XsDnJr2Sx8B+B7rQdU8X+HfEWtaONKA2Wuv2UM0VxckEx26Mj/MWx/dwAMnFeY3HhXVbWx0+/m024gtr4stvO0Z2SsrFW2Hv8wxgdKbi07C0K1pePYrJJGsbxzIY2Rzxz3x68UQyJbBDNICmBntn/AOvUtnoGteLNWtdC0awuZ9YDnECJ+8bHXJPQAZ64wKta54L1nwq1smtwNAZN3lsrpJGxBw2GUlSRnBGeMj1qeX7Q+boVDqkPnhcSzMibY1Ebjj0GRj/9dakOqWh0gQyw7p1DhA6AFCTkknPPaqt5p13pHlyXNlcWquDs86Nl38dQT+HSq8MnnsV3qjY4bHA981DiUpE533ECWUrhrdcMu2NRhux3AdevWnSWMpzE8YkAG1RIMEH0z2qCO6KkhUUbTwCTkfjVq61ae4EksrGUty2OvAxS1T0K0tqZ13JcQXiJcxtEJcFHkU8/ifp+NTwrFJLKbu6KxwxmRWQZd2yAFAx83JBx6A09tabxBsadbiVIlCbpecKPujk+9QvcC6vnnlQQocII2ySxHBY5PU9T6U9dhaLUINfttHulvJkjuYo23iGRMeaARlSCDgmtq11K08TwTvZxxW8khM32W2PEfHTDenPHvXG6mLXzSqAyrvwUbop9RVhtNuoLWGeKNoo2TMbcoxXpx6jn9Krl7EplG6kllVoEXKscKY+2TX0/+yb8J5L6S18WXUaraxCVLWKRcs0h2q0oyPRSv518/eG7G5vtUisrO1+3ahNKI47N4d+4noB74I+ma/RX4L+E9Q8HfD3RNH1Xymv7SDY3kDKgZO0ZxyQuAT6g1qldiR00cAhx8uOK0LNcbm3Zp0kJ4GM4/uirMMO05AOMcjFagWrORuA3H4Vt2ZEinoQevFZMEfTsa0bcj5l6UyWaattb5zn8KKhjbcBxmirESMjZPpUMijkEYHuasytwcHioXjB471oZmbff6s4HTrXJ6pZeZu4HX0rsrhVbg/lWNewB+mQvrUjPm39qDS727+FtylqEwlxC8xaTZ8gbt6ksVGD6+1fF+oQJDdi3tbo3UWR+82bPm7gcnI96+5P2rPDd9q/wuvPsL7TZzR3U0eceZEpII/DIb324r4ot9PvtSt5pY7eQwW6LLP8AZwXEaZ2hiM8ct3PeuWp8RpHY6XxLr+nXXhHwz4e0xplitoWnvQ0eN95I5DMME5AQKAeOK7fwT8ZtM8EeFh4eWwup7K5LyXN1OQ09vcNGU8y1T7sbLnr95gOo4x5HJFHb30k2nTTxLHJujdxiSMdQTg/1qOa5kjto5SiO2ScN0z17Y56VnzSvdFWXU9T+CtrMvjvxQ2nyL4ptBZ3NpPbmc2l5qVq42s8BIOJBhWIznGRzzXoWsaNpHhbQfBNno3gzVbu9sL+fXr/S72RZbyK0QJGXlCgBcnBVcfwD1r5hgvJrdWEbeTJv3+YpOUOc9a1NN1q403VLXVkvZI9Rt5ROt1v/AHnmAhg2c5JzVKfKTy3PeNe1SXxB8J/EcP8AwkV74687Ubcaa2qWr7oZW3K0aF2L7gjEkA7RtB5yak8U+H7GPwx4rKWujtpkelRva6BZwRnUNNmCYZ5SCWG07yzbjnPReleP+IviN4n8Q30Wp32s3V3cWrLNFISB5TDndtAA3e5rXm8Uyalquqa/FoNtpeuOjPd3TXEkcTuy5d1h7FsFupXPaj2iXkh8rex56yTafcJa3G6K4KhmjcYJB9sf/XqysZa6ACnOQAu07j6DHeorjUr2+ZbiMQidwwlluUDgKeoAI9cnAqfT9RubCVby3kaG/gYstxHxtUgjGDkdO9YM0HWNpbOzF1ZZSS6oWKgHr045rE8StJBChX96GkbLL95c9M+vf8q2Vtrn+z7a7ZsWzMyxySY3MSSSf9rBq3FpVndLevdTTwW4ty8LxKG/fgcB8/wkg8j1FC31YWMTw/q09vZz28MWn+ZOjxs11bLI546Bm6HnjHcVpr4ZTVrfRfsuoStfXM/2ZrRYwzxruVV+UHJHzHp6VjppUt/MTuSWWXhY0X5s9cgY6CvpX9mP9ne8m1J/Eniy1ntpLWeKWwTeV8xlJbeR1C/d9M81ok73iK+lme/fDj4VaR4B022tbK0jM0Yy90yjzJGI5Ynrz6Z9q9Qt7XMYyMkjiorW2VtuFAP862beL5SBz6YFdRmUEhAbkANViONsj5R9aueQq/Oe/ByOlTC3+UH2zwaYFHb046Grdup8zkc09bU7iR+VTJFjaOmeaBE0KbskDgUVJDlV4oqhA0YGSeT7Co2BI44FTKctjbgdQc0nljnNaGZQmj3oSDz3zVOaL93zgt7VpeUdwxwKgmjPzEdutIZ5l8WNFOseDdZtI7U3VxJZyeVCo+9IFyg/76Ar899ct5dDMtjd2U1tqkmFEE8ZV0Ofv4ODjPbPpX6datb78hh1GM+1eYeOfhh4c8dXhutZ06O5vNu37RvZJMZzwVIxyP1PqaynT5ncpSsfn9olmdZubhBL9nWIZmEw2vt9QDyayFiZXkjY+ZErnDf1xX2br37JfhHV7i2lglu9PSNPLdYmD+YCSSSWBOecfgOK86+In7J+oaZDaN4amuNYhy3mozJHLEByvUjcMccHOcYHpi6Uk7lc6tY+f7yGaS+MM8SQTKAdoAUdOvHtTVb7CEkmJHzKyENtxgnB+vNaHi7wf4o8GajFH4h0y7WOQkQ3F0SS/QkAk/MAT+ta+pWLazHbXKaXDopht1WSNGLLIQoG/B6E8k8nmueXu6M1XvaoxFuTNbZS3kadyQFyS8hPQEA03WrG/tDCmqWl5bXp5Zrl8oy9goxkEce1eyfs++GBaXsXiK8tLe8UsVt0uMBVPd8ngeg9OfWuh+M39iXF1q0+qrbSQzLG1hDayMfmCru+cjHJz05GR6VhKVmaRjofPMMiG1VAVYMMnb+P5GruixW7azYW98Vis5JlV5iciNSQCx9hmqkely27GSOCaGznkZoJZiSCBwRnGCRxmtm30I3Vu0mcbAWLDuPT9KptISvcq6vrmh2niSbfp/maWXASMSmMDaR0wCPmAz079qWe4Fxpj/ZP3sbYTjngDIPvzmrk3gf+19QsLGCaFptTCm03MMEltuGwODnj25r6F+HP7Ldvpeo2t/q2o/bEhdJDZRxDymYDoxOcjOOMVpGHPsJycXcsfs8/AW20jSode12zgn1e7CywxOA626Yypx03Hg+2B719LadZCP7w5z26VW0+yRYwFXGBgKOK3tOsT5gYk/Lxiu5KysjDXct2cGAp9ea01T5eBzUVvbhBwc5O76VpQwDbjjcKYFdY18tQw5FSpGNpwOnFT+Xu46H6U5Yx1OfemBCFxn2pqKWkBLfpVnyyxBUcUixjnjHOaAECnO45C9KKkA/H8aKoRHu+UHpzSMw29eRSMo3GomPzDgbenAqzMd35yR6VVdAzEdBmrO7bz1FRTBs8cjNIZk3luGyF5Irm761VZtoU59ccV10kZY5yKxr23V2O3n2pXCxzEiGP1U0wKGA7H1zWjNCQ5OM+uKqtEeBjHHPFNMVjA8R+DdG8WWvkavZRX8PIKyZz1Bxx7gV5N48/ZttLvS1TwxctYTx5xBcu0kTgnpu5ZcDODz1/GvdG+6dobOM/WmeWzkHa2T71MoRlugUmtj4f8Qafr/w432F099YTwrhMOXjC+qNkjb6EdPaucjsY76ZW1i5kCbcmaZXkbafunrk9q++77Sba/tJILqCOeORWRlcAggjBFfJ/xA+C+peBpHnkkN1oQbalwoGYsngNkYXJOOc57elcdalbVG9OfRnn/klrW3s0uJLi3gffCjn92gPJyD0J9/Srv2n7HYyCEKZo0zgcMeoz+WRSzNZ2sEr2/mu45Al5HGO46DNcz4n1L7ZIEW3mhtpOC0ab5H+XpwcDn1NcHLKb2OnmUUev/steDdI8XeM9e1a6jaW70pojDCQfJRnLNvB6FgVOPqT9Pr7T7EQqAPu+wr51/Yp+GN/4f8O6r4lvk8qPWDGtpE2VcRoz5Yg+pYYz/dz0Ir6ghVUxyfwr1oLljY5Hq7hBancQO/I4rcsYyqnI5x3FVIYRJ0yDmtW3QxgDGTiqAngiGemDgVaPbacc1HGvyipvL6gcUxCPhcNmnMhkA7ZqIRktwcgn0qc5XvkUxhtKqecUmD5bHgmnso4wabwy88CgQ3cARk89qKPL53EcdDRTEU/MPb605Wzwe3Ir2dfgjoa/8veof9/I/wD4ij/hSOh7s/a9Qz/10j/+Ip8yFys8XePGc8CkyAmfWva/+FK6J/z96h/38j/+IprfBLQ263eo/wDfyP8A+IpcyCzPDGXer49KozQjaxHU17+PgboQ/wCXvUf+/sf/AMRTW+BOgN1utR/7+R//ABFK6HY+cLq23ZOPm+vNZskQIzjntzX043wC8PN/y96l/wB/Y/8A4ioW/Z48Ns2ftmqA+0sX/wAbpXA+Z0tQuNwBx3xSrFtbcV/HFfSh/Zz8Nt1vtVP/AG2i/wDjdC/s5+G1GPt2q47fvYuP/IdFx2PmOaPaSAMjNVWjVgVddyMOVIyD+FfUEn7NPhiVtxvtW/7/AEX/AMbpn/DMnhbOft+r/wDf6L/43V8yI5WfF+sfBnwjruptfXGkRi4ldXkeI7d5B746Z74xmuk0nwfpWj28EFjp1vBDCvloFjGVX0yeT+Jr6uX9mfwupBF9q2c/89ov/jdSr+zh4aXpfar/AN/Yv/jdT7qd0h2fU+drWEAKBwFXHHatG1txnpzn0r35f2efDi/8vuqH6zR//G6nj+Avh+NgReakT7yx/wDxFSWeH28LKQQvf0rSiG4AnmvZU+COhR8C61D/AL+J/wDEVIPgvog/5er/AP7+J/8AEUCPHFz129O1T7RjkY969eX4N6KuP9Kv/wDv4n/xFOPwd0YjH2q/x/10T/4incDxyGPYgVm3474xmiRtuPTPSvYP+FNaL/z96h/38T/4ipP+FP6N3ub4/wDbRP8A4igZ42ysMEN+FKuFOG59q9i/4U/o3/P1f/8AfxP/AIij/hTui/8APzfZ/wCuif8AxFFxHkG7K8DHtRXrzfB3Rm4+1X//AH8T/wCIoouFju6KKKkYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/9k=) | ASR 7 x0998 010203 O2 gods-bund
1 bund/sideskår af grovmagret, gråbrændt lergods fra kar med plan standflade og let udadskrånende karside. |
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jNYGm6PaSW13qdnNaiFWZZdrsZNyk4DE/jx9Kv6RezXkqyQ+ZdSQthhj5OR098Vk0y0XYb5tTu7SAWZ+yKAFdsnGeAfxx+tdDd6HDcRl3gjkdBwzcj6/Xr+Vck2sW6CW5uLlLV4JEMm1lZVAbbs57ngcHrW03iTTMRb7yIuy5aNTnp3FZSvui1Yjbw9bRtCBHufcC02cDpxj8abNoscc1qpMjXDyB5AASqqP6Z71NHrlpMBDFIrgNjduHynOB3qT/hI7fTbqNLy8hinkLRxbuM9MD35PtU63KCWaBpJXcKNuFCuuB7jP0xxV7w/5rRR48uOH7y7y3KkdQx706OS01iBPkM6RvuZlcAq3r1qvcagvh/yLtI3uZGbYVTrszknAPPAApxsiZXK66WiLKI7mcRy5cov8LZIPHfvVPTdJKtKbBgrMdpMwCAkqRwfUfj1ph8WJrFzIkFwsEgfL286srxDOBnI6e9a0OpvGbdwkbrGCUMRBVs/xAg+maNYi3Rjy6Zc2bJJfQi7jiBCsQWLEds1GqWVxGZkgWOVGy+ScgkdMd61bHUrlsY2SiZyxRzgL7D+dOltvt+/bFEEJy3kjbt6HLe/FRfsX6nJXVxc3OrQ2ttFDBbFR5q5LZTuVPTPtXGfELwJb2libkCSbgpF5SAKueQMdq9EvtPW0jwj7rhQdkjjtngY+tef6lc3/wBuWF52eNX3GMcqc+tCk7jsjy/xB4HsrfTrXzdNkR5WyRtBZSAcnHcVy1jpkc1t/pci+XHuETAE5XPGfevX9QsZNbt2tUVoNzfLKpLuoHOMen8q4/UPB/8AYenxM8xeMyfvSAMLnuBnpmoU3s2W0t0jmNN0dPMCyA+SmPm3YJ4zu/KrWm6pcSSPPGW+zLnCSL90Z5z+FVdN0+SfdbyhpIFZmjVRyw7DJ/Kur0+R7aMWsSw26wKTMVQEKp7EkZJx2+taSS9TOMmS6N4bHiDXtOtY4w91dMFicjPlgr8zH6A59fzr6i8P6DZ+F9It9PsoysMY5J+8x7sT6mvNvgv4DGlxnXLrc80u77L5nBCtjc2MnqRx7fWvWc7sBRXXh4csbs5q0+aVh24EUVE2VByKK6zmPpB2zlh0Fed/G7wcvjTwXcRxozXlrmWIIMswx8y475Hb2r0EydT1+lUriQFjgcV9LKCqRcX1PJUnB8yPz/a6u9KmeONp4QrbUK7ozncO/TrjjPpirMHiCeaFI5I5TIAFMi44OcYznjge3vXtfx++ENtHG/iXTbchTJvu4EXKK3aUAdOev1zXh9vaSatC4aRUIJKMw+V8feGR1GM/jxXiVKfs24yPThP2iujoNPtbKTULi3vYiDKNyPDMYwmcnJx1655Nb+meDbK1vGlt9R1FIUZw1qswRiqjIwRyckD17157ZtKuuJEltcGVSGk3YMa4UnB64UgdfevZ7W6a6s7KcQyi68ouYSRhVJxjI4zj27EVw1bxtY6qeu5laP4B0a6010k0yMmZvNkaYEnOd2SSeeTye9bEGgxWMDR6fBawzKD5f7sENkc9PWptN02Wa3FlLJ87TCV7dn+ZF64GD06c+9bkcccPnJ5jMUGWw2/r6EHOeTXLK7erN1ZbHnd9od5LeKl3pdnNbGXLNJEEKnI9xlc98dq3LzT4/sAjNpGOAVdd33sjGAAe3f2rctr63luHCLvkiJRpJsnaRxge3P6dKzmxAVnuI4REucNC54y3TGB6/wCc1LuUUrex+xRxriNflxNNEzBlXB7dz7+uKyxrd7IpW4szdwRPhXjXLHA4U/Lgds/j0pupeIFs9SKrbS3i53qYYiGAJzksBxgZ/KsTQvHEtvfT21ip3zS/LK3THfnOO56DP5VPK2VpoXIdaudQ1SSWDTYPNUqkwMYEyoB/D24P51qSawI7Fn0eKEW0bbH83AG0cbeOVIx6VpfaV88ebFHbkDbK/llwcg7RnoOoznOaxbu+gn1Ro4JLGaDdu2zRFAccDnOMZHJx+dUTbsXND8QCTcbiNkJUusMhG7ggMwYcVraNqlmscMinbGw+cq6lCcevXuPSoo7rT7eGW5leFZJ0ERhhkO0sDjj059OuK5vWrOJVnjtDNMk0itIEcFkTuFQdvTn0qbIWrOl1C8t5C7m4SMopjjjkIKt3yM9xx3rkb6GBIWWPy5WmO1yo3Kp5GR6dqszeXLGsQDPbwRlMZCiNuB93uep596wZ9StfLPmQBJkVVMkYYdO5wcc1zy7m8YuwWvhu50+6jkheKXYjNkdQe/y1zvjK6052FtezR2smC7QRfM+D0OOgx17VrR3VxDZoJ5pCvJdRENzDthhnYPw7cV5r4omsdQ1qW9iuIZZI0G5ThtqqeA57t7deDShHmd2TNtKxS1G4stBWNo2d4C2EY/KWfsoXr1x35q/4P8Nr4o1yFFQTt5hY784QHkke388CqdjY33iKQGSFTdeYfLuox91c4IUDvgkZzgD9PcPh/wCGYvDOn4IX7RIcsyjHHYf59a6lBy0Odyseh2apBbxpGgSONQqqvYYq2rBkJzg1QtZg2M9TV5cSNycACu9HILztAHU0U4ZUgHPtRVEn0OuWUMybCR0qpOByPTnmrr/6zuDiqky/Ng9cdq+pPHM+8t47q1kgnRXhmUo6MMhlIwQa+G/iF4fn8F+PNT0slorRHLQFiAPKLcEk98Ec192EAqQa89+Kfwm0/wCJdihdVi1GAERSMPlIOOGx7gc1z4im6iTjujalNQeuzPlvw1qkk9rHaPIsW6RSJh8pRkAzyfVcfSvX7WRrpHmF5iODP+tUAEdeoHP5kkj8K8y1TwZq/hXVv7Du9P8ALkWQXMTY3I5BGSp/iBVsHt1rtIJNPGjyqsKwLaS75xsbDMV+Vufdu3qa+drRtuevTlcb/wAJDbQ6pseJYJGOEmicY4znjj+9yOf0rYvLyxWHDRu8rAxpH5p2oTnkgduTzzggema88/s20vtamt3aOcqTJ50ETRlSeuCT128ZyeldHZ6Ojbrr7XMWh2tGjkFMKNpBGOfrnknNcmi3Oq19jq41hjsMqxkKlWZ40wGbvgAZ4Hb2qoXnjkHk7g+4Mx5OenUfn37GqFj4snvgjxIu9UbOV2sGGBkE8Z5z06kGp7u6kkuEaCEtCxHzfwk465/Pt1rGW9zRaKxPc7VZ7gTebcAE+YVUbRjO0EgcdD+I5rldV8I2etSyTSSiG7fMolsxkx4HX8x0rXmy91HBvWMEFxFJtBY54OT1APbtmseytb+11ywhlkE6ynAy5IcqOeg6DI9ex9q0izNjbOy1i2ihh1F1eCSMuZHb94dx3EHcwAPbOO9O0G8jnWX7TZW7vMkaJFt2MY+QGPtgnHc5FXdY1C0sLG4u9ZuIGbaWEDEkoNwKqTnnp6DkVz3g/wAdW/jTVtR0+y0WGGEIpWdgcLk46ZwMZyMY5rXlbVyOa2g7QbiT7XcafdWqLuz5JLcRLnoxPXkjn/erZ0vQLqNo5JjDNdR/6qSQlSG5xnjB9uagmVoZLdILy1uL6I+W26MRKFQnjGOe5zntW4NaDeR+6aJNxiLY3YcdAD+nesNGbaosXOmtewGOZVE3l7DIj8ljkBunXv8AlXB+L4l03S574XDARKWMoUMGUY7dM11nlsyfaplZEtkH7sE72Ykg5wepGPzrgvilqT6jpL21sZTJOVSBHCk7zweMdAD1P8qOVaEuTueWeK/HV3qSxW9nOwgkRDM5YL82ASA3HA7/AIiq9npT69qcUXkySSId5jU7EIOPnfHrjgdsHFWfDfw/dtP8i6dC7lXDcs6gcHd7nHrzXsHwy+H1vo8RdY2ZB8zSS8tI3QZPoOw7VtCmpe7ExlJxd2Q+F/CqaXGkjx7HK5GMjP4E9K6u1kCtjIwO1W9UT5lxx24qtaqXfAWuiUVF2RknfU2bM7eVP0rSt5NxAI79TWTANoGeKv2xHAHT1NSiWXJJP3wUHminHaIxjGT0zRVkH0eyHlqgZRjn0qxtPIPA7DNQy46g9OK+qPHKUkPyYqu0ezoCfSrrd8VGVXjJ/OmgMfVtJsdctGt7+1S5iYcK45B9QeoPuMGvKPGXwakhBvdC/wBOWNCTp90QXJx1Rz1PQYb8+lezvhpDx06GoyhCrn5ayqUYVl7yHCpOm/dZ8fab4t0PR9SvI762j08ySMHt5ICFQ4AKN83HIz7fnWrcJBptilxHJMTdfMqFiyuTjuN3TjjGOtep/GD4I6Z8Qonv7ALp+vgbftEY2icD+F/f0P8AkfP3hu6ufAd9LpOrsXjjl8m4ikQ5CkjkehDDkDOQfpXz+Iwvs2exRxHMbX2x7HCQ3MEaMu2J3JJJHfkYB4HAzyeKr/2pq9l/oryLMJE3KVbO3kYPGPXNQ+ILObSdZS0hsopvM2StbwjaueclPbj68++BmabqyyXEjTQ/ZJo8KueYy3pknjJ461w8nkdvMegJqUWm7IbmWOBJgqRsvUOSc/KRzkjFYt/rlxY3hgR/NviGZJIIuFyTg9SFOB+ucdKxLy6E18iIY7i4ADKix4x8xB4XIJJGBntyRWHe61aSeIFsv7NcBT87JIy5UZJ6c9xyO3WpjBjckamv6FPqGl3VvqF1dNdzkzrLuDEqvQYwOAS3ORk9B6avhrRNN8PyCxtfO+0XFsh3pcGMlePn4BPUDjOO1Q28tjqcwkBuHt7d1VxIrkq4DcjGc9e4962Y/sV1ZyXFuWnaJREZFXLsoPIwB+mMcUOcrWEoxvdj7rTF0+3Ro0MUK/utrYUhTnpt6/z61c0tJ7j/AEq3uI4fMwBtO5OCMnGR+fbP4Vj2dmdQ0+S5kW5tr2Q/uobnLhck4J9CTz2xmq1trwtEiS0haQKWjzLICqkYySOowcdD29qz5bvQ05tC94i8RnT0v7q5hdbeIbXYezYG0A8noa8zs9Yj8V6w8zFpFglCxRkYZQM5Y46Ejb+eK2fFFsvii4kldXiRTuGzOWUYxgH1JNWfA/hUW+xLeFi9w/yr3YnjP4/pWyjF+pzSk0dL4J8Cx3bTuu5EU+ZLK2Szu3v/AJxXosVmljapBEMIowP8TXS2XhtPD+gw2qgbwN0jL/E3esi6jHQV68KKpx8zglU5peRzurQiReBjFVIovL5AyRWnqMJ3Lj9TVeOI7gSPxrhqfEdEXoSIvygkZAHNWImwqsOlMVRyTj6VNGoC+/rUAxysWbaBnv1oqaGMKvuetFUZn0rIx7H86Y+ew4qXyt3finFQFyOw6V9UeSVTEAvPrmmS45HpT2YbfeoGzlhQBBgDnqKZMpx8o+tWWXrxziocfNnoKBlFgRwOM1geKvAuieLrOW31OyhkkkGPtCqBMvphsZrrGVFXOM1WMe7HpSdpKzFqndHyP47+GOteDtejNuGubTaHhnjLAOqno4zwenHeucht7W/sbmNLsQSzSZms/MJYN8wPyngjhcfTOa+1L7T7e8haKeKOdCPuSICP1rhNa+CXg3XrV47vRokaTP76FmSRfoc/pXl1MFJt8j0O6GKSXvI+U9QsB4cuIrmGKW6udu2JZYwADz8u4HIHGMgjHPrRqOqXt+sc0GjWUmcq9zGSZIZBhTw+D2PHOfXtXvF1+zXb2s0T6XrdwlvGwItbgblYehI6/lVe+/Z9uZLm5eC4tIkmUZTc+d+3G7IArhlhay05bnXHEU3rex8730kNo1tGksk8+5fMurU4YsWOI2AwQeD6niusstesNH0e1t21IsZiWMchbz4zxhWUDP4n+VdT4i/ZY1y5VLm21Cze8j+YNuZXkbuWbbz+Jrkrb9lnxjDeJcxRRRseSZp0I68j5Sf1Bo+qzdlJMn6xFbMcniCGSZftFvcStG4CrAwc7857HnPXP+FWL63ik0u7s7aW6tLrzVB88mQxnktsHXOT64+ld74b+AutafdT3A+y6e0q+WdsplKL/dViAQP1r0vwj8J9K8PMszx/bLtefNlGQD7CnDBzlK9rIUsSkrLU8A+HvwQ8S312Hubu4ksmUKq3A2ADkkckkjnpX0D4R+Gdr4ZkS5kf7Tdr91sfKv0967ZbdY1AHy9vpUgTbFz82K9GGGpwd92cjqykrHPa0mYWAri7uFlz0zmu51hD5bbRwD1rlbyLc/PJ+lFUInM38Z3biuPSqar2Na+pIF2g/p2qj93ggZryqi1OuOxHgKenQZzU0TbucUwArhuRU6n0A3GsygjY7uvHpRUkeGyfSimQz7yXwLoa9LHH/baT/wCKo/4QPQv+fH/yNJ/8VW/RXv8AM+5wWRzzfD/QG62Gf+20n/xVIfh74fLZOn8/9dpP/iq6KijmYWRzv/CvdAP/AC4f+RpP/iqb/wAK78Pf9A//AMjSf/FV0lFF2Fkc03w48OsuDp/H/XeT/wCKpo+Gvhwf8w7/AMjy/wDxVdPRRzMDmf8AhW3hw8/2d/5Hk/8AiqYfhj4abrpv/keX/wCKrqaKOZ9wsjlf+FX+GOP+JZ0/6by//FUH4XeGG5Omc/8AXeX/AOKrqqKfM+4WRyn/AAq3wv8A9Az/AMmJf/iqb/wqrwt/0C//ACYl/wDiq62ilzPuFkcn/wAKr8Lf9Av/AMmJf/iqX/hVnhf/AKBn/kxL/wDFV1dFF2M5T/hVnhf/AKBn/kxL/wDFUv8Awq/wwP8AmGf+R5f/AIquqopAcfN8I/Cc67X0ncP+vmYf+z1Ub4H+CW5Oi/8Ak3P/APF13dFLfcDz2X4A+A5vv6Fn/t8n/wDjlR/8M8/D7j/in/8AycuP/jlejUVPJF9CuZ9zzn/hnn4fdP8AhH//ACcuP/jlC/s8/D5cY8P/APk5cf8AxyvRqKXs4fyoOaXc87/4Z88Adf7A/wDJy4/+OUV6JRR7OHZBzPuFFFFaEhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//9k=) | ASR 7 x1250 010203 O2 gods-bund
1 fragment af genstand af lysebrunlig brændt lermasse. Stykkets form minder om en lav skål med tyk vulstformet randkant, der på indersiden har skråt affaset kant. |
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) | ASR 7 x2276 010203 O2 gods-bund
1 side/bundskår af gråbrændt, magret lergods fra kar med ujævn rundet vakkelbund. |
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) | ASR 7 x2298 010203 O2 gods-bund
1 bundparti af gråbrunt, magret lergods fra kar med ujævn vakkelbund. Sammenlimet af tre skår |
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) | ASR 7 x2332 010203 O2 gods-bund
1 bundskår af brunligt, magret lergods fra kar med plan standflade. |
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| ASR 7 x2486 010203 O2 gods-bund
1 bundparti af gråbrændt magret lergods fra kar med ujævn afrundet bund. |
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) | ASR 7 x2495 010203 O2 gods-bund
1 massivt bundskår af gråbrunt, grovmagret lergods fra kar med plan standflade. |
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) | ASR M0833 0833a03 010203 O2 gods-bund
6 bundskår af jernalderkeramik. Rødbrændt |
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dB6ADnqKw765ns7hlgYGMKxc7sEt2H16Uox5nowctDdmt5LW6WOQKEh4VojnscnIHBGK9j/AGX9DZvE2uastr5cb2qxqzA7uWyMk9ztJ/Cvn/8AteS4eMAshKgn+LB9AD/nmvq/9j+b+1tF8QR5aTY8LqZGG/BDr07D5f1olTlGLKhUXMjqPEeRMT3zXU+AuQpxmszxdo8kd18qk810ngXTXijBK4Jry6Mf3lj26017I9Ds2KxjivlH9pn4tR+LvF1l4O0W4MttYS/6TJHJ+6nuDhdh7HZzz2OfSvoP4oeLn8B/D/VtYhX/AEiGMJDldwEjsERj7Atk+wr5a+EPgzTitv4i1+PzpJJX+z+YeFJJO8+5weTmvaxNeOHpanz1Gm61TQ9B8HQy6Dptlo87CW6gtVkdlIXK5I+8w65OMewJ7CtremltFMYS3mSqC2AwycYwoHBJLc+pqzdabDa2ks08McKY3POTtC8jPfj+tZXxD1ZLbwLq0ReJbu3RUQxyAMCShB5xyTjgV8PKTqSu+p9RFKCsuhdu0R5E2/6gjzRIrYbP3gDkf5wa55vC9xrWoWN3bzzafEGy8Dgsdxb5sjJyCMcYxXUeG9Qtrqys7iK0nQNGqKjDckQGSOScgnJ6eo9qc0N3d69JqMkX2KGMFZ4pIW2t8pIaLng5PJPUYqY3i9C7qS1OLvtWvLXXkgitkWc/NJMAxzGSQB0568dh17V2VrDdyXitbtNaxm4YPvYMGUDk4zgc+1WLW1t7HSPtcpjDi1MyAkCQjqMdMAAnsM5rmvD41PUtEM0txJbsscsAtnbruOA4b3UkYxwwHvSvdehelyxZXQucTR6aTKZpYwGG7AAwpUjqGBPPYA59a3rO3hDRpKioZH2DaNqIT0HJ4xz078Vyfw10288L+HodNvJEkuoWml8uQ/c3N8qg9wF6E9Qava1q15JJc20EGUjtxIHjwm3JIATccbgcdfWpceeTiXzckVKx2S2rfbJOZZCG3BQAPLY5G3cOCuCOPf8AJ1hb2uoTPdX0jr9lKqykJgKGyVORjPHUc8+nWxpdu/2WKK7Hk311CEjS2DpwQ24EDIDhc4I/u+1O1DT0hhMCSSbUJDMyglnYgKOmSc9T7duaXwytcwd5K5neLvEAms5dPjWPZLkxRw5IyxPBPOPbt2r0P9nvwPqvjrVNQivLZrXR7VlSeR1JSQEAlFYYy+Dz6flnh/h78B7r4jardabpUtxa2RkW5u7wrhFYNtAD9c/ux8i+nYZr7w8M+H7TwtoVlpdlGscFtGqfKuNxA5Y+5PJr6fLMu+te/U+BfieVisR7P3Y7mnRS0V98eCeLfH7zl+EfjHyJHjk/su4w0fUDyznH4Zr8ltJkhur25uVfe/z78ZYheqr3zxzX6wftI6lbaL8FPHF5dkiGLSLkHb1JMZCj8yBX42aLr8sayvGssYyVbYpzECByCOnNfM4iLlN27L82dVOSS+Z1GoWUC6gMQtJHIuRJjIQ4zgkdOaq2lmskKR3CLujOxlXgrk8kcehH5Vo2jQ/JKlwCNqncDgYAPcjPJ9OuRWPPNMt0x+0B0lyfJT+EdvmGOOP0PauRX2NGTrhZrzyX2ozh84Iwcbc/Tn9aqjSptdkFuo2uybzK8fCgEA5/CtCxuIZtNSQ26g27FdkhG0qeC3fgD9KuaS32qa7EEXmvjakbOxj5zxwOen0ApOThdroO3McV4rtTYzLCqhxHJtDqgXOAPb8a+pv2CrO+1jxN4jZbJY9MjslDSImAJC64Gc852ufwNfNfjJZLu1Ebr+5YlHHTDY5C/wD1/Wvu7/gnjZ2lr4Q8RaVvV9S8+O7l3dTG6cAeynI/Gu6m+aCT3Od6Sueqah4HGoXgHl559K2bP4dy2NvuWI/lXrei+FlmuA7AcV2MWi2yxhWjDfWro4XW6RpOs2uU+Fv2jooU8J6fpM5Ci+v0V42/iRAWI/762V5hoEk9i32NoIrWGOZYFP3iAAuAvHzAqT0Hc88V9g/tG/Aq98Z32kano1jFexWkcqz27csuSp3oueSQCO54Xg184+KvBOrFleW3m0k2oKAzW7AKAeOG6YHevAzXnVflmrRPQwSUad1uU7izt7y3VHjUwMfMWM8FXB+6wA5Bz07flWZ4v0gGKzeOGFGivo59yxAmWPawf8QoByf7gHFX7rSZpLeSOxuI5HdlaCQDcu7aduD2wwU9xgdOam1zTbq10eIXMELTOym4njycFyA5H+GK+f2a1PUTH2lxcPp1q00cccjNkpnJLA4yc55+tQaxJq90wKQW89skphSBJxjYO59zyMY6qPaodOh1n+05TM1rLEr5eRkOfLPTGOM9c8dc10Xhy4h1Ai2TdOnmjzZNjYRQ2ccn6Z9M4qZK2qKjIybmwt/tCm0lZtSjhCCSSAM0KkBto4CqCF5x6/Sren3TtY20e1VkMG4tGFH3j94qOcZ9h+FamrWgs5p/Jje4gjVY28tQjMWGfvDgjBH+Tmsqa1hXW5dTi81JpoDHJbs4VmHG0Aexzg/Ws7OW5anbYrro8MbNelhLcyqFy7duRgDJwOemO1TrodmkbRmKOWOVthCM6hUC7t64wVOfTHTipbGEXweaWDc1wwV45GCGRMYbB4OemMY69q7jwZ8NdY8TNBa6PZs0LSiO4voyBHbrk43ZPzYznjJ69a2p051JKELtsmdRRV5bHOXaiS7j/fG4naVVt41iyV+UAAEHJwe5PrXtngn9ne71xoNR1yWTS7ZwrC0Vt0xx0JyMLkY6jPsK9S+HPwb0L4e2lu6R/wBpawqATapcKPMkbnJA6KMk4A/M13tfY4LIYx97E6+X+Z4lfHylpT0M/QdBsvDelw2GnwCC3iGAO7H1J7k+taFFFfWxjGCUYqyR5LbbuwoooqhHgn7bGhXd7+zL48bT8/aY7RJTgZPlrKjPwAc/KGr8XovCmo3Frc29zeeTegjZAW3hxg4DgE4OB3r+hHVtJs9e0u703UbaO8sLyJoLi3mXckkbAhlI7ggmvAbj9gj4Pz68NT/se/jGGD2ceoyiF8jHPO/jthuwry62Hqc/NS2ZrFxtZn5L6Lc/bIrexcrBLFGY3hwCchffp0pdQuoLO08+KdFuwzJuiXI28ADae4HpX686X+w78FNKupLgeCoruRzkfbby4nVR6ANIRj612+g/s/8Aw08LySSaX4C8O2ckiCN3TTYizKOxJX/9dc31Go3dtFe0R+Jtrsgt1uGkaAugU7m+U5OA2PxHFbGgxxw3xmnjuZLiEjKxSDaxIBVW6Y4x9K/WX4pfsX/DD4nWoI0SPwxqSEtFqGgotswJx95ANjjgcFc9cEZr5c8Uf8E1fGvhuGVvCnirTfEAeYStHfI1lKRkZAA3oTj3X6Vz1cJVjfS/oaRmj418QQWpsI1tFxI2JlDu3l7M5Iz2bGOPc89K/TX9hz4QwaF8LNO8UsrLd65axFVdcGOFeAP+BEbvxFfIml/sQfGO+8eNoE/hv7Bpszo76nczxyWcKk/M2Vb5iOoUfNn0r9UfCPhu18G+FdH0Cyz9j0uzhs4i3UrGgUE+5ArpwmHclzTMqktdDQtbVLWMKoqeiivajFRVkYhUdxbxXULxTxJNE4w0cihlI9CDUlFN66MDiNU+CvgzVYyh0K3tOMZsx5PYDovB6DqK881/9lu0jtP+JJqMkrqxf7PqWGU5PQMoGO/bvXvVFebWy3CV0+aCT8tDohiKsNpHxRqPwl8SeEbpjPpN99lX7zWsHmRrgfe3Dt/9euUsYbywmMRgMzCVg0gU4Khiw7cNzX6BVTuNHsLokz2VvMT1MkStn8xXh1OH1/y7qfev8jtjj39qJ8DPcC++0iNVt5dpLB9pcEAc4HbngHHSnWtil/5BvIY2lUKJZFwQmDwM8Z4I4z/WvtPWfhJ4S1tX83Rbe2lc5M1mvkOT6krjP41laH8B/C2h38d2IZrx43DotywZQRjGcAbsY71wyyLEKVotW7myx0LanmXgT9nG51bybrxAX0+0ix5NqAplbA4bqQmM98njkdK9+8N+GdP8J6TFp2mwCC3Tk92du7Me5OK1KK+rwmX0MGr01r3e55tXEVK3xPQKKKK9I5gooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==) | ASR 17M70C C1085e 010203 O2 gods-bund
To bundskår |
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) | ASR 17M70C C1085f 010203 O2 gods-bund
13 bugskår, glittede |
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) | ASR 25M71C C1368 010203 O2 gods-bund
Ni bundskår, heraf et sammenlimet af flere stykker |
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D/QnyTx/SuU0Hxp8K7XUrqfU/h7NaiRdrf2dcwSsR/e3Mkefpj86+O4PiDplqqCWLznXkuUY4+mee9aNr8TtJkhYeSu1/l3yIAcdP8APvWFSjGpLnktf67FwxE4LkjsfTWjxfCLVL6KCW+8Q+HopG2o0oWRYucDOFmwO3U8V754V/ZA0TUNLgv7fXLrWrSf97b3cdzDsde33IwD+GK/Piz16y1CUfZ5WR17B8H8q+7v2CfjVc6wt54Av5POgtYWvNNlZSHAL5ljY9+X3D0+b2xjRwtKU/Zyk7eprOvNR51Bfcd9D+x7oyqu67uiqlsRm4XHzEk/8s/f17Cuj0/9lXwfDH/pls10/q8rk/oR/KuK/aG/bGX4VeOovCnh60tNV1K2jEmpG5VmSLcAUjBV1w207iSD95ffHic37d/xCuLd0hl0KC4UkLiyZix54OZMcew7V1PD4KjK0rtr1MPbYiavGyPtHwb8FfCHgWTztM0iJbjO7zpcyMD7FiSK1PE/xL8J+CphDrviPS9KuCu5be6ukSVh6rHncenYV+dfij9p74weKreS1k8XTWMMgwV0myjt8DnpIB5g49Grxy/0W+upJ7zVdUvJ7qQ/vJppSZHJ7n14wOeta/XMPRXLRRk6Fao71Gfcf7Wmg6T8aPBFr498E63BqF/4Nl33i24Lb7VypkyMZ+QAvnptEnevn77YLXWrqC5KhWbcGTGDnkD3HNZ37NX7QWlfB7xPd6Z4pu0vfC+twtZaimzAjQ5CyEfxYBKkdSGYjJGD1fxX+Cuq/DrUNJuNJv01/wAPXqBtJ1TerfabbaGRGxwzquB6MuGHRgvk5hH61SVdbrR/oz3sprvC1XS72t590ZWr+UYVWzDCT+J1OQOvJAz/APq5rm9UvorWPy71F38KLiN8Y79fx71saTHPqNx5ygwXkY3Km3hMgqWBI9D0+vatLwL8PD8QvHmk6XKiw/bbnaZIcBSACzZwP7oJ96+Tpwk5KNtT7etWioOfNZH1Z+xTY3EfwrnvppJnhurtlg80EblQbd4z6kkf8Bor3Pw/oNl4X0Wz0rTYFt7G1jEcUa9gKK/UsJReHoRpvdH5Jiqyr1pVFszQpGUMpDAEHqDS0V1nKcX4m+Dfg7xZbtHe6Faxu2f31qnkSA+uUxn8c14x4q/ZFmgkMvh3U0uI9xP2e++VgP8AeAwfyFfTdfOP7a37Qlx8FfA1np2iXn2TxPrchS3lVdzwQrjzJBngHkKM+pI5FePi8DhJxc6kbemjPQw+LxFNqMJffseH/GT9mvx/p3hWLVhDHc2lrNiTTbWYF0BBzO2SFIHCgdRuYniqnwV+Gfw98G6np3iD4jePfD6Xdq4nHh6zukutrgEqJmjLAkHBKrkZGMmvl/xN8RvEnisK+sa7f67IxyHv7p5yDnqocnA+n5Vz+ktOt0TN5kzscZYdD3X+dedSjTg1yR0W12dlSUpK83q+x+iHin/gol4f07ULiDQvCeoaxBHkR3V1cLaLKfULtdtv1APtT/gn+3Z/wsbx/ZeHNd8MrpEepSCCzu7OdpVSUnCpIGUcN03DoccYOR8O6dpIvJA4PCrjK8Ee38vyrW8Ga2fCPiiw1GBvJmsbuK8ifb0dGDAD1BK12/WayknJ6HL7Klyux90ftn2eqyR+FbmNXOjwySpKV+6JmC7d3/AQ2Pxry3w7pS3Gnw+U2PlCBOMFvTn+XtX1v8XNY0zSvhlrOqalp8Wr2EMKy/ZZiQspLrsBIBI+YrXzBY/tSXXhS326J4P0OxMgbGwSFkPofm+b6ZFcePo0liOapO1/Js68LOpKjaEb28zV+G/ww1nTfihoF7/YF9aWltdh5Lh4X2AYPcj36+/bpXI/H79jPxT8YPjt4i8RfZoZrO9MAhuLu5KwiNI1QKFQZyApzkck9a09J/be8Ym+L3Giafd2iOUeNYXjfPbBDnHbsehr6b+D/wAYNO+Lui3NzbW0mnahZyCK7sZjuMZIyGVv4lPODgcgjHFb4SNCcHRp1He9zHE+1i1UnHTY+XdN/wCCZejtbQC91mziPlYkhg0yNl3/AN7cxzkevH0Fadr/AME0fClujj+14+RgY05OOfrX1r4r8W6b4L0k6jqkrRW28RjYhdmY5wAB9D+Veb337UfhK0tTLFa6rdkdUjhjUg46ZZwPbjNdc6eGovlqTs/NnLBVqnvQjf5Hkyf8E5PCE1sILvXbp0X7nkWkcRT6EV6t8J/2VfBvwh1uHWNKa+utShhaFJbuVSqbhhmVVUYJGR3HJrh9d/bYgsYz9i8JTyuSNpuLxUwPUgKcH2zXmPjj9rTx14miubbTJbbQLN3BR7KM/aNo6qZGJ+uVCn9ay9vgqXvR1fzNvY4qfutWR4Z+0L8E9b+FfxQ1i3uLy61KLUG+2Q6hOGZ7pXdud56yDBDDJOeehFcRH4avYpFu/JLRtJsDLlgpHXJHQ4Ofy9aufFDxZ4w8ZTzR+IPEOra3HnYba9vn8mQDoQmdn1GOvWut/ZB0vwt478dTeDPE9/cWf9oW4/sxlkxiaPOYsNkfOnI/3AB154ub2k70jVrkVpmFca01vaupXZKqbGHP5+x5/SuE1i9m1CSYmZ4BtOyFATk56Hnj/wCtX2l8XP2Rtd8LWct54f8AO8SWG3ElvEo+0qByo2Dhxn+7z7Gvl3VvCMtvmTULiTT2R8NapGEdfrk0Vm46TjZlU2t07o8b1rSp7rLyKcbASznaAQf51+jH7Eaj4nfBLVPA2vx3l5pNgYbiwup3Xfa7iWQRnqCrpvXPqQeOD8lf8IDFIY7xbiEQb8G4O9nznHJboTg9PToK+ov2d/iR4f8A2ZfCsGn67ouri+18nUZ7psGVYgWSFTGxU4IVnHtKPoIw1RKopTdorf59CqilJOMFd9Dm/E3gm90TxRcWTSQLf2rSQtNDAQHUOQWaPJIBBU5HHIPHf2P9mX4R6hb6v/wk9xe/6JBI0Sx/33AIbC9FGSOck8dq6XVPix8D/iyvl6xq1rZXBXaLjUA9iwHXHnHCn/d3H6V6T8K4fBen6HNp/gnVLHUrGGQSTGz1AXm12UAbmDNjKqMDjpV4fLaft1UUk4J3Vn9xrXzKs6TpyTTas7/idrRRRX1B88FfJ3/BRz4haz4J+D+j2mhapcaXd6pqYSeS1lMbvbpE5dNwOcFmjz+Ar6xr5G/4KE/CnxH8RNA8IX2g2V5qMWmzXUd5b2Nu87hJREQ+1cnjyj2PWubEtxpNr+tTWmrzSPCf2Zf2+dZ8B2tv4f8AHRuvE2ktMkcWoyTFrmyiJwSxIJlUdcE5Hr0Fe7ftSfDNf2ovBej+Mvh/qtn4it9Nglj+ywn55AxUttzgq4wMo2D079fzGvtOeyuDbXjmGaGRoyuCjdTuB/H1r6d/Ybn+Icni5IvANxJDF9oX+1YrgFrJ4RjDS/7WCwBHzc8V5zqe0h7Od2mdMFaXMt0ePXGmnT9SnsZl3GFyC7oAysMjH1B9PSn6PppjuN7jBc5HUYNfoN+1N+yPF4zhu/FPguzji1/mW709cKl36unYSe3Rvr1+CpNB1DQ7+a1vLa4gntnaOW3kiKPGw6gqeQRiuBxnh58szr5o1VdHaW8Q0mwVnX95ty2BxyOP61ztjcR/a5Cu5cZO1sHr1qzcaubizA2syEYGTnPA9qzo2W4vohBsjUj7y7h9e/8AnNE6nMJRUT75+JnxYE/wJ8HaTcw3J1LxDottdz3AjBhRFWMvub1ZyOADxnOOM/PMmm2t+qt5eIMFvXJ9cDp619VXPw7m8bfs4+AhYwGTUrDR7GWKEkZkVoEEiZPfGGHqUA71836ixsWa3CbSjbShHXjGK8rOXVjiIye1lb9T2Mr9nKhJdb6nn3iDS7eTUIhFJLbOD/rEY7Sex/T/APXXtn7LPiS38J/Ee0jvLqSJdUiexYu2Y2kLBo+MdSRjOP4vxrz/AFLSombzFC4kIK5JBU9/61nz/bLORPs4O/lllz827jBBx7fpXBQxLpzhUj0OurQU4yg+p9q/tQLH/wAKtlaVdyrdxELt3ZJDDHT3r4s1jV2iaRZAzM5/dqC2M88E547e3Nez/Fj4ia14g+GPw2GoTk2uo6ebi6kOF+0XCFU+YkdcEk+7fTHj+tNYz2szlxLJuVN24Ehl7j2wa9LNKqqYlNLSy/z/AFOPL6bhRae92cjdXVxJ8yopZckHkccjH5+lVpLiWW5dMlDu53Hn6+1bFwu2GR1/1RPI6ED2/KspYE8yRlXzF35DZ5I7/lnpXHGZ0zge3fs7fCrSPjB4N8e+G9R2rLJHbT20yqCbeYGYJJ+pBHdWI9K8R0n9k/x3F8WdN0b7Ff6Refa0VdRhhk8u22tnz1mXjAA3DBHQd6+rf2F7N4z4xmMeYz9lVJf+/pIH6flXd/tb+P8AxF4F8B2H/COXsmmXN9dmGW+hRWliQIzYTcCASQBnGeuOea+lpUoywsazdrXv5q589Uk/byppXvb8j220ga1tYYWledo0VDLJjc5AxuOO561T1Dw1pGred9u0qyvfOTy5ftFukm9f7rZHI9jXwBD+1h8UNPsWt/8AhJTcOyhRcXWlwNKmAOQVRRnr94Gul+EP7TnxCk+IWhWmveIDq+iXVxHb3S3lhDEFV2CiQPGikbc5544/Guz+0MNKyf5GP1Gsk2fYemfCvwdot9Hd2HhjSrS4jOY3htEXYfVQBgH3FfDH7XHi2PVPjxrEIdJo9NggsUBJAyEDsv1DSPX3l458Zad8P/Cuo69qkqxWtnEX2k4MjY+VF9WY4A+tflP4o1q+8T+KLvXNTLyT6hPJcu/csWJOOeg6D0AAz2rizaVOlSVKKs276HXlsJTqOo+hqxuUs2wMq3zbQRxX1B+wAqW9x47hhijhjP2ORhGoG5iZxk49q+Q7bV5PnCxtz95woAz06jIzjHcV9dfsAw+XdeNHLANIloSo74MvP6+/WvEy2VsXBev5M9XMF/s8v66o+w6KKK++PjgopGYKpJOAOSTXwVff8FAfGSi9hi0fRFcMwhfypcqueP8AloQxHrxXNWxFOhZVHubU6M6t+TofQvxw/Y88AfHbVIdV1aK60nVo42ja80kxxNOCQQZQyMHI5weuGPPTHX/A/wCB3hz4B+DU8PeHUlkVpDNc3tztM9zIf4nIAHA4AAwB+JPwH4m/a6+KWtyOY/EjWCsgCw28CRpnPODt3frR8N/2rviL4L1xrm716bXLaZgZLPU5DLEc/wB0/eTjpjj1BrgjjsL7TRNedv8Ag/odcsHX5dbH6fV5b8VP2b/Bfxame71Ozey1VwA+o2BCSuAMAPkEN26jPA5ryTwN+3fZeJvE2iaNfeGHsf7Quo7SW6S8DJCzsFVsbcsMnnpivq2u9+xxUbfEjjtUpO7VmfDHi7/gnpq9rJjwz4jtbu08wN5N9GYpMdssoIYjn061wUf7DXxL0++Bk0y3v0R8hrW9iTd75Zh6+nav0guLiO1gkmmkWKGNS7yOcKqgZJJ7ACvxy/ai/bO8dfGbxpfQ+HPE194c8HWszw2drpFzJbGdFchZpWUhmZhg7eg4AGQSeCrg6Uer/r5G8a030R+vPg3RT4b8I6HpB62FjBanLbvuRqvXv0r5o/aQ+Gd1oOvf8JBp9vu0m7kDSFP+WM56gjsrcnPqSPSvzE0r48fGLQ2jOm/E/wAVLGvO1tWndf8AvlmI/SvQNN/bY+PyaedO1DxTb+JNHuF8q5sdWsLaYSRnhlZhGr8j/azTxdCljqXs9mtn2HhsRPC1Oe2j3PozU1lmZ1Yk7um48++Pr/WsIz6peXEVtawSTzyusEccKs8hYk4CqOp57V9FWH7HevR3Ztm8S2s2jRyf6PdXUbyXbQnlRIoCguAQpYMM43cZxXuPw2+CHhj4YKJNNtmudQwQ19dENJz12gABB9BnHUmvlsPk+KnPlqKyXX/I+krZlh4xvB3b6f5ny98fLeTwxa+AvCM5l+0aZoMbXH3QnmM3zY5wSChz7Y615Jpsds1rN9nRHbbk/NgA8Y/Qfka+u/2hPgL4g+J3iy01jR57AQRWK20kFw7JIzLI7ZBCkdHHUjpXl1v+xf4zWF5U1LRLOeRCXRJJckkYwSE9O/tW+MwleVeXJBtdPkZ4XE0Y0o800mfP1/cTRgb1YRg5UKeTjP8AWqHkzyW58khmYgjdwc9xz/P619JaX+xX4uuo1e/1jS7RyxXYjSSFB2bIUAnPb/8AVXrXgv8AZD8JaA0Nxrcs3iO8jHIm/dQE9jsByT9WOamjl+Jm7clvXQqtjqEV8V/Qw/2HdHNn4F169ZGjNxqAiwwODsjU5GeerkfhV/8AbcszcfCWxmWRomt9WhbeBngxyqc+3P54r3TRdB07w3p6WOl2UNhZoSVhgQKoJOScV51+1BpD6x8CfFiRQGeaC3W6VQOR5ciux/BQ1fU+wdPBul1SZ86qqniVU6XPzXuEuJpo9t0u0c4wf8etdp8K9LvdU8feHLMyJOs+o28bRFThlMig559M1xmm2b6tNHDaxTXU8pCpCilmJPQADr9K+rP2Wf2e/E+m+NtN8Wa5p7aVpdmJGit7zKTyyFWVTs6qATu+bHQYzXy1KlKrUjBH0FSrGnBtnv8A+0v4Lm8dfBfxFYWkUk19DELy2jjGWaSM7sAdyQCOPWvzKs1udinA+Vv+WjfNn15//X71+wteS+OP2XvAXjrVn1O50+XTr6Q5kk02QRCQ9yVIK5Pc4ya97MsDPFNTp7o8nA4yOHTjPY/OSG1ZHZc8sdzfX16da+o/2GLqW38ba3ZBwtvLpvmsjDlmWVApB9AGb8/avb7H9kn4ZWcSo2hzXLDrJNezbmPqdrAZ+gruvBfwv8L/AA984+H9Ih095lCSSKzO7KOg3MScVwYTK8RRrwqyasjqxOYUq1KVNJ3Z1NFFFfWHzxk+LZDD4V1mRX8tlspmDemI25r8gJLVoVEjZYseTgEV+tHxc1BtL+FfjC7TG+LSLpl3dN3lNjP41+Ts91dzTYZIpBkE7WXB9+vFfNZq/wB5FeR7OAXuyKM0KJllJPoG5/WqqhpZDtjZtvLkLV+a6/fEG1Jwexq3Y6Pfa5rVnpulabLPfXkixQQKSXZj0GPyrxldbHqepSsTNHJGY2PysG+QkNntjH0r9Yvgj4kvPFvwl8KarqEqz39xYRi4lUk75F+Rm57kqSfcmvHPhN+xL4a0PR7O68YK2saw6Bri0R9lshODsGOTjoTnB54xXY/tLfEjWfgP8JEv/B+hWzxRMtkJAAsOmoVISTywMEZAUDgAkZz0r6TBU6mGjKpV0R4uKqQrNRgeNf8ABSH48XPg/wAEW/w80C8mtta8QRGTUJoDgxWPKmMn1lbK8H7qOD94V+WltpJWTyiWVC/BA7/5Nes+NPGmseOPEV3q+u3V1q+qXR/e30/LNgADPGAAu3AAAwOK5e4tIxG4QBT29PXNYTxLqTb6EqioxRkx2PkqIUAzjBI5Oa7P4O+C18ZfGDwRoYgbN5q1rBMW6ND5ql88/wB0MfeuQEy2LHeAvYbgcHivbv2M54j+0r4CaZ1VEu2HCg/MyMFyfUsVFXTk+dLuKcVy37H7G1U1bVrLQdNudR1G7hsbC1jMs9zcOEjjQDJZmPAFW6/NH/got+05J4xutR+GHh5o/wCxtLuY21G9ikYPc3Shh5IIyvlozLuyMl07Y59mpUVKPMzihFzdkdv8cv8Agp1aaXcXOlfDTSF1CRRga3qqERNyRmKAEMw44ZiPda+W9Z/be+OXiK4kll8b3NimMqljFDApB9Aig9PXmvArOF45w87AsAB8zZxn+h/LBrYs4ZIrj5jg8FAo4A4NeHVxNWWz+49ajRprdHpnh/8Aam+L/hrxbZ67H448QajJbuJDbahfyz20w7q8TEqVI9uM8YPNe62//BUrx2fE89+miaLNoM7Yi0mZXEsIXCsBOpGSSGYEp/F0r5VNjJy85MAb5/3SgDAz37VxdjYu2m2symZYdpCvOvzHA4J9B9KmnXqqL94dalT5k0j9gPhH/wAFBPht8Sry00zVWufBmsT4UR6tt+zM5/hWcHH4uEzmvpa5t4NSs5YJ0S4tbiMo6MNyujDBB9QQa/AK1m87yVKySADOCAe/SvvX/gnn+0TrM/jj/hW+uajc3enTWjf2bHdyGQ28sa7vLRj0Uxq/y5wNoxjJr0KOLc3yVEcFSiormiz7H8J/s8+A/A/i6PxHomiJY6hFEYowkjGNM5BcKTgNgkZ9DXjv7S37e3hD4RaXJp3g/UdN8XeMTMIjawyNLbWoGdzSuhwSMY2Bs5POMVt/8FAvilf/AAt/Zr1ubSbhrTVNanj0WCdPvIJQxlKnsfKSQA9iQRzivxo0+Jl/dgEehH8q3fJQXJTVrmTcqj5pu571J+1B8R774gTeNf8AhLtStNckcnNvJiBV7RiI5TYAfukEd+TzXtVt/wAFPfiVpOimO40nw7ql8GXZdS20qZGBncqSAEn1GMelfFkzG3VGyccfSq93fSXLOJPmUjjr8v61xc1Sm21I3ThJWaP11/Zb/b48NfH++j8P61YL4P8AFrKPJtprgSW962BuELkD588+WRnHQtg4+qK/nj0m+ex1CKaF5YriJ1kint3w0bA5BB7EHBBr9UP2Hf21Lv40agfAni4rL4mt7Vp7XUkUJ9tRMbhIo4EgBzlcAgHgEc9dHEcz5Z7nPKFtUfZlFFFdxkVNW0m017S7vTdQgW6sbuJoJ4ZPuujDDKfqDXwV+0F+yHffD6S613wva3Gs+Gzlmtoiz3FoMfxD+JM/xDkDr0yf0AorixOFhiVro+50Ua8qL02PxguoVlmRLdJVLnAGRjNfpX+zH+ztYfCPw3BqeoRx33im8QSS3TKGNupHEaHtweSOp9q3fE37MPw/8UeMrHxLcaR9nv7a4Fy8dsQkNw4Of3iYI68nbjPfNerdOBXFg8C6MnKrutv8zqxGK9pFRh8xapa1o9l4h0m80zUbZLuwvImgngkGVdGGCD+Bq7RXstXVmeafjB8avhve/CP4l694evI5glnMxtppk2+fBk+XIvsRjp0OR2rybVdQELF1GA3HPWv2v+OHwD8K/Hrw02meILXZdxqfseqQKBcWrHB+UnqpwMqeD7HBH5bftH/sg+OPgXdS3d7bf2/4bkIWDWrCNjGnPAmXrG31+U9mPSvEqYf2T12On2jex85nXGuGCSPtAPyqefxr1H4D3EukfHT4d3EM6rIfEmmZ2kEbWuos7uf7pPvmvDdaZrW6CqGjcZDe/tjFdx8DfFtr4Z+Inh7UtTZlhtdUsruSb7xAS6idz9div171SjZqSBTvoz9z/jb8QovhX8KPFHid3RZrCxka2WQgCS4I2wpz6uVFfiNryS69bo4eYs7EuWPzuT3/AMmvvL/gqZ4k1Oa7+HnhaDzY9LmN1f3LbyqSOuyOMehKhn/77FfGP2JY7NoVALRtnzGC46DPI/zwajHVLzUexrh1ZXOUudBmmVJ5Qvkxvsyy4J7YzjnjHJ//AFbWh6HBcXiBGEgBBDKe341rXWwW6xMrMF+Ut1GOMn9KpaLqD6XqDtbwtcWyqW8puZFxyQp/pXmwvI9C8UtTpb7wjC1vJHEwZWVlZW5PQj07j09a5/WdDit4bawnTM8PyjaucY6Hrzzn869a0P4c6/8AETRNf1DRLC4e307SpNUlmYGMeWiFiA2D852kBcHJB7A44W8gF1IJ5Yg21AViZc/X8elOUtrELZo5W102C3mEiszMWUtHgDgjk9T3r9H/ANh79lW2+HlgnxD8QWjDxRqkWbK2mXH2GBhjdt7SuvX0U44JauZ/Y/8A2PrSSCy8eeNdNQ7ys+k6TNGAu3A2zyr3zjKqfqeoA+4a9PBYdt+2n8jhr1F8ET4b/wCCoXw/8fePPCvhF/C/h+51vQdKkuLrUWs182WORgixkxg7ioXzMsAQM847/mPDb3NsrpJEyFDho2yCD9PWv6HK8f8AjN+yv8P/AI1WNydS0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| ASR 25M71C C1368 010203 O2 gods-bund
20 bugskår, fureornamentik, glitning og kamskravering. |
![](data:image/jpeg;base64,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) | ASR 19M80C C1728 010203 O2 gods-bund
2 bundskår, sikar. Sammenlimede. |
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) | ASR 19M80C C1766 010203 O2 gods-bund
bundskår |
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VW8dKokN1KzUu0U1gF6UyRM1Q1K4+7ACVLglmHHyjsD6/0z7Vd5qjqUEkyo0aF2U9MgHGP/ANVFyrFLzFBAUYQcfLxigzYbBBOPUk1DLp93HGBHGqhiMmNtxX1OCPr0zTFZcZ81cj1IyKBkV1HaXTxmWHe6HKMSQVPTOevqKqTWfmRyBrm4jPJLCZun06flUlxeW4uFh89WuWwyxpySM+g6+n41et9JnvmX7QrW8KnJBYb368cdOvXr9OtMA8DyTf2bLC6MIo5W8t2zyCSSOe4Ofz9Qa6JjSRIsMapGoRFGAqjAApGapbEJu59qcpFR/ep8cZ78CpKHqo2n1pobbS5wrU1Tu5qiSBub1D6Rtn8Sv+FFl/x5w/7g/lUbyFJLyVcHy0CgHuwBb/2YVYhjEMKJ1CqFz9BSKBiahkYjvUz1Ey96hloikcdx+NFEzKtFSWjzr9nna3wN+Ho6D/hHtO7f9O0dejqiq3BzXmn7PeP+FG/D3/sXtPH/AJLR16FGSG60N6hbQ0VK0/NVkY4605ZCKtMycSfYrOrEfMpyD+GKmXp1qmrnnmpUnIHNUmS4lg+maToKh87NBkP1ouLlJNy0hZfSofM7UhkA60XHyjyVFVL7T4L9QH3Iw6OhwwqTzBnjipN3fOKVyrGfpXh+10yZ5wGkupBh5pDliOOPpwPyFa/y49KrZO7ANSKfxp3FYkVlWhmDGo93OBTGfDc0rhYscKuRilLK3eqxkGOtIWC96Vw5S0CuMUm0Cqwk20/zOnencOUhis35E0wZfMMmETBPzZAJJPTj8qs/LwKj3k03zPWi47EpUUxtuOTUMkmKhaXmobKUSSZVZeKKjaTj8KKg0R5h+z3eRx/BH4fIXUf8U9p/U/8ATtHXo32uLPMij8a+S9K/4J0fEfRdPtbKy/aZ8RW1taxLDDFFpkypGigBVUfbeAAAAB6Vd/4YB+Kmc/8ADUPiU/8AcNl/+Ta6nh5dzlWIjbY+rEuIzgiQfnUn2mPvIv518or+wL8Vlxj9qHxIP+4ZL/8AJtP/AOGC/ix/0dD4iP8A3CpP/kyn9Xl3F9Yj2Pqr7VFn/WKPxpVvIiR+9X86+VP+GC/ixxn9qDxCceukP/8AJlSr+wn8WV6ftPa9n/sDN/8AJlHsJdw9vHsfVZu4v76/nR9rj7SKfxr5V/4YV+LZ/wCbn9e/8Erf/JdL/wAML/Fzt+0/rw/7grf/ACXT9jLuL20Ox9Sm6j/56L+dRteR/wDPRfzr5cH7CvxcXp+1Br/46Kx/9vKf/wAMMfFz/o57XD9dDP8A8l0vYS7j9vHsfTwuk3f6xfzqb7VGy/6xfzr5dH7DnxdXp+09rQ/7gOf/AG7p6/sRfF9en7T2s/8AhPj/AOSqPYS7h7ePY+nhdRqwJkXH1qX7fF03D86+XG/Yi+L7f83O6x/4T4/+SqQfsQ/GANn/AIaf1rP/AGAB/wDJVP2Mu4vbR7H1H9ojbPzqPxpjXEfaRfzr5j/4Yn+MP/Rz2sH/ALl5f/kqk/4Yl+MP/Rzusf8AhPL/APJVL2Eu4/bx7H039pjz98Z+tL9ojzw6/nXzH/wxN8Yf+jndX/8ACdX/AOSqT/hiP4wf9HPax/4Ty/8AyVR7CXcf1iPY+nPtSdd6/nTluoweJF/OvmH/AIYj+MH/AEc9rH/hPD/5KpB+xF8YFOf+GntYz/2Lw/8Akqj2Eu4vbx7H0814nPzqPxpFvIj1dfzr5mX9in4xL/zc7qx+vhtD/wC3NPX9i74xr/zc3qRH/YsR/wDyTS9hLuP28Ox9JNdxbsblx9aPMibnev5182/8MX/GP/o5vUf/AAl4v/kmnL+xj8ZF/wCbm9R/8JeL/wCSaPYS7j+sQ7H0gWj3feHT1or50X9jr4zLx/w01qJH/Yrxf/JFFH1eXcX1iPY+vqKKK7jgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==) | ASR 19M80C C1768 010203 O2 gods-bund
to bundskår |
![](data:image/jpeg;base64,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) | ASR MC771 C0777 010203 O2 gods-bund
2 bundskår |
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) | ASR MC1375 C1376 010203 O2 gods-bund
3 bundskår. Heraf 1 fra sikar, med tætte, små huller |
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| ASR 14M74C C1580 010203 O2 gods-bund
29 bundskår, heraf en del sammenlimede af flere skår |
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) | ESM 100/62 AA 0278 010203 O2 gods-bund
Stor bund, hvis diameter er 16.5 cm. Flagen er sammensat af 3 bund- og 6 sideskår. Dertil 3 løse sideskår (de 2 er sat sammen). Godset er fint, overfladen er beklasket, men beklaskningen standser ca 2 cm mfra bunden. Farve: Rødlig. |
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| ESM 2712 x130 010203 O2 gods-bund
bund af større kar, karrets bug er beklasket med en fin sandetblanding, hvor i der ses spor efter aftørring af karret. fra karret er yderligere 23 mindre fragmenter. |
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) | ESM 2139 X0014 010203 O2 gods-bund
|
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) | ESM 121/63 315 010203 O2 gods-bund
Karbund med stjernemønster/hjulkors. Diameter: 14 cm. |
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) | ESM 121/63 408 010203 O2 gods-bund
Fragment af si. Bunden med huller. Har haft en diameter på ca. 10 cm. Rest af stærkt udsvejet side. Bevaret i 8 cm højde. |
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) | SJM 396 x07 010203 O2 gods-bund
Bund af kar genbrugt som vævevægt. To huller er boret i midten af bunden og der er slid efter snor på stykket mellem hullerne. |
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) | ASR 270 x061 010203 O2 gods-bund
3 bundskår, heraf 2 sammenlimede |
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) | ESM 113/63 891 010203 O2 gods-bund
Bundskår. |
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) | ESM 1910 x123 010203 O2 gods-bund
10 bundskår. Heraf muligvis nogle fra samme kar. |
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) | ESM 1910 x132 010203 O2 gods-bund
2 bundskår med hul. De to skår er limet sammen. |
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) | ESM 1910 x122 010203 O2 gods-bund
2 bundskår fra samme kar. Bunden er næsten hel. |
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) | ESM 1910 x155 010203 O2 gods-bund
1 bundskår af si-kar med to rækker af dræningshuller i standfladen og 1 i bruddet. Meget små og fine huller.
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) | ESM 0730 X0476 010203 O2 gods-bund
1/4 si sammelimet af to bundskår. Med fem huller. Mål: ca 17 cm. |
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) | SJM 383 x070 010203 O2 gods-bund
Groftmagret gods. Bunddiameter på 8,5 cm. |
![](data:image/jpeg;base64,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) | SJM 383 x070 010203 O2 gods-bund
Groftmagret, tykt gods med beklaskning et stykke op ad karsiden. |
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) | SJM 383 x070 010203 O2 gods-bund
Bugskår med konveks overgang til bund, bredt kar med forholdsvis lille bunddiameter. |
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) | SJM 383 x070 010203 O2 gods-bund
Groftmagret, nedre del af kar. Bunddiameteren er på 11 cm. og karrets sider er jævnt udafskrånende. |
![](data:image/jpeg;base64,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) | SJM 383 x072 010203 O2 gods-bund
Gråbrændt, glittet gods med en bunddiameter på 10 cm. |
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) | SJM 383 x072 010203 O2 gods-bund
Rødbrændt gods, sortglittet på indersiden. Hovedsageligt et bugskår med overgangen til bunden af formentligt et kar, der er åbent som en skål. Allernederst er karret med lodret side, der så skråner konvekst udefter og opefter. |
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zT4+tUSWgwxmim9sUUyTm9xzS79uajZqTd3qGbIcXyuKRsYpGOKYzVIw/lTd3zYIOMdaFkznI/+vSMaQA1MzzS/U0lMkWk4YH8qKPbOaAIZIFdQCoOPUVy/i74W+FPH0ar4h8PafqzquxJbiBTKi+iyY3L+BFdcKFHNZuKZSZ5bN+zH8L5tJfTm8E6ULdzuLLGVlz7Sg7x17NV/R/gF4F8PkHTvDGl27jA3tarI/HT5mBPb1r0bFO27hxxS5F2HzPuc3B4F0mEqY9OtEIOcrAoOfyrds9GgtYwsaBFXoqjAFTRMWTPllW3EbTjnBxnj16/jVmNvMX07EVcYpbE3Y1bWMchasxqF6DAqJakWtBE60vf1FMz8o9aVTQImXmp1XjPeq8bcEVOrYWmhC06P71MbmhWpiLa9aKjRgwB7UUyTmOfWgH3qMsaA2Ac1mzUlLcVEzc0hkyvPFR7t1SO48NxRvFM43dKTGKBEm7NN3H1yO1N3baa2GxnpnNMCQMT1pd1MBpc0ASLzj1pcc1EMk8jGDx09KkVs1IEm4Y5pwO2ojhhj+dPDU7gSe4NTR4CmoVqVT2poB9PXrUQbmpFqgJFGVpyUg9qVM5oETJ9KmXtUCZ3damUj1qkSOJpopOp9BTqAJV4IAoqJZCDRUgZx8L6p/wA+v/kRP8aQ+GNW6fZf/Iif416DRXq/U6fdmfOzzs+FdW/59f8AyIn+NL/wiuq/8+uP+2if416HRS+p0+7DnZ55/wAIrqv/AD6/+RE/xo/4RXVcf8euf+2if416HRR9Tp93/XyDnZ51/wAInq3/AD6/+RE/xpP+ET1b/n1/8ip/jXo1FH1On3YudnnS+FdW/wCfT/yIn+NO/wCEV1X/AJ9f/Iif416HRT+p0+7Hzs8+HhbVOM2v/kRP8aX/AIRfVP8An2/8iL/jXoFFL6nT7sOdnADwvqn/AD7f+RE/xp3/AAjOp4/49v8AyIv+Nd7RR9Tp92HOzhl8N6kOtt/4+v8AjTj4d1H/AJ9//H1/xrt6Kf1On3Yc7OKHh7UO9v8A+Pr/AI09PD+oKeYP/H1/xrsqKPqdPuw52ckuh3y/8sP/AB9f8aUaHfc/uP8Ax9f8a6yij6nDuxczOXTRbwdYf/Hl/wAad/Y95/zx/wDHl/xrpqKf1SHdhzM5kaPeD/lj/wCPL/jQuj3n/PL/AMeH+NdNRR9Uh3YczObGj3f/ADy/8eH+NFdJRR9Uh3YczCiiiu0gKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z) | SJM 383 x072 010203 O2 gods-bund
Gråbrændt gods, sortglittet på ydersiden, afskallet på indersiden. Hovedsageligt et bugskår med overgangen til bunden af formentligt et kar, der er åbent som en skål. Allernederst er karret med lodret side, der så skråner konvekst udefter og opefter. |
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) | SJM 383 x072 010203 O2 gods-bund
Gråbrændt gods med glittet yderside, samme kar; bunddiameter på 7 cm. |
![](data:image/jpeg;base64,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) | SJM 383 x072 010203 O2 gods-bund
Gråbrændt gods med glittet inder- og yderside. |
![](data:image/jpeg;base64,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) | SJM 383 x074 010203 O2 gods-bund
Gråbrændt, groftmagret gods; et bundskår fra et ret stort kar. |
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| SJM 383 x073 010203 O2 gods-bund
Gråbrændt, glittet gods. Bundskårenes underside er meget slidt. De to skår passer sammen. |
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| SJM 383 x073 010203 O2 gods-bund
Gråbrændt, glittet gods.. |
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) | SJM 383 x073 010203 O2 gods-bund
Rødbrændt, groftmagret, kraftigt gods. Bunden er 2,5 cm tyk. Formentligt et forrådskar. Bunddiameteren er let oval; 13 cm. på den led og 14 cm. på den anden led. |
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hUPi7/oE/8AkzD/APF19KUUcqC582/8Kj8Xf9An/wAmYf8A4uj/AIVH4u/6BH/kzD/8XX0lRT5UFz5r/wCFReLv+gR/5Mw//F0f8Kj8Xf8AQI/8mYf/AIuvpSijlC580n4Q+L/+gR/5Mw//ABdNPwf8Yf8AQI/8mYf/AIuvpiijlC58yH4O+Mf+gR/5Mw//ABdRN8G/GXbR/wDyah/+Lr6gopcqHdny23wZ8aHpo3/k1D/8XUL/AAV8bHpov/k1B/8AF19VUUcqDmZ8nyfBHxw3TRP/ACbg/wDi6rSfAvx03TQ//JuD/wCLr65op8oczPj2T4C+PW6aFn/t8t//AI5RX2FRRyhzMKKKKokKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z) | SJM 675 x039 010203 O2 gods-bund
Fragment af bundskår med centralt hul på ca. 2 cm i diameter.
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) | SJM 675 x047 010203 O2 gods-bund
Fragmenteret bund, næsten hele bunden er repræsenteret.
Der ses en lav afsat fortykket fod, selve bunden er konkav, og foden fungerer som standflade.
Der kan erkendes minimum tre vandrette gennemboringer, som gemmenboret formentligt fra indersiden af bunden og ud igennem foden. Disse er lavet inden karet er blevet brændt.
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| SJM 383 x130-C 010203 O2 gods-bund
Bundskår med glitning. Forholdsvis lille bund i forhold til karrets diameter, da karsiden er meget udadskrånende. |
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) | SJM 383 x130-H 010203 O2 gods-bund
Bundskår med udadfaldende karside. Standfladen er slidt efter brug, men kun bevaret i kanten, resten er flaget af. |
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c0abMsKozL5obgqRjIye/vTY/NhwsKeb843bG6jI6+g96zlG6NIysz2L4C/tB6t4X1K08L67O93pczCK3upnbfbMQQqZJ5TOB7Z9OK+xrLxFMqncT/496ivy+uBcTzW0EAiTy/uHO3uOmPp+Ga+7PhBrV7r3w/0i61NCl6YzHIzqMybW2h/+BAA5969TB4ipFcjex4+YYeF/aRW57jp2vGZVyeRjj5veiuKtWMKKylQeM8L6mivbjjLaM8L2HY+mio2n/H6+9RygKp9fr9Pentjaee3+PtVa4YZxn/PHtXtRTueRJpI5fxrqBh02G1jOHuDySM4UHJ7/SuBjvLe4M8MN1FJJA4ilWOQMY3wrYIHQ7Spwf7w4wa2fHGrQ3V8iW03neXHsZU5w2WJxge2P8muSj2KzSJGkMkzbnkjADO2AM5xycAD14H4ebXk/aN3PcwlNRoxVtWazTJJnbIvP909Mf5/WkDlZGDjJI2nkYP/ANfisq4umht3CJ5zZA4YKOSOMn65xmraXBZZAQCoGDt6+/6VhdbM7LO10aEl0lnazSzMBtXc4GM//W6V8tfE7xBZ6hcapekQTSfvEtxOvyCRkHzHJGNqsME9NzcHmvaPi1qAtvCciCeRQyurlR1URknP0xnA56fSvmXxZcQ31m9qiCcSSfOdpUdACo3EA5x29+wyfCx9e8vZroerg6No+0fU4nXmWb5XuFu5HtlWUxyNtYYGUBwPbgcDGKqLCYVBKgoWaNSvTgdMZ7AjNPa6jumZyvlJghEUYAGOi46CqbKVaJW+6q4XBHAHCj24rwJO6PXirMjgmm2lg4becYYE456/Ue9VrdJGgmefMrJL8uTkbcA9eB605rpF2xqh2sxBcZAyeQRn1H+e9WZraWSwlig82NwhXcn3lGB82Wzzz1NQnZFWux9lF5sbxJ+5AGNu3nnr06nGKf8ANbxynaPMDBVwOB2H8881nxXj2eo2cQiZ47nKNNtPyMMYyRxzg/iRWhfMyK2WD72zuDEf4elVsg3KUpOeM4z83GQx9fyAqt5LXCszrs2j5VP+FJcXUcaGPzGZmbAUjk/T+eKkjDyop2EIdxUD2J6/lWjTSuTHV2M+8ZtzpJko2BuCgn0NRSP5jFXHLehP+e1S3TbZcbRg5wSOVpJoBG6MUJVh/Cc89+TW8WYyRAsarIvy44KKxHT8evXFLKxTy2YfMSOGPPpjFXo7uOW6HmQh4WbfIigKcei8HHft3FUZWNxICeHRQASMfT8f8a2TMbDRcKs3OSrNuHbjjge1OVtiFMKS5AOfT2/GmFtsQZx90/IevX2FTQxvNGXGTyflBAye4ofcF2NPwL4LHxB8daZpkhkEMzEzSRHawjRSWK9cdOPrX3dpOj22j2MFlZRGG1t1EcUalsKo2gdq+Zf2X/D1xdeNNW1WWNVtbOzMK8HIkkIOASfRGzj1r6ot4vmbjgEjr7j3r0MPFKFzx8ZJyqcvYlt4R5SZL5wP4j7+1FPt4x5a5Hb1+vvRXV1ODotD6RZiFPPb09j71k61dta2N3N5nl+XGxDYPBAGO9abP+7P3Tx/Q+1Ymv20d9pN9byYCyRspPp056V9dFOzsfMtxur7Hh1vcCRmIlbc4Ynd0BHf8fQGmtcSWimMhUfCjYT3PXn2/TH5ZlxMZrhbcCMtgJtVSNuDnH/1vpRcQxQtsClgqYA2khevP6V88pO92fZOKasjVjuvlJjRCMDhjxUEmoXnl5t9qSswMiylvu8gkAHjoMdc81lC6VMszPszkD06cf171HrDK+kTqEeeVwigZxnc4UYP1/QVLkx2RnfEySK6sIVuAzQyIymMgDJIHJOewB45znp6fNnirUf7Tu7gGP7NbrEQrylhgg8KMcZJX9c+mPdviZlILa2mdpJzbGV5XYOqle5wBk88YH1xxXzd4gYWMtm/m+XMwypBORvXG7J/iYFvwwOa+YxMuasz3KCtTRlySLZyLH0XYShwCdxxjH+P58VantFjh/eTBpA2zyxzuGAd2ffH+e1a43ZgIQPOrgZkbgZ4IPHIwD78GnzSgqoLLM+77/AHXPAz+PPNec1odt9RsTIkjjKk7GY/KMj057dvypizpdL5YhMWJNpDg4c9cg56f59akjxbjc/DvkNGTgYHfIPf/DmqryEyDLYkBzuUnjnH8qhDJ1hlj8tYljwo+WTbwv4H8akjHmSSEMYlB+XdyccjP5/SoI4eQRI5OMKqsQFI9MdqdcSR+Ybdxt3ggNnBOAOAeuep/OtN2IqzWlu7Ldyr5rKMJuAwvQ889QCOlV8RNjbzx9B6+nNXbjyp4VUgxwnnao5PGDyOlZXnrHyhIOQQMDr9frW+5lsRNHuUbmCckAgEZ96kYLFGchlkU8In3jj+nf8ACo55jMpQOq7xjj5cE8de39abp+y02RkmRFXIZySWAPfHvVpEt6iRs1tIjNH5jFsDIGB74NLI37yY4wW6njJ4HI/LtUtwyyiKRU2NGmN2fvY6UKxm2IquWYgbh2+taX0MraiLGqsR5bgZ+XgnI6jr2/n+NLIRDCqbsDGQvTmrP/HsqCNRnJOCcknP/wCs1HtG6NSc4Xp36HH607h5H1H+zPHu+GbyOnllruXDYHzgIo3dD3BH4V7LCq8/P1Y+nqP9muN+FvhmXwn4A0nTZF2zLCZJtoJG9wXbnI7tjp2ruolYk/e6+jeo969uC5YJHzNR81STRBbr+7UBuNv+z7/7NFWIFdYUxnp6N6H3oq+pj0R9BNIwjPynp7+h96ydU8y5tbqJFO90ZRnOMngd60Wb5W4HT1HpWddNtlIwAM+q+or7SEbux8rUlazR857TcSSJs8jbuJxHl2boQT9e/Xmq7OY8nfulUbWLMSenI49x/nJra+J0aaB4gFxG4jjnjWfAycHkHp7/AM/xrztdZ+0TjMTJLJ90LjHqf6181VpulOUH0PsaFVVoRmup0MzL5nyNuZlwf3mNoPftjjv1o+0yfIUZsSTLvUluFzzxzz1rJ+2fZ5Cm9kXA3D7wK5+vJ/Kpo7xGjjmkkyVZTtJ5Bx0/z3rmZ0nM/EzUtjxRy3a2hk8yM7FebaUUnaSMAE+46fnXg2qNZ3UfnnbN+8EkRfcS5Urhs45J57YxjrXtnjgWVxf6hKmLwXEG+RpdzCMrJ5YCgDA6N1rx/VPKWFbY38c1yrCL5QqRqoJwMAAglUzkjJOc96+Zr+7Vlc92jrTVjnpJA1uGZn3MFw3Yjj2HH+PpUZ8yO0+cKWJ3blI4BxjoPQ469qW5tWWRpHdlfGGjbGcE9/TGMfhUE2828ixwyeaYzh2+7uyO3+e9cbOlCRzNDubYfKJyOckngY57f402NmQltikNyGY54P8An9ajZ/lzIrRvnbtkQoR6jB5HTvTRcieYooKqgXluO/TpTsBoQrIzs0ZUIckcdzycfWmtHJcQ24wvmiQNu5BHHzcewNQ/2gB/y0zIVwBg7Rg/5/SmXE5WFRuUgchlxkevf3HtxTUWhcyC9XMHz7iu3A2/xHHb05NZ8VukMa5YfVjnOecVYkZ1IKgMADuwSfQZP41BG0chTK8Ab9uc+vc9OhrW1kRe7GzQpGsfyGLcR8yZwODyD6VFDZsuAqsA4wBnHTPPPAFaKxi6WKNQSSWwAeWAGSfw5qO6mmYAgMsfVffIGPbPSri2Q0ZRlCvIu3cVYoDnv0P86tWzRneFPphm/lUVysSyMg+WNSfnxTklSFUK4yA3B798/WtH5ELzNMwGRNpwFXhmwcDnPOBz1H51N4f01dX1/TLOcs4urqKEhWx8rOBjPryKptN9ncoJMg4ZeO4POeeOMU/R9Sm0jXtNuxbi4mt7uKeSAMRvAYMQMDrgcVK6A9mffMEIS3VEVAgTAGV4AWtBd2SAEHzf7PqKo2Mkk1ujjIBTPVv7v0rUCuZMc9fVv7w9q9+90j5S2r1Iod/2dfucL32+hoqWFX8hc7h8o7n0PtRV63M7Ky1PdWkOw/e6ejelULxm8wn5jz6N/eqZ5BtPzD7vt/dqneMu8HcvXnp/er7enHU+VqN8p8//AB8mmk1zTUUgRJaB/myM/MfX6CvMP3e2MSAIEJKc5LY9s8Dkfn1BPHq37QFsYZdDvxJshCyQyMFBIOEIxweT83p0rxuXU4pLGF43+0QEFiV6DAzjPcnj65NfP473a8l3PpsufNh4PsajyNHdOXaQhwNuSD2/HH51E14UaYwZTdlSfr2HTpk/564cmrJPtYSLHuDAZOM45IH+I/pUcl6Wl8syFygDFWb36DnpXlS909lamF4nklsbGZDfXUpZG/5bBQQMkK5OA3Iz2rhtQ1IyadC8VrCkk7+UrRfdVQwUPuI7DJ4755646/xFC+qWjW0MML3cm4KzoMSHnAPt746euAK5Sbw6kenTW9uZfKQ7kWR1copOVGQFycDkgd/avDxcE6nOz2MPL3OVGbawyahJIrKzRW4Cq2za0hyc455Oc/l61mrcNLM0sadwrNgfJ0+Unt9Kmhs/LsrqCQy3USu+zfJkrwcAux6DgDvxjiqJuEgkHmrC0e/CLFGfuq2Rj1b0Ix16156jdXOluzsJqE1t9pWKdgsnPDdz6En3qACGFQqIuXGCy5x17/hSXFw0RZXIORtO35cn0H/1/SrEbAWjt5TMAx6d8HkDjsCOfp+LtbQV+pWhVvtGJfnwCV4GTVmaJZJHMSbIM5CS4baAMjn1zjt37cVElyDIzOmyRHxt247/AP16liZ3DNnH8PPcY+nvVogjtkdozHLKLmQMd7gAHJ4AyPQY6daZYWX2W2/eKHLSMVDdUUjkD3OOue9XJ1hgj8tVZT0Z88dBzjPrx+PtVe8he6tWTzQzbd0Z3DAxgZI9fyqubqOxbEaack0kO4ySKAWVtpCjpjPuTVeZZppo0j+4gGWYZ3YI6+uf1zUkwEVvEPmfCjO/k4Hc+1QTyFY96PkrgfLyevoP89KOuhL21K9xGsMjoNpKZUDBOc/hzWYqtIpCN/tBscg46/p+larQrEpY7i7Lu3dMms+OHEjYbYCpxwST7fWtkZ6lm2hEmH+8Y2+TOc/dIOT9D/nFWY2b+0I5VZdzNvXDdBnFRWePLjlmQlW6Yzg9fzqTT7f7NtjEzyFeTMUA4xwMZ7VlItH2x8JfFw8ZeC7S/by2uQGhufLUKqyKMEAFvTB/Gu/jK+YPk79Pl/vf71fLH7N3jCXw/q0/h+9LXEeqP5tvJCwKxsFYncP9obenQgCvqeFlLdO/p/tfSvdoT9pTTR8xiKfs6rTGw4MSfJ/COMj+6f8AaoqWHb5SnvtHp/dPtRXXys4eZWR7KzHZ1bp6n0+lQ3K7s/Mevqf7x9qayoyfdU8Z6D0HvQ6oG+6vX+p96+zVkfOu7urHFeONBj8SeE9QsGRZ5JLdjEkjEASBMoc44+YCvjDVLuaOJrd08hkHLE5+YdifXp/jX3dcRJGq/KBlf/ZR718jftJeA5/B+r/2tY2sa6Hfzg7gOIJsn5SewJ5HPr6VxZlQdSMa0Om525TiFTlKjPrseaW+pRXC+abllkRSFZAAwJxx7cVK91IbWSZJBLLuPAIyAQcgj15P5e1Y+m3FpPG3mTIksZ27XYAS5OMA9DjJ69efSmXjMbO5gS6aJtjRBo4+QSCNy8dsdq+XnvY+si76k1ss1kqNcXiSTeWgkeNdhdupOM8DgY+tVr68tGN3MIPtEjLsiiU4BiPfH17AjPzZ68kMllfaSsdtO146qoMk3yyEDI+dSeCeePaoILgRvMHkyojPlojHcWwVGMAjABbg8HPUV52Mp+0hdLVHbhavJLlb0ZzepQy6Pp9xcQ2W7e7BLUMfNfABLHJwARt71mxqY2JeFYAX+TJ3MuBja2Ohz/KunvpCtnFBFOzR3SgyvtHy7TgBserAHPYVzk1rNDcyMLnZnhipBOQT1PToew714cdj15dzPvIwZFZEO0Y+QnPOOSPQfXP1NIMtGqSuUjJO443ADHoOvSn3SeY3d2LEOWJx26ep7/lVNd8sw8y3U7BuGTjPORwD7f5NaNNrQzja+pdXyXtxF5gfqZAucow4wfpjtVhVM9u3lKWK8lckfN2BqBfMkjCoq4IAj2jDZ7DGD6fma1vDapC91I6nzGlyB1JAAAJ9vl6+9EtFcFq7EIsXh3GdfnLEEjt09gPX3qvcRso3BfLLDnb1A7CuwaFLixkLwNkg/MiknIA46deRWZcaeY18gbInTO4SEZwOoz+P4/pURnfcvltsczFqR4jBcMQeW/D07dagkvAqlcsiblLNu6tg9QfTJqe6ULdM/wApMO5tvVc5xzzVGONpmGVWPaR8rc544JHtj3710JGDZYuLp7O4PmqcqQpV8r6HJ444/pSwvGGDLuDFgo3ED5eBx79ar2+nR20cCmRiBwS+AQoB4U9OcdfQVq2Ecgt9zL5ZzhC+MdR0HfFW7JAk7kNup2iOdQijgFW/Mn2GOlWbcQySTmCVXRXILKCRnHXn8/ypLSMyX5ihUyuxxyvPJ9PWvcfhf8B9Q1a6ttS8TQJaaYu3Fm42TTgDaqsM5RRgehOOnOadOlOtK0UY1q0KEbzZt/AT4TSW/wBk8UakGVVjc2MO0kvuH+tb0BB4APQ5r6LhkAbG1+v91v731qra28MFqkcaRxxxpsRF2gKAoAAFXEKmTquM+q/3q+jhSjTioo+VqVnVm5MI2PkqMNjaONrf3TRSw7fJX5l+6P7v900Vty6nPzaI9TZlEZ+n9B7UMVznjr/U+1VmYeWeG6ep9B70pk6cSHn/AGvU+9fVXR4lnchnVJLdeFyF9vQe1ZV7Z2uoQS2t3bw3EEuUkilVWV1LHIII6VsRx+ZArN5gG3p83oPeq91a7vmUNu3c8t6n3rrpzWzOOpTluj4r+NnwJn+H0lzrWiL9o8N8FomYs9oeDz/eUkj5u3OfU+RW8yTQwkSxzShtzRxKH53dcg9+uOMfSv0Yurf7VDLFIjOjAhlO4gjYO2a+Wfjt+zmfOm1bw6klowfzns4FIV+f4P7p46dD7V4+Oy296lD7v8v8j2cBmlrUq/3/AOf+Z4VYTDRtJislvZp0UvI7TMqjLMSQMYwMt065Y+tUrq88lnllkHlls/IFYAk7VDcEAZHT2FZ1xqL28kiTFldSSY2XYYiDg87dw68n/wCtWLNqEZBcZdmUEBeVJ4IyPY44r5az2Z9Q7bo6GPxM7XcFtFAIvKLB9m1EDEHczZYDOScZH4jii4tke1QIWguZA7Fdoz7ex9voOK4uTVPmVhuZkwnmFsEge351t2viz7RMjyPHERhQGTcpyGGdvTPPXrXmYnCfbpo9HD4q/u1GXri3aCDMjkMqqTiRQcMv93qfcjPUe1ULeP8Aeff3Ieitn16/n/KtKZihZYiquw65Bwp6DcOB1/x5rNhvN0bpuD5bbJgd+P6dP848+Ka3O926EZZ5FMQxG7cKxBxntx/9eugmshHEDbxkOzBQykFx0JIzwMn+Z/HEby2YpFE6J8qh1YsQRgkggDH49j3rWt7q5sNOMkjxyooLM2MMq+p68gf/AKqmp5FQXc3LeaVYW8h90W3HykHOMZPbHPT+tV7q4Ri8AkJmKF/lUkjIAOOwJ46+hqAagqrEVKqZAG3eq9PTvis6TVLOJmRTm428KsZBdTnj3HGRx1rBRd9jW6sUbi18uUjc2Wz8qjbnkYPXnv29KrTr9iCOWU5VnPqOx7f54qS+1ZJ45FWEf3P3hGOSBx6+mfeqsO6SZAkEhCA7psfuxwMKvA5xk/l7Z603bU52tdCpDrn9pvFKI5jGqAx+cSCE5GRnBxz2HercN1PcXsnkWqmVhgFvmUAkHAAJx3Hbg1atLG4vVKwWs1w0Zj3PHB52cMOPbjH6da95/Z7+Ctxaal/b+taeYbRkJht7sAtKxHD7CeAAO45yPSuinTdRpJHPVrRoxbbN74X/ALNj6etrq3iS7MtyDHMljbIUCHg7XYjJxkcDHTrX0G24qP8AeH97+8artHG0ZACf98r6r71YaGPaDtTqOy+p9696nCFJWifLVKs6zvMsLu8vqfun+9/dFSbirn5iOfU/3vpVZo08von3T2H90e9P8lPMwEXr6D+99abkQk7kkDBo1O9vuDuf7p9qKS1hRYV+UZ2joP8AZPvRVrch3sj0PcNnUHt/D7e1AYHkEdfVff2qDdKQfm7+je3vSo0u0c/o3vX1V9DxEncsRt/o6/7v+z6Cl3AnOQRn/Z9TUMTS+SPmPT/a9qf+8PO49ff1anzC5SpcQBtzKRn0+X+6tZmoWqXQaOXaQSByF/vGtvy32udzfr6L7VBcWpkk5dg2R6+p9q7Kde2kjhqUL6o+ZPjR+z/pvihJriBRa3bLu8+FVBJAGNwBG4fWvkDx18P9Z8B3ii5RpoH3D7REMqpzjn0NfqBqOmsy4be42H+Q9q8v8cfDuLUmkbGVbgqwBByT1G2sMTgaWKXNHSRphsdWwj5XrHs/0PziaFmBjZwT25znpxS/YHwm0r8p57ivffiB8CI45JbjS5Psd0RkROSISduTwF4714/fadeeH7o219D5Nyo+bIO0HOBg9xx1r5HEYethH7607n12GxVHGR9x69upiW9xNbyNG+11I2jcORxyAffmpliNozS2d4GtY8ttkbaSx/hC4OCQAOvf6U66njjwHBz1Dou7vwM81f0fwRrXidB/Zul3EwP8W3aPbk/5zXF7GNZ3jueiq8qK97YvG6i8nMu9rjPC5CjOwkYP4nj+VXNMS51RYooYJbl2ydsce5mHI4AHI967PwB8BPEF60d5rUkdnbLtYWpUPKwGTyQ21cgdwTz0r2TQ/AdnosIisrVYQPl+UJn7wOCcepNVQyWdR/vZKMfx+4wxGe06StRg5S/D7/8AI8O0P4Sa3qNi1wZV05PMKQ2c8bY2evIJGSDwR27Cq/8AwpfxXDcW5tlsyEbYzpM5wnB3copJ59ewr6dsPCMjgfwjJOW2kdWrdsfCMcanzHz7AJ/dWvYll+XwjbW/e54kc0zKUubS3a39M+bvD/7N9zIuNRvzv2BF+zoxYckZyw9vTt7mvSfCfwI0mxZVktpLoMuCZ9xAGM4wBivarfRYoWAUKOg6L/eNW4tPCsMH+E/3f7v1rm9nhafwU189fzN5YjF1f4lR/LT8ivpOiW+j2sNraRCCGMbVjjyqqNw4AxVswnaoy+fZm/ut7VOtmvmctnn1H94e9O8lBt9f/sW96z31uGq6DFtyoOWY8/3j6r7VOyDy85J57k+p9qVol24G7r6n1X3oaMLGeH6+p9/epshu4MF2/ge/+yPaptqeZ2PPt/e+lRNH8ucSfd9W/uj3qcKd44k6+rf3vrRZWHrcbGE8leF+6PT+79KKfboxjX733R3b+79aK0Rm9kdjGvX506/3V9R705T+7ADL930HofeqyyOZDnPX+8fUf7NEMj7B3+X+8fQ/7NfR30PK0uWom/dj5lP4D/Z96ere69+w/wBr3qrG7YA4+96n1H+zT1c7Twp/H/e/2aLsS5dCYH7+WVueOPZf9qnNjdn5eD6e7e9QKx+fO0DPr7L/ALNSrjqwU+2R6t/s0ai90Rgvy5AxsPb2H+1VW+0+K4wNuOeyn1P+1VqRlYj5U+6e49F9qRlKyjIQjcMBcZHJ9qtVJRtYzcISvdHnHi74f/bYgyJnj+6c/d+teO+MPhIurq1rqNl58O7hirArlsZBzkV9USwb0XOwj6r/AHfpWVqmhi5Y/LGRkdl/vVVSrKUbNJmMKMYz5o3Vj5P8O/s+6PpLPKtq9yduR9pBKj5SegwD+Oeleq6X4V+yycL3wOGx94e9dfqGgyW6OQEA2noF/umq6wssnJjBz/dX+8PevClL2fuwSS8j143qPmm235mbHo7/AGdVVvL4B43eh4qSDR3A/H/a9R7Vcj3cDKY2/wB1f7p96liXC9V6n+Eeo/2qwcn3NoxXYgjsXCj52HOeM/7XtUyWzKrfM3X1P91fanKvy87CPp/vf7VOVSFf7v8A3z7L/tVnfUrotCTyysg3Ow5Hf/aPtSLjeMt/Cf8A0Ee1P+bf75H8J9T/ALVMKvuXAOdp/gPoP9qp0HrYl48zO7+X94e1M4+XJ/l/dPtUgMvmL9f7rf3vrTf3uV5/8db+6feloVqOZQVIzg7v9n1X2pjqRGfmH5r7+1SMs2T838Xo3qPegrJ5JO79G/2qaB6Cbf3ZIwflP930FS7ct94Dn0X+9TGWURn5mxt9/Qe1SrG7MP3jjJ9+PmPtQPqSWcQaMEkfdHZf7v1oqazjKxqPMbO0f+g/SiuqKOeUjpY9F1BWz9guuv8Azxb1HvT49Kv1QD+z7r7o/wCWLeh96KK9PnZj7NXHx6Zfr/y4XQ+Y/wDLFvUe9Kun6gqn/Qbv/vy/ofeiinzMXItB0dhf/P8A6DdDnvC/+z70v2HUR1sbo/8AbJ/9qiinzE8qEOn6juGLK5+6f+WT/wCzUn9n6huB+xz/AHs/6t/U+1FFFyVHUU6fqO1f9EuP++H9B7VI2nXzMM2tx97+4/8Ae+lFFFw5SpeaDeTRsPslxkqf4H/u/wC7WTe+D72RiVs7nOeoR/73+7RRWU4qS1LjdPRmLJ4P1eNfl068b5R/yyf+6f8AZpkfhnWVBB0m8+8f+WD/AN4f7FFFcMqUTpjJh/wjWsqh/wCJReHr/wAu7+/+xTo/DOs/PnSLwc/8+7ei/wCzRRWfIjTsP/4RnWfMz/ZF31H/ACwPqf8AZpv/AAjOs7l/4lF5jaR/x7n0H+zRRS5EO11uSN4b1nzQRpN3j/r3P976U3/hGdZJGdKu/wDwGb+6faiip5UU4kp8MavuP/Esu8bv+fVvUUN4Z1fyj/xK7vOP+fVveiimooHFCt4Z1fbxpl30/wCfZvQVZh8OaorAnTboc/8APu/qfeiiqjFCaLNtoOpLGudPulO0dbd/7tFFFdMYnMz/2Q==) | SJM 383 x130-Q 010203 O2 gods-bund
Bundskår med en diameter på 8 cm. |
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) | SJM 383 x130-Q 010203 O2 gods-bund
Bundskår med en diameter på 7 cm. |
![](data:image/jpeg;base64,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) | SJM 383 x130-X 010203 O2 gods-bund
Bundskår fra åbent fad. |
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) | SJM 383 x130-V 010203 O2 gods-bund
Fra kar med let udfaldende rand med afsat skulder 4 cm. nede på karsiden. Sammenhørende med flere bugskår samt et bundskår under samme x-nr. |
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) | SJM 383 x130-Z 010203 O2 gods-bund
Bundskår med 7,2 cm. i bunddiameter. Passer sammen med bugskår og kan muligvis samles med flere. |
![](data:image/jpeg;base64,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) | SJM 383 x130-Y 010203 O2 gods-bund
Bundskår med udadskrånende karside, måler ca. 8 cm. i bunddiameter. |
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) | SJM 383 x130-Y 010203 O2 gods-bund
Lerkar med udadfaldende karside, bunddiameter på ca. 11 cm. |
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4jf94ygBjncx7Z46mueU29Wd8KKjohI4o2XdNHPEzHYrQvtkXOc9eAMfkM05bOzeEWosopIy5k3zIsjFj3yR6/5zTYoi0gVnwcHdxnC5+6Oe/r/AIc07nUHVpDBBIzBhsD/AF4Iz15/CovZW6GvLzMq+IsiKFLe2Z4YZ8NH5oQBMHcV7DnBxxnIqtZ6jatG6QF4dp3S+d8p5GcgHkA54xxTrqxla2LtL5czOuOGHQ/r7+3HTNQrp9nazya5MyRsIdjtBt/egH5WcgfMAM4z0DHpR8RtpFF9btLiZUSIvFjHUde3bpjHtTrPWJVmvIGtvIEb4Ei7sMD/ALRGM9fpn3p8dh5zSOreSTjcpGcH3IIx2xVZb2JY2gmWNplbALAoHbuc5OByfXpVpGbsyS6unhlWGBoxIy7yGICryBgnqO/bscdKyY49ct4b6KL+y5IJPmtpFV1cSMWLNIufmA4wFIJ6fL1GjH5FrczSsoyyoNq9lUMwK++SfypIfEGm3Nsjuk9vGy4OY/mDcjGCR349faqSuxN2Wxy0mo67fx+UllY27ISkktxKXV2B/hQAEg/7RGP9rqca1+G+kyss2pRNqVwvKw3JzbQsf7kRyB6Atkj15rfVo45tsMavKYj8zD5Bzjbn8f8AOKu2rQ+W7S/uR0Oc4z0xn+tSm0aOxZ8JWFrL4kgS+dLeGQPG0hAAIYYw2ex4/IV6bougyeBb4JpwNxabdxMki+YWO4bRyMqBtwD69+K8cu7EeXKlrM8bSEkyly2w/Q54/nXpnhm78VeItL8O3NrdWtnpotmtr+GZGa4LqNhZG6ZBUnJ9eRX1+SVIyUqbV2tV3s7XPj87pyi41FKyej7XW3zPVtF1dtSjJcKrqMkKQcZ5wR1DAYyDRVLQNHttJIaAN5jcyPkgyNwCzDoWOBz7UV9VytaM+ajJPVHT1w3iaNdOvrudpFgtVX7RJJI+EAx8xJI4HyknFdzXHePfCuna1NYX99YR3hs23o8nPlMDlWxnnn9cHtXj5pTdTDNrpqepgpqNW0upg29uLMSxRSGOJjuy53Mzduevb+VNXT3+0FzuQYyWDZ/MZH8vSrbfMpIjydvB9M47UxYZJI1E6b0252s2eK+E5U3qfRcz3uENrb+aZPMHmKD8jMQFHc+majaGWFMpIW3D5TjOR9e/1q4IVCtMD5aBSFO/jn/ZPB9c/h0zVFvtCvujINuwAeRjl5D6BeAoxzn6VpypGcZNvcitftV0JPNt5IU42+djeRjqcfKPoCen4VLGsVkoYKHIYH7nT6YH+c0vny3WXA2xDKjHV8d8g+uapTzq7Y3cKcHac8+h4rNtR1N4xctCjrniC0s5oLeWdoXucqojyzcKSx49sD8R3rJ1CeK18uMR3F0vmpEFjXBAyFHJI4Bz+vcVNqmlxX2qQ3YKRmJNqotuG+cHcp3HoAR7ZOOeK0rVLiRCtxKCobKhV2hfb37Vnq9zujywirFXyn8w/uWUMpy3r6D24qHy5BbgRxLxkk9WIwcAHPXPeq8l5NJrV1aS3sTMEWVYUI3qh45Xr1zgn8q0I4WnblCWxgvwM9cf5xUN3NNldlGOzaTCziRjIMAbRlfXn0/wpJrNILZyryO27cw3AgDPBGOvQ988VpESwSDagjK8KWJPpjnFVprqVldwVWVQSdgLAkZz6d/XFA+ZtmRqF9JbKlur4ToqglXxx159h+dTwq9rCEf5kcYwp49+R0/Oq+n6BLFcSyy3U900zBgr44G0ZPHPPvx0H1uXhWzIgETRGQEeZIOM+gx268k9emc1UduZmkmvhRm6heTXkiR26yLGvLHdyx9OvI68VSj0vy4980jvI/zZcbu+fy+nGK1WWGEyTIsksjsODnBPAwPQcVkyeeyymJZTJ5hdlOMr7LjjH69c81k7s2jZaJGZ/pa30pieBbeOJTF5IkErk5Hzfw4zz68e9SKtyqlXaQxq/mELIS0mOQpH1JGM4+arU1pcy7ZIyY2Jy6sMgDI5PQ9BwaSaO4jgRCwZ8fM6p15xj86pNjdiiiS/aim2OWLyl2TY+bPOQQOM4A5GB14FPkt2CHBVwVKujDOV7j/9dSou5ws8JVVOSoAOccqenXgUkmoLcbmVgrgnKbt2O+Ofrn6U/QjyZSuLxLKGWZyAIxlm6DOO/p2rR+Fvje60vxKlk/77S71vLfLHEUvI3AEdDwPxz2rn9dmWPS76aaEtFt3uI2OTgjP04x9aj/Z/0n/hK/G13fCCRNO08jzAQWieVVwu1s9c/N+Fe1laq+3i6e9zxc1dL2ElUWlvx6H1TakQyBc5GT1IPeimDhl+8PxPr9aK/R5M/Oqd9TqKjnhWeJo3+6wwcU+kbtzXM0mrM9C9tThdSsX0yQw79zZyJMbQRn8axrq/uYbyHYqSJ/y1ds4AAPTj35zjtXY+KrTzIRKC2YzkhR1HcVxUywyCGRIs7GwkjNnrxjPUjn6ZFfA5hh/q1ZqOieqPqMHUVaCctX1LK3Y8xpNrAj7qngj6+1NaZ5GG5gM+gJweuT+A/UetZX9qQfbPKjdEkCcgH5gc9j7YPQ9anYOqo7yMQcnaMDPXjnr+Hp6V5d3Y9D2aRYa6eY7F5I44PT07VV3GGabOG3n5lAI7eoI5+npSXDNEu8ruxzsQ8+3FQTXnlrhtxKjnaM9Oam+l2aRj2LLLbtEoi3QHGNjnJ9iOnf1/OqkMrssvmRSQ7WwOPlboc7hn15/Gsu61K6jdJPswtY5XCRFpAfMbBJ2gZYjHt/Kku9VulZY0nzOQWV2OE28A4xjnBqXJG8ab2Rqx2auN8u8hSzBPlHJBHHOKna+YsEj2jI4jBGc+veuH1bx9p+j3kMV3qoF0xGLW3XzTIxBwM7envkdu2Kwta8Rtb6lA8Ah0t7kMsl5eRgbvlYqrENuTBx1zyACBk5z9otkbxw8pfEejyMl3MILhTNIVyWyCvX1Cgfh+dV90YjJt9rRQ8M2QsQPuSeo9BXjl98YtU0zzIdEittXtrOEtNqE7PK07BlBIQH92M7uuT057Vj3HjK41+3F1IEkWNpZ0tGjVZ5GyCRG2GBxggMOuc44xUSqKzZvHDyuk3Y93h8S21rMLecwwX0uZI7eZlRim4jftzk5xkHjg9Kq3niQSzMqQR/u1+Zt+CSfbHH1r5j0LUdLk8SR3upaI7aXPFGInWYOsM2c+WQykJkuTv3gYX3xXVXPxa8LeH5X1G1jZR5TL5skwKOm5fXGWBAHXjP0qoynNWS0Lnh4Unq9f68z2UXMbec0xQtt3HcpYKvHfp/8Aq7U+Py1L7kZVPIOflY9eo78fhXkmjfF6wuo7aSN4DBMpzIJfk+6CVGO43DPGQT9RVPWfj1p+g2wlvLn+zrYNsczoTsf7pXdgq20ntj7uec0cr6oVr7M9W1CCe7ZpIprmBZYzCvl7SijP3+Ruz1wc4xTYrOK3srWCJpcxKozEV+ZgMZJPX/6wrz6P4rad5kEi6nBd6XcttWOWJkeKXJDRg52k5wRjBIOOcV2Fn4isJLc73+dhkh9ozk9O3GDjpVfCZs0ZI5GY8ZCjhlPXP4VnRNa2i3rTXQVYxlzICBzj5vqBnPt6Cq154otjIsK3cSrcFhEBIOWwT8uD6Z6Vm3XiyLR7mKF41bzGAUsdxDH29/XOOa0ir7EPTc0NS8N33iiEaHpbxwXd6yIsrklVUuCWP0GT+Hevd/B/g+w8C6Hb6TpyBIYV+ZtoBkYjljx1P/1q8X8B6he6p4+0hNNkZyJtz/uSVijCgszN6EEr6ZKgHNfQ9xGZM/NgkdV+h96+7yCio0ZVGtWz4TiCrJ1Y009A/i6559vX6UVCkf2dUiUjaOB1Pc9eaK+laPmoNq52NNbPH+e1OpGzxXMemzO1RRJCy8f5/GvmL48eFA0MtxCBFN94SRDDZBUjnd6mvqO83GMjHf1PrXmXxE0c6hp8q7NzbeOT7e1cdeKa95XR1YeTT0djgPhj8RLTxF4Vtr++skGq20v2SaRUG6SbbwEz3I5wDxnsOa6y9vCzYmYYkwoRuuD+I56181yeI9T+GzajaMJvss7maJoVBdJSCM/MMdP/AEEe9bWj/tWeE3gspRpGpi/aRUlVo1aRGcHaAVyXBwQB3JHcjH59i6bo1nC1o9D7XCx9tSVSOr6nuGn6e2n2ccFm1utpCoigQjCqgXAC46gACsq71y10FhEEN3PnPynzMZbGdx44HOBz/KvGfHHx81H/AEiGwjigYxAj5wMFhlXByVwSSMEZHGTk7a8l17xZqetX9x9puZpY3dP3Mzs5DFA/3mVc4JxkDqOtcUlL7J6NOj/z8Z9DeMPjVbaXMQ7zL8xhaVYXPlkEgjAK7scggMPuHHY15Dqnxg1gzXBXUftUbyt5B8kxqEIG0Ebiw+6cjIPJwSK86h1B7i3JhffBJjIBB5znkg8nJxz07YzUEnmclEK7hkRkgH6frT9nzbm8bQWiOw1D4p6vrdtFbamInNrIbiznt8q8TkEH5s4IwTwQTz788m2pXE0LsWJfI2mUkgbc/wCPHbnp2qpJGsaxujZkO7epHHXgdfSobm4SQtEryLPH8xG3ACkfLyRznmtVStsL2nTY0W1KfyBKWMNv825xwNxBOeehAx0x045pw1m5k1BXaFYLvPlRTR4JXIHcHpnse/ToMY9nujUs8XnKwyfM4xx1P61LJNNJbztE6GVHyCznAG4dcc5HX3wa09nDsZuc77lbUvEE+sWcFlD5zX1ncs0zqrL5mwEglSOuGfOPY4rZvI4J7yMWMsS20ltGHt5CSHY5QnBBUHGOfYjNc2LWSTUln1F1F4i5RlYAtHgFjnqSOef9rPAqS61OPSrOVVmIguVCmMnIclhhcr0HQ8+hrojT5rRRhKo43lf7zo9L1OysdQkh8i1t23KI5LcgKAMIQwyMMSFPQjjgUX+s2lw1sh+zTwSXckU0LKPKlyeG5JCkc9vQHIFYM11DLZxupVb1TF5jwFt6Jn5W6gEgYbBHfH0uXHnLqU1jdJbTQTLI0d0Q45KfKTgkKcgLxgepNVyK+pmpdi/L9h8uLRZ/Km0K5L3Eau7oIj1xnI5ztb3ycHFben+JpdNnnvIr97qOSFFwrFzFJuVQpIGRwOeWU9x68fNqkmi3Zi1HTRqdpNJiJYQwKPu5DYAPOV6Z6DBq1oepPDHDbj7PJbyK3mEpuLgEbW5wVPUHr1JFT7NSSaY5TcdJI7CHx9czyMJA8tutyrqlwg8yD93ggjHI+Vjkc/NS6x4gn1axmnMsiJbFXCQRZdSMndwMYwVXkj7pzkGqUGhzeMJbkQ6PPqE8km+CS0gZ5Y1AAUjYc9RnGAee/Fe9fA39n7W73ULS88S2ctlpFnL54hvUCXF0ecRsAwOwEDO8c9MdTXRRwtStJRpx+fQ5K+KpYeLnUlt06+h6v+zP4N1XRfBsOp6y0v2m9iRoYbhBHKsRO/LqBgEk4A7Kq55zXq7blkx7ep9D7VYDfMQBjn29vesTxLp91q+jajZWd62mz3Ns8Md3GoZ4GZSA4+YcjOR7iv0OhQjhqapw2R+aYjESxVV1am7L7SCRgyHcNxHfqCQe3qKKx/Dnh228J6Xa6baSXU8UPHmXlwZpGPclmJ64zgYHXiittbK5gnq7Ho9I3alpGI4rmPVZSuriLzhCXUSkbtmRuxnrXO69Zie3kBA5Ht7e1dVJg/596zb6ASRNn09fp71lOHMtSozUXoz5R+M/g1JLGaURr90joOvze1fH/i3TZI7h7eYyqASiSI2Hj+Y/d47ZyPcV+lvjPw7HqFnLG+CCD/7N718ifFj4WyxTvJCm8byev+0P9qvGrUlJWkj2aFaVNqUJWPn9tWXSbFYHnV4vLET3zM3mc4G4rg5IAB5xmrWm3S3uoGCHU1lkiHmqmxgGiVWyjZOC2SrDGeR703UPDtzbzSpJEwx1Hb7q47+1ZN1ZmE5YjdGdy7iOD83Tn2ryZYJW909iGYu/vnpEkP2qGOVXG5gDv2EAk4zgA888H6VV1Gza2jQxRIC5+bc+ODn074A/OuH0/WdQsQgW8kkOc87SPQ9c9c/pXQf8J1Z3FiftKMrqu8hQPmbj5QSf5+hrz54WrHWx6EMZRlpzCurQ3IAQYbgMVIz+P4mq8bGYFGikgDcjO0kt0wcZGP6VVfxPDeN8luEBJ3FpunXoAD/OtCGxuNShRLeKSRTknaD/AE+tP2FXblY/rVFq/MipnZcNht6/wcn09PTp+XvTPLbzPMkXES/eZiO/4f7vPvV6bwfrUk8UqWkkkhXcGXH65Pv+tXbfwP4nmmythIIySCNy56n3HpXSsFXl9k5HmOHjpzHOWbCwTyUfzY3fcImGT3G3PYjpwe+akl0+OeNZJdoVc7Y2U7VPqD65z7iusj+D/iO+Yj7LNGG+UlZgp529wc9/0rZh+C3iaZFjNuNoGT5koJbuc889K3jgMT2OeWZ4XueftMZPMMiCCXACGNiFABx905xx6U/a80M0BZnj2pHDL5znycEsfl5ByxBxkc56c17P4d/Zv1O+dft0nkQ7wCsUiEgEnPUY969E0P8AZR8LQ3SXF9d3l+iEZgaZFQ9ODtGcc9jW8MsxEmtLHNPN8NFPW5836Dput+JJbW10qxuNSlQK7RxhpG3hT8zDnaP94jgd+K+kfg9+y7aQKNR8W6fDNcysHTTwWZIhv3YfqGOR0yR65zXsfhnwrpXhu1kttL0+1023ODiBVUMcEZOB1+tdtZrHGwGV6+3r9K9rC5VTpNTqatfceFis4qVk4UvdT+8k8PaLaaHp8UFlaRWcIUfu7ePYo4HYAVsJITkAk4z2PvVSGZFhjGVPAHbjge1TJ5bcnGeeePf2r3rW2Pnea7u2TbjluoOff2qBsnk7hx7+lP8AkDHnv6/T2pi4C43bjjqwHp9KVgurbkFwp+0IfmCjnIJA6n3oqWbG5cY6/wCPtRU2KjLzOvprU6k25rlPVGsv8/61FLHuQj2qfaKQxhuMUyWmZF/YiZGGM/5PtXB694Sjv43EkPVsY/4EOeleotAjdR+gqrJo9vLywP6f4VjOmpG0KkonzB4g+ENtcXJby3C85QDhvlXrx2+tc83wL0+aRhLab+TgsDn+P2r6xm8G2E2dxk59Nvpj+7VdfAOmrzumP/fHv/s+9VGnHqZSlUveJ8vx/BDTI50j+xgKQ3RCO6+1Vrz9nnTL612PZxg5+Xah449PpX1V/wAIHpu4NumBH+57f7PtSt4F05sfPMMf7npj+7VOnTejM+astT5j0/4CaTYo3l2ESEH+4f8Aarq9P+GdnZxqqwDGR2Pqte5nwPp+3G6UD/gHv/s+9B8D6eSDvm4/3Pb/AGfaqjCnHYmXtZPU8et/BlvHD/qcAL6H+6Ktr4ZhtYncQs+0s21FJJ5bgCvVl8D2CDAeb052emP7tH/CE2GciSYfin/xPvWl4mahU6nnMPhtBICI/l+hz/D71L/YiK/CE4Az19D716MvhGyXo8v/AI77f7PtSf8ACH2W7O+bP/Af/iarmiT7OocUbCONhgbeff1PvUn2XaEAbncpOe4+X3rs28I2TdWlP/fP/wATQPCNkuMNLxj+72x/s+1HNETpTs9DkVzC5Ty2YGMsCo44zwTu68/oa040G/d7+vv9a3l8L2irgNJ/47/h71KPD9sP4pP0/wAKfPEXsZ9jno2Cov8Au88+w96nRtynnnn+vvWx/wAI3bf35fzH+HtTl0GBf45fzH+HvT9pESoz7GNnLNzjn+o96Vcc59P6fWtr+w4Mk75Ofcf4Un9g25xl5T/wIf4Ue0Qewn2MOb5mXbtB3dTz3PvRW4dCgODvl65+8P8ACilzofsZdjSooornPQCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k=) | SJM 383 x130-Å 010203 O2 gods-bund
Bundskår. |
![](/grafik/intetbillede.jpg) | SJM 979 x0638 010203 O2 gods-bund
Bundskår.
Fra flere forskellige kar.
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) | SJM 1253 x036 010203 O2 gods-bund
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) | ESM 1422 X0001/08 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ESM 1917 x1234a 010203 O2 gods-bund
Bundskår
4 små og 1 større, fint magret ved overgang til standflade |
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) | ASR 1272 x1 010203 O2 gods-bund
Bund |
![](/grafik/intetbillede.jpg) | ASR 1189 x20 010203 O2 gods-bund
Bund |
![](/grafik/intetbillede.jpg) | SJM 979 x1333 010203 O2 gods-bund
Bundskår, fragtment af standflade.
Datering er baseret på konstruktionstolking, da fundet er for uspecifikt til dateringsbestemmelse. |
![](/grafik/intetbillede.jpg) | SJM 979 x1332 010203 O2 gods-bund
Bundskår.
Datering er baseret på konstruktionstolking og tilknyttet fund (Se X1211-1213) da fundet er for uspecifikt til dateringsbestemmelse. |
![](/grafik/intetbillede.jpg) | ASR 1883 x13 010203 O2 gods-bund
Bund |
![](/grafik/intetbillede.jpg) | SJM 1013 x015 010203 O2 gods-bund
Bundskår fra en bund med lav fod.
Hovedparten af opsamlingen x015 er formenltlig fra det samme kar. |
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) | SJM 1013 x004 010203 O2 gods-bund
Sideskår på ydersiden ses udvaskede sort streger - muligvis bemaling.
Formentlig er opsamlingen x4 fra det samme kar. |
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) | ESM 2713 x0199-02 010203 O2 gods-bund
Keramik |
![](/grafik/intetbillede.jpg) | ESM 0864 x0079 010203 O2 gods-bund
1 bundskår |
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) | GRM 501 X2006 010203 O2 gods-bund
Bundskår
Foto viser eksempler |
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) | ESM 2713 x0482 010203 O2 gods-bund
Keramik, bundskår |
![](/grafik/intetbillede.jpg) | ESM 1520 x073 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X153 010203 O2 gods-bund
1 Bundskår men det er i to stykker. |
![](/grafik/intetbillede.jpg) | ESM 1661 X161 010203 O2 gods-bund
Bundskår 3 efter måling |
![](/grafik/intetbillede.jpg) | ESM 1661 X172 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X222 010203 O2 gods-bund
6 bundskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X230 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X242 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X298 010203 O2 gods-bund
1 Bundskår og et slap styk og ret skrøbelig og |
![](/grafik/intetbillede.jpg) | ESM 1661 X312 010203 O2 gods-bund
4 bundskår |
![](data:image/jpeg;base64,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) | ESM 1661 X350 010203 O2 gods-bund
5 Bundskår, heraf 2 med dekorat |
![](/grafik/intetbillede.jpg) | ESM 1661 X466 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X477 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X507 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X509 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X532 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X554 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X612 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X615 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X621 010203 O2 gods-bund
2 karsider |
![](/grafik/intetbillede.jpg) | ESM 1661 X625 010203 O2 gods-bund
2 side- og 2 bundskår limet sammen, samt et løst sideskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X629 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X675 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X856 010203 O2 gods-bund
"hankekar, skår; h: ca. 11,5 cm" |
![](/grafik/intetbillede.jpg) | ESM 1661 X857 010203 O2 gods-bund
1 bund-, og 8 sideskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X865 010203 O2 gods-bund
karbund af større kar |
![](/grafik/intetbillede.jpg) | ESM 1661 X908 010203 O2 gods-bund
Bundskår samt skår af jydepotte |
![](/grafik/intetbillede.jpg) | ESM 1661 X914 010203 O2 gods-bund
4 bundskår |
![](/grafik/intetbillede.jpg) | ESM 1661 X933 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ESM 1917 x1041d 010203 O2 gods-bund
Bundskår.
1 lille fra standflade, med blød overgang hertil |
![](/grafik/intetbillede.jpg) | ESM 1917 x1935L 010203 O2 gods-bund
1 hel bund, fint magret, uden markeret bund og med blød overgang til standflade. Kraftigt udsvajet bug, bunddia. 3cm
1 lille, fint magret,uden markeret bund og med blød overgang til standflade. Udsvajet bug
2 små, fint magret og beklasket, uden markeret bund og skarp overgang til standflade. Udsvajet bug
1 større, fint magret og sortglittet, med indtrukken bund og skarp overgang til standflade. Udsvajet bug. Fod er ornamenteret med to paralelle furer
2 små, fint magret, med indtrukken bund og skarp overgang til standflade. Heraf 1 glittet
2 små (fra 1 kar), fint magret og sortglitet, med svagt indtrukken bund og skarp overgang til standflade
1 lille, fint magret, med svagt indtrukken bund og blød overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1935j 010203 O2 gods-bund
8 små og 1 større fragmenter
12 små, fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1563 010203 O2 gods-bund
1 lille, fint magret med blød overgang til standflade |
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) | ESM 1917 x1555 010203 O2 gods-bund
1 større, fint magret, med indtrukken bund og skarp overgang til standflade. Kraftigt udsvajet bug |
![](/grafik/intetbillede.jpg) | SJM 1210 x60 010203 O2 gods-bund
Fragtmenteret bundskår.
|
![](/grafik/intetbillede.jpg) | ESM 1917 x2655 010203 O2 gods-bund
e) bundskår af kar med flad, tyk bund, let afsat fra bugen, rødbrunt, ujævnt
f) 1 bundskår (sammensat af 3 stykker) af kar med flad, afsat bund (let fremtrædende bund), rødligt, let beklasket |
![](data:image/jpeg;base64,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) | SJM 614 X08-3 010203 O2 gods-bund
To mindre skår, det ene med bundfacet. |
![](/grafik/intetbillede.jpg) | ESM 1697 x0002 010203 O2 gods-bund
1 Sammensat, meget tynd bund. |
![](/grafik/intetbillede.jpg) | ESM 1697 x0011 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ESM 1697 x0020 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ESM 1697 x0022 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ESM 1697 x0034 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ESM 1697 x0055 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ESM 1697 x0078 010203 O2 gods-bund
Bundskår |
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) | ASR 1077 x034 010203 O2 gods-bund
Bund |
![](/grafik/intetbillede.jpg) | SJM 979 x0895 010203 O2 gods-bund
Bundskår.
|
![](/grafik/intetbillede.jpg) | ESM 0437 X0047 010203 O2 gods-bund
1 fragment af sibund |
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) | ESM 2713 x0366 010203 O2 gods-bund
Keramik, bundskår |
![](/grafik/intetbillede.jpg) | SJM 969 X043 010203 O2 gods-bund
Groft, evt. sekundært brændt |
![](/grafik/intetbillede.jpg) | SJM 969 X037 010203 O2 gods-bund
|
![](/grafik/intetbillede.jpg) | ESM 1917 x1010 010203 O2 gods-bund
Bundskår.
3 fragmenter |
![](/grafik/intetbillede.jpg) | ESM 2713 x0375-2 010203 O2 gods-bund
Keramik, bundskår |
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) | ESM 2321 X0488,03 010203 O2 gods-bund
|
![](/grafik/intetbillede.jpg) | SJM 979 X0420 010203 O2 gods-bund
Bundskår.
|
![](/grafik/intetbillede.jpg) | SJM 1210 x7 010203 O2 gods-bund
Sortbrændt. Tyndt gods med glat overflade. Flad i forn, så muligvis bundskår. |
![](/grafik/intetbillede.jpg) | SJM 1253 x100 010203 O2 gods-bund
Primært bugskår, men med et lille bitte stykke bund. |
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) | ESM 2713 x0199-07 010203 O2 gods-bund
Keramik. Se DT 18-1, 0-30 cm. |
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) | GRM 501 X1091 010203 O2 gods-bund
Fem bundskår fra forskellige kar |
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) | GRM 501 X1082 010203 O2 gods-bund
Bund af lerkar
Tyndvægget
Glittet yderside
Samt løse skår |
![](/grafik/intetbillede.jpg) | GRM 501 X1077 010203 O2 gods-bund
Lerkar
Underdel af stort, tyndvægget kar.
Datering: Jernalder |
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) | GRM 501 X1076 010203 O2 gods-bund
Lerkar.
Bund af stort beklasket forrådskar.
Bevaret højde: 19 cm. |
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) | GRM 501 X0985 010203 O2 gods-bund
Lerkar. Underdelen bevaret
Grov, beklasket vare
Højde: 13 cm.
Indhold: Lille skål eller form af ben eller keramik?
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) | GRM 501 X0984 010203 O2 gods-bund
Fragment af fodbæger/fodskål
Højde: 3 cm.
Diameter: ca 5 cm.
Datering: jernalder. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0022g 010203 O2 gods-bund
Bundskår.
2 lille, ved overgang til standflade med beklaskning |
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) | ESM 1917 x0078d 010203 O2 gods-bund
Bundskår.
Fint magret med blød overgang til standflade, og med grubeindtryk på nederste del af bug. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0080a § 010203 O2 gods-bund
Bundskår.
Fint magret med beklaskning.
Skåret er sammenlimet af to skår. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0285 010203 O2 gods-bund
Bundskår.
1 lille, fint magret ved overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0794 010203 O2 gods-bund
Bundskår.
1 lille, fint magret ved overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0397 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med blød overgang til standflade. Langovale svage grubeindtryk på overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0482 010203 O2 gods-bund
Bundskår.
2 fragmenter med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0590 010203 O2 gods-bund
Bundskår.
1 fragment |
![](/grafik/intetbillede.jpg) | ESM 1917 x0772 010203 O2 gods-bund
Sideskår.
1 lille, fint magret ved overgang til bund |
![](/grafik/intetbillede.jpg) | ESM 1917 x0862a 010203 O2 gods-bund
Bundskår.
3 små, fint magret ved overgang til standflade, heraf 1 med beklaskning |
![](/grafik/intetbillede.jpg) | ESM 1917 x0882 010203 O2 gods-bund
Bundskår.
Fint magret. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0994? 010203 O2 gods-bund
Bundskår.
1 lille, fint magret ved overgang til bund |
![](/grafik/intetbillede.jpg) | ESM 1917 x0994? 010203 O2 gods-bund
Bundskår.
1 lille, fint magret ved overgang til bund |
![](/grafik/intetbillede.jpg) | ESM 1917 x1016a 010203 O2 gods-bund
Bundskår.
5 små, fint magret ved overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1213e 010203 O2 gods-bund
2 små, fint magret med indtrukken bund og skarp overgang til standflade. Let udsvajet beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1508 010203 O2 gods-bund
1 lille, fint magret med indtrukken bund og skarp overgang til standflade |
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Dn8HXk+kXZ86e1vyqyBvvoUJQ+2QwJ9MmvFxilKUF0uetgHFKo+tj5la5VRKQpCkgZ7nt/j+dEOJpsKAq59ef5UxonVLeTdjI3cHHHA/nVvQbc3F4IcqpaQLu7df/r1m7JXO1Xbsdt4TsvlxjDZyAPSuo1XWj4bhsBHp818lzJsLJnMeTjJGOeT7VR0WzWF3AG3P8eMbh0yf89q6URia4Wcvkqo7fePUH8M9q8qc03d6o9inTaVlozprZvMtVVemeMDH4Vo2cDuEYg4yCM8dfrWHprBuckoT3OMk+/510dnJv3BuPQf561582elFDlhaNWIbHOQP6VpWky2YjVI2ZR0xxgjpx788e+eKVYgqq2fk9G9qhubgwsrhP3LHadx4xzz/Ksudp6F8qe5duYZdRMaRoZJZGCJH5Z3Zzjp/wDWqrrOj32ix+Xe2skUjLlFcDEi88hhwRweR14omvpCyShmjuEwVkVjlcDghu2BWrH40uotPtYL8/bdPRkUwuTnywVJQN/DnaOR05I6nJzU5X5tGTyzjZx1Ryc15DbwjzQUXrtx+ePXvWfPZrdJxtZQQ6kD3zwa7DUPD+ieM7C7/snUEs7uNndbK8kVAIV8x8hieSFEYA5JYt2Fcpq+mz6FeXlsG3y2k7W0m3JXepwcAjp15x2rCcHBKW67o3pzjJ8q0fYLFHmUEE7kGGVuuR9Ox6j2IqaXzJmCbsZXJxwecjishLm6/taBEBNq+U2IPuEBiWz0C8Y79RitiHc8m707+1KSs7ouLuMaNt0bEl2HBA+UH3qvNGjsyoMSKMlcdiSM5/CrkzfvT82O5I4qlPdLaqZJD8nZvx9qcX3JlG+xmSZRXQxZJH3mJyD3xj1wKoW2mRarN5JkESvkZI4HOOfb3pLzVJLmOdUjZHLK6BVJDDOME9MnK8dataTosNrBc3N1IWnn2ltqjoOp5OBx0AOMnnnNd9KaWrOWpSb0R5jqmjT2uoMs87xz28paCa1lZDGd3ytx/EMD1A7V93/sj/HB/Hvh9fC+skDxDpUPEqjC3EKkLn/eB4Pr19a+NPHSWq3G6yMhhcfKHALADjk56nGfx7V1n7Nni2DwD8VtL1i4ugllduYLhZAcKrDazf8AATyfw4r1sLXcZ2b0PFx2Hi4Jpao/S2NfSvE/22lP/DLPxAB/584//R8de2wNnBrxr9trDfssfEAkZ/0OP/0fHX0Udz5k/GrX4bBb7UYzDcC7M5MbMRjBK8kehG49O45oq3rAtJNVvyiTQ3BlbYoIZPvL369N/r/D70V3JaHEf0R1+cP7f+khvHWryMgUM1rKu3uDGikn8c1+j1fHX7fHhQ3zaVfFYxDdWUlqz7ed6NuUk/8AAxj6GvFxf8NS7NHoYF/veXun/n+h+betXDQwWy7RuxgcAev+Jq14Zt/3h3rtI/iUZ9ayvEMM41mWORDHJG20xn+HB6VteH1cncRtGM9a45aQ0PVjrM9F8M3iz3D2yB2lWMOxKkKASBkNjHTPHWuiZhDuHbJIP8qxvD7AWo+VugymPf2reZTJCm4SbsbsOvHfj9K8epue7RvZGjpSNdWMoCvtzhSwwC2OMe3Wur02FGsg8mVkC7eOTu9f1/Wsfw20XkLGxHmEj5sZreS4+w7lddyscHcM47f1rgq7XPRpq+iLMULkujuu8H175/z+VZN3M1nqqYfEToV8veM7gQcj+X5VeguBJtZVDYOSx4JGahv4lm3CeNSyZVUBOCPXFYKWhpKLvYr/AGpJCpR2IXKsucnpVWO7EmwR7GTcc/Njbg8j/PpVWG1C3Mqw4W2kXOS7Z355x7Hj8zVgRxQtkx4LHG1V2liSTSa1uhqStZk0lja3TPlRuznK9azrjTZFXKTkxk5ZSfTPJ/D+dXgpWRnC7V/hzkfp3/8Ar0st0kMbs20Kq7gcgA+1Tyq4XfQx753s4YwsqR7ZFebncVjyMsR6Yzz+PatyTEcahEUYwRn3rlPIkvJnklICODvABAweo+narWj6xa6VocH9q3a262kQ8yaR8gryBhs4PGO+ePeqlFtJIIySbubjzKbbdIwVzhR7kkYrmbjUp7zUvJUK5j4LY+VCemRnnt3q/bzQ+JNPjuonZdMkBeFWG15gGPz+yEYwB1znp1mWMIywqAIwPugduv8AU8+5p2Ud9y43lt1Mq3snu79p1i2xqRtZ+nAxyO5q/JIvlMh4Ht65rS4htVUHdjg+2K53UbmPynUSL5g5IJxx6e9KneTZrPlil5HHeMHLbij8qf0I6VjeH3e4n+zQ4EzOpgZiAPMz0/Hp+VafiGZYwcHl0Cn1PqevHQVzFvM6yAplSrbgR69q9mjH3Lnz2Jl+8sfqP+zh46/4WF8JdGv5JPMvLdTZ3PqHjwBn3KFG/wCBVi/tpDzP2XfH6+tnH/6Pjrmf2HdRa6+HetW54WPU/NHAH34Y8/qprqP2ygT+zL48A6mzQc/9do6+poS56cZHydaPJUlHsz8lL2xtrjVL+WS4cXqzHELRYz0GM9sc/l2oratNHS81ySRrtZZ3n2tGMkqg5zk9u1FeqtjzNT96a8n/AGmvh/J4/wDhbfR2sPn3+nt9sgRRlm2gh1A7naSQO5UV6xRXmziqkXF9TSnN05qa6H4efFDRTZ+Jo71RuhmOSf8AaGc/yzVHRcRrg8EDd2xjH+fzr7q/ax/Y7v726utd8FaW2o2lz5k09hCgaS1fGSY1zllPZRkg8DtXxDJ4dvNC1eewu4ZYZo8ApLG0bc9MggEZrxpQlTjyy6H0VOpGrLmh1O00K4i+z4c4AAG4Z6//AK66uwVbq1hZtyqVViB156j2PP61xGiyMU8uMsGZAAfTgA13ViUhgjXjb0HPavJq7nuUS5pi/Y45ZMhdz4A78DGa2I7x2aIt8ytxjPOfpWXNtjZGQDDfewef89vxq9prG3iBJ3MTgd68ypqexT03NKOLylbdMzFmyc8EA9hSSzJHdKWUbF/jPqT3/wA9qZHJ9ojXeBG6/wAJHXH41b8xQVDqAuAc464rnUmayilsV44EDkKo3bvu4PNKkeI+EyF/ib+X5U+PUrOSScRyKDCdrF2wOP8A9f51WbV7O3BLTF2J25VCcnqcYFUYWuV7iCbdldzDpjoB7e3Wq+pQrZ2skzhicAcH+lMuvE1m8TAec20+Z8gPODkcg8isLWPFH9oQwhUlhBcErMhQk5478/n9cEVSTYr2I9Y8RfZbNZkhaXcm0RxKMbumCT9ev1rh9V1xbrQblo7WKC0KOqxuML0xyO3T0rodW1xNJ0sySIFCkLvjPzSOeAB+PTvWfpPg+48WMtxq6tb6e4DtB92SXB7+2e39eK9Oko01zT2PKq81R8kNze+G98bjwRospZ5S0BXnHCgnH8hXTb/LUFyMsPvelVYWttNiSKJVjgQbEUdAB0GP89ap32qR2zsWdSAeFOPSvPd6s20j2IyVGmk3sTarffZVkbzP3eCAyjqf6f8A164+S+86bO7cxOwED1+nSrGsau0cPlxgCR8+vy59B6/41j6dGyhpW4Zm8zjnH+cCvaw+GtG7PBxGM5pWiZ3iRnW4aN3xg84NZdiIhOEbMgI7HvS+ItQC30z87dxP06/4mneFrY3mpWkaswJkX5tpJ656D+QrpdPlVkcPtOaV5H6F/sS+G7zR/hfdXd1D5UV9eE27N1kjRQhb6bw4HqBnoRXS/thKrfs2+Og5wv2RP/R0deleD/Dtt4R8M6Xotnk21jbR26Mw+Ztqgbj7nqfcmvNP2xGC/s2eOSen2RP/AEdHX0FKHs4xj2PBqT9pNz7n5cafbi31q7uUngdBK0axrxJgDrtx07Z9aKzreQrr8021Y4XkZFVG3e/r9Pzor0Dh1P3roooriJCvGP2g/wBnLRvjNaQ6jEsWm+KrAE2upLECZAAcRS9ymeh6r1HcH2eoZvmGKUoxmuWS0NKc5U5KUXZo/HS70e50W+lhuoxBPHI0ckWMFGBIwf19gRXUaeTcW4DKWI+U49z2/Cvob9sX9n+XS9Tn8eaJbyz6fdN/xM7SFcmGRv8AlsB/dY/e9Cc9Dx846X/o+w/MVPB7Y/8A1f0r5PE05UZOMj7bB1o1oqUTesbdFUxjkuc5znHNayxiGZcksFPeseGVoZM+WxU9j2z6VeWY3Ckj+HjJ6H3rxpn0NNaWNG9kSKPeisx9F6+uc1k6pry2Fq3BW46IGBGT69KfcLcPGU8xYwxBJIYHHH/165vV7VYbM2Ue0OZC5mjA+UfeIGSeeOvvWEYq9jWTlFFTw7ZwWuoTO0jSz3r+ZNPIVbB2joM9Ae49a6HU9BkurUrb3cccxOMSB3XkY6cD/P5tt4UhaFFbG1fl6cHr2+pq6XdpCGPA4UAcY9T+tOU23dGSgrWkUtL0a30qxhtiTdSR/M8zqCzsCCP89q57VI7Vtfu0uJngt1jjKwQoXbcxfLZ3YCnHTHXNdXI0kcbADtywPauK8QSSSX8U0bsrKSCOMEdwefXB/D3ojJ382Eoqy7I0tInh02aeWyZndz965C/dH3QqjoPbp3qdr6cK7SzM7Z5ZiSeTnA9qzdGZbmaRyV+ZdwPUE/571T1G4lW6zGitt5LNnj07c130oOp8TPPrVFSXuIffa1EsxhRsgHHmZOF7+lZl5qG2beh80NhvvcKQT6/0rIuLhopGMi7pGbcy9BxxnIqFpHvH24Kpt4VfT3r3KWGUdbHgVcTKejZZjvFvJnkkGPVeoIx/POKuz3As7XzG27gM7cAD+X+cVmranzo5skpHkDdnuQf55rL1jWvPBCrhRyMfy/WuySVro44y11M65ke9uODwTg/Wvof9jP4VSeNPifbanKd2leHnS/lyT883zCFR77gX+ie9fO+jpO7eYUzuOFGOPav0t/Y/+HqeC/hTb30i4vdck+2ydwsY+WJR6jaN31c0qMeaaXRE1pcsL9z3mP3rxj9sxtv7Mvj0+lkh/wDI0dezrXin7aOP+GYvH2TgfYk5/wC20deqtzzT8jtS+1Wt9d6gbcwxLceSW6fNjdjB59D6UVi+IrWez1K+lMbi3aYoJW5DNjJwcenNFdiOM/ooopm6jd71y2AcahdqeWqFzTGijrGl2uuaXd6ffQrcWd1E0M0T9HRhgj8jX5ofFbwHcfDfx1qehTJIUhlLW80i4M0TH5GH4frmv03Zq8V/aX+Co+KXhgXmmwj/AISTT1zbsrBDPH/FExPB6krnjPpk15+Nw/t6em6PUwOJ+r1ddmfDGk3QdhGzAMPb5WH0/Ctb5M4RiH/u9/8AOa4PVtQu/CutLBqVnLaGFmW4jkG143XqpUjt6Guy0P7Hd24e3lWZWYkujb1Pfg56e1fE1qU6a5pLRn6Dh8RCo7ReqNFZmkiy6ZK8dKp3Ol2+seXtLMr5ywOMep9e/FXLlWlUxE8N1yOe2f8A9dNiiSODMZ+bA3LjrXPFWOiU0/QhGnpZuI0IjjUAEnHI6Acig3SRqdoULz97j9aL64hVvm/DnBJ9Af8APSsG91B4F2Lh0LYIB5B9K3hRdQ4qmIVPc2POWS3LOdgZeGByP89K5DUpFnjRyMuFwUJ4B6MD+Oas3HiBVOIlYK55STkqf/1e1dT4J+Dfib4tQrPbItrpzMV+3XKsq9P4AOX69uM9TXVDAyk0jknj4QTbZ5puGnz71mLyM+SpGSnAPfpyf5+lbV9Ms0MU2MFiCVzj3zj/APVX0wP2OdCn0q1s7+4vbmWIH/TEkKMMgAgKcrjjuCfevmT4ifD/AFb4V+NNR0nUX8y2+VbQqpRHh5xL7nB5GcArj1r1ZYdUUm0eNHF/WJOKZy8tm0kjnBdc8jHNPs4VgkE7jbuUqgBwOe/1x/OrNzGYtk0j4jxlTnhwe/X0rKvtQZUZYiSf4QPTpXfGTkckopbiapuWFRkLHICQ2SMjJ59xnvXLSZmkCjLIoxx1P41duLlpZNkjZHucY9q0vD2h3fiG/tNM0u0lvdQvZVit7eFcs7H/ACST0ABJqakraIUFfVnVfB/4V678TvFel6ZpduY0kl/0i87WsIxvkPuARtHdiK/U7Q9Lt9D0qy060Upa2cCW8SsckIihVGe/AFed/An4O6d8HPB0GnQhbjVp1WTUL/b808uAMD0Reij8epJPp6Gu2lT9mtd2cNWp7R6bIsqa8S/bYz/wy18QSOv2JP8A0dHXtcfNeLfttKF/ZX+IWTgfYk5/7bR11ROc/GLxPdNHq175MkjW7XDY39N306Z5oqr4w1S5bVr218+Q2y3DOIWJCq2AOASenQe1FdNzlP6Pd1G6ot1G6osIk3UxjTd3vSZFAxj1DJzmpmqJlpDPmf8Aak/ZhX4pW82uaEY4NeWPE0Dr8t2FHy89nAGATwcAHGM18KwzT+DdSeGeE214jGN124+6SfnJx39sjNfr9JDvUg14f8Zf2W/DnxU1EasZ5tH1lUKfardAyPweXjOMtz1BBIABzgVwV8Pzr3Vvuehh8S6b957bM+J7LxlbTQyG5aKBYl3uzSDZtx1z2/GnSeKdKhjjY6jBFC4IRiwyfoB1/wDr17T/AMO4fDe5muPFOpu0mBL9jhSDeoOcclv64rQj/wCCdHw8Nwrx3+vWoyPMWK6jxIPQ5jJH4Ed68j+ylzXTsez/AGx7tmrs+WvEfxK0fT4VZ7wO8hKLHCNxb14PT+vvXYeD/hR41+JWmyalp3hjVIoMrGn20LbCTI+8okKkgf3sY54r62+Gv7E/wz+HeptqVvozaxf5Bjn1hxcmLH9xSNoPvjPvXvVvpccaABQoHoK76WBjBas86rmEqj0R8e/C/wDY9NhNDf8Ai9IbplIZdLibfCf+upI+f/dHHHJYcV9TaH4bjs4UVY1jRFCqigAKB0AHYV0IsVX3FWFjCLgV3RpqOx58pubvIoSacgj5UE189/tieA73xl8MEi0vw7Jrd7a3KzeZbgGa3jCtvKL1bPA2gHqDjivpNl3DFQ/Z19KU4KasOE3TkpLofjXcWd/b2+I7rbEFOFuFLheOMc8VU+w3l0rCNcsPvKDgkeo9a/VfxN+zn8PPE0hlu/CtmHYsWNqXttxJySfKZc8+tcsn7InwwhmjdPDzgI24xm9nKPjoGBfke3fvmvN+q1o6Rket9coy1lFn5x+DPht4k8V3kkGmaHqGrvCcSSWsDSRJ7Fhxnpxx+tfbf7MX7NVx8M7mTxL4m8qTxJKhht7WFg8dlGeuG7uw6kcAEjJya+jtJ8LafoOnwWOnWkNjZQIEit7eMIiKOgAAwBV9bFV7V1Qo8rvJ3Zw1K7n7sVZFaKM4qwqGp1gCipFjHpXRY5xIY+RXin7cfy/spfEM4z/oUf8A6Pjr3WOMCvCf26sL+yf8Q+cD7FHz/wBt461iI/FPxhql4+qX9jNc+dCl00uPRsAHkjPQAenFFVfGGoN/ad9ZqY5IFumkWRU2knGMH/PXPJorY5mf0g7vejdXwo3/AAVI0RVkb/hA74eX98NqtuNvOP51FN/wVP0SJAw8A3xGNx/4m1vwOOT+Y/OqHY+8N1G73r4Jk/4KqaTuVE+H15uZd4zrNt93Gc9Kgb/gq1pok2J8O53OC2f7dtwCBnJHy89D09KQcrPvtmpu6vz/AG/4KwWDRBk+G8z7m2gf2/AMnjgfJyeR09agl/4K0WSwpKPhs3lsSoZvEUA5GM8eX7ipHY/QXdTHwwNfn0//AAVkt1kKH4ahSrBWZvEsICsc8E+VweD+Rqu3/BWuNVm/4tlGDD98N4niBHOP+eHrSHY/QGS1Banx2yrjivz0f/grftjZx8MLc7QCQfFMeQDjBI+z9ORz71Ef+CuEm5V/4VjZkshkGPFKHgZyTi29jSCx+iyqFp2RX5w/8PcLuSYRJ8NNPLMCVP8Awk4IOM8g/Z/Y1BH/AMFcL+ZQY/hzpZLNsVT4kyWPoP3HPUfnSA/STdSFgK/NVv8AgrpqaxLJ/wAK+0cKzFf+RgYnjHbyPeo5v+Ct2tRysh8B6GpVgrbtbc7Sc8H9z7UD07n6XbhTeK/M5/8AgrXr6yzJ/wAIT4fRos7t2rykcHGB+65qCT/grV4lVXb/AIQ7w4m0KdralMSQeh+57j86Q9O5+m9RtGp+tfmJJ/wVq8WbY2Xwn4XHmKXAN7cHABPX5fY1G/8AwVl8ZGSNR4b8IoJOVdri629cc8eufypajuu5+nTQ46U3y6/Lz/h7N45dQw8P+D0BO1dz3fJ49+Oo5NV5f+CtHj7yRKmieDBliu3y70n6/fHFFguu5+phjpVXBr8rpv8AgrF8R+q6T4IChgrMLa+YAnP/AE156HkVA3/BV74mv5+3TvBCiEZLLY3pB5AGP3/qaLMfMu5+ry9K8C/bxbH7J3xD7/6HF/6URV8Mf8PXPijJHIRbeC1KgHC6ddng49Z/fpXFfFv/AIKDfEP4zfDzWPCOq/8ACNrp2p2/7/7Dp86SqEcOAGaUgHKDqO9UkxXXc+X/ABhN5mt30Yt4oitw7boyScHHB5Pp+ZNFU9W1z+1BM8lrGl1LOZnnUnJyORgk9+aKswNjXNd/ta9e58iC13hcxQLtXhQCce+M/jTNa1xNVuFlFtBZqqBfLtwQuBnnk579/aiiquAa54mTVGt9lpaWKwx7MW6Fd/ufWquqa+NQtbOIWttb/Z4/L3wIQ0vA5bnk8Z4x1NFFJsCC88QG60m1sfsdrEbck/aI0IlkyzH5znB+8B06Kv405NY8zTUsxbQIVfeZ1B8xuvBJOMcjgD+Ee+SikBIviBotGm04Wlq3mP5n2loz5y9OA2enHT/aNQ2estZabeWn2a2mF0VzNLHmSPaG+4c8Z3c+uBRRSAbY6w1jb3cQtrecXC7C80YZk4Iyp/hPOfwFGk6w+kvOVgt7kTR+Wy3CbgBuVsjng/LjPuaKKAE0nVpNFvluooopnCOm2ddy4ZSp4z6GqkN4be4MqxxkfMPLYErggj196KKQEkWqSxasuoJFGJEm88RgEIDuzjGen41FfXzX17PdOsaPM5dkiXagJOTgDoPaiikA/UtVl1bUJrydYxJIclYlCr0xwB06UupatPq1wk0+wOsMcI8tQo2ogQdO+FGT3NFFAEVxfNcLCCqoI4xGNgxkAnk+/NS3GrXF1Y2lpIy+Ta7vLAUA/McnJ6nn1oooGNfVJ5dPgsmZTbwyPKi7RkM4UNz1PCLx0HPqaBqE7WP2MyH7MJDN5eB9/AGfyFFFAD4dQuILGe0STbbzujyR4HzFc7TnrxuP506HUJre3uIIn2xXCqJVwPmAOQPzAoopiGx3Elusiq2FkXY3HUZB/mBTre+lszIYZCvmIY346qeooopgPkvlNmsItoVYDBmAO9uc+uPbgdKKKKAP/9k=) | ESM 1917 x1801a 010203 O2 gods-bund
1 stor, næsten hel bund. Fint magret, med svagt indtrukket glattet fod. Skarp overgang til standflade og udsvajet beklasket bug. Bunddia. 15cm |
![](/grafik/intetbillede.jpg) | ESM 1917 x1541 010203 O2 gods-bund
1 lille, fint magret med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1239 010203 O2 gods-bund
Bundskår, fintmagret, |
![](/grafik/intetbillede.jpg) | ESM 1917 x1868 010203 O2 gods-bund
1 fragment med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1826 010203 O2 gods-bund
1 større, fint magret med indtrukken bund og blød overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1813 010203 O2 gods-bund
1 fragment med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1807 010203 O2 gods-bund
1 større, fint magret, uden markeret bund og med blød overgang til standflade. Kraftigt udsvajet bug, bunddia. 12cm. Passer sammen med x 1804 |
![](/grafik/intetbillede.jpg) | ESM 1917 x1804 010203 O2 gods-bund
1 lille, fint magret, uden markeret bund og med blød overgang til standflade. Kraftigt udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1801a 010203 O2 gods-bund
1 lille, fint magret, uden markeret bund og med skarp overgang til standflade. Udsvajet beklasket bug |
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) | ESM 1917 x1292 010203 O2 gods-bund
1 lille og 1 større (fra 1 kar), fint magret med indtrukken bund og blød overgang til standflade. Udsvajet bug.
Bunddiameter: 14 cm. |
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) | ESM 1917 x1294 010203 O2 gods-bund
2 større (fra 1 kar), fint magret uden markeret bund og med blød overgang til standflade.
Let udsvajet beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1794a 010203 O2 gods-bund
2 bundskår, med 2½ cm. Bred standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1935k 010203 O2 gods-bund
6 små, fint magret, med skarp overgang til standflade
9 små og 1 større, fint magret, med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1793 010203 O2 gods-bund
1 fragment |
![](/grafik/intetbillede.jpg) | ESM 1917 x1788 010203 O2 gods-bund
1 lille fra standflade, fint magret
1 lille, fint magret uden markert bund og blød overgang til standflade. Let udsvajet bug. Grubeindtryk under standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1564 010203 O2 gods-bund
Bundskår |
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LfKSM5PXP8AKrjNHfQqwYqw+6wPUdxxxUUMbySzFljJ2BVMgLH8QT9PyqtCbnu/gXTV0nwjpVsrF8QLIzHjLP8AO305Y8VvVS0e9GpaXZ3YXYLiFJdvpuUHH61cr7GKSiktj85qNynJy3ufix8WrVZvE3xWW5uLi2tv+EhuDthgWVXfzpMBicFefQ9OxrwiSaOFW2x5HON5+Yn+le0fGLU7VvGnxQW8SNh/wkFwFjiufLnOJ5PuqVIZc9a8a1xbJodOXT5lnJtl+0Y3g+cWJIIYdgQvy5B256nA9pbGL3MzdJcuQcHdxtUYVaKljGxTk4OcEL/KigR/RVRRRXjlhRRRQBxfxhtFuvh/qJIXdE0UqluxEi9PTgn86+ebe2zIGkclG2naeDnnH8v1r6h8ZWkl94U1e3hQSSyWsiqpxydp9a+Zluo4/Nkc+ZEpBbYu48jHIHt+hrwcwT9pFrqj6fKnelJdmP1DaumzNHIpZYmz0J6A5qsqyzRxhCqbQN23+70/PNMa8jiWREkWQIvMH3WwR2B7Yqrp9s0UPlScIg4MasGGPcc9Mfl3rCKS2PV1Jbx2NoUaEyyBed3IJ/z3pi6FMlvCs8azuu3c0R2nI6EEcj8PT823cmyMu0jBVQEN1DcZzyPXtWmssjKssci7VONrdcZIPP4+lJj2ZVg0oTCIzPMYeSfMGW6Hoeex+vvWhJYItvLEGcI37sgscn8R+FS214zNsYZyMkKc/j/n1p00v2iRogpTbkndwrd8CspXZpHzFh3abGqoNvzAs2cggg8ZNWbpbWS1EchG85Kso5H0PY1A/wC7kjFxuGT/AAjHB9Rn/P6UNCTv8oxlOwLc9/6DPtzUO9rFcqvcrgCPKOxK5OFYjGeoOR/X0qX7SZbpTGIw/lsFLnBYkrnn8B9KZaWPnecs2N25mA5Ugex9fpWTHcXFjGsbAebgKczFn3ZXcAMEZ4/Os7Gm61OqVluIR+7LR4GCzfh2P+c1We3eC4doZI5I2HzhwRk5wCAB2HHXn5aqWV1u8sNuDLzuZeeOCMfl+fPvd2tGxxH+8PIxwOP/ANdVyKSuZ87i7MYzHO2B3xySFHRs89f88VHHfPtVy+QQAWOOOe47dqsSyMsigswZsK20ZXAJ5HHBwazLmSOyeEtFOyzSjHzqQ3GRkbuMgenQDiolGxtGSkfQPw111Na8MWyfKs1oBbui9towp/LH5GusrxD4G6/DH4g1HTCyxG5hWaKNupKscjPc4bPHofSvbga+owlT2lGLe58PmFH2GIlG2j1+8/EX4yMsPij4seal1Jb/APCRTgrA0axh/Ok2lyQWOCei8GvDY8Rj5UwzZP0H1r2z4wXdlbeNvipLPa2t7MviG4CrMzhgPtEgyu0jgcd6838VeJbTXNN0eK20mDT5bG0W1llQgmdlxl2Ax/Xkt619CtjzHuc/BbgpvYnbgt16n/P86KIZNwLc7sEAn6YoqhH9FNFFFeOWFFFFAHKfE/XF0PwbfsY2ke6Q2ibTjDOpG4n0AyfwxXzVJHKgaaCXf5SHfu6Edxn8K+ifjFayXXge4KbT5c0TkMcZG4DAP418/icRzy70mEY++qIXVjjGBx79h259/Dxsn7VJ7WPqMsivYNre5iahJKLu3W+VfKmmVCyMQqk+v/1vUVp3jRQyRwxhl3nLiHHKqPc9TlR9CT2qhqDWt5G9rbst2SyzbbdDIo5BIGAR6Z/D1qwsMMassVr5MRwHQpsx3BII69e/rXOj0yW+aS8t3t47ZQ0eGTdjkY6Ecn9KjSNL63QvuivmlZSCChPzemeQB+lWNJhV7VnJV/MlZwY25IHQc8Y4Az+NX201riSNjGZYeOScFQQeeDxnjp6VA+Yr7PsUxheZXlz8qbsZ5AGfbqMd/qK0NNuTmeZykkbEKGReXwPXuOv61lf2O8fmN9pIkJALOnYH1H4Y+ua0oGn0+PZdkESSDyscg/KDjHTHBNZyHAmZn865mYGJ43VBvbO7OOBngDGOnfNOjnnbUnRIY0gjTJ4O7OR0I4PH602yYQszSRMVdzIF2/dOQuCPYY5HYde9Xlmh3JIGMjM5xlSNpUEH8OcfjXO5anZGI2S6jZJYEVIo42G1sYAJ9Memeee9Y+oRJHMWdGYsdodSFzwf6Z5FatrK1xGxlVVMhLk7s7cjAwCPp+NQ3FvFJy+4YO072O3OM8U1K5XJYw4Y52CPIYzDCzKjs+CW5GTgetaljcO0ZllZWAG0Ngdu+fWohbBVYlBFGrYGximSOOR3+tRz2ZtpPORyUYgso5OSMAj3z/8AqrRa7GMou9yKS9drtJF8wbslefvD6du3f0qa+iea2AlYs8Z+VclSGP8AEGHQ/wCJqKFQqpvMgb5vvdsH1xnvUt1OTcQo5VTINwBxyB2/z71E3dm8YpId4X8TSeEvEGn65cIZkgbyZzxudW+U7Rx0J46cjmvqLS9Sg1bT7e9tX3286CRG9j6+9fId1HMY5VAaSCYeWFyMow5JAJ6denQivevgPqRuPCtzYnOLK4KpuPO1gG/mWr08vqtTdJ7PX5ng5xQUqar9Vp8v+HPyM+L0k1r4o+LBVJGR/ENwr7kieIZnk6hhuDdcFenrXjdxaXNrDH9phkh85PMjMiEeYM/eHqMjr7GvWfibqgsPF3xRuFSzN1/wkdyiGe2WWTBnkB2lgQB+HpXmPiDxVca1Z6bHdQ26yWdstqrQx4ZkHRnOTltuFz6Kor7NbHyD3MzfHHGAx3c9O5oqO3j+0MQ3Hv8AUiirRJ/RjRRRXjlhRRRQBm+JNH/t7Q72w3KjTR4RmGQrDlSfoQK+bfEFjeabeCyuka2lif8AeLjDHnjHHQ/3vT86+pK84+M3hi41PSP7UtPL32cbCdWAyYjglh67eTt7849/NxtD2kfaR3R7OW4r2U/ZS+GX5nhV9p9619Bqdrcqstv8ixMAkckZ+8CcHqQpyPQe9XZLlLmDzpFRTtyD7eufQ/4UWdwzM9p5KyRbQBI33HXbxg88+3pVSa3FjIwTcLdtx8rcChzyeD0GSfavEjJ2PqXFXJtNWOYCSNWMis24KMnAB/Pn+Va/2iPy9hO6RTucAdPTP5j8aorKY5BIuMqODkfgevNPa4aVYnEZZmPKquRjPOcf1oT6tkta2SIb61t7izaW5iMi7klZYX2sSvQnaRkeo6cdKfDL9ut1JnjuF84MGGPlGM8gfT+dZ+pXaTX0VixMfmRvIo24yFKg8Yzj5x19qjWGFbH90JI2jX90yL8yH0Bxwf8AHpTV57DtyK7NcWwhkluLchVbrtywJHUgZxjOOn51YkuPJkihmYxhw25l6Z9znI6mqtnfSbIjMVklKgSKuBn3A/OpLi8juJlhtCss2wSOMAmFMEKWGcgEq2PUg+lcctNDsg76i3TO0sZgZZFP+sYE527uoHc8Ef5xU7ws0gXdlsZ2ueMent1/nWNaLOtwHkXyZOUz13qD3H+f1rRYTxoVZvMViMHbgDjp7VK3NL6ErSRpsGAoUHbHnHOD/wDX4qpIsfnI0ayTMgIZYyBnoQOcc9Ovao7wxtErtHny/nyMdscgdj/jVe+bbCx/eKxP302sQOuMmtIyZLsixdKLy1tGiZ8XTeWZHBVlXBY8Y9Fx25warapayW8lvHEzGV2w824ZWMHoFxjvjt3PsacOtWqyLGs25IVZFRW5XPTI56YpNKtJPEHiA21lHJqV/Ig+ztnBReCQTgADPJJ4/IU9W+VLUTlFR5m9CS6067NxDbwBXVuFO07mPGF69T0z+lfSvgDwenhDRBEzCS9nxJcSAY+bHCj2H+J9q4nwL8H7qO+jv/EFwknkyB4rSH7uRzlm789h+PpXsIXFfQYHDOlepUVn0PkczxkatqVJ3XU/Dz4jxaqfF3xTTTo7+Utr9z5i2ZUptM8mQ4B3EY9Bj1rxnWdH1DSfsct7ZT2/22NZ4GmQgSowDKyk9QQw6V658YrPzvGXxRaGOGWWPxBdPn7OzSKomkJxJ0UdcjvivGNQ1u91D7K13ctctbxLDCH6RxqMKq+gH9a+p6Hzz3LUbLHKQDgIQDj1/wA/yoqgkyNGqs3B5IA/KiquI/o7ooorySgooooAK5r4j6omk+C9UdgC80LW0YYZG9xtGfbnP4V0tcf8WrEX3gHU/l3PCEmXAyQVcEn8s1lWbVOTjvZm9BJ1YKW10eA6av2OJLVlVm/jZTtHHGfz96vTJEx2xkF8HCk8g9zn8R+lUJJGDksqA7MFs5IP0rQ09Y4QnmDICHZ5mTg9O/0P518jE+8bIFtzaQopCuQ+4sU/2uQSB6fyq/DNtVgRtG7Oc+g6cfShZICpZhnA+63r/k1EZIYlYu4B7nOOKuUopWIjFt3M2eN9VMEiQrCu3zUljADDOfXpkYqWHS/JlGbq4nzhmiwEwfqAMj2+vXpTv7SjmtTJbxvkjLJjkdQRz3yDVWTVLiRdyxkbuArMQynHQgj/AB6Vh7a2xv7O+5curaAyvIYEJUYV8cqoHT+dWUjDK23CMwwx24JHOBnPv/OsBZpoLZDHsYjCKoPKt3q5ZX21I1kcB8ZLAnDDkZGenqa5nUlJ6o2UFFaFi6hVZINw+fBG4k4x+daFqIyAcKSx4J6Vn3V9DLDKjSA4IUbhxzwBUX2sq3lxvGegKBhkVXOPlZbuIogJI97PuycdeuSR+Nc9eWjQ+ZGHzhTw3T24PatCSdvLdMt5h4znvx6/jUvhnQJvFWuRWDgTLI4d8kHYgHzE4Hpx+IreMnJqMd2ZySppynsjtfhP8O7DUvDs1/rFkl017IfLjmXhEUkZXuCTnv0Ar1LQ/Dem6DC0WmafbWMbHLLbxBNx9Tjr+NXrWzSFEjRFjjUYVVGAAOwFaMcIWvtqdKNGKiuh8DWryrScm9H0HQpsWpaQUtUcZ+F3xgtbq/8AFHxUSMuif8JJcMTJcxRQ8TyHDB2BJ9MV5J4n8MXPhn+y5J545W1C0ivUEathVdAwGSACQG5xnByK9M+MscM3i74pl5bW2lj8RXDoZrV2kY+dJ8qyKCFz0wRz6ivEZppGCKWJAGBn+X616XRE9SVWPJ9RwPoKKhWT92w/jUcYopCP6T6KKK80sKKKKACsfxikkvhPWki/1jWcwH/fBrYprqGBBAIIwQelKS5k0VGXLJS7HyZLcJb25czLGy/w5Bz/AJ9qVvFdnFCCrsQOh/8Ar1z/AMatPtvBfjbUNOs5CbaPa6IpOY9yhghPtn8q82/4Se5l3BVEYB6k5J/Gvh6inTk4PofoNOUakVNdT1q68cQtGy+VgkY3bhWVN4q43RxR/MOWxnP+fSvN21yWQMy7EcYHz5wfpUX9qTYfdICGwRnmstTY7u48WXj8+Y0a5ztC8dfpWfLrtxIAPO3Dr8x4zXFvq0m7AYMR2NV21QsMnJJ6LnH4ZoUbjuzsG8TSwqCZ5SwOSuf61QbxQ8jA7mJ/3sH881y8uoKWyoyf9wkVDGzsw24wP8OtaxpkuR1i6/IsvySOAe+7r+VMuPEN4MD7cyd1UEnj8+K5uHeJCAuGbjC969j+Gv7NeveNDBfasG0TS2cEiZSLiReuVQjAz6n64NdlKi6suWMTlq140Y805WOAsdY1a6uo7eG4mnlkcKkUO5izE9AMda+yfgf8P7vwd4VD6p82sXzCafPJiXHyxZ/2eSfdjW54H+FHhzwLGP7K0yKGbvcyDfMf+BnnHsMCuzVQowK9/D4SOHlzvVnzGLx7xEfZx0X5jI4dtSClorvPICiiikB+EPxaYXHiX4p/aZLi3tv+EkuC0kQV03efJgFCQTk9xwK8m8U6Xpulx6SNPu/tUl1ZxT3W2ZJFSVskqNoBXHAKtyDnqME+nfGJ7ObxR8UGmUJMPENzsdLQySBvNkwBJkBFJ69/SvDidpySevWvSewupYhkCsoyCc4Jx69aKhhkWKQYHGaKESf0sUUUV5pYUUUUAFFFFAHj3xl/Z8g+J18mp2Wo/wBmaltCSCSPdHKBwCcHIIHGeeg6V5ZqP7HXiCF1Gn6vpVwndp1kiOfoFb+dfWlFclTCUajbktTvp46vSioxloj46uP2PfGHmHbqGjyqT18+Vf08urUP7HninafM1fR1PYKZT/NK+u6Ky+oUOxt/aeJ7/gfGl5+yR4yS88uF9MlTGftP2gqPyK5z+FMP7IPjVkdvtOjg4PytcSZY9sYjx+tfZ1JVfUqPYX9pYjuj4P1D9mjx/aKHPh8yBTjdBcROfwAbP6V0nhH9krxTrIR9We30O3JBKzMJpceoVTjP1INfZtFKOCpJ31KlmdeStojzH4d/s/8Ahj4eyG5hhfUdQOP9KvQrFP8AcGMLz36+9elJCsfQVJRXdGKguWKsjzJ1JVHzTd2FFFFMgKKKKACiiigD8DvixLFH4g+KTz217Pa/8JLcA/Z7lI0D+dJgsCrE/gPxFeN6xJYOth9g8zP2ZftIkXAE3O7bycjGD26kY4yfV/iw1tH4i+JryW9rcyN4iuFXzoHMqZmk+ZZFYBcehyDXkGxTGAeDj8675CI1bd1Oe9FKrIrZHQCihMD9lNS/bS8fWchSPwXpbMHEW1p2HzFdwGd/pzXKal+398SbWMyQ+B9DaLyWn3tNJ91ThjjzO2a+Y/iiLWG6DWWpRXapJ9nI85JCFSKLa+V4YElgD1+X1zXl82rLqviC2trzUlt47iRUlupGGEHTJOOBXfKhSX2TnUpdz7Xuv+ChXxYhuGhTwD4faQTi32mZx85TfjPnf3eay3/4KSfFj7P548A+HFhFu10ZGnkP7sdDjzfXt1r4W8WaxJDr63lrqa313IIbwTRYGyZ0WR+nQq5K+22q/wAPI7DUtRuzqms/2QsFs/lyeYi5LKVJ+cEN127Rz8+7+E1zSp077Gikz7ok/wCCkXxk+1fZ08CeFzIJ/s5BkkP7zyzJjPn/ANwZz07VU/4eXfGNolmXwR4TWFoVuAzNMf3THAY/v/X8a/PC/vJNL1K6hs7vzlUyQi4jJxKpBViM9iCfwNbHhGPT59B8Tfb9WNlOlmBbwBkAnIbfglskgNGg2r8xLg8KGNZckL2sXrufek3/AAUq+NPntFH4K8IhhP8AZtrGU/vNnmYz9ox90E/pmqf/AA8y+Nj2omTwf4OKmKOcHZPjY5IU/wDHx6jpX53QXl1ta1jkbypGV2TPBYAhSfpub8zXUsNKX4Y3M39qsms/2mkX9nh1xJEIyRLjG7qzjOcdMjJFTyw7Bqfc8n/BS344LOIB4T8GCTzmtzlZsbwm8jP2n+7VL/h5v8cGt4Zh4Z8GJHJFDKpMc3KysVQ/8fHcj8Mc1+eUt9M8KQtIzRqzOiZ4BOAT9SFH5CtfW7dY9F0J/t0d272z7o45UJt/3zERlRyDzuy3XfgdKXLDsF2fex/4KW/HTcqnQPBUe6V4lJil5ZQS3/Lx0wOtRH/gpd8czCG/sfwahaKCUZhlHyyttTjz/Xr6Cvz1vLyS5kQuxIjQRoM/dUdB/n1rpPiJ/ZFrq1p/Ympz6jC1lF5skxXcjAFQmVAHCKn0JIJJBo5YWvYLs+4D/wAFKPju1x5A07wakvmSRbfIfO5PvDmb/wDXUC/8FLvjrJsC2fg8M6wMq/Z3J/ettX/lr1z1Havg3Qr6ObxNp9xqVzMsLXcclxcIwMoUuCzAtxu6nnv1p/iFraw8UagdJu3ltIbp/st0H+ZlDHa4OB6ZzgUrRtew7s+74/8AgpN8dJWI2eDxgy52W5J/d53H/W9ODzVc/wDBSL48yKSknhIBVhdsW2cCV9i5+fsevpmvh/wU2k/2439tXtxY2H2W5BmtQDJu8l9qAEHO44XHA+bkqMkYq3EkSuqMyq67WAOAwyDg+vIB/AUvd7Bqfe4/4KPfHmZWZbzwmqr5u5hbKQNjbTn5uMkjHrUX/Dxz48tHv/tPwoqDycv9lTGZWIUdeowSfQDNfFegSaUPDfiD7bdvDqDJEtpCCwWUbmL9FIyCI+DgEE9+RgedJ5Zj3sI2IYrngkZwcfifzNHu9g1PvKT/AIKKfHvYsh1zwrHGxmUN9kjwTGQGGffII9QRVdv+CiXx82ozeJfC8SuIipNnFgiRtuRx/CfvemK+Nrm40r/hBbONLjzNYF67NDmQeXGVAzgjYclV5BBGOh6jn1mZtoZyVT7oJyB7Cn7vYNT7nuP+ChXx9jRC3i7wzFuWVwfsUHIjbacZTncQceuDVe8/4KB/tAQyLG/jrw7AzLC2DY2w4lPB5j7Agn0BBr401m4tWSw+y3Ek6raoJFkz+6kySyjPbJJ44+aoNLuLaTWLJtRZ2svOjE5XJbygQGx77c4p2j2DU6PxF401qHWfENvfyW95Pe30s17viVkebc25wCMDknGAMVmeKPFcniaPSENstv8A2fZR2Y2tuLheM9OPXHqT603XoYtY8T3I0wtcrO+5SCx3uQC5Xf8ANtLbtu75sYzzRrPhPU9Ct5XvoPs/kzCB42zuDFSw7Y6D1/Cm7gYzER7hyeenSio9/B9aKkD6M8SapGEI3AbeCFOT+lefapKZXZxwD04/xoor1JMwRzWoSbWxnaevFUnXb83mDLdgaKK45GqIXX8/Y9KqSSY5z06UUViyhI5jCjupwx4zUIbvkLRRWdwEZl9xTdxPTgUUUAMJ20M2eooopAMyO3X3o5HHaiikAqnJ5pevHSiigYbqcrgMOM0UUAJu3e1OHHGfyoooAUsi8HJo8z+6oH60UUwJFlYBWDFSp7Hp70kkrt952PP8RoopiI/ve1FFFAH/2Q==) | ESM 1917 x1525 010203 O2 gods-bund
1 lille, fint magret med indtrukken bund og skarp overgang til standflade. Let udsvajet beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1535 010203 O2 gods-bund
1 lille, fint magret uden markeret bund og skarp overgang til standflade. Let udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1570 010203 O2 gods-bund
1 lille, fint magret uden markeret bund og blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1582 010203 O2 gods-bund
1 lille, fint magret ved overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1601 010203 O2 gods-bund
1 lille, fint magret med blød overgang til standflade. Beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1623 010203 O2 gods-bund
1 lille, fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1633 010203 O2 gods-bund
1 lille, fint magret ved overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1657 010203 O2 gods-bund
1 lille, fint magret uden markeret bund med skarp overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1667 010203 O2 gods-bund
1 lille, fint magret med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1682 010203 O2 gods-bund
1 lille, fint magret, ved overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1743a 010203 O2 gods-bund
1 lille, fint magret med blød overgang til kraftigt hævet standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1787 010203 O2 gods-bund
2 fragmenter |
![](/grafik/intetbillede.jpg) | ESM 1917 x1773 010203 O2 gods-bund
1 lille, fint magret uden markeret bund og med blød overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x2674 010203 O2 gods-bund
Undernummer NØ
a) 1 bundskår, rød- til mørkere gulbrunt, ru (kar 2)
|
![](/grafik/intetbillede.jpg) | ESM 1917 x1806 010203 O2 gods-bund
1 fragment med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1881 010203 O2 gods-bund
1 lille, fint magret fra standfalde |
![](/grafik/intetbillede.jpg) | ESM 1917 x1888 010203 O2 gods-bund
1 lille, fint magret uden markeret bund og blød overgang til standflade. Udsvajet beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x2651 010203 O2 gods-bund
a) 1 bundskår, flad, let afsat bund og let beklasket side, rødbrunt
b) 1 bundskår, flad bund og rundet side, rødbrun, glattet |
![](/grafik/intetbillede.jpg) | ESM 1917 x1939b 010203 O2 gods-bund
16 små ved overgang til standflade, fint magret, heraf 2 sortglittede |
![](/grafik/intetbillede.jpg) | ESM 1917 x1950 010203 O2 gods-bund
1 lille, fint magret uden markeret bund og med blød overang til standflade. Udsvajet bug. |
![](/grafik/intetbillede.jpg) | ESM 1917 x2546b 010203 O2 gods-bund
c) 1 bundskår af mindre kar med flad bund, gulbrunt til brunligt (kar 7) |
![](/grafik/intetbillede.jpg) | ESM 1917 x2757 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ESM 1917 x2764 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ESM 1917 x2084 010203 O2 gods-bund
1 fragment |
![](/grafik/intetbillede.jpg) | ESM 1917 x2090 010203 O2 gods-bund
1 lille, fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1047e 010203 O2 gods-bund
Bundskår.
2 større, fint magret uden markeret bund og blød overgang til standflade. Heraf 1 af kraftigt gods Bunddia. 16cm. og 15cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x2523a 010203 O2 gods-bund
c) side- til bundskår, rødbrændt, glattet (bund 3); |
![](/grafik/intetbillede.jpg) | ESM 1917 x1047e 010203 O2 gods-bund
Bundskår.
3 lille og 1 stor, fint magret med skarp overgang til standflade. Bunddia. 15,5cm. |
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AAzzkHOcdvUVw7LtGa6zzJDGPSij7ze1FMg/p/oooqBBRRRQB8m/tOW/k6fNtfyiNSzwhJb75HT/PSvJNFtohCkTAkElQoJ698/livW/wBpz7VNHdSQFY7Vb9VkUp/ECMMD9ev+97YPl/haz8tU+bO5mJbg72BAz/KvjKnxyS7s/Rad/ZQb7I6nS7pYZ0hVuWwFH4niuzs7VmQBxjJzxyK4m80RZJPMCb5UG6EsSCrhTg5HTuPoT9K9B0meK706BkBDIBlcdMgY4+hrkmdMSaOxU4XBDHkjPPapI7ZlWYfMJGJy3YYOAPy/rVhrN7i3kxL5LdRkZAwQefypbGXzI5BIV2b8RM3VxtBBHPPf/PNYGlyjHaHezs7b9u3ce/8Ah19KgW2UZgnk8wlmfBbJA3ZGPpx+Qq5eXZhVw213U/LxjtWAq3Ms/nFShYgs7Y3Z5qlDq2Lm1si9brMshDsgjyCvqOnHH+eafcTKrfj9OKje4aBkDkFCMH14qKRvtHKjHoPxrOXkax8xl5b/AGj958wfaQQG4I9MVwFus32ya2nj2FGOGDZU4PUH8f0r0Jp448kgjjn34rjfECxC+mkiOWKr5inIIyTg/p+lYVY3jzG1OVnYqadrR0HWLbUFZ3nWQgAHlFIwcdcHBODjjOa6PXIvs/jBN+53ktEkM01yJpJ85ZZG7oSpHytyBj1rzzVLqCEu0zkJEWJY8YwOfr/n3rQsdQmfUrC/nuPNku8ZllY7nycAk+/FFOq1Dka6/wBfoEqfv867HQ+JNNi8QafcWkwbyZoyCAcYPsR3qD9kG6awj8V6FcyEXVvdJOI+gw25SRz6rz/wGte4V1t2OdgHG1ePwrA+GNwdD+OkEKqIxqdjLFIuB8xUCQH/AMhn8zXtYOXLVj5nk42PNQku2p9O2rESCvDf+Chzb/2PfHI97H/0tgr3K2wHU14X/wAFCju/Y+8dY/6cf/S2CvqYHyMtj8YPHcgk8TXhCMjZG4Mc5bA9ulc0x3da73xxrt3Y6lruneXa+RqAhDP5a+YqodwwV6HPXPOMVwjKD05rtPLluAHAz9aKdu29geMc/SimQf09UUUVAgooooA+dPjxpvn2fiK2ZcEjzk9/48/pXhvh+4QW8EifOmzcMnv1x/KvpL9oC1drPUPIG2aSw3BtuejEH9K+XNDVobfyG5w3AHQDOQPyAr47ER5Ksl5n6BhanPh4PyPQrW6DNFJtZzzhVHHqOPXiu40e34PzbkIHXjb1zz3/APrCvNtGm+aLcDkDAP4/5/OvR9IZJrUoygo3HzdP85rz5vU9CKurm00Je3ZQBnHKnn2ob5VC4BI53Y9qbFIdw3n8uKSaT5dqjmswKF0v33VFLY5z39qx7uYQOysxyBuwvOa23+ZWycHPGaxprXdIx7pwD0B9vypGqMKbUJBKZWUeVnhAf8auwapBHEzs23c2ARyv+elRTWLrcb92CBndnO3nGKxb2BWuNrD9xu3KNuOhJ4PfPP1qo6jenUuz30esF7YNkFSkiozI6g453DkH6YoOhN/Z5txcyzOoH7yYh3yOgzjrSafsLSS7I0dycsCRnrj8avfaRDuYkbd2CSPwodtmLXdHm2uQvb3EQdPlU5KkYDD161LY41LU7Z3VjBC+dyjAXA+UZ9OBXX6lbw6jZkupAHzKyp83HastREszIisV5YLx6/d6Cuf2ai1qa891sdGxjuICf4JACexxXJfCGNdU+PE1xeMoNlBcRWSk9WXarEDH912rXja7j0u5kuF2SrIXjVW+XaD8oPvwM/XrXFfDu4Phf45Ra/r8aw6XcrJbWU4yqRSTbBvO4cD5Sp543E9K9jC2jUjfa55WKvKlJLex9gx8AGvCf+CgM3/GHvjonn/jxH/k7BXu0fNeB/8ABQT5f2QPHef+nL/0tgr6mG58lLY/ITx5ZaY2oalPHM63a+WogZCoLHG4g85AHrtzn2weI8s7c9O1df4p0/UtQ1DV9SS32WtqsbSFlVSFchVOP4vm4z9K5HdlWzXceXLcixngdKKUcfWigg/p6oooqBBRRRQB5h8diINBSbgM0UsQz3JAIH5A18jRr5EMRwd6jntuz/8Arr7c+J2mrqPhO4LIX8llkOOoGcE/hnP4V8T61o9zp/iCa3njMQY7ossSQh/TAOB+Br5vMKf7xvufYZXUvRS7afr+pp6TNJ5vmEhVDccmvRbLVGh01ZkhLNxmPPOM8/Xgk4715jbTvvtbfYweZCQxx8u1ckn34rr9EvvOhVAfkyADzngfpXiSR7sWdhpGqJrixSiCVI5E+9k/KwyCpHb6+9apPzLlskDAyeTXNrC1xAIoG8l2O5ZEYptdeQeOx7juK1rnVrWOSNZH3OJhBiNC2JNu7B4447msjT0LMkgSIuehA71lzSGW62j7gG49MH0/pWpJHvZlGCPT0qlebY/lA+b1B6Giw7mJeXDRXmGjwrDHmMevU4H+e9Y81sb64wjMiK2dykjJB+7+fX1z71u3TJcMsbjkd/8A6/1FUJXaS6iMeBmRlZsfdOOn41SiHNoQ2McMbeXLEPO3H7o6c96g8QRC0t1lSTCxnc65GDx/Ea1E0+SF9wkVVIZmOOSSc4A6Cs3xBax31u0Eqb4X5bJxj/JFU4kqWpVa6lW3+YF1PTHQe/8An0qtYwy3F4Cv7tFyOB075qxbxjyxjmIYCrnsOh/z60lo629x/ryFYY2A8D3rPluXcvQyBFMDN5zkElnx83p/OuE+MGtQaf4ZmhfEjMcJEoBJyMYA79a6TxV4utfDmlzXLgzFSAETGT3OP55o+Efwi1Pxn4r/AOEs8X2Eltp1s6vpunzEguwwVdl4+UckAjknPTr3YejKrLlRy160aEOeXyPePh7DfweCPD0WqKV1JNPt1uVPUSiNQ+ffOa8j/wCCgo3fsg+OgDziy/8AS2CvoK3ticcV4D/wUHhaH9kPx2RnP+hf+lsFfWRR8bJ3Pxp8aqIfEd+kcjkOVLjG0ZwPfn61ze3Cmu38XatNp19q9hLaQlLlYgJnjKv8p3BlPfPIOc8fQVxZXcPqa7DzJbkHPb60U9up7mimQf08UUUVAgooooAjuIEureWGQZjkUow9iMGvjT4uWDaP4kjjeJlmhLQyPgYbB4Pt6/8AAhX2fXiX7RXgRNVhtNXhhTex+z3Ep/hGMqx/Ij8hXBjKSqQ5ux6uX13Tqcnc+eImJhVAoLDDDPOeeRWppsxs49uc9Tn3PJrnljuLN4YblPLlYfLtYHK5Iz+n8q34ZI7xkYnZnn8q+UlFrRn2al1R1WkzFIY1bEhXBHzE4P8Aj3rZs9QFvdF2Vo4pGVWYdN5OAfof6j1rl9PURyOP4tvXpux3rbhnbYCjctjIPTPrWbgaqeljZuJmVnZMjn86zri6+0SbCNhwPrmpGk22+0H5V598Y6VkXEkRuFmnwZIjkH0zxn64yM+hNJJD1JZMqAhbBx94CnR26tIx3DlsnioZmEtxvyGC8BW4+n8qsWzFoym358nJz6nOKoQS5jlGThVOee49qxNQuTcMoiUElsBieOlbFxGbhiHOY9u3HbtWbNCV8qIth34Cj0HOeaiRUSrHmGFYQ3mP3+UCsnWtYh8P4Ei+Zcy5A2qWYemB71l+NPFy+Hb2LTdN2zaxOSMnlYlAyXI/LA9T+FHwv+GOrePNYlur+SdtMMpa51Jk2GYg48uLPYYIOBgc854ropUnU92KMqtWNNc0zufgz8OYvFMkXi/XYC4V2Gn2MpDKhR2UzMOm4kfKOQMZ5JyPoC3t9zAAVX0XR4dOs7eztIhDbQII40XoqgYArftbTb2/GvpqNJU4qKPkq1aVabnILe3AA4r56/4KGxlf2QfHhHpZf+lsFfS0cIHavnL/AIKIgL+yD48PtZD/AMnYK7oo43I/F3xpb6dJqWrzfbpFvI2i8q3aDiQkEP8ANu4CgA5I5zjHeuRdgFAHOK6/x9od0utapdpZGCztzGGkJ2htwIUjceSSrdP7p9K4tmI+lbnFLcRfm/Oik3dOMCigg/p6oooqBBRRRQAVX1DT7fVLOa0u4lnt5l2vG3QirFFA9tUfI3xq+APiGz8VWes6La3WtaXAnli3tRukVS3zbkzkkdiAfwrzMyXmk3AS6R7R1TFxFc/I8bDHy7WAII98Gv0FrmfF3w38O+OIyNX02OebbtFynyTKPQOOcex4rzKuBjPWJ7VDM5Qsqiv5nx1oXiuz1Ce5ihmV2gISRl5Cknpn2xziumtdQdpEdFDxY5ZXA/nXpF5+ybp2nSXcvh3XbrTzMp/c3SLMmT1AI2kA/QmvO5Pgr4+8MXMklxp7atb7dg/s6ZWB5zu2sQ2ce3avKqYKpDZHtUsfRqfa+/QunUEeOQNJjnO3pxUEl9BeKYWAJ6/XFcDrPiu88LzXFjqllfWkkPAjuLdldvlzjJxnoefaqjfECx03R2vZ5DGF3Yhyd7EfwgEAk/T2rilRaep6EayeqPQxI0l4diIwYBS+eePbFTfaIrfe7SlP72Tgf/WrwTUvi54i1SSV9A0qZYmlWOK5EDPvywDMMcccjHU4rsNJ+F3xG8YQ2qyaPqAVpBcSXWoyC3x1IUISD17gHAxgVUaEnokKVaC1bR3994msbBislym8jIXd+tcN4s+MVhpcMqWDfaLseWGlcfINzFRg9zkdK77wn+yZeTQtJ4m12ZZGbItdHbbGo5JBd13MST1wOAK9c8G/Ajwp4NmWew0eD7YDu+1z5lm3YxkM2dpwf4cV2QwEpay0OGpmMI6Q1PnX4NfBnVPHPiOXxX4ls57HSmZvs9ncblmuckHJB5WPIyB1Ofxr6w07R1t4Y4oolhijUKkaKAqgdAAOgrcg0yOPoKtpbqvQV7FOhGmrI8StiJVpc0mVLWz8vHFaMcIA5p0ceKmCV1xicMpjQK+bP+Ci3H7H/jz6WX/pbBX0sV/Cvmb/AIKNZ/4Y/wDHIBwc2P8A6WwVZEdz8VfHV9KniLVIoZ51inKmaJsoGIGQCM846jNck3OfWu68fahHa6vrdpJpcaz3Bi2XLA7lCnJYbs/e4GVx93654YDccVoYy3Gr0opyRksc8Gigg/p5oooqBBRRRQAUUUUAFFFFADWpjVIaY1A0Vruzgvrd4LmCO4gcYaOZAysPcHrXOr8M/CMF3DdReFtFiuYW3xTJp8IeNuuVbbkH6V1BFMalbubRk1sVmtxjgVE1sPSrTGkosjRSaK6wj0qVYh6VMqipBiiwnNkAhp6x4qTI70u4UyOZjQoFLRuFJuHrQIWvmD/gpA3/ABh/44HT5rH/ANLIa+nGkVepFfLX/BSa5jX9kHxou9ctLYgDIz/x9w0GkUfi/wCOreNtc1SZrpPtCyIDBtYE5Bzgn0wv/fXtXK7j2Ndh480u7n8QavdizaO3hZC8mCAQxwrcnnJBHHHFcecAnFWYPcmTsV/GioVbZjmigR+kes/tKeMtFnaC88c+LrdwgYbrnac7SSuDz975fTIrCu/2oPHn9mm+Txz4xFrvKBxcnnGOc/d4JA69xXz94m8a3/ia5E+o3rXMu3YHKAEDJOOB6k1nS+Lr1dGOlG9ZrBtxMJUHqVY9Rkcxqevb3Oe60ew+Znvkf7Unjm+upIbP4h+Np2WIylo7wttOOhA/2iF6YyRXOt+1p478ti/xK8bGUMAsceoYJznJ69j/ADrw7TfE2p6DcTTaVdyWsskZjaRWAJXIJBOOmQKw2uD5zSs375juBXoD+XFZNLsHMz6M179qf4h6XeNb3PxE8fWc/lhts188e35ehBwcg5XOOoNZw/am+I8mjSamfiJ8QzbRyrE0iak/l5IJPzZwMfLwTn5hXhXiDxNqHiS8+06hMLmYbhv2qmcsznOAOrMxz71RbxFqNros2lCfFhIzM0IRcZbYTzjPWNO/8NZOw+ZnvMf7Vvj3UtQtra2+JvxAYyY3FNVlJHGT8qnPHOcenFZUn7XXjkKzH4ofENXVgBH/AG2/PXJ69sD868EsdYu9HvkvLK4aC4VWVZFxkBlKt+YJH41QuLia8uHdjvldixOO/es9CuZn0Rq37T3xG0rUIrfUfiR8SLQSJG/73WZ43VSOpBIz+HXFU1/ad+IN5pV3fQ/EX4jyJbuiOx12YxoXDbSzA4H3ehPP4GvD9d8Rah4iuI5tUu3u5Y12JuxwvpxVWHXr200270+G4aKyuyjTwr92QoSVz9CTRoLnfc9y0/8AaU8c6peWVrF8R/iFPcTkKyprs52sWxwoOW4549cVmXn7SnjiGaSOT4gePo5Im2yRy69MG3AkEdflx7145p+rXOkXltd2cpgu7eVZopkAyrKQVI+hFV7md7qaSWaUySyMXdmOSxJyST9aVkHO+57RN+0N4t/0IyeO/HYS4XcXfXpsKN7KSP733e307VDpvx08a6jb39z/AMJb42mitEV2ZddnIGWAwTnjufwrx661K4vI7eOWTzFt4/Kj+UDauSccDnknrS2eq3ljb3cEFzJDDdII50jYgSKGDAN6jIB/CiyFzy7nrMnx28T300NvbeKfGE087BAp1yYncWIAAzz2qG8+N/iCxurq2n8ReKmlgZk/5DkvzMGwe/Hf1rySOVoZFdGKup3Kw4IPrTry+uNQuprm6mee5mdpJJpGLO7E5LEnqST1osh88u56tqPxc8RxWdhdy6n4mFrdqzJJLq0wVyrFWCtj5scZ9M4qKH4napqi6i0F9r00VnCZyz6xIPk3quTk8feHTPOBXlsl3NLDFG8ryRxArGjMSEBJJAHbkk/jSw3txarKIZpIRMhjk8tiu9SQSpx1HA49qLIOeXc72P4oX08ir9o1eZ5G2hG1SUAegz3zUmseNJdP1C9s50v/ADYXaMbtSduQcc4JHTPQnmvO45DGwZSwYHIKnBBqaa4muppJp5HmlclmkkbLMT3J7mlZBzy7nYzeLFGn28stpcSGVmG6S8k2kDHTnryf0qCW8i1+21JbTTmTyIjMJGuSSqhhkkM2D8ueBk1ycju0ao0h2LkhcnAz1xTo7iS3UhHZRIu19rcMvBwce4HHtT0DmfUctxcRwTQrcSJBNgyRq52vg8ZHQ47Zqq68ccCtOPXLm2sfs0YiEY3At5Y3YYEEbvTk1mM1BI3ZRSltwGe3HFFBOh6/cQzbsCKU46YHWqUjXYJP2aTp/EhNFFdPM7F8qKTx3jBv3EmCP7h/wqhcafd5z5Ehyf7pNFFTe4rEH2O7jGPs0u4/7JqrJY3zsB9lmY/7hoorNgkRSaVdD79vKzf3Y0P86iOnXquVFrIg77UJ/WiipHYryaZe9rSYfSM/4VG2l3v/AD6zf9+zRRQSJ/Zl71+yTf8AftqT+yb0n/jzuM/9c2oooAP7Iv8AHy2Vxj/rkf8ACnf2JqK8CwuCe/7lv8KKKQWG/wBg6m3/ADD7r/vy3+FKvh3Vj/zDbv8A78t/hRRSKsOXw1q+4f8AEqvG/wC2Df4U9fCutM2TpV7/AN+G/wAKKKB8pNH4S1vtpF4fbyG/wp6+DdeY8aReDj/nk1FFIrlRJ/wgviF+Bo92c/8ATI09fh/4kYYGjXWP+udFFFx8iJV+Gvid+mjXH5D/ABqSP4UeK5jxo0w78so/maKKLj9mi1H8FfGUrDbozYP964iH/s1FFFUP2aP/2Q==) | ESM 1917 x2523a 010203 O2 gods-bund
b) bund, forvitret, rødbrændt (bund 2) |
![](/grafik/intetbillede.jpg) | ESM 1917 x2522 010203 O2 gods-bund
a) 1 bundskår, gråbrunt, ru |
![](/grafik/intetbillede.jpg) | ESM 1917 x2520 010203 O2 gods-bund
b) bundskår |
![](/grafik/intetbillede.jpg) | ESM 1917 x1068 010203 O2 gods-bund
Bundskår.
1 stort, fint magret med indtrukken bund med skarp overgang til standflade. Udsvajet bug. Bunddia. 13,5cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1054 010203 O2 gods-bund
Bundskår.
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0014 010203 O2 gods-bund
Bundskår.
Bund af urne, 19 skår limet sammen. Omkring 11-12 cm høj og en diameter på omrking 12. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1019 010203 O2 gods-bund
Bundskår.
1 hel bund af mindst 2-leddet kar, fint magret. Bevaret i en højde af 41 cm. Svagt afsat fod, ca. 7 cm. høj. Let udsvajet bug. Over fod og op til bugknæk er karet med aftørret beklaskning. Karet er asymetisk. Bunddia. ca. 21 cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1041d 010203 O2 gods-bund
Bundskår.
1 lille og 1 større, fint magret uden markeret bund og skarp overgang til standflade. Let udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1041d 010203 O2 gods-bund
Bundskår.
1 lille og 2 store limet sammen. fra standflade, med skarp overgang hertil. Heraf 1 med kornindtryk under standflade. Bunddia. 10,5cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x2231 010203 O2 gods-bund
1 lille, fint magret, med skarp overgang til standflade. Bunddia. 14cm |
![](/grafik/intetbillede.jpg) | ESM 1917 x1041b 010203 O2 gods-bund
Bundskår.
5 små og 1 større, ved overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1040d 010203 O2 gods-bund
Bundskår.
1 fragment med blød overgang til standflade. Ornamenteret med paralelle lodrette fuger på overgang til standflade |
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) | ESM 1917 x1040d 010203 O2 gods-bund
Bundskår.
1 lille, fint magret fra si kar med fire huller samt antydning fem mere. Indtrukken bund og skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1775 010203 O2 gods-bund
1 lille, fint magret uden markeret bund og skarp til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0564 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0635 010203 O2 gods-bund
Bundskår.
1 lille fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0882 010203 O2 gods-bund
Bundskår.
Fint magret med blød overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0890 010203 O2 gods-bund
Bundskår.
2 fragmenter med facetter |
![](/grafik/intetbillede.jpg) | ESM 1917 x1013a 010203 O2 gods-bund
Bundskår. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1012a 010203 O2 gods-bund
Bundskår.
Uden markeret bund og blød overgang til standflade. Sortglittet. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1009 010203 O2 gods-bund
Bundskår.
1 fragment |
![](/grafik/intetbillede.jpg) | ESM 1917 x1006 § 010203 O2 gods-bund
Bundskår.
Fint magret, uden markeret bund og med skarp overgang til standflade. Let udsvajet bug med aftørret beklaskning. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1005 010203 O2 gods-bund
Bundskår.
4 små, fint magret, med svagt indtrukken bund og med skarp overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1002 § 010203 O2 gods-bund
Bundskår.
Fra standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1014 010203 O2 gods-bund
Bundskår.
2 fragmenter med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1014 010203 O1 gods-bund
Bundskår.
1 fragment med skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1014 010203 O2 gods-bund
Bundskår.
3 små, fint magret med indtrukken bund og blød overgang til standflade. Udsvajet beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1014 010203 O2 gods-bund
Bundskår.
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1001a § 010203 O2 gods-bund
Bundskår.
Med indtrukken bund og med skarp overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0976 010203 O2 gods-bund
Bundskår.
Fint magret uden markeret bund og blød overgang til standflade. Udsvajet beklasket bug. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0971 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med indtrukken bund og blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0974 010203 O2 gods-bund
Bundskår.
Fint magret med indtrukken bund og skarp overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0968 010203 O2 gods-bund
Bundskår.
Fint magret, fra standflade.
Med grube- evt. kornindtryk. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0967 010203 O2 gods-bund
Bundskår. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0965 010203 O2 gods-bund
Bundskår.
Fint magret uden markeret bund og skarp overgang til standflade. |
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) | ESM 1917 x1740 010203 O2 gods-bund
Bundskår
1 stort, fint magret uden markeret bund med blød overgang til standflade. Udsvajet bug.
Bunddiameter: 10 cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0961 010203 O2 gods-bund
2 bundskår.
Fint magret ved overgang til standflade. |
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RWj4m0u0j8I6bNq0eraaPJBtpB4Ut7aOeTZkL9oEwaRT/eIJxziimSj+hdqjLHNObpTaBjTnNNalNJmgD84v2m9XuLz43eK5twnS2byOCRgeUqAcegDfiK+WPE1g+l6xLBbxzJuw42nn5sE98n/ADxX6IftJfss6hrs/iPxhoGtM7yo13NpMsGSzADdskByeAx2kdeM818P+MYYtJ8TWQjdGlltR5wXkqQRjOPXJ/KvFnGVOo79T0IyUoq3QZ4H+LvjjwAun2fh3xXqVtbeYNmntdE24dnz9xjtCknngV9hfHb4ofGD4T+C7PxFca54Zhe4mjgksbOzf93IUZiqNIzGQfKecA8dMZr4R8V6W2rafIYt4mZWA8snr2xjof8A61cBY6f4i+1XM+qXV/etJulX7RM7bpGBBkO4/ewTz1Oa3py9xq+pElrse7+LPjJ4++LFnH/wk/ii6mgUlltoQsKqc8EKgVc89SCfesD4R/ELxf8AA/xxH4h0+8F/Icpc27SNsu4S2fLfI4PfPYgH65F5M2j+H1kWVI5Amf3hxnj3NeW3Hxgk0/UFgmtJCqt+8LNyAfQYHY9KiHPJtxKk4pan1D+0V+0lB8cvFHhu8s9HuNOt9NtGRkuZFfdLIQTsK9hhRzgnHQYrlfhX8Kdc+MniOXR9Fns4ruO3a7nnvmZY1QOo7KTklgAMevpXC6HqmmzTIwijiMwViRgZ3dDj8u1b+i+PPEvwy8UJ4i8KaiNP1GNGhJkiEsUsJwSjoR90lQfXIBGMUX5ql5h0sjrfjx8Ddd+Bs2i/bbrT9StdTlkRZrcyApsAYggqBkgnGCehzjjPn0N2n2WYIP3U0WDkHIPT/wCvxVb4yfHDxx8Wtc07UfFt1bGHTo3SzsdNjMcPmOACxGWJZsAcnoOMVzul3lzZ6XbR5eViQFVskn1P0q5Rjf3diLsluvD0lxBcw5d0mXlFcru5yAQDyOnB96u6bZrYKh3rH8qxlkDKRgdAD/niqH9ut5d20qSI8Y+XD+hGcjHp9KtaPrUWpW5kP/jrYx9fejlfUOY0Li6ZTgsyoDjjn9O9UwtsxR4AsxMm0qgI6Hrg47nt61X1i5u4VMkCkqo4O3cPcflX1r8XPjp8L/Dn7L1p4d8P20F7qOtacttHp9tEvm20qbPMkuOhVg2SCclmGRkZIqMOa+or2PmiOGxuZVRkRX6FWUjHPUk/XAx/d/P9CP2Ffhnr3w08L+INT8SQrp0OqC3e0jmdQ4hQOd7D+DO8cHB45r89PDuoK2i28Ezs01zD5bs2Djp3PI5r2D43ftMat8cvBfhrwnZ6V9htrWaOfULwXGRPJGhUKEwML8xbGTyB6UqclFtvoOUXJWP1F8PeLdD8Vrctoms6frC27+VO1hdJOIn/ALrbSdp9jWzmvx2+BPim++DXj3Tdbsr15ruOY/aIVlYCWIMA0TDoQVJ/PPav1/02/i1bT7W9gJMFzEs0ZIwSrAEfoa66VVVUzCpDkZdU1+U//BW5v+L0eE+ef7CHH/bxLX6rCvyl/wCCtzH/AIXV4U9P7BX/ANHzVsZnyX460z7J4X0Wb+zWs/NCnzm0qW2EnyA8Ss5EnrwBnrRVzVrzTND0LTJZPD2iak0iKrCRNUjYHaMklpVQn/c49OKKolH9DTUzFSNUfPrSGJXP+OvGVh4B8K6hr2pMws7OPeyxrl3YkKqqPUkgfjW/ntya8a/a20OfWvgtqRgR3ezniuiEbGAGwSRjkDdkj8e1RNuMW0VFXaR8mfFT9srx94i066jsJIPD1i/7t1sgfNwR08w/NznnGK+VrW6ku9Sa8mDsxAGWOTnucnmutureXzrmCVo8TKcBeTgHgdecEf5xWHq9k0FrM8exZFjC/OPlGSMk/ga8bncviep3qNtirceIra1mkicZdSMjG0AnvzipLPUIL5XXe0skYAdWByPfFfP3xGuruTXgrsyxhAU2ngnJyfz4/CvT/Btxe/2bp9xcbmuDbhZkYAscEgEjr90CtJUlGKdyOa7N/wAS6HdapHbTW0v7yJiwjddygDHOOhI7emfpXjev/Du+/tqSV43SNnBkaQHJz3BI5/xr3fVtWi0GzWS4yXI2qFOV55/LqazfEWn+Jm8P2uvNompReHLn5odUa0dYJSeRtkK7cHsR1wcVVKU47bBJRe5z9tZpax2kUI+6FVw/XAHHH4CukWw1TXGaHR9LutWMab3NrbvKBjAIO0HGMgZxjmsC3mkktVmkYyO6kntjnGK93/Zd/aq8M/DXSbrw74uhms7AeZLb3VjbNMzSMTkS7Sct0C/KMbRycnGkYKb1JbseESTKsjQ3NuqSxvtkjZMFDn3Hriu1+D9v4V/4W94fk8ZGNPDcJaS6a4OISVVigf8A2d+z2OQD1rK+KHiq18b+KdT1qw0v7LBc3PmIsrKHXgfNJtH3mOGO3gEsOeK5ozLJGy7x5qj73UYJwQf5UJ8ruga7nqn7XXxg8K/Fjxxo1n4OtLeLTdIheCe/ihWJroNjaqrtB2qV+XP95sAdT5NpenxW8BVUZUB3DJ7delRWvh+GxWSWG38qQru3chT36VeWQyqsSRhiDvzg5PtVylzO5PkOTUxFbukcy+WT/D1GegNVtSjgvma5kVJZF5Mj/eavqnxB+zH4Y0H9l258Z+ZLP4n/ALIj1gztIEgYsqyeQFxjbg7QfvZwc84r5akWBrqOe2tvssPkq0kYcFTIGwSO4B4NRKLg9So6o2/BtqlvcG7updr/AHYo24Cjnnnv/nvXQXVvB5Ny8cyRrgsmB8uce34/rXZ/Er4E+KPh58NbTx3cyW8Vr5cZvraJmE1mkmNrNkYbkqGA5BbvyR5ftutVtBBb7ZImjBC7cAZ6nI6df59a5pwlfU2jJdDVj0mayuYL95VeCTkKoAOTwSD9R0+vWv05/ZO+IkXjz4QaZE1x52o6Sv2K4U9QoJ8o/QptH/ATXy3pvgfTNU+FvhrSk8PW626WEjapq6yxR3emzxyNhn3FSw25zG33gVCkHDHV/ZC1a8+Hfx0vfCc9/HcWGoJLb+ZEP3UsiAyRuM8jIBxn+/j0rrpxdKa7M5ZSVSL7o+8845r8qP8AgrRG8nxo8LSgHZ/YSqT2z9olr9V271+U3/BWSTHxq8MDJB/sFf8A0fNXeYHyP40vobzw/pUUF3YXLxKNyWkt+0ifKPviceWP+2f8qK0fFHjLUYPC+n2Vn4ku2V4fJnt4NYuZVKbACrRsqqo6jAJHbpRTJR/Q6wphqTmkagZHXP8Aj/Rr3xF4H17StNlhhv72xmt4JLgExq7oVG7A6ZPpXQtUbUNX0A/M746fs4+KPhLoNlq2pxWl/b3DrBJPprMY7eQnPz7lBGeQD0zxnpXhJgkm81L1t0Mi4+XGT+HrX7J+I/Dum+LNFvdI1iyi1DTbyMxT20y5V1Pb/wCuOQeRXxn8Wv2F9Strie98D3KX9gzhhpV1IEnTLjISRvlZQOfmIIx3NeZVw7jrTOyFVPSR8Eaz4MteHCLcpEdqMyZP16dT7elT2OmsbhNmE+f9446sOuOn1r3HxB+zv8TNBS4mu/B2pyW0LMS8MYlAUEknCEnGB1ryK8X7DcqQytCW4ZemPSsrzWkkXaO8TmPin9olxAgbyZI9oO75eD3H4ivqr4gftv8Agbxd8B38O2ukXA17UtNWzk0sW+y2sZAMZDn5SqlVK7cnlemDj5u8Q3tneW6+btLoflxnv61if2eq2+xBEyH5vNKhmYEHv6c1vTnyx5TOSu7lPSP3ca5ZXVgSQuflyenT2J49aVbOCzuJJQiyyNx6Een9KkuNmnxqGbHoAP5Vmx6tC0jL8wyepGT6/hTsTc9X+Bvwvs/jP8QI/DFxrA0eSW3lunKoJGcJj5EGcFvmzyegY+1Hxe+F8nwO8bzaDc3aasIbdbq1uFBj8+J9y5K5O1g0cikZIyueM4Hl+ieJ9X8A+LbLX/Dl02m65ZTGS2uQgdckMpBVgQQVZlI962de+IWu+OtYuNW8Y38+t6tKqeZO4RMRBjtSNFGFUFjwMfeJolFclupSeoz7T50TMF8tQT8u7IUemaSCQyA7eJsgKQ3GDnis+3uTqHnNBG5XLkHAONoJ9fwr2zXP2WdZ0H4HwfEG51WGM+XHcSadJAVkSOSRVRg+euGBKkdD1yMEtpZC6nmOseN/FmreG4vC+qa5qX/COwyBhpssx8kFT8o/3RwQv3QRnFY2n3Rg1kRxGGZUiXKSRkjgkDcO/Q/pU41KaOGSESKXdcM0oBXdjGR6Gl0TT2s42aMLcfanVmbklj0FZybtqaJa6Hs/xd/aB1r4vfDHTfCFzax6eiyQnUroT+Yb5kOVO3aAilsMRySQOeOa/wAHbG201oPt9u8sNnaPdXFtCC5mK5OzG08FiBnspYnpXF6XpvlpAf4g6sBIMf8AAf54+or2+++EWpeBfDtv460LxLDfX2nFo9WtdLuAJNKZmZQGKtlgehBA57EZNCcp+89bEztH3TmfiJceLf8AhKLiTxPp1xaalfILp5LpGRpAchSB0BABXb2GBXtf7K/hyD4ofEXRtW+yT28nhqNZb+6EwaO4ZB5dsANoKtgfNzgiLPGTXhWmrrnjubSPDWk2N5fXb3c1yoMhkM08uze3J+X5Io8/7pJPNfo5+z/8HoPg74Ei05xHLrN232jUblDnfJjAUHH3VXCj8T3rSjFylfoZzfKrdT0hq/KP/grMpT43eGMgc6CmG7/8fE3FfrGsJNflB/wVvXb8cvC4B/5l+P5f+3ieu8wPmDxBY3PibQdJt/7YXFvGDs1TxRBcRrlQMJFtUx/TJx07UVQ+IFw0vh3RQzZEagf8hezvB90f8s4UDx/8DJ9OtFUSj+iYmm0ham5oGDVGxr5X/ab/AG3I/gn42svDWgWGn+Ib2Nd+pxzTOptyQSseVGA2MHnPXHBrlI/+CjcM2iyyDwJcDUNjeWFv1MJYZxn5AwH4e1YyrQi9WaKnJ7H2czAVA0gr4u8M/wDBQa6kjtD4h8JQiOST99c2N0yeVHnGRG6tk/8AAwD7V9Y6D4o03xXo1pq2kXkV/p91GJIZ4myrA/yPYg8gjB5pwqRqfCxSg47mreRpeW00EhISVGQlTg4Ixwe1fCvxS/YMv/DFjd6l4F1CTXUjBcaVfbUuCM87HACucfwkLnHc4B+4TPUfnhu9E6caitIcZOL0PgTw1/wT71PxR4YbUdc1dtA1eYCS308wCVYgyK2JDuznLMpGOCvevk/x14fvPhv4t1Tw3fyLPfaXM9pIyqwVgpIBXPYjBHHSv2oMm7oAR3/KvzE/bt+G954V+Ll1qreZLZaqv2qO48kovzO25N2cErxnvgrxzWM6cYpWRcZOV7nn/wABfg7pHxZ+J2naPrusGxsJopJ2jidUknAA2xoW/iJyeh4U/h237Y37OHhL4Vz+GZPCeoHT7m+kdJtMuJvNfylAPmrn5sZ+Q5J5YY714LeWC+INEls3Eg8nBjmjJBGDnr2rKsdLsbW1nkiv7i5vgwDXE75Y8kbV+mc1lzpJxe5fL1OhnhjsY5gssflLGJSrR4IPPyr3BPp/LFc2t9Be3jGGNk29Eb5vx6dP1rX8xdSupRPLtkdVhR5AxAYnnOAfU8+1folD+xj8L4vBMemRaSqXotiBrqysbjeV5lyTtIzztI247VNKm3djnJaH54abBbfY9u6MxM2WyMbM9QD26Z/CvQPHH7S3jXxppcHhXX7qzbw7biFU+wxBGm2YAMzbmJIwOFAGc5HSvMbe3Nlr97ZyXCTwRzlDNGQY5Ez8rqM8gjBH1rdutNt186JUV5VXEQB+Td1zjmpk+V+o0ej/ALNvhfRb/wCPXh+w8Swwmz2+fbQXBDJNKUZogQeuTg47lQPavqv9sfT9Eu/AelWcslvZ6814Dp03AeNVRjIfXYVAX03MntXwZp+mym5SJ9zTqBh1OAvvj1zXd6a15r2o6dbXd9FBIqt517d8tGigsW6ksQBwoyT0Ayacal4+zXUbjZ8xi3GpSLeLYE5ih2yZU4zIOOv4V7P4d/aE1+68RWUeuG0vdB8pbDVbIWkaLeREbS8hC5eRR909iOBycsXwLovwz8XQeIGi/wCE10ZNOttUtpLiT7F5U0hPlrKoDFzujI2KehJ7Guo+AXwxtPjH8WpL7S7SXTvC2n3Ed7d292/2k5DA+SXwM72Ddeig9SObUZRaUWZNqV20ex/sd/CTUdLW98Z6nE1va3DtFpNvcI3meQThpSuQFLAADjON3YjP1xDHUMMe5gegq9HHgV2xioqyMG7u4Bdor8mv+CtsZ/4Xt4bbBx/wj0YBxxn7RPnn8RX60kV+Sf8AwVsYt8evDyAcjw7Cd3/bzccUxI+X/Gf9mr4Y05L6KRJfJ/0c2S6eAZNg++YBvIzj7/P40Vm/EOyktNE0RmiljDJwZNGtbIH5V6SRMWk+r49e9FUJbH9EZphNPNeOftWeMtU8E/CG8vNHvm029nnjtvtEagkIwYuAT90lVI3DkEjFTOShFyfQuK5nY/Mb43aNfTfF/wAZ3U11a3kzapcebNDykgMzY2HPc46+tULeG5t9JieFtj4PmbgWyvU++eaq65fXQ1CQrbtckhmlY/KARnGCf6Zqlaald3Fh9ndQ6zJtYLlhEpwDk+vIFeFKUpK7PRUUti3b3Vw26d5IJ7aAlWYk/eGCRtzjoD+nrTJrjXtJ8RXFvo/iDU9DS7h8wx6fdvCJTn7jBWAbJPfsKm0fR7mCOGESGe1QOGd5OWJJIJ78ZIqrNbi21iJi264jf5WXJCkg8ZPripjLleg2rn0zoH/BQDxJbeFbTw/J4TX/AISO3iW2Or3VwzwvtXHmtHgEtwMjfySfpX0Z+zd+0RF8dPD1+1xY/wBm67pLxxX0CZMT7wSskZPO1trfKeQRjJ4J/OOa5L3kiqzB1YGZduCOf/rfzr6i/Yy+LHhHwfb67o2t3kOkapf3YlS+uSEikRUVVjZzwpBLkbsA7yOvB7qNaUpWk9DCcFbRH26s/vWB8RPAGi/FTwje+HdetluLO5T5WAG+F8HbIh7MM8Vpq+QpByDyDU8Mh45r0rX0OU+BtW/4J5+M7jxdb6XY6zZJ4YEjSHVTIVkVOm1oRgsxB6Z28csK80/aM/ZR1b9nVtLv49Vh8Q6VeFo0uVgMMiSDBKtHubqDkEE9D04z+qtuvSvlb/goN4a1XVPBvh/ULGznurWzknSdo1LpE7iPy2cA8A7WGcY7E8jPPUgoQbii4tylZs/OF5GvLWVpk8k79u4qRyM888//AK661vjd8Sx4Rk8LR+M9SOh+T5BhDJuaHGCglKlwuDjG7pkdK7/4G/sseIfj0upXzXUWkaHZTNbte3CFjNOCCY40X5mPzAk8D5h3rhfi38J7z4K/ECTQbp0ujCAY5lUqsysM8AjsSVI6gg5xXOlKKv3Nbps8zuWmleJY4Gedm2LtO1c8jLN2Xiuy0u1jm0uOa2kaZ2O1wRznAPy9yB/Sk/sGFlW5t5Gt/LAJQHlgc5HPqCa6rRI7OysrBWhE0Kybp4o/3ZK5VmXd1BI7/WsNZu2yNNIq6O1+D3wZ1f4rX1xaaReW8F1a2puQt0W/eDco42g92HJwB69K6TWvA9/8P/B/iHw/4l0X7F4gtWt9VsrkeXIWidvJlXepOVPyEDOAUPeup0XUND+CvxC8QWMurzaJoGv6Ow0zXIo2le3hmeN1I2/NkKrpuH8QBx6czr/xC0iO8062NheS6FeaZqFlDvkWS4Nq1zK1sDknHlyxq3J6DjkCtlCMY67mDlKT8i/J4fv/AB5o3wy8PaVL9oN7bSLbxGQMUY3Uu4v6Abcgdhnr1r9Cfh98O9D+G+gxaVodhDZRcNM8a4ed8YLuerE+/TpXzx+xb8G/7P0S08cavEy3TpJFpdu33YomJDSAdi3IHTgsedwx9YwruNdVKNlzPqZSfRE9vFirAXpSxrin4rcgjavyP/4K3Nj4/eHwOv8AwjsOf/Ai4xX64tX5Ff8ABWyQH9oDQVxyvh+H9Z5/8KBI+ZvFV5P4W0fS5v7BQC6j/wBZqnhpLZWwoPyOXbzOvXA7HvRVXxv4Pv20HT7u08OTwwwxGW4uLfSbuEBdoO53kZlI6nIwKKYkf0NV5z8ePhTcfGPwKfDttrB0Rmu4Z3ufJ80FUJyu3Iz1yOeoFejsM9DTCOvam0pKzLTtqj80/wBqT9lW5+Avg228Q6d4kbWNOuLhbS7W6gWKaNmViGjIOCCAeDyMDrnj5x0e7tLiNktYQ0K7S0k2RnH8WT3HH86+zP8Ago3d+JbTUNCtszXHhu8hZ4olwVEyffBHGTgqR16+1fE2n21/aqUhgCblwysMg/Uf/X7V41aMeZpKx3U27Js6bw/dWY8QWMupFodE+1qt9NGC0gt92HZAM9BnjHXtX0R+0Bf/AAHsfhXJP4c1HS5/EMsappcOh3m+eSQkYMqgnjGdxkAOARnPFfJl1Y3E+oI0o8l3UhpFwoUDoMenJ/yajk8LwQuzMArycFyBk++amEowTTVxu8mXobu7uPnaURtKCpjUAEqD1/z61Na2K2zbZHA3v8zct3Hr9elWbDTPMuFkaTfhNm0nOc9N2Oo/xrSkhS3jMsoZz0VATnOegA79Kx5rMs/V+3hWO2iSPlFUBcegHFW7WMswrx39lj4kS/EL4cxWuoSmXWdI229wzHJeM58pye52qVJ6koT3r2+zhO/pXvwkpRUkefL3XYtQxYA4qw1uskbI6K6MNrKwyCD1BqRY9van/pVkHC61pWhfCf4eazd6NoVtY2WnQTagLLTYVhDyKC+cKOpI6mvyg+K3xS1D40+K01O9gjtIrWD7NAkag7vnZ2c8DLvJIzMfcelfr5448Mx+M/BuuaFKFMepWU1qd/3RvQqCfzr8gPEHhW58J6/d2k9q0dxZTvbTW7j5onViD+orgxEuVrsdNJXT7mUtqYYljX7xOS2ORkDP6CrTXpvZAWZVTHkrtAQMAdoYgeuOc+tE0JkkfO6Jhw2TwfpxWTYxrZxpKxkQ+X9zGd2SGAx0GDmuSO1zVnd6hN/wmHw8EUscsv8AYcohNwoJzDKzSBGP8IWQS89T5mOwz63+zb8GdQ+MdzpFlqWlwRaFocztcawodZpIWfzBadcEkljkDIEhOegrxv4caj4lt9WuNI8PsZ5/EUY05rARJIJlkYfKQQcHI+8MFeTkV+sfw/8ACNr4G8H6VotpbQ2q2sCLItv91pNo3tk8nLZOTXVRjzavYwm+XQ3rGzhsbWG2t4lgt4UWOOJBhUUDAAHYAAVo26d6roOavQrha7TAmSnULRQIjavyC/4KzNu/aM0gY6eHrcf+R7iv19evx8/4Kwf8nKacSSAPD9sOn/Taeh9AR8s+P9Pi03S9J8q2sbZpFbc1nFfxs/C/f+0/Kev/ACz9+2KK0fFGn6brljp4k8Q6HphhQ8M2rSF8heMSQsBjH8OBz9KKYLY/of200rT8UlWI5X4gfDHw58UNJj03xLpialaxyebHl2Ro2xjKspBH0zg968D1z/gn74K1LUHltNc1rTrVzlraN43x7BimcfXJr6morOVOEviRak1sz5ih/YD+Gtvp8lqX1qVnAHnteKHHHYBAv5g03Tf2BfhzZwlJpdYvD2aW6RSBzwNqD1r6d69qMCp9jT7Fc8u58o+Kv2AfC15Z58N6xqGiXwbdvuiLmNhj7uPlYfXJ78GuM0H/AIJ56l/aDNrni6D7Hvz/AKDAzSsPTLYCfrX3Caa1L6vTbvYftJdzzL4W/BXQvhDoL6VoazOssplmubplaaVug3MFAwBwABgc+pruobNY+a0CvtTGj9q3UUlZGZWK0myp2T2oVaQEAiJxXy3+2N+zdZ+JNFvvHehWxi1u0i3ajDDkfaoB1fA/jQck91B7gV9XKtPKBlZWAZSMEEZBFZ1IKpHlZUZOLuj8TLy2eZiijzs/dXoq5/r/APWqrpukXWqa1YWFrBNcz3LrbLDCCXZzgKoA5zlhxX0/+1x+zbqPw18WXfiPw1pclx4W1J/M8uBWdbOUnLRkAfKpPKk8YOO3Pp/7FP7Nb2ENj8QvEdq0F1h/7LsZo+QpAAnbPQkbto98+ledToy5uVnTKorXOx/Zb/Zbi+D9mdc8QR2934ruF+QKN62CEcojdC57sPoOMk/RW01aaH2pPLr01FRVkcl76sbCnOavRrjFQxLirC0WEOFJS0UWERSV+O//AAVeb/jJa0A6/wBg2wP/AH8mr9iJK/HP/gqwx/4aagwTxodr/wChy0PoNHzH8TNUXULXSFXVP7R8tXBH9pT3ezhe0qKEzj+HOceworS+ImtWd7plnHfT6jq1yI2W1dvEqX0ducLnKeTlQeOMjOPaigFsf0ObhSqRX4V/8NjftBxMGbxvr/R2CHB4SMSufu9kIY+xzT1/bM/aF8xW/wCE21zLhSBtXGGj8xTjb3T5vpzVXFofukcUwtX4YL+2J+0JMyrH448QM0jRRqowSWlTfH/D1ZQWHsKjh/bC/aEujD5fjnxA5keJI+nztJnywPl53bWx64NFx6H7pBxTuK/C6D9sb9oOSCMw+N9flEmwxsADkM5RcfLzlwVHuCKiT9sz9oOZhIPHWvMsieaNpXaVMnlBh8vTzPl9M8UXHdH7qMwpNwr8K7r9sr9oCOOZn8ea+iRBnduAFUOIyT8vZyF+pptz+2J+0JbiQS+OfEMfkNIkuSBtKMFcH5eCpZQfTIouGh+6/FNbFfhfJ+2X+0JbrJC/jbXldXmQ7gAyNEoaUdOqrgkHoD71DP8AthftCBufHfiIEbweQMbIxI/G3+FCGPtzT5hadz90GYetKrfSvwqj/a+/aC4/4rnxC2Qp5b1j8xe3dPm+nNSR/te/tAtJGE8ceIndjEiorfeaVS8Q6c7lBYeoFK4aH7qikZsV+FUP7YH7Qlx5Kx+OfETtI0Uce1+XaUExgcclgDj1xUkP7YXx+aFFh8b6/M04Qq/mbs7mKKF47sCPqKLhofuhupw9a/CZv2vPj9NAHHjrxDs8sSBlmIyhl8vdwOnmfL9eKik/a2+P9ssjS+P/ABKgjjMjFrlsBBL5Rb/vv5frSuGh+7jKKj4r8KLj9rT9oG1d2l8eeJU+z7/M3XDYXY4R930YgH3NRy/tWftAW7TI/j3xMrI8ySbrpsq0QBlHttDKT9aLhofu+mKkBFfgxL+1J8f4mIb4geK1OZQR9tkHMUYkk7/wowY+xob9qD9oFsH/AIWB4s+Vd3F/J08ozZ6/88/m+lHyDTufvNvFG4etfg837T3x4vGikPxB8Vb18pSkWoSDcXRpI84OOUUn6Cq8n7Tvx7up40j+IHiwGSSFEVNSlBZplLRD738QUkfSlqLQ/eZ+a/Gn/gqpLn9qJgeq6LaD9ZK8nj/aQ+Pd55Cx/EPxk/2h4ljxq84LGUkRgfP/ABFWx9K8v8eeLPFHjLWk1Xxbq2o61qk0CFbzU7h55Wi/g+ZiTjrgUncpWNf4n6hPex6T5txc3ARH2i41631Pb93p5Kr5f0bOePQ0VkN8SPELR+X/AGgNuNuBBEOP++aKBIt6d4/uGuidR+aEW94i+UnPmTWf2dSeenyx/qarJ8QNUjaM7oiEWNRhP7lv9nX/AMh/rzRRTCyNKz8e3NvostwZYhqdveac0Ee3gpBBNGDjvgFM/Ws6D4hata/YkiaIJaSWs0YKZ+aDf5ZPr/rGz68UUUAWH+IFxZ2eix2DbHs7eJZfMQEGSO5lmTHPTDr+tQ6T42vIZraKWSMW4jW1PHSP7T9oPP8Av5/CiigLId4i8ZXU15qttBJHJZTtNCrBfvRtcifIP+8oP0p4+IFzqEesf2h8z3iXEimJAP300kbuT7fu6KKAsUrrx9ql3NNI7RF5prydyE/iuYxHL+G1Rj0rSuvHE0nh+GcyxNqcl3eCSPbwIpbaKHOPcBvxFFFAWM2Px5qseGDx/L5eP3Y/ggMC/wDjh/Pmrl54/uYdQt59ObZFEmnybZkBPnW1sIgfpkv9RiiigLIseFfHE0fiDQzfTxxWFvfWEkjbCCq25IU5Hortn14rMt/HOqWX2VY5I8W3lCMlM/6uVpVz6/MxoooCyLFh44nj029guG3Si0S3tGVBhSLtbg7ufXf+YFU7rxtqd1DPE8iFJoWgcbAMq1x9oP8A5E5+nFFFILGnr3je51HSYZPPRry9N19tUJ/z0mWTj0yVB4rNuvHWq3kly8ksZNxLdTSYQD5rhVWX8wi49KKKAsXNc+IF1eapcyWLGO0Z7ho1lQbx58Kwy569VQfSp9B8d3El9KupXCrbGyuUGEx+8+wvbxDj1+UfU5oophZGVD461a3bMcyD/Uf8s1/5YwtDH+SOw985q3Z+PLq1sWO8nUY7uxnt5NilFW3ilRQff507c4OaKKAsVLbxxq9m9qYrhVNq8EkR8tTgwljGenOC7fXPNQ+KtSg1CXTTBJ5ghsIIX4Iw6r8w596KKQWMPdRRRQM//9k=) | ESM 1917 x0959 010203 O2 gods-bund
3 bundskår.
Fint magret fra standflade af si-kar. Hullerne er 3,5-4 mm i diam. |
![](data:image/jpeg;base64,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) | ESM 1917 x1747f 010203 O2 gods-bund
1 hel bund, fint magret uden markeret bund og blød overgang til standflade. Udsvajet bug. Bunddia. 11cm. |
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) | ESM 1917 x1748 010203 O2 gods-bund
1 større fragment, fint magret og kraftigt gods, med blød overgang til standflade. Del af hul i standfladen |
![](/grafik/intetbillede.jpg) | ESM 1917 x0956a 010203 O2 gods-bund
2 bundskår.
Med indtrukken bund. Heraf 1 med blød overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0956a 010203 O2 gods-bund
Bundskår.
Med blød overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0955a 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med indtrukken bund og blød overgang til standflade. Let udsvajet beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1505 010203 O2 gods-bund
1 lille, fint magret, uden markeret bund og med skarp overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1600 010203 O2 gods-bund
1 lille, fint magret uden markeret bund og med blød overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0953 010203 O2 gods-bund
1 bundskår. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0953 010203 O2 gods-bund
2 bundskår.
Fra samme kar.
Fint magret, uden markeret bund og med blød overgang til standflade. Udsvajet bug. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0949 010203 O2 gods-bund
Bundskår.
Fint magret med indtrukken bund og blød overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0947a 010203 O2 gods-bund
Bundskår.
Fint magret. Fra standflade med del af gennembrydning, muligvis fra si-kar. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1565 010203 O2 gods-bund
1 større, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0939 010203 O2 gods-bund
2 bundskår.
Fint magret uden markeret bund. Heraf 1 med blød overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0925 § 010203 O2 gods-bund
Bundskår.
Fint magret, med afsat fod og blød overgang til standflade og udsvajet bug. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0920 § 010203 O2 gods-bund
Bundskår.
Fint magret, uden markeret bund, med skarp overgang til standflade og udsvajet bug. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0914a§ 010203 O2 gods-bund
Bundskår. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0916 010203 O2 gods-bund
Bundskår.
Fra standflade. Kraftigt gods. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0916 010203 O2 gods-bund
Bundskår.
Fint magret med blød overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0916 010203 O2 gods-bund
Bundskår.
Fint magret uden markeret bund skarp overgang til standflade og tilnærmelsesvis lige bug. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0913a 010203 O2 gods-bund
Bundskår.
Fint magret med blød overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0913a 010203 O2 gods-bund
Bundskår.
Fint magret uden markeret bund og blød overgang til standflade udsvajet bug. |
![](/grafik/intetbillede.jpg) | ESM 1917 x2702 010203 O2 gods-bund
2 side-/bundskår, gul- til rødbrune. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1675 010203 O2 gods-bund
1 lille, med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1681 010203 O2 gods-bund
To bundskår |
![](/grafik/intetbillede.jpg) | ESM 1917 x0903 010203 O2 gods-bund
Bundskår.
Fint magret med blød overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0894/x0640 010203 O2 gods-bund
Bundskår.
1 fragment |
![](/grafik/intetbillede.jpg) | ESM 1917 x0040g 010203 O2 gods-bund
Bundskår.
Fint magret uden markeret bund og med skarp overgang til standflade. Udsvajet bug. Kraftigt gods. |
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) | ESM 1917 x1745a 010203 O2 gods-bund
1 hel bund, fint magret med svagt indtrukken bund og blød overgang til konveks standflade.
Bunddiameter: 9,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0040g 010203 O2 gods-bund
4 bundskår.
Fra 4 forskellige kar.
Bund.dia (fra 2 af karrene): 7,5 cm og 14 cm.
Fint magret, uden markeret bund og med blød overgang til standflade. Udsvajet bund.
3 af skårene er sammenlimet af flere skår.
|
![](/grafik/intetbillede.jpg) | ESM 1917 x0040g 010203 O2 gods-bund
2 bundskår.
Fra samme kar.
Bund.dia: 9 cm.
Fint magret uden markeret bund og med blød overgang til standflade. Under standfladen løber en ca. 1 cm bred fugering.
Det ene skår er sammenlimet af 2 skår.
|
![](/grafik/intetbillede.jpg) | ESM 1917 x0040f 010203 O2 gods-bund
Bundskår.
Fint magret.
Større bundskår sammenlimet af 8 skår. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0040f 010203 O2 gods-bund
Bundskår.
Fint magret med blød overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1768 010203 O2 gods-bund
1 lille, fint magret uden markeret bund og med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0040f 010203 O2 gods-bund
3 bundskår.
Fint maget. En af dem er en næsten hel bund med en bund.dia på 14 cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0040f 010203 O2 gods-bund
2 bundskår.
Groft magret og glittet med afsat fod og blød overgang til standflade. Let udsvajet bug. |
![](/grafik/intetbillede.jpg) | ESM 1917 x2674 010203 O2 gods-bund
Undernummer SØ
a) 1 bundskår, rød- til mørkere gulbrunt, ru (kar 2) |
![](/grafik/intetbillede.jpg) | ESM 1917 x0877a? 010203 O2 gods-bund
Bundskår.
1 lille, fint magret uden markeret bund og blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0757a 010203 O2 gods-bund
Bundskår.
2 små (fra 1 kar), fint magret uden markeret bund og skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x2546b 010203 O2 gods-bund
d) 2 bundskår af større kar med flad, afsat bund, mørkt gulbrunt (kar 8)
1 bundskår, gulbrunt, glattet (evt. kar 8)
Sammenlimede til et stykke |
![](/grafik/intetbillede.jpg) | SJM 979 X0318 010203 O2 gods-bund
Bundskår.
|
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) | ESM 2321 X0204.03 010203 O2 gods-bund
2 bundskår |
![](/grafik/intetbillede.jpg) | ESM 1917 x0755a 010203 O2 gods-bund
Bundskår.
2 små, fint magret, ved overgang til bund |
![](/grafik/intetbillede.jpg) | SJM 979 X0312 010203 O2 gods-bund
Bundskår.
|
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) | SJM 979 X0297 010203 O2 gods-bund
Bundskår.
To skår har hul i midten af standfladen |
![](/grafik/intetbillede.jpg) | ESM 1917 x2527 010203 O2 gods-bund
2 bundskår (2 kar), sortbrune |
![](/grafik/intetbillede.jpg) | ESM 1917 x2523a/c 010203 O2 gods-bund
e) 2 bundskår samt skårsmuler af kar med flad bund, gråbrunt |
![](/grafik/intetbillede.jpg) | ASR 1700 x194 010203 O2 gods-bund
Bund |
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) | ESM 1917 x2523a 010203 O2 gods-bund
a) 5 side- og bundskår af kar med flad bund og rundet bug, sortglittet (bund 1) |
![](/grafik/intetbillede.jpg) | ESM 1917 x2519 010203 O2 gods-bund
d) 2 bundskår, noget forvitrede, gulbrune |
![](/grafik/intetbillede.jpg) | ESM 1917 x0710 010203 O2 gods-bund
Bundskår.
1 lille, fint magret, fra standflade |
![](/grafik/intetbillede.jpg) | ESM 101/66 x049 010203 O2 gods-bund
2 bundskår, |
![](/grafik/intetbillede.jpg) | ESM 101/66 x042 010203 O2 gods-bund
Næsten hel bund fra kar.
15cm i diameter. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0022g 010203 O2 gods-bund
Bundskår.
2 små, fra standflade. Meget fragmenteret |
![](/grafik/intetbillede.jpg) | ESM 1917 x0033 010203 O2 gods-bund
Sideskår.
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0038 010203 O2 gods-bund
Bundskår.
1 lille fra standflade. Sortglittet |
![](/grafik/intetbillede.jpg) | ESM 1917 x0040f 010203 O2 gods-bund
Bundskår.
Med blød overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0673 010203 O2 gods-bund
Bundskår.
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0044 010203 O2 gods-bund
Bundskår.
1 lille, fint magret uden markeret bund og blød overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0078d 010203 O2 gods-bund
4 bundskår. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0078d 010203 O2 gods-bund
Bundskår.
Større skår, fint magret. Med afsat fod og blød overgang til standflade. Udsvajet beklasket bug.
Bund.dia: 14 cm.
Skåret er sammenlimet af to skår. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0080b § 010203 O2 gods-bund
5 bundskår. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0080b § 010203 O2 gods-bund
2 bundskår.
Fint magret uden markeret bund og med blød overgang til standflade. Udsvajet buet.
Fra samme kar. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0080b § 010203 O2 gods-bund
2 bundskår.
Fint magret med blød overgang til standflade.
Et af skårene er sammenlimet af 3 mindre skår. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0081c § 010203 O2 gods-bund
1 bundskår.
Fra standfladen. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0081c § 010203 O2 gods-bund
1 bundskår.
Hel bund sammenlimet af 2 skår.
Fint magret uden markeret bund og blød overgang til standflade.
Bund.dia: 12 cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0081c § 010203 O2 gods-bund
2 bundskår.
Fint magret med indtrukken bund og blød overgang til standflade. Udsvajet beklasket bug. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0085 010203 O2 gods-bund
Bundskår.
Fint magret, uden markeret bund og blød overgang til standfladt. Udsvajet bug. Beklasket. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0099c § 010203 O2 gods-bund
3 bundskår.
Fint magret, uden markeret bund og blød overgang til standfladen. Udsvajet beklasket bug, foden er ikke beklasket.
Et af skårene er sammenlimet af 4 skår. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0099c § 010203 O2 gods-bund
Bundskår.
Fint magret med skarp overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0102a § 010203 O2 gods-bund
Bundskår.
Standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0102a § 010203 O2 gods-bund
Bundskår.
Fint magret med skarp overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0108 010203 O2 gods-bund
3 bundskår.
Fra samme kar.
Fint magret uden markeret bund og med skarp overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0121 010203 O2 gods-bund
Bundskår.
Fra standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0121 010203 O2 gods-bund
2 bundskår.
Fint magret med blød overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0121 010203 O2 gods-bund
1 bundskår.
Fint magret med skarp overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0126b 010203 O2 gods-bund
Bundskår.
Ved overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0141 010203 O2 gods-bund
Side/bund skår.
1 lille, fint magret og med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0146c 010203 O2 gods-bund
Bundskår.
4 skår uden markeret bund og med skarp overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0158 010203 O2 gods-bund
Bund.
4 stykker der ugør en næsten hel bund, Uden markeret bund og med skarp overgang til standflade. Svagt hævet standflade og udsvajet sortglittet bug. Bunddia. 12½cm |
![](/grafik/intetbillede.jpg) | ESM 1917 x0171 010203 O2 gods-bund
Bundskår.
1 lille, fint magret og med skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0192 010203 O2 gods-bund
Bundskår.
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0206 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0209a 010203 O2 gods-bund
Bundskår.
4 små (fra 1 kar), fint magret uden markeret bund og blød overgang til standflade. Udsvajet beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0229a 010203 O2 gods-bund
Bundskår.
|
![](/grafik/intetbillede.jpg) | ESM 1917 x0233 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med indtrukket bund og skarp overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0238 010203 O2 gods-bund
Bundskår.
1 lille, fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0241a 010203 O2 gods-bund
Bundskår.
2 små, fint magret, med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0249a 010203 O2 gods-bund
Bundskår.
1 lille, fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0250 010203 O2 gods-bund
Bundskår.
4 skår limet sammen. 2 fra standflade og 2 der også har side |
![](/grafik/intetbillede.jpg) | ESM 1917 x0251 010203 O2 gods-bund
Bundskår.
1 lille, fint magret uden markeret bund og blød overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0252b 010203 O2 gods-bund
Bundskår.
4 små fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0252b 010203 O2 gods-bund
Bundskår.
2 skår, fint magret uden markeret bund og blød overgang til hævet standflade. Stærkt udsvajet bug. Bunddia. 6 cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0252b 010203 O2 gods-bund
Bundskår.
1 skår, fint magret uden markeret bund med skarp overgang til standflade. Let udsvajet beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0252b 010203 O2 gods-bund
Bundskår.
1 større, fint magret med indtrukken bund |
![](/grafik/intetbillede.jpg) | ESM 1917 x0256 010203 O2 gods-bund
Bundskår.
2 små fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0257 010203 O2 gods-bund
Bundskår. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0257 010203 O2 gods-bund
Bundskår.
1 lille, fint magret og sortglittet uden markeret bund og skarp overgang til standfladen |
![](/grafik/intetbillede.jpg) | ESM 1917 x0266a 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med afsat fod med blød overgang til standflade. Stærkt udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0266a 010203 O2 gods-bund
Bundskår.
1 lille, fint magret uden markeret bund og skarp overgang til standflade. Bunddia. 9cm |
![](/grafik/intetbillede.jpg) | ESM 1917 x0272 010203 O2 gods-bund
Bundskår.
2 skår fra forskellige kar. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0279 010203 O2 gods-bund
Bundskår.
1 lille, fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0283 010203 O2 gods-bund
Side/bund skår.
1 lille, fint magret, med skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0295 010203 O1 gods-bund
Bundskår.
1 lille, fint magret, med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0331 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0348 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med indtrukken bund og blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0378 010203 O2 gods-bund
Bundskår.
1 lille, fint magret fra standflade af sikar. Med flere små huller i bunden |
![](/grafik/intetbillede.jpg) | ESM 1917 x0381 010203 O2 gods-bund
Sideskår.
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0481 010203 O2 gods-bund
Bundskår.
fragment |
![](/grafik/intetbillede.jpg) | ESM 1917 x0560 010203 O2 gods-bund
Bundskår.
2 små (fra 1 kar), fint magret uden markeret bund og skarp overgang til standflade. Udsvajet sortglittet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0581 010203 O2 gods-bund
Bundskår.
1 lille, fint magret, fra standflade og med grubeindtyk på under- og overside placeret over hinanden |
![](/grafik/intetbillede.jpg) | ESM 1917 x0605 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med indtrukken bund |
![](/grafik/intetbillede.jpg) | ESM 1917 x0605 010203 O2 gods-bund
Bundskår.
overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0630a 010203 O2 gods-bund
Bundskår.
1 lille, fint magret, med blød overgang til standflade. Beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0632a 010203 O2 gods-bund
Bundskår.
3 små, fint magret, med blød overgang til standflade. Heraf 2 med glittet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0633a 010203 O2 gods-bund
Bundskår.
1 lille med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0635 010203 O2 gods-bund
Bundskår.
2 små, fint magret med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0639 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med indtrukken bund og blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0640 010203 O2 gods-bund
Bundskår.
1 hel bund med skarp overgang til standflade. Sortglittet. Bunddia. ca. 9cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0654 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med indtrukken bund og blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0707 010203 O2 gods-bund
Bundskår.
1 lille, fint magret, fra standflade. Med gennembrudt hul |
![](/grafik/intetbillede.jpg) | ESM 1917 x0711a 010203 O2 gods-bund
Bundskår.
4 små, fra standflade med lille del af side. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0711a 010203 O2 gods-bund
Bundskår.
4 små, fint magret, med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0740 010203 O2 gods-bund
Bundskår.
1 lille, fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0754 010203 O2 gods-bund
Bundskår.
2 små, fint magret og sortglittet, uden markeret bund og med skarp overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0755a 010203 O2 gods-bund
Bundskår.
1 lille, fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0756 010203 O2 gods-bund
Bundskår.
1 lille, fint magret, med skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0757a 010203 O2 gods-bund
Bundskår.
2 fragmenter med skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0772 010203 O2 gods-bund
Sideskår.
1 lille, fint magret med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0649 010203 O2 gods-bund
Bundskår.
1 lille, fint magret ved overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0813 010203 O2 gods-bund
Bundskår.
1 lille, fint magret ved overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0813 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0815 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0825 010203 O2 gods-bund
Bundskår.
2 små (fra 1 kar), fint magret, med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0837 010203 O2 gods-bund
Bundskår.
1 lille, fint magret, med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0838 010203 O2 gods-bund
Bundskår.
1 lille, fint magret, med indtrukken bund og blød overgang til standflade. Med beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0638a 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med indtrukken bund og skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0842a 010203 O2 gods-bund
Bundskår.
1 lille, fint magret, med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0857a 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0861 010203 O2 gods-bund
Bundskår.
1 lille fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0636 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0865a 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med blød overgang til standflade og udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0869a 010203 O2 gods-bund
Bundskår.
1 lille, fint magret ved overgang til standflade. Af karftigt gods |
![](/grafik/intetbillede.jpg) | ESM 1917 x0869a 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0871? 010203 O2 gods-bund
Bundskår.
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0883a 010203 O2 gods-bund
Bundskår.
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0894 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med svagt afsat fod og blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0897a 010203 O2 gods-bund
Bundskår.
|
![](/grafik/intetbillede.jpg) | ESM 1917 x0898a 010203 O2 gods-bund
Bundskår.
3 fragmenter |
![](/grafik/intetbillede.jpg) | ESM 1917 x0907 010203 O2 gods-bund
Bundskår. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0611 010203 O2 gods-bund
Bundskår.
1 lille, med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0917 010203 O2 gods-bund
Bundskår.
1 fragment med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0917 010203 O2 gods-bund
Bundskår.
1 lille, fint magret uden markeret bund og med blød overgang til standflade og udsvajet beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0926 010203 O2 gods-bund
Bundskår.
2 små, fint magret, med afsat fod og blød overgang til satndflade og udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0929 010203 O2 gods-bund
Bundskår.
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0929 010203 O2 gods-bund
Bundskår.
1 lille, fint magret uden markeret bund |
![](/grafik/intetbillede.jpg) | ESM 1917 x0932 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med indtrukken bund og blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0937 010203 O2 gods-bund
Bundskår.
1 hel bund, fint magret uden markeret bund og blød overgang til standflade. Udsvajet bug. Standflade er svagt hævet. Bunddia. 8,5cm |
![](/grafik/intetbillede.jpg) | ESM 1917 x0938 010203 O2 gods-bund
Bundskår.
2 fragmenter med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0944 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med indtrukken bund og blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0946 010203 O2 gods-bund
Bundskår.
2 store, fint magret uden markeret bund og blød overgang til standflade. Bunddia. ca 16cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0951 010203 O2 gods-bund
Bundskår.
3 fragmenter med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0605 010203 O2 gods-bund
Ikke fundet |
![](/grafik/intetbillede.jpg) | ESM 1917 x0951 010203 O2 gods-bund
Bundskår.
1 lille, fint magret uden markeret og blød overgang til standflade. Groft tildannet |
![](/grafik/intetbillede.jpg) | ESM 1917 x0954 010203 O2 gods-bund
Bundskår.
2 små (fra 1 kar), fint magret uden markeret bund og skarp overgang til standflade. Let udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0954 010203 O2 gods-bund
Bundskår.
1 lille, fint magret uden markeret bund og blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0955a 010203 O2 gods-bund
Bundskår.
1 lille fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0955a 010203 O2 gods-bund
Bundskår.
5 fragmenter. 4 fra overgang til standflade og 1 fra standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0955a 010203 O2 gods-bund
Bundskår.
1 lille, fint magret uden markeret bund og skarp overgang til standflade. Let udsvajet beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0957a 010203 O2 gods-bund
Bundskår.
2 fragmenter med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0957a 010203 O2 gods-bund
Bundskår.
1 lille, fint magret uden markeret bund og blød overgang til standflade. Kraftigt udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0972 010203 O2 gods-bund
Bundskår.
1 fragment med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0983? 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med indtrukken bund og blød overgang til standflade. Bug er udsvajet og fod er ca 4cm. høj |
![](/grafik/intetbillede.jpg) | ESM 1917 x0986 010203 O2 gods-bund
Bundskår.
1 fragment |
![](/grafik/intetbillede.jpg) | ESM 1917 x0987 010203 O2 gods-bund
Bundskår.
1 lille, fint magret og sortglittet uden markeret bund og skarp overgang til standflade. Let udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0988 010203 O2 gods-bund
Bundskår.
1 lille, fint magret uden markeret bund og skarp overgang til standflade. Let udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0995 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med indtrukken bund og blød overgang til standflade. Kraftigt udsvajet bug. Groft tildannet |
![](/grafik/intetbillede.jpg) | ESM 1917 x0999 010203 O2 gods-bund
Bundskår.
1 fragment med skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1001a § 010203 O2 gods-bund
Bundskår.
Fint magret. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1002 § 010203 O2 gods-bund
Bundskår.
Fint magret, med indtrukken bund og skarp overgang til standflade. Udsvajet bug med beklaskning. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1010 010203 O2 gods-bund
Bundskår.
|
![](/grafik/intetbillede.jpg) | ESM 1917 x1011a 010203 O2 gods-bund
Bundskår.
5 fragmenter |
![](/grafik/intetbillede.jpg) | ESM 1917 x1016a 010203 O2 gods-bund
Bundskår.
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1016a 010203 O2 gods-bund
Bundskår.
1 fragment med skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1016a 010203 O2 gods-bund
Bundskår.
3 små, fint magret uden markeret bund og skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1034 010203 O2 gods-bund
Bundskår.
1 fra standfladen |
![](/grafik/intetbillede.jpg) | ESM 1917 x1040d 010203 O2 gods-bund
Bundskår.
3 små, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1040d 010203 O2 gods-bund
Bundskår.
2 små, fint magret uden markeret bund og skarp overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0544 010203 O2 gods-bund
Bundskår.
1 større, fint magret uden markeret bund og blød overgang til standflade. Udsvajet beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1040d 010203 O2 gods-bund
Bundskår.
3 små. fint magret uden markeret bund og blød overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1040d 010203 O2 gods-bund
Bundskår.
1 fragment med indtrukken bund og blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1040d 010203 O2 gods-bund
Bundskår.
3 små, fint magret med indtrukken bund og blød overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1041d 010203 O2 gods-bund
Bundskår.
2 fragmenter, heraf 1 med blød ovegang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1041d 010203 O2 gods-bund
Bundskår.
4 små, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1041d 010203 O2 gods-bund
Bundskår.
|
![](/grafik/intetbillede.jpg) | ESM 1917 x1041d 010203 O2 gods-bund
Bundskår.
1 større, fint magret med indtrukken bund og blød overgang til standflade. Kraftigt gods. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1041d 010203 O2 gods-bund
Bundskår.
4 små, fint magret med indtrukke bund og blød overgang til standflade. Udsvajet bug |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorzEftQ/Bpunxb8Cn/uZLL/47Wxonxv+HPiXVl0rSPH/AIX1XVGUutlY6zbTTFQMkhFctjHfFPUDtqKpf23p3/P/AGv/AH+X/Gj+3NO6fb7X/v8AL/jT5X2FdF2iqP8Abmm9P7Qtc/8AXZf8aP7c07/oIWv/AH+X/GlyvsFy9RVH+3NN/wCgha/9/l/xpP7e0z/oI2n/AH/X/GnyvsFy/RVD+3tM/wCgjaf9/wBf8aP7e0z/AKCNp/3/AF/xpcr7DL9FUP7e0z/oI2n/AH/X/Gj+39M/6CNp/wB/1/xo5X2Av0VnnxBpa8nUrMD/AK7p/jR/wkWlf9BOz/7/AKf40cr7AaFFZ/8AwkOlf9BOz/7/AKf40n/CRaV/0E7P/wACE/xp8r7AaNFZ3/CR6T/0FLP/AMCE/wAaP+Ek0n/oKWX/AIEJ/jRyvsBo0Vm/8JJpH/QUsv8AwIT/ABo/4SXSP+grZf8AgQn+NHK+wGlRWb/wk2j/APQVsf8AwIT/ABpP+Em0f/oLWP8A4Ep/jRyvsBp0Vmf8JRo3/QWsf/AlP8aT/hKNG/6C9j/4Ep/jRyvsBqUVl/8ACU6L/wBBew/8CU/xoo5X2A/nAm8NPYpavJe2YExP3ZCdo5wTgdwO2eozjNfS/wCxHMbP9qzRE/56WNwv+rdP+WLHoxJ7etfKMP7yRY8qu7gM5wBz1Jr6g/YzX7P+1l4WTYse63ueFi8sH/RpO2T+ddNP4kRLY/V8MWU7cE44BOKeTxyOarwtxTpGH413HMOYjrTPNB9aheQc88Vl3/iTTNLVGvdQtbVG+6006oD+ZqS1Fs1mkPbH401pB9K4fWvjJ4N0OzN1ceIrF4t20fZpROxOM42pk1wWpftceC7W1uJIE1C5ljXKR/Z/L3nsMk8c1lKtTjvJHRGjUltE908wYpvmfjXz7Y/tj+ELqxSWWx1a3uCPmtzAjEHocNvwRnvx9Klt/wBsLwRJC0ko1KABtuJLXk8ZyMMc0vb0v5kV7CovsnvjSU0vmvBz+154BhkG2S9PmfMWW146dTzWF4i/bY8N6fGx0vSL/UpF5xMVgX8/mP6UnXpL7QKjUfQ+knYYApm4V82WP7a3h+5tw13oWpWz8EiFo5Vwe4JZSfyqOf8Abe8Jw3DIulavJEuCZPLjHHsN/wDnNH1il/MHsZ9j6V30xn96+a779uDwrC7rDo2rzMvTeka5P/fZrGt/27NJaVRceGL6OEsQWjuEdhj0BAz+dH1il/MP2M+x9Vb6buBrxLR/2svh9q1vFI+tjT5GXLQ3kLoUwcYZtu3P0JFenaX4pstYsoLu0uI7m1mQSRzRMGV1PIII6itYzjL4WZuDjujd3Uwmq8d0kigqc1JvqxCs1MZvWhmFMZqABjTTRmmk+lACGim+tFAH4ht4fuILWzuHmtSl4CI9s68EAE7ieB1xyevFfQn7Hp+xftXeCAIxGGhuAQqoM/6LMM/ISD0618zopkZEXaGY8bmAHPqTwK+kP2Sv3f7UXgPBwNkqttMZB/0eUdU4PPrzXDD4kN7H60RsdvU/XNUte16z8PaVd6lqFwttZWyGSSRuwH8yegA6mrS/Kor5S/as+JEmoa3F4Us5sWlmBJdhT9+UjIU+oUEfix9K6K1RUo8xFKn7SVjmvip+0ZrHjq+nstJuZNL0DJQRwttkuE6ZkPXBH8I45715HJh48liQxAJGM4HpUbKkcm0YEb9PY+n40TTFwqr8z9fXpXztScqjuz6GjGMI2WxDHcSSxkTbt4ySh6jP0p0cg8iOPacjJO7n35qOdX4YKSzNztHP0/OlTcysB8rDnaD0PfNYHVvuHkjeyfKglHyZP3WP8sj9RVHVLWG8UJMuQhyNrbRu5Har0qedaAEDOSce4JwaqyRtNsO7JYFj/h/MVa8zCXkZYVUkVI1ABzHz2/u/qKieYKpydw+mSaka3eKYMxJkXOFJ+Xrn8+BUD7oRuUq2eevrVEWI49xgaPp5Rx6HaeRVO4UOzgjhkwGz0PpUskgW4Rt2zPyse2PQ/jUM0yspBHGO3agLFZpmVYHJBZlwc/T/ABqqszbplZBw4K89cjGf0qYSKYjGPm2Odv48/wCNUtx8yRQ235Ovfg//AF6oljnO7cGCgY4HbkYr1z4GftAXHw1kOmaqZ73QZjlY4/me2kJ+8gPVT3XPuOc58XadpPMjAIIAw3Y80+NvLuw+PuAt+PQfqa1hNwd0ZSipKx+m3hnxZa61ptrqenXK3VlcLvjkU8Ef0IOQR2IIrsLPUUulGDhq+Df2Xfi2vhnWH8M6pd7dOvnzbPMeIrgn7vsG/mB6mvsa0vDC6spr3KVRVI8x504crsdvvH1pGaqVneC4hDCrIatzEcW9KTdTd1NyaBDiaKjJooA/EabwvfQWdvcuIVjmKBczoCN6ll3c8ZAPX0r3b9lSbyv2l/h/+9DlSyEq6MP9TIMZQY/PmvniPMhAB4zgZOB/9avfP2Ypm/4aU+G4MyylZljO2VZAPkcbcqB+XP1rgjuhs/XGZ38kiMhZCPlJGQD6kZHFfA/xe0+80n4ma/bai6SXzT+e8saFVfeA25VJJAO7pk46Zr74ZHTBznjpivmL9rrwiyahpXiOBQDOn2OY4/iXLIfxBYf8BFPFxcoXXQ0w0uWVn1PnH7OWE0bqHIIK4ILDrgj0qZYS8M0Ugy3IDZxkHvTFnjaON4F+0b8qWXBAI7E/U1fEYmjUj5TjjvXhtHsxa2Ks1v5k4cncgXB55PUZx+PWo5YWEq7eCQWODxnHf2/+tV9yqxb2Pyj5jj2+lEMkV1G7QuZIm7DpmsnodSXNoZskbM6goTt689c9qp/Z+vzDax3DFazJ/EqneR1YEn8aq3EKoOVC4HT6/wAqnmK5Oxz9zArMzk5PXJNZs1nHJJFI6EyR/dPIxxitm8uLeFSA4UAZOPrWPqWoLHJGsYVmbHXjIyeP0q+YlQsVriIbSm0kEnkms+4DlW/5aEdOcZq5d6gYph/EhXjjv1H4kCsx9Ui8wjfnPIC9x6j/AD3qlfsRJR7kM3yocZXviqxmwx9dv86tuxnjkP3BG4XLfxZA/qe1Zl1hWA+YMT2/D/EVaMnYBcjcSQPlPQ96dDIvlzH+KQjG7nAHH86yLzz7di7AMufl21HDqIZsbtp9K0sZFy9umWYbWKE4wVHP4flX6F/BnxHP4i+Gfhq/upJJbmSzRZZJfvO6/KzH6lSfxr85tSf7TbvtP7xVyNvXIFfbH7LPxE0rxR8OdM0mC73avpcIiureQBX6nDgd1OcZ9a9DCPVo5Kx9I6HdbXKE8Gt9W3D2ritJudlwNxwO1ddFIGXrXqI4ZFncO1IWqMN70bs0yR26imZooGfiQfD+oxWMV01uPIk2hW8xercrnnjI9a9n/ZvuGh/aK+GCu6sUuoY8LN5m3gjHQY+nP1rwFZZW2x7mIJ+7n34/mfzr3D9nsvD8f/hcsqssi6hbRlWd2Od2OjAY69BkV58N0DP2RBDJXin7VmoxWPw9tYnUM899GEyDxhXJOf0/E17TGMLivnz9si4uV8F6TBEFNtJds0ilRuLKhK4Y9OrfWumvpTkRR+NHy5bqlvueNFVScmOPjn1qza7iMttPGeMZFVrYN5aLv+c4JwOlWLeL5F4Oc4LetfPM9yJcW3AhGF+X7oz0/wA9arPZrDmOJFRGGCFGP5VNMry2zRrKYWDA7l6/T8ao6nqkemx5ckynvx6fyrkluejTWlyvfXS2kbOW3DG7d6Dua5rUNWi37N7Tl13fN06+lUL7VJbldgGIs42KMY5/+t+tZAk2QrG7tI6ryzNljyf5CtY0+rM517aRHajeOyOPm3FsjPPQYx/n1rOt4nWVp52e4O/LNnOMc7R7AZ/M1Ym8tpoJ3OTHuA4z1FZ8xErQBJNqRSFiqjg9Qc+3J/T0rbl6JHPz9W9QvJmml3MAySzsN2cbVwT+J6fnVQQp5wcSFiccNyUU5/T/AAqxLIrMsifu1AbK9R9fqc1UjuN00kcZ+ZlG4Fedo6fqa0jtoYy31JZrh4LEqnRVI69cEkfoR+VTRXEtvNFdqwgeN1micfeBXBV/zAxVYjajKc59SOvFCskSxIGJIXGe5+v86mSGmErSXSymTkk56ck9f0HrWJJpIlXzgPKMhChc859fx4/OtRM+W53FXBwMtyVwBT9uGVifl798+gH50r8pW5y8nn2cmHWtzwH44uvAniWw1nT28u4tZg7JnHmoT8yH2YZFPvrVLlJCCSynGf61h2Og3Wt61a6ZYR+dfXMqxQxr3YkAfTrWsJXatuZyVlqfqJourQ6tp1pfW7boLmJJo29VYAg/ka6/SNQ8xQjH5u1eZ+BdFPhbwno+jmY3BsbSK2Mp/i2IFz+ldhptwY5QRXvnmPU7NZPWpN1UoZPMVWzg1Pu/GqMiVmoqFjn2NFFwPxD/ALIvI7eC4+zuYZiBG2PvnJHHryCPwr174EzPZ/HL4WLJG6OurWiFZBICMyqP4unX+HivE1zkLkntivX/AINQyWfxm+FiypJE66zZBlkjdSP9IT+8cflXnx3KZ+0sLblFeW/tLaB/bnwr1JxFuaxK3ocHldpw3GORsZ69OiyqiqutWMGs6XeWFyu+3uoWglX1VgQR+RruqR54uPc54S5ZKXY/OW2AjAZmYhucenerfmFWBBJ52gY611fiT4EeMfD+vXFrDo15qFnHKwgubdPMWSPPyn5c4yMcHpUlt8GfG90S0eiNArYAa+mWFV65OBlj/wB818/7Gpe3Kz241Yb3OH1q9ntVj8srGnJd25Ix2A9zXD61qQvJpHWQBSSM4xzxzX0LZ/s13up3BfXtX8tdqh7XS16MMn/WOOR0/hFdDo/7MPg7T5ZHuLGfVXZty/b5y4TqMADA79wTW9PA1G+Z6BPGQS5UfHOk6lFNZSLId96jN+7hBdk5PJAHHAq74V0HXPHl6keiaFqF+qvtkmEeyJM9A0jYA9cZ7V99eHfAWl+GbFbLSbC3063U58u3iCAn1OByfc1vQ6SsYACgD6V2xwK6s45Yrsj4xh/Zn8b6oVikg0uyiQsC090zM4zwcIpxx7+lVrn9lPx5bpIIl025DclY7ogt/wB9IK+4k00en6VOmnqO1brCUzF4iZ+e91+zr8RbRnFx4XeZP4Ps88Umcd+G45rjfFHhHW/h/OP7e0i806aZN0ZljO0qOuGHHcZGeO9fp99hHHFZ+teFtL8RWZtdV0611K2znybqFZFz64YGolg4W0Y1ipdUflY18v2fzGbIzyvf8qih1KK6vHjifc8fGB0PNffXi39j34f+JH822tLnQpidxbT5cKf+AOGA/DFeYeIP2DfNvnfSPFIhtc7o1vLTfIp92VgD37CuWWEqLzN44mPU+Yd25AMbjjkenqKkaMxgbR8w43bfxr3jxF+xV4v026km0TXdN1CPbnFwrwOx/u7cMMf8CFYmm/sv/ETULyGG80y10uF22SXhuY3Ea4yW2KxJ9APX0HNcssNVvblOmOIp23PHVjlmdUghkuJpWCLHGpdn+gFfSH7PvwNn8Nak3irX7fytTZStnZuATAp6u3o5HGOwznk8er/Db4M2Pw20hba2Vbq+YlrjUJIwJZSe3+yowMKDj6kknu7fRj1NehQwqpvmluc1TEc+i2ILWMtjAras7c8E0tpp/l4GK1YLcLiu05+Yu2ZKqAat7qqRkJUvmD1pEE26iq7ynacdaKAPxOh0G8exS8WINCwDDa6liN+zO3O7G7jp1r0P4bXCaF8S/hzdX3+hxwaravK0yNEEVZ4ySzMcYA5zxXmM0lzbxm0edvKDbjGsu5M+vBxmpNLEM2o2kU7bYHlVZGJxhSRk57cV56dmUft5D8XvA9vCiDxjom1VAzJqkTHgdyXyfqaZN8bPAaAl/Gvh8D31SD/4qvxdsrrRpJ4UljuURigkdnGAMneeO33fyNNW+0iSeCJoZwuVV2MmB90hj/30QfoDXT7byM+Q/ZmT46fD3BB8c+G//BrB/wDF1m3Xx0+G+Dv8d+G//BrB/wDF1+OhvdKjDL9mmZwSBIJOPuYz/wB9/N9KkuL7SPtF0tvZzSRrv8uTzDxwoVvpuyf+BChV2ugvZpn65XHx2+GSNz478O4xyRqcJ/8AZqrN+0B8Ll6+O/D/AP4Hx/41+S19faRDdTxQ2TSxq8io4mOCNw2kfgD/AN9UybUNJS4ZY7BpIlc4bzWG5fMyOO3y/L+Oaf1h9g9mj9Zm/aM+FcfXx1of4Xamom/aa+FMeN3jrSMe02f5CvyeuNQ0q3uHRNP8+NWXD+cwyN5J/NSF/DNNbVdMjlQLp3nKqx5JkI3EA7vzJH/fPvR9YY/Zo/WH/hqb4SJy3jnS/wAGY/8AstQt+1r8H4858cWPHokp/wDZK/KKfVLC3MSpYrMFRCzFyMkx4Yf99HP/AAGoJ9UstpSKwQ5UfMzEEExhT+TZNH1iQciP1ck/bC+Dsf8AzOlqf923nP8AJKpzftnfBuPr4yiP+7Z3J/8AadflrfanawsTHpsYSaM4LZG0kKOM9dpDfmaiuNatNyGPT4QcMWDdMl8gfQAY/E0vrEh8iP1Dk/bW+Dqgn/hLN2P7thc//G6qSftvfB/t4llb6afcf1SvzJuNRS1jt5P7LjVZAW/eRkDIkLYB7jbgfQ1AdegTyilhbswClw6cZDsePYggH6VPt5ByI/TGT9uT4RLkDXLpv93T5v6rVOX9uj4TDpql830sJP6ivzem1YWa2n/EvhWTy1LLLFgMMNgj1BDA59hVc64ghRVs7feOrGPjGzaP6k++KPbyDkR+j8n7dHwo/wCf/UGPtYPVf/hvT4WR5w+rP9LL/Fq/PC6vLiLTY5n01YRKWHmtAQhUoqrtPrwx+vNVn8QF0yLaBZCX3YTjB24wPbb+tL28h8qP0Wb9v74YJ0j1pvpZr/V6jb/goV8NU6WWvt9LSL/47X58PqF4umrdfYkVTISJPK+TBcN/6EMfTiqi+IpliYeXF5hdWDbRjAYtjH1P5Cp9tIqyP0Mb/gol8OV6aX4ib/t2h/8Aj1QSf8FGPh+v3dE8Qt/2xgH/ALVr4Dj1K9j043IjjypQq3y/cUsCSucn5mAzjHFU4/EVzHCFG3eu3a20cAKy4x34b9KXtpBY/QFv+Cjngf8Ah8Pa+fqkI/8AalFfAqapftpcknlkxbgFmCjaMJsYfkVoo9tIBmtXa3l80qymbcBufnBOO2QD+Ypuk6l/Zl6LgQxz4BG2QdMjGR6Eetf09UVjcZ/MHfX32+8kmMaQeY2dkQwo+lNtb5rO489I4pGwwxNGsi8jGcEYyOtf0/UUXA/l+muDcO8jBFLNn5FCj8AOBUmn38mm3kdxFtMkecbs9wR2OQeeo5Ff0+0UXA/mE1LVH1S8NxIkcTlVUiJdq8ADOPfGfxqOzvJLG5huYyPMicOuemQc1/T/AEUXA/mF1TV7nWJ1muX8yRU2bjnJ5J5P4/yFVYZmhdXRirqQQynBB9a/qEoouB/MJq2sXWtXQuLyUyy7QmfYDiqO41/UTRRcD+YLVNavNYZWu5RIwJYYVVGSAD0HooqgT7V/UZRRcD+X6+1m71GGGK4dXSIYXCKp78kgZJ5PJz1NUSw7V/UfRRcD+XafULieFY5JneNcbUJ+UYGBx9BUCk1/UhRSuB/L1Pql1dWsdvLO8kMeNqMeBgYH5Amqn1r+pCigD+XZtQuGtVtzPIYF6R7jtHOen1qvmv6kaKQH8vR1Rxpn2ILhN24tvfnnPTdt/SqNf1J0UAfy5rd7bXyPJiJyT5hX5+3Gfw/Wiv6jKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k=) | ESM 1917 x1041d 010203 O2 gods-bund
Bundskår.
3 små (fra 1 kar), fint magret med indtrukken bund og skarp overgang til standflade. Udsvajet bug, ornamenteret med lodrette og sandsynligvis vandrette indridsninger. Bunddia. 8 cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1041d 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med afsat fod og blød overgang til standflade. Let udsvajet beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1042a 010203 O2 gods-bund
Bundskår.
2 små fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1042a 010203 O2 gods-bund
Bundskår.
1 lille, fint magret uden markeret bund og blød overgang til standflade. Let udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1045a 010203 O2 gods-bund
Bundskår.
1 fragment med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1047e 010203 O2 gods-bund
Bundskår.
5 små, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1047e 010203 O2 gods-bund
Bundskår.
3 små limet sammen. fint magret med indtrukken bund og blød overgang til standflade. Bunddia. 16cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1071 010203 O2 gods-bund
Bundskår.
1 lille, fint magret, med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0443 010203 O2 gods-bund
Bundskår.
2 små fragmenter, fra overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1181 010203 O2 gods-bund
1 lille, fint magret uden markeret bund og blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1741a 010203 O2 gods-bund
3 små(fra 1 kar), groft magret uden markeret bund med blød overgang til standflade og let udsvajet bug. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0427 010203 O2 gods-bund
Bundskår.
Overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0422 010203 O2 gods-bund
Bundskår.
1 fragment |
![](/grafik/intetbillede.jpg) | ESM 1917 x0419 010203 O1 gods-bund
Sideskår.
fragment, ved overgang til standflade |
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) | ESM 1917 x1204 010203 O2 gods-bund
1 større, fint magret, med svagt indtrukken bund og blød overgang til standflade. Udsvajet bug og hævet standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1213e 010203 O2 gods-bund
1 lille, fint magret uden markeret bund og skarp overgang til standflade. Kraftigt udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1213e 010203 O2 gods-bund
5 små og 4 større, fint magret uden markeret bund og blød overgang til standflade. Stærkt udsvajet bug. Heraf er 3 indvendigt glittet i mønstre og 5 har let hævet standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1223b 010203 O2 gods-bund
1 stor, fint magret med groft magret beklaskning. Uden markeret bund og blød overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1224a 010203 O2 gods-bund
Bundskår, 2 stk., sammenhørende
Fint magret uden markeret bund og blød overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0392 010203 O2 gods-bund
Bundskår.
1 lille, fint magret fra standflade og 1 side til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1256 010203 O2 gods-bund
1 lille, fint magret uden markeret bund og med blød overgang til standflade. Kraftigt udsvajet bug
3 små, fint magret fra standflade |
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) | ESM 1917 x1268c 010203 O2 gods-bund
Bund
Fint magret, uden markeret bund og blød overgang til standflade.
Udsvajet bug.
Bunddiameter: 10,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1736a 010203 O2 gods-bund
Bug/bundskår |
![](/grafik/intetbillede.jpg) | ESM 1917 x1282 010203 O2 gods-bund
Bundskår
1 lille, fint magret med indtrukken bund og blød overgang til standflade |
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aTn2BQ7kvh74ia9pV7YXWoSPfW1vHPHFaOQiFZFxI+F4JOFOWByVBOa1LjUPDvirUtBF/b3Vko3rf6k0qzSuWYhGyFUbUUL2zwawrrR0RV3O0SNhEWSQKxJHZRVN9MksUMJO0DPCtnr0AyOT06dcVSrSasxujFao33+H1zJDDJopa7tLmTy4PO8pZJSudxVA7fKME7ielc+tjJZsGuoTAZl8xTLGdsi9j6c9jWtpd/qWl24udPv3tS2YWWGQg4KlGLADHIZh8xyM9K61viF4e1y00S01/QY2j05YUlkRvKaSGGMr5eEQMTIQmSznaeV25oi1LS9iXFx6XPPLy6/s2wke3097qb+FY8glscEnOFHHX+tfZv7MPwKi+C3hm7nvriPUvE2sS/ar67CD91kAiBGySVU55z8x5x0r4wm1mK1sLnbJ5MexlK5JxnsD1x071+hnge9km8MaQ0pbzDaQlt5y2dgzk+tejgbNybPPxmiijrvONfO/wC3reN/wzXr4B63Nr/6PSvf92a+eP29F2fs266zZ/4+bXGP+uy16y3PKl8LPzQ8UQSLo+iTSzceQAqSeYGx1yu5iCPpgc9K5wvkKq4BPHWt/WdPW50vSpYmtYwsKrLumgV9xIGSqHeevVhkVn+JtBfw5q8ti063OxUYSx4wwZQRjBI6HsemKZyGXuOOST6UUySYKhAPeigR/TJSGlprGsyhpPrTWpxpjGmWhjNxUEjU+Q1z3jbxNB4P8KavrVw0axWFrJcfvHChiqkhcn1IA/Gk3ZXZtFX0Pnn9s74kQ2Wl2nhK2uI4r6TbqExlk2L5Y3BUx3yct6DauetfEfhPw/JfzNqGoKTd3Jb91MCr7VODIBjoc12/jDxRqvjTxEda1Z2u7rU285y4KqibcBI15+UDcPbFZmg6k+rahJDFaS2rM22N5VZZCFO3ABOCAR3HYV89WqOcpPofSUKapxS6kWq+FdJvofIkurmK7l2+bZwhwDt5zzx34z2qjeaOdPFvBYxxW0USt82z5iG5ycfhnp9a62Hw6LO/muHlUPK+/wCzkDd0PcAk85z2/Cse4hea+mnYqqscKy85OfzOD0FcCk29zucbLYybdQtjF9pHmCIllVgdmMEEsoOS3PHOOR+NS+0112yCRY1/5ZoCpOM9Rk5Jx/KtXVGFnafu1WBWYbpbgbQpLAAkg5PUYAz+FWNH0eHxDGZGa4CqpI81WUSEcKV3AcdenqKvm6kcpiafYvp+zIjWRfvsTnvnpnr0+lS30dpI7yvbkMzfvD5RO7nGOM559TWw2hxW8jyzhFVRhGlYBVbnqfT0xUU2kfaAzYRyM/8ALE7cDpxnnPrS5k3cqzRiXUdrdRusMIaTZgSY2KDxwBz/AE56VXm0/wCyri6mKxSADCBSc4OOo9uv48Vspp89vdQyXbSOFO5lWIhSwU/NgH8h39KuNCJVjjknEkUgy+EKB8f/AFvXFVexNrnOzafcNaxJaPGYk+Z5PNCDOeAST1H5c1M2kRu7NNM6zyZT95tZSc9ueP1GPpWkzGwWR008qd3ytIMk5xgkemeAfbPepk/fySeZH5T529CG9+ex6f54qW30KSXUwPA3hC18V/Ey28Na4yWunyRG4SC1OWudmCY2bGVyMk+2QCDX3boEKW1vFDGixxIoVEUYCgDAAHYV8h/B3RtI1j42LPcNI97ptkz2qk4XeSAx/wBr5W6dPxFfY2lxfKtfQYP+Enbc8DF/xWuxt2y7sV4H+39blf2Y9eYf8/Vp/wCjlr6K021Zuorwn/goJaEfsv6/0H+lWfX/AK7pXoRPPnsflj4uhu59G0GZophbRWqxiVi+0HGQPmRQOnYsPeuWvtSmvrh5riWS4lb70kzFmbjGSTz2FdZ4p0nUJND0S5FpdSWi2iqZvKk2DJAA3FmHOR02j2rl9d0XUfDmqS6dqVlNY3sLYaGZMEf4j3HBqjjKTfN0yBjnBooY9SDk98dqKQj+mhjTM0rUzNSWBao2anMajY0Foikavlr9vK2uZvh7oksYc2q6h5c2Gfb8yEqWQEBuVOM98DvX1DMx7V4t+1VpR1j4I+I41gaeWIQzx7RkqVlQ7sYPAGc+2axrK9NnXR0nE+JtJNsdBtHuIVnjkKqFbLY7EYzjAxjrmt/TLVbi3wlrH5MR2YwFw3Gdn0xx7g1x2goX0uGyuZvJa2cBZIyTwz4Ug9vmHf2r0S1RLXT0UuHS0UIyxE5BC8EjuScdfUn3r5ao9z6mK2M3Vooma4mMUxebKC4bC4O3IOR16HgY7VzC6Wy2ztuuE2jzNqNnaOc498Z9e9aOq6tJIplkWOJLh2B8s4XAJzkYxj9On0pv2q3fy4kz8py2eMEE8YJz055rGOxtLchi8PQXCRyywbZoyNnnfMcjB3kCujt2je6aWNvLjx5aLEc7fUjH5H/61Z8sLzbQlwIpAV3Ky7iV67iBjHHHJzkfkSIgkjSGRbeBFG7qeg7+5OOeamXvMqOiGatpKGaS5ZFdiwePdkgkHOW9xxjPANUrnUI7yRLWIGJpAF8uNyGQdx0PYH5sYqZoxOrO8y20RJESsPvc9eoHbpnmpNXvIZLWSIBmVUD+aw2tgEk8jOcc9+fbrVR0+RL1KMulOk5bLs0IIZcleoPHb1Hf+VR61pKH7LLC6puYb1m4EbkA7Q2cdM+v0q2sjW7AXL3MUJP7mGYhztwPvH7x7nk5qVrxJrgxzTrBLnr5m0NgA8+nHrV8z5bi5VzWZhSaWLK6/dP5kwIYKVBwOmBjtn3/AMaz9auLXTNPvLy9nSOGGJiGkbaAcZ257E9u/SofiLrmpWcFzo2gWFvNeXEZn/tOQjcuGCj5cclckjmvPPFGg6v4qs9OOu3aLbrJva3tcRmQn7uVycjIP+RWtL30m2Y1PcbSR7t+xrocfiC11XxvJL9ouruVrGJipXZGhBPGB1+Tn2NfYei2Jk28V4p+zHoP9l/C/SIRbNbIxkkRG6lWkYhvxBB+mK+kfD+m7Y1YivpaSSikj5upJuTbNLT9PCRg45r52/4KIQlf2W/EeOP9ItP/AEelfT8cYRa+Y/8Agou4T9lnxGe/2mzx/wB/0rqjuc0tmfkj4raBLHRvJC7vsy+btMOd3/bPn/v581YOs61d61qVxqF/Obm8nfe8jADJ+g4A7ADjium8ZaneSaNoNoZZXtvsylYPNdkLdAdpRQDyRxu69a5HU9NvdKvHtr+0ns7lcFobiMo4BGRkHnpQchE0m5eTg9+etFVzyxJGO1FIR/TizUxjSE0jNRY0QE0xqM0hoNCCX7prLu0DhgwBBGCCK1pKoXCbs0iz4N/al+Fp8D+Kp9V0yyks9A1KFVDWqDyoZhxswBhRxkD3OOnHndj4qstW0mFEufIbnfsIB3AdD09fTvX6LeJPD9l4k0m603UrZLuyuU2SRSDII/oQeQR0Ir438afsER/21c3Wja8yWtwwZ/tUWZ1xnGHUgHqew6mvHxGD55c0T2cPjOSPLI8kt9Eh1u++1XK+bMAYrdHn8xIsHlioIAJ9SOMAVqw+F7HT0OyARXg3NvhU7RzwFIPf8P5GrmrfBfx18L5ILhrWLVdKjlVXkt5GmkUE5LkEAgZHYHHerV9qwu5BLeqYL7bhw2CcAcMegHQdh1ryqtKdN8rR6tKrCp7yZX0+3jt7VIjme7lb94I2Odx7n3AOOc+uM1NcWRWSaTARcBBA5Zs8k8vjk4xn/IrO0e4n2zSmeGOB2xHJ5ZcfKD+p/vZqTT9cstdhuLhJZGtlcwpMrfugw+U46Dr3/wAnh1jLyO3Rx8zQ0+KW8YyhcRMcyMpJBwcAH2GP0rM1pdPijna2uypLFRFExbrnOe2Mdf8A61NurWd7yKCwhEu8ANI7FUVcYwT6+1V72yhsri3jnm3Rgs+I+pxxt5BwOfx7VrFJu6Zi7pWaJpJI7ptwjCbhnzCRktz19uvH459c6z8NWlzrxumSTeIHwZPuAkY+UeuM8n1FPm1G3vop2gJZ0Lt5aYGxVBySDyAMH8jSQa9bxzCK6XyQowFPLMAMllx1XHc960npG0WTD4rtGJ48t7iGHzIbMpJA+xW+XJ3DPGPXC9e496yofDst3JpulW0rx3l9cR2dtJImdoH38AdQEBJ/Dmu18YXC6pp/2NLZws0izsvJ8yJG/wBYcD7uQvB/oan+ENjFf/GDTmEfyw20kyjeDsypHGOD98jGePwrbC+81F9zHFe4nJdj6+8D6OEht4UQKkahQoHAAHAr1azt1hjUAdBXHeDIQqhq7heBX1MT5dj24FfLv/BRn5v2W/EQ4z9qs+oz/wAt0r6gZutfLf8AwUaYD9lnxFn/AJ+rQf8Akda1juZS2Z+T/irU7/T9J0KJLq6it5LZJfLPmojEEEHDOQ2CBgqFHtXM+JNebxFrFxqD28FrJOd7Q2ysI1J64BJIycnr3rZ8V3Mf9j6NbQi3INuryssVvv3gY5dPn79HIPqK5ORk8tcK3mZO4k8EcY4xwevf/wCuXOUjJopPve1FIR/TeTTGNDNTd1M1QZpM03NJmgsGAbrUMkYPSpd1MagZSltw2e9U7iz3A8VrMtRMoPSpKuctfaKs+coBXH+JPhzpuvQtFqGnW2oRZz5dzCsgH0yOOleoyQg1A1mrZyKlq5SlY+WfHX7NOia9aTtYwyaZdrERBHbPtg3jlCyEEYzwcY6nvXzFrmnap4H1dLHUI20zVFys8PkHJXoCrjgqccNk8e9fpvPo8cgJ281xnjj4U6H46sfsms2CXKrnZICUkTPXaykEZ7jODXDWwkKu2h30cXOlvqfn695eXDQ219eXdmGZSkFq/lmcg7uJBuckgfdGCenQmt3w14J8SeJLW7W6sRYC6IKk/PLF1wQSSA3IPfmvrDRf2efDnhe6ll0/TmDsAu6aZ5dqjsu4nb746/gMdhpvgOC2wFhVR7Cuell8YO8tToq5hKatHT8z5Usf2a7LUtNFtqs19dKcks11IrHPXOCMj2xj2rL8Y/Ae/wDCdq99pvm6xpajdPbSAefFjnerDG4DA46jHft9rf8ACIxKuQozUUnh9FXaUGK6p4WnKPLY5IYqpCXNc/MrxN8VrfwPdPaS2UtyzHBupJmBRTwAMBmI4PQd6+hP2ZvAl+tmPEGo281rdXEHlW9tMuHjhJDEsMDBJUYHYAZ5JA9vj/Z18DafrT6zbeGLBtTaQyfaJo/NZGPPyb8hPYLgDtXfaP4bS2ThAvrxWWHwcKL5uprXxk6y5ehJ4W05reMFq6jtVe1thCoA4FWG4r0jzxrGvln/AIKPZb9lrxAP+nuz/wDR619SOeK+Wf8Ago3IY/2XdfIOP9LtB/5GWqjuTLZn5R+JtUkg0jQYpoo5oxbo252YyAAg7VYouwHHQFvrXP8AjLxEPFXiC41EJLGkiqqpPKJGUKoUDcFGRx6Z9STknY8aTN/YehJJAGZrZXSeQTKyrj7q7pGUr7qo6Vxbmg4xpbd24opCfwopAf02bqRmqMyCm760saofuJ6jFJuqMyUnmD1qSiTdTS1RmQUnmUDHM2aacGms9N3fnQMU0zpR5lNLUrDA1GyBuopS4pvmCkMZ5SjtSeWBSmQU0yCgAKgVBNCH4xUpkpjPQMiW3VR0zTtgUUNIPWmGQetAx9NZqYZaY0lACyNxXyt/wUeb/jFzXh1/0yz7/wDTZa+opJOtfKn/AAUgfd+y5roz/wAvln/6OWmtyZbM/KDxRPYro2lRrbg3Rt1/fRtCApyM5WPJJ/38NWDr8ljLrV4+mB1sGlZoVkXaVUnIXGT06decdulb3jC4jk0XQkkaSWdbVQjfaAyIndSnlKQc4/ib6muT2+1ByDDRQcZA60UgP2lb/gqB8IRtxa+JXDDORYRflzLUB/4KkfCIAn7D4m4Gf+PKH/49X5oa74o1bQW0+S50OOzuCmZlvLQom9JJWwoPbZOme+cCudk+IMiaTFaRWdr5oLK8hi6r5CQrjnOcKzH3INbtodz9TP8Ah6V8JGYAab4oyRz/AKFBx/5HqGT/AIKofCWMMRpXil1HcWdvz+c9fmXfeNNTk0GDVhpsKK15Kj3H2fEJJaKVUHPXMbD6Z/DLtviRcQwsTaWpuhKjq3lDYFUzMQR3JMv5KKm4+Y/UP/h6p8KPLL/2N4qAAzzaW/0/570w/wDBVT4VeWXGieKcds2tvz/5Hr8zrHXtSuvCuozJpqzQW6IrTJCNsamIQncc5+6FPHc5PWs1/iVeTyPJLbWrTKTJEUiAAczRykkdx+7xj3ouHMz9O2/4KtfC3JA0HxT6821vz/5GqJv+CrnwxxkeHvFBHr5FuP8A2tX5m6H48v2v2f7LDPJFC8qCOHOGRZXBIz90eYxPsPaqdn42u/s80E6QvAIWCgINxY24gXn0AwfqPepuHMz9OW/4Kt/Dc/c8M+KGHr5NuB/6NqKT/gq78OFUEeGfEpPceXBx/wCRa/NbRPGeq634itFeCGbdM0zxxIq/LvSVzliAABEDkkAAGoF8fappGsYvbaMSW9wPOgaPYwKyOzKfQ5kcfl6UBzM/Shv+CsXw8HTwt4jP4Qf/ABym/wDD2D4fnp4U8Rf+QP8A4uvzIs/Feq3ixadbqkpmYQpGsWWYtEIAB7lcfjzV7xF4y1K0124ULDGiTtLEuEfCtIkq/MpIP3E6Ejr60D5mfpNJ/wAFXvAatj/hEvEHTP3oP/i6hl/4KveBo/8AmUdeY+0kH/xVfmpN8RdTjv5Lm18uFTN5qIyBtv7yRwM9+ZWqx4i1zW9D8vT7q1l05Ht43EN1BtdgbYQFxkcqRux/jRcOZn6NN/wVk8FZ/wCRM13/AL/Q/wCNNb/grF4O2gjwXrZ/7bxf41+bV/8AEHUrqdZVaONsZf5QdzExlj04yYk49qvap4m1zS7TTbxgkBul81mJRi7iZ5lbaCSoxMCAQMg8ZFLQOdn6Jt/wVh8IdvBWtEevnxVC3/BWLwp28Da1+NzFX5uTeNdQ/s6C1UhAFIL7R86+UYR27KWH41qXXiPXZ/DyayRHsa7kikuA0fLMInC7M7hzDnOMdOeaNA52foS3/BWLwyfu+BNYP1uo/wDCmN/wVh8N4J/4QPViP+vuP6/3a/OVfHuqLFL+8XznmSUSbV42yPLjGO7yZ/DFOj8Uak+gTqTujjkihEu1cKDBLFtI7kpnn/ZPejQOdn6ISf8ABV/QT0+H+q5971P/AIj6V4/+07+3rpvx6+E+oeEbXwhfaTLcTwzfap7pZFXZIGxtCjrjFfJTeOtSka7eaVZZZlID7QNpLRknAHPESjFTWeqaxr2ka2GxcwGIGQ5RCreY02QDgtwJjgdsnoKQc7ZFfatpeqWmlx3Mt6JLVEhYKCy7cjdgtI2OM4CgD2qj4tbTBrUn9kGM2exMeT5hj3bRu2+Z82M+vfPbFYv86U4+ppEDcd+BRQx3UUAemeLPiBqXjCzitLmC0ht0me4VbeMghnO5/mJJwzEsRnGT6AAciODzz/KiiqbA27jxlqFx4Qg8OuynT4Lj7Qh+bcp+bjrtxl2OcZOeSQABiW5RpCzgY/nRRSuBsaf4z1DS/D+s6NAY0s9W8r7QGySdjblxzj8wfbFYDNlenX0FFFAGho+uyaMl+qW1vcJd25t388N8qlg2VKkYOVH8qzZJh2Gcj+lFFAFvw/r9z4d1aDUbN9lxCTtJLDgqVI+Ug8gnoRVXU9TudW1K6v7t/PubmVppXP8AG7ElicepJooovoBFa3klndRTxExyRuJEYHBBByOat694guvEmqT6jfESXU20MwBx8qhR+gFFFAGbuyx7Ve1jXLzXrpLi+l82SOJIUwAoVEUKoAHA6ZPqSSeSaKKQGf5g/wDr1o6l4hvNWsdPtLqRJIbCMxQHy1VlQnO0sBkjJJwemT6nJRQBn7y2Buzxjk1duNdu7jR4NLkeNrSBy8Y8td6k5yN+N2MseM45+lFFAGf7k4qePU54bC4skfFtcOkkibFJLJuCnOMjG9unXNFFAFQZbgAmr+n6xeaXbXVvBKscV0u2VSiscYZeCQSDh2GR2YjvRRQAmlSaetw/9oCYwlfl8hQSGyO24ds/nTtUuNNeErZROjec5VnUg+Xk7QfnIJxjoBjHfrRRQBlMaKKKkD//2Q==) | ESM 1917 x1300 010203 O2 gods-bund
2 små, fint magret, uden markeret bund og med skarp overgang til standflade. Heraf 1 med spor efter hul i standfladen (foto)
1 lille, fint magret, uden markeret bund og med blød overgang til standflade og udsvajet bug
4 små, fint magret, fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1735 010203 O2 gods-bund
1 fragment |
![](/grafik/intetbillede.jpg) | ESM 1917 x0370 010203 O2 gods-bund
Bundskår.
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1530 010203 O2 gods-bund
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1535 010203 O2 gods-bund
1 lille, fint magret med blød overgang til standflade |
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) | ESM 1917 x1537 010203 O2 gods-bund
1 stort, fint magret med blød overgang til standflade. Bunddia. 13,5cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1542 010203 O2 gods-bund
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1545 010203 O2 gods-bund
1 lille, fint magret uden markeret bund og skarp overgang til standflade. Let udsvajet beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1566 010203 O2 gods-bund
1 større (i 7 stykker), fint magret med indtrukken bund og skarp overgang til standflade. Udsvajet glittet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1573 010203 O2 gods-bund
1 fragment fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1601 010203 O2 gods-bund
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1612 010203 O2 gods-bund
1 stor, fint magret, med skarp overgang til standflade
Bunddiameter: 17 cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0293 010203 O2 gods-bund
Bundskår.
Overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1617 010203 O2 gods-bund
1 lille, fint magret, fra standflade
1 fragment |
![](/grafik/intetbillede.jpg) | ESM 1917 x1622 010203 O2 gods-bund
1 lille, fint magret og sortglittet, med skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1651 010203 O2 gods-bund
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1652 010203 O2 gods-bund
1 lille, fint magret, med blød overgang til standflade |
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) | ESM 1917 x1658 010203 O2 gods-bund
1 lille, fint magret og sortglittet uden markeret bund og skarp overgang til standflade. Let udsvajet bug. Bunddia. 8cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0281 010203 O2 gods-bund
Bundskår.
Fragment af bund. Man kan se del af hul. |
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) | ESM 1917 x1684 010203 O2 gods-bund
1 større, fint magret, fra standflade og med blød overgang til standfladen |
![](/grafik/intetbillede.jpg) | ESM 1917 x1711 010203 O2 gods-bund
7 små, fint magret |
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) | ESM 1917 x1716 010203 O2 gods-bund
1 lille, fint magret med afsat fod og blød overgang til standflade. Kraftigt gods og let udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1722 010203 O2 gods-bund
1 , fint magret og sortglittet uden markeret bund og blød overgang til standflade. Udsvajet bug |
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) | ESM 1917 x1736a 010203 O2 gods-bund
1 lille, fint magret uden markeret bund og blød overgang til standflade. Udsvajet bug
2 små, fint magret med blød overgang til standflade
1 lille, fint magret med svagt indtrukken bund og blød overgang til standflade. Udsvajet bug
Alle er ornamenteret med grubeindtryk, formentlig samme kar |
![](/grafik/intetbillede.jpg) | ESM 1917 x0273 010203 O2 gods-bund
Side/bund skår.
Overgang til standflade |
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) | ESM 1917 x1742b 010203 O2 gods-bund
Næsten hel bund fra større lerkar, sammenlimet af flere skår
Fint magret uden markeret bund og med blød overgang til standflade. Let udsvajet beklakset bug.
Bunddiameter: ca. 17 cm. (foto)
Hertil fire bundskår, formentlig sammenhørende |
![](/grafik/intetbillede.jpg) | ESM 1917 x0272 010203 O2 gods-bund
Bund/sideskår.
7 skår er limet sammen 3 fra standflade og 4 fra overgang til standflade/side. Udsvajet beklasket bug, Rand-dia. 13½ cm |
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) | ESM 1917 x1745 010203 O2 gods-bund
1 større, fint magret og glittet uden markeret bund og blød overgang til standflade. Kraftigt udsvajet bug.
Bunddiameter: 7 cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1749a 010203 O2 gods-bund
1 lille, groft magret uden markeret bund og med skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1788 010203 O2 gods-bund
1 lille, fint magret uden markeret bund og blød overgang til standflade. Let udsvajet beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1794a 010203 O2 gods-bund
3 små (fra 1 kar), fint magret med indtrukken bund og blød overgang til standflade og udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1809 010203 O2 gods-bund
1 fragment med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0256 010203 O2 gods-bund
Randskår.
|
![](/grafik/intetbillede.jpg) | ESM 1917 x1863 010203 O2 gods-bund
1 fragment med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1867 010203 O2 gods-bund
1 lille, fint magret, med indtrukken bund med blød overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1880 010203 O2 gods-bund
2 små (fra 1 lar), fint magret og sortglittet uden markeret bund og med blød overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1882 010203 O2 gods-bund
1 større, fint magret uden markeret bund og blød overgang til standflade. Let udsvajet beklasket bug
3 små og 1 større (fra 1 kar), fint magret uden markeret bund og skarp overgang til standflade. Udsvajet bug med aftørret beklaskning. Bunddia. 12cm |
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) | ESM 1917 x1899 010203 O2 gods-bund
1 næsten hel standflade, fint magret. Bunddia. 10cm |
![](/grafik/intetbillede.jpg) | ESM 1917 x1905 010203 O2 gods-bund
1 lille og 1 større (fra 1 kar), fint magret, uden markeret bund og med blød overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1917a 010203 O2 gods-bund
1 hel bund (i to stykker), fint magret, uden markeret bund og med skarp overgang til standflade. Bunddia. 15½cm |
![](/grafik/intetbillede.jpg) | ESM 1917 x0250 010203 O2 gods-bund
Bundskår.
2 skår fra standflade med en smule overgang til side. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1936c 010203 O2 gods-bund
3 små, fint magret med skarp overgang til standflade, heraf 1 unden markeret bund og let udsvajet bug
2 små, fint magret uden markeret bund og blød overgang til standflade. Udsvajet bug
4 fragmenter
7 små fra standflade |
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) | ESM 1917 x1936c 010203 O2 gods-bund
2 større (fra 1 kar), fint magret uden markeret bund og med skarp overgang til standflade. Let udsvajet bug
Med hul i bunden |
![](/grafik/intetbillede.jpg) | ESM 1917 x1938g 010203 O2 gods-bund
7 fragmenter med blød overgang til standflade
|
![](/grafik/intetbillede.jpg) | ESM 1917 x1938h 010203 O2 gods-bund
1 lille, fint magret med svagt indtrukken bund og skarp overgang til standflade
1 lille, fint magret med kraftigt indtrukken bund og skarp overgang til standflade
4 små, fint magret med indtrukken bund og blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1938h 010203 O2 gods-bund
3 små (fra 1 kar), fint magret uden markeret bund og med skarp overgang til stnadflade. Let udsvajet bug og med madskorpe. Bunddia. 11cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1939m 010203 O2 gods-bund
2 små fra sikar (fra 1 kar), fint magret, med afsat fod |
![](/grafik/intetbillede.jpg) | ESM 1917 x0238 010203 O2 gods-bund
Bundskår.
1 lille, fint magret, uden markeret bund og med blød overgang til hævet standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0234 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med indtrukken bund og skarp overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x1949 010203 O2 gods-bund
1 lille, fint magret med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | SJM 1009 x07 010203 O2 gods-bund
|
![](/grafik/intetbillede.jpg) | ESM 1917 x2546 010203 O2 gods-bund
a) bundskår, mørkt gulbrunt (kar 8) |
![](/grafik/intetbillede.jpg) | SJM 979 X0253 010203 O2 gods-bund
Bundskår.
|
![](/grafik/intetbillede.jpg) | ESM 1917 x1956b 010203 O2 gods-bund
1 lille, fra standflade
2 små, fint magret, med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1970 010203 O2 gods-bund
1 lille, fint magret med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x1996 010203 O2 gods-bund
1 lille, fint magret, med svagt indtrukken bund og skarp overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | SJM 1210 x22 010203 O2 gods-bund
Tre små bundskår fra samme kar. |
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) | ESM 1917 x1997 010203 O2 gods-bund
1 lille og 1 større (fra 1 kar), fint magret, med blød overgang til standflade. Bunddia. 16cm |
![](/grafik/intetbillede.jpg) | ESM 1917 x2024 010203 O2 gods-bund
1 lille, fint magret med skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x2786 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ESM 1917 x2075 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ESM 1917 x2103 010203 O2 gods-bund
1 lille, fint magret, med skarp overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x2111 010203 O2 gods-bund
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x2125 010203 O2 gods-bund
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x2129 010203 O2 gods-bund
1 større, fint magret med blød overgang til standflade. Bunddia. 13cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x2158 010203 O2 gods-bund
1 lille fra standflade, fint magret |
![](/grafik/intetbillede.jpg) | ESM 1917 x0146c 010203 O2 gods-bund
Bundskår.
5 små, fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x2159 010203 O2 gods-bund
1 lille fra standflade, fint magret |
![](/grafik/intetbillede.jpg) | ESM 1917 x2166 010203 O2 gods-bund
5 små, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x2171 010203 O2 gods-bund
1 lille, fint magret fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x2186 010203 O2 gods-bund
1 større, fint magret uden markeret bund og med blød overgang til standflade. Udsvajet glittet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x2188 010203 O2 gods-bund
Bundskår, fint magret, med afsat fod og skarp overgang til standflade. Udsvajet bug
|
![](/grafik/intetbillede.jpg) | ESM 1917 x2189a 010203 O2 gods-bund
1 lille, fint magret, uden markeret og med skarp overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x2213 010203 O2 gods-bund
1 lille, fint magret, fra standflade |
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p0WAKmw7SNg4H04/HP1orM02S2XVlLvsnVINkWzKt8ozzk9ufrmivWhsQz9e6KKK8kAooooA8q+LFkLHVLa9VPluU2sf9pf/rEflXIRXUrRk7cAY9OK9t8U6HH4h0We1ZQZMb4iezjp/h+NeI+cIFeHYQ+cFemPUGvzvO8O6GI9pHaevz6/5n6Dk+IVfDKm170NPl0/yLFgoaRnkc4PbsB61tL5SeUVOOnzZ6/5zXO2rMszK43cA+1bccwaNWZcBRkknPPvivn4pN3Z6GIi73FuoyZAyZw3zbMZB6/lVZSskgGGjbH3yMDOSMfWrflq33xiJRwMcZz0P6VUhhN5KZVjbax5bI6ZP5ev4VoYxehM0jwqrS7ZFwASvAz71nyTPBclEKvFIQGB529j/I1fujH9nj2lnbBIhjxufjA5P1rC1Czmt9Qjt/vws2FVuMKMcDH+eKmS7G1Kzeo7VNQh8toCS7McbQueMcj8uawmjupFwkpRsrlWGAg7D6/410dxZi3vHkYHEgXgEdueKxtXt2hIuIx1kAwY9+8cdOQQf8OlYOOp3UpJKyOM8Q299Yrb3MdreburSKgcAYGQ3I/M56E1PY2f9taTfvcFy4ZsoybCvGMD1GMfN+Xeuqvo1vrEtKhMUa7jxnBAByAOap3EgFrHCQYwFBbnHpxnANWttDo5r7nk1tqVy0zIwMUygsq9VZc4AA9doB6c+1Q3WrxRyJ5Cqsk0qrK2DztPPQjvgZH4jtW5regnSb86lJI5jiYBFRTwpzkhc9s4+h7Vy2oRpJqaXRtfOUsZPNdiNuVGUA+p749q6I76kOzV0dFdfYNS0RENq0gCgsUXDjB9umD+eOhri9WuIbiaTcjMG3KvmgggdB+OAa04YbjTIbgTTy7pvm2sxx0BAAHtg9e9cVrSzWk7yqrOrfMP3hznsMfhn8K2hrpcyktSz4X8aX/gPxNbatpTRwXdufkDDeJAeGVh6EHHHP0r9EfAuvDxR4Z0jVtnl/brSK42f3SygkfrX5meEVm8S6raW9pGZbu5mW1iVh98kgAf99Gv028G6LH4d0HTdLibfFY20dsrEAbgihc498V9fk7necXsvzPks5ULRkt3+R1CnKiuN+Nchj+Dfjxx1XQb8j/wHeuwVuK4j47SeX8EfiAwPTw/qH/pNJX1J8il7yPyWh1e2W8EhvHiuY44GW0kjJyNqk4bPHr070V5nrmqQ210ZhqEpuVWFFt5IyMp5eWIbJGBgDHU5PTFFd8ZaEM/fKiiiuAQUUUUAFeXfFDwz9mmGp2se2OY4m29n7H8f5j3r1GqWtW6XWk3kTgFWiYc9uODXn47CxxdCVOW+69T0MDipYSvGotuvoeC2NwVkIEeGbHU4BHfHFb0StEqAL15YtyKyXgiutkZdoyGBG3v7f59KvTXiWcew/vWLDCnP4D8q/LPh1Z+iVfffuousFbZGwwp6c/rRbxxqT5TfKxPBwaba3q3LINuw8EE5/KpppolbBQ5zkYFXFX1OF8yfLYz5WSPfCVaIAZDqpGeOTmntZyXixSNcbkQZJb+LipLlheQn5cqTjKj5uAarrfbV+zwwbgCAfM3KMDH8RHJ/nRZdTVOVtNxl1EPOWVwMR7oxhmxtPPTOOgHaqk1zGrFI1BTJyDn05/nVq9UxfvgrtE5GVQFiCcAHH8/TFcvJqKQ38FntMhmVpFZsgKQejA9Cc5Hrg9MVMkdVKKkTssV5POkZUOeNsbfc4HUduo/MVyPiLWl8P32yW7jVHCxqrLgDt97jt7/AJ811X2jNu+wlUO7cP7xry3xJeQR6ldxXjtczqnnRxGMHYuTjpkd+M89ffER30R3pd2bniC/t9Qskjju4lRhkLIQxYjrj9Bj3Ncl4lgtdIf7SrtKykLwu/AKnpweMg/lXJ3XlwXwWNl8hW4/d4B+bj16A4zwP51n6940aQrYSI0CyIUSP5gjgMDgMR97AHHsfWurlbI0iaF5qxIt5GmyONzYDD3Y9P8AIrmtauYpJHaRCQADjnPORVV9ce6mbZGuQxRgrfKuD6+3+Fc/eXn712kdSWIVVPpyBW6h5Ec3U9D+Afhi78VfGDw+kErRx2k630+3oEiZXBPPcgLn1av0c0/7tfIH7EmltNJ4o1h48KvkWcb9eQCzr/6LP419f2PEYr7fK6fJRT7nwuaVOeu49i+tcH+0BIIvgT8RXPRfDmon/wAlpK7vNedftGyCP9n/AOJTN0HhvUc/+A0le2eJH4kfhp44uIZrma4OoJNcL5EQtljYHYYsls4A4IA/4FRWV4+ijW6Fyl1E7lIUNvEMEfu+SSBg9B69faiunmMHuf0YUUUVgSFFFFABUV1ALq1mhJKiRGTcOoyMZqWoby6jsbWW4lbbHGpZifaplazvsVG91bc8DkiWRlDfNhsKQOT9a2LUwNb5I3P0IxyvuKqxLHNukJGXJPtn0Apv2i3sZGJYEbfTOfavyOVuZtbH6hK81y9UXPMjW5d0CsEG5R0HuaHukK5bhWPBbnk9/esKfxDBGpjPybukZ4Y8f5/Oufv/ABksMm1UUHZw4HA54wfyrPUqOHcnqdKutYjZ/KYW+WAHB6dCMdR3q88NtqCR3LpuKL8rNxjPJH5gflXmk3jNbV3kZAXxjgHI5znp/n2rntS+J8sMzgXS7V5ZVPcj68dBVxizaVFaNOx7LJqkMZRAxxuC/wC1k4wMfnWDrGradG6yXMkKSfNsy3ce31FeE6t8QtxiMuq7Srq6BXPJJ2nH+zgetcjrHxMtJbd1hZ2myFEkw2oG9+SccE8c8/iOiNCU9COaFPU+hdL1aOe2eFpUMsa/PtGCAc46niuR8cQ21tDLqvko8wVYWkbcp25zyVBOBk44/EV4pa/GJftElvBcusKr5c3mIQWG3Ixgjnnt68irEHxha5t1geFLqFQB5cku0kA55Hr938s1qsJOI/rUJEdxq5k1Z4w8y28ZIQlVXzcD1zWTI001xPb3MKxWvk4fvuY46Z9ufrUWmeNrGzkd5h50pfzC+3jPAIUHv+PYVU1TWILqRZLNsn7pVuAM89/r+tdqovqjldddGVLi+WwjuVVcK25gqcBB0x9Tx+P0rm9QvHaUhjjdhmBP3fTHNb2peXLIsqJv2rvZQcgjjPQ+mf1rEt9NbVbqNIl8+S4kEUZB4LM2AAT/ADNXGKuJyfKfof8Asr+F5PDHwf0f7RG0N1qDPfyK3Uhz8hP1jWM17vbcKK4nwZpZ0Pw7pGmFgzWdrFblhyDsQLn9K7S3Pyivs6MVCKiuh8LWk6knN9S2Grzb9paTb+z38S/+xb1H/wBJpK9HDV5h+084T9nX4mE9P+Ec1D/0neuu5hHdH4ReNI1jubiX7XCkqmKP7GqndtMed2cYPIH/AH0KKq+OLeD7bcTrcIJVaOP7Lj5wPLByTgZ6fqKK2OV7n9JFFFFSSFFFFABXKfEySeLwncPApYK6GTb/AHc9fzxXV010WRWVlDKwwVYZBHpWNan7anKm3a6sbUansakalr2dz5WutWnZdvmeWp75wQPX61gXXiby1in+0YBHBJ4OR06V9G658FfDWtSySiCaydzki1k2r+CnIH4Cueb9mbwizL5iXs6r/C9y2P0wa+PeRVb7o+2WfULbM+c9Z+I8ELl0bzJE53HAPPofpWFCvi/xTNCNK0i5kt5v9XdFdkQ9GLEgED2zn9K+v9N+BfhDSWV4NCtDIpysksfmMCOmC2SK6aPw1bQ/chUenFdVLI1H42cdXPJS0pr7z5T0P9n/AFG8toxrGpSjcdz29kNqDrxubOevXA710lj+zP4eH/HzDdXS4xtluGA9/u4r6OXS0TogFH9nqP4a9WOX0YbRR5MsfXnvNnhi/s4+Cms5Ld9AgdJBguzuZB9H3bh+Brmb/wDY08AXkbItpe2u453Q3bZ+vzZr6XNkOwpjWI9K2+rw/lRj9Yqb8z+8+JPF37A0Edj/AMUn4juY5zI0jxawVdWJCgbXjQFfu91bOe1cRbfsK+O7jclzqei2qAHDLLIx59hH/Wv0NbTx6VE2nD0rKWGg3exrHF1ErXPzm1b9hz4h6apazvdJ1AdfkuXVievR0AGfrXNN+yp8W445N2gABMEeXfW/zYPYCTn8a/TxtMHcZpn9lp3UVm8LA1WMqH5h6R+zB8WtQWVrfw1eRyxMFbz7qGEOOOBucbhwMmu++FH7JXxDXx7pB8TaV/ZWiW0y3NxcLfRSCRVIYRqqMxBJGOmAMnPSv0CW1WPhVxTvJ9qFg6d03qOWOqtNKyKFrbsrDNbkIwtVY4drA4q6p+Wu9Kx5zY/dXlX7U8wX9m/4mk9P+Edvh+cDV6gWNeR/tZTeX+zV8TD/ANQC8H/kJq0Q1ufhL43jRtQmuRdwu29Y/IwRIMIPmIxjHbOaKg8cQK+pXN2t5DMTKI/KGRIMIDkjHTtnJ6UV0HE9z+lmiiikSFFFFABRRRQAUUUUAJSEUpam0AJtB7UxoxUlIxoLVyFoxUbR+1Tk1G1QWiEx0wx+1TNTamxZCY6Y0YqY00ms2hkJWm7KmNMakVcjxikLUrVEaQxWavHP2vpvL/Zl+Jbf9QO5H5oRXr7GvE/2ypjH+zD8SSP+gNMPzAFUikfhl42gD6nd3f2u3mJmEXlr8snCg7iuBx2z60VX8aLu1y7m86GXdKVxCNpGAOq4GOvXHUGiuk4nuf0Z/wDC6vh9/wBD14a/8G9v/wDF1Ivxk8Avkr438OMPbVrf/wCLr8Dm8aRpottOl1DNqjyYnt2sYwoQHjnbj+FemD8zVN/wm8cfh+2kS7gfU/MKy232BNvl84+bbjsvQ5+Y81XKVaJ+9q/F7wIykjxp4eIHU/2rB/8AF0f8Le8Cdf8AhNfD3/g1g/8Ai6/AmTxtINFgmW7tpNQWTabZrCPGw7s5O3BxhcHr859BQvi2OHw9a3P223l1aO4ybM6dHtMZzyW24ONq8dfmPpRy+YvdP3z/AOFyeAR18b+HP/Btb/8AxdB+MvgELn/hOPDmP+wtb/8AxdfgFN4tVfD8UiXkL6l9pYvatp8Y2xhRtYPtwcnPHtTJvGKS+HZZvtVsNUkuzmzGnRhViCghlfGOSxG3H8I5pW8x+6fv83xn8ALgHxz4bB/7C9v/APF03/hdXw+/6Hvw0f8AuL2//wAXX8+7+NHbS5ZxPZLfSTbPs62KfJGB1Dbccn8fl688v/4TJG0S4nN1bxap5m2K1GnxlfL46Pjg5Y9Rn5Rz6rUPdP6Am+N3w7Xr488Mj66xb/8AxdRN8dfhwoJPj/wuB/2Gbb/4uv5+o/GTSaNczSXFvDqKSAQ240+MqU7jdtx/Efvc/KOagj8XF9HuHe5givkmDw2wsIypXjPz4/Qg/d6jPJZj90/oIb49/DRVJPxD8KgDr/xO7b/4uoX/AGhPhev3viP4SH11y1/+OV/P7H4rafRb15bmGG/aZXjgWyTaV5zhtvH3jwf7oqKHxc02n6pJcXMMV8wjEES2aFWGcsc7flPyqP8AgRpWfcLx7H9AMn7Rfwrjzu+Jfg9frr1r/wDHKrv+0n8JlXLfE/wcP+49a/8Axyv5/YfGdxJZ3bTXMUVyI0jgRbRCGH8Rzjg4H6miw8YSPY3jXF2IbuNEFokdqhVm3ZbJxxwOvPXp6Kz7j5o9j9+n/ad+EKjn4o+Dvw161P8A7UqB/wBqb4PLnPxR8I8emtW5/wDZ6/Aex8XXH2a9F1c+VIsINsscCHMu5ByccDaGP/66LPxhPLDffbLtkZ4cwiGFOZQRjPHAxuyaXK+4+aPY/e+T9rD4NoOfih4U/DVoT/7NVeT9rz4Lp1+J/hg/7upRn+Rr8E4fGN/J9sM94yNJFtXbEvzMGX246Hn/ABp+n+MrlpLg3l7cKPsrRxeSq/f24XOe3HJ60uV9w549j94JP2xvgpHnPxN8On/dvFP8qrSftofBFOf+FlaEf92cn+Qr8JrHxleCRjdXtyqpbyJD5IXIcg7c57ZPJ6j8MUzT/GN9HKDPf3eyOKQReS4BVyDtJz23EZ746UvZ+Y+ddj90pP23vgagyfiRo5/3TIf5LVWT9ub4Fr1+Iumn/dimP8kr8N7HxdexyD7Tf3nlpHJ5XkyYIkKnaef9rGT1wOOgqOz8VXqO32m+vHiEcgVY5D98qdpOT6kc9cD6Uez8w9oux+4Uv7eXwIjBJ+IVof8Ads7o/wAoq8b/AGqv20fg746+AHjjw/oHjJNR1jUNOeC3tl0+7Xe5I43NEFHfqRX5MR+Jr8ufOv7plKt0kJJYg4JyeeT160yHX7lzMLu4uJkeJ0C+YcFiCAWz16mjkD2nZE3ijyry/ur+K7tp0lnKqkIKtjAO7aVGB2+uaKypIYVt1kFwGlP/ACy2HI/HpRWpibaTMeAp/WntJKynAb9aKKYxm6VeNrZ69KYzTHPysPwNFFMkZ+97hh9RSMsgH3T+VFFIZGyP/dP5U1o3/u0UUgEbO3AB468Um1z0U9aKKYhAr9wcfSmOrM2Ah+mKKKQEbwNxuUj2A5ppU7eEI/nRRQBH5bY+4aNjf3T+VFFAC+W/ofypPLbrtP5UUUirCbH/ALrflS7W/un8qKKVwDDdNpx9KTa391vyooouOwmxz/A35ULbv/cb8qKKnmY+Ud9nkP8Ayzb8qKKKXMx8qP/Z) | ESM 1917 x2405 010203 O2 gods-bund
1 stort, fint magret med svagt indtrukken bund og blød overgang til standlfade og udsvajet bug. Bunddia. 20cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x2406a 010203 O2 gods-bund
1 hel bund (i 7 stykker), fint magret uden markeret bund og med blød overgang til standflade. Udsvajet beklasket bug. Bunddia. 20cm. |
![](/grafik/intetbillede.jpg) | SJM 652 x001 010203 O2 gods-bund
To større og et mindre bundskår |
![](/grafik/intetbillede.jpg) | SJM 652 x012 010203 O2 gods-bund
Fod af ildbuk? |
![](/grafik/intetbillede.jpg) | SJM 979 X0234 010203 O2 gods-bund
Bundskår.
Har brændt materiale på indersiden |
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) | ASR 1438 x006 010203 O2 gods-bund
Bundskår |
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) | ASR 1301 x001 010203 O2 gods-bund
2 bundskår |
![](/grafik/intetbillede.jpg) | ASR 1301 x002 010203 O2 gods-bund
5 bundskår |
![](/grafik/intetbillede.jpg) | ASR 1301 x013 010203 O2 gods-bund
12 bundskår |
![](/grafik/intetbillede.jpg) | ASR 1301 x017 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 1301 x019 010203 O2 gods-bund
7 bundskår |
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) | ASR 1301 x021 010203 O2 gods-bund
2 bundskår |
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) | ASR 1301 x090 010203 O2 gods-bund
1 bundskår |
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FkU8f8ALEM2TnqAK5Xw94q1Pw1rUWpaa1sL1PuNcWsVwiH1CyKyjGOuOB3paWOUzNQtWs7i6tmO7yJGjZgrAEg46MARnHcA+woqO/uvOk+8X3MWZj1dj1JoqWI/plprU6mVgIDXxX+1Bq2n3XxSuhZMHlht4obllOQZQCePopUH0INfYviC6mstB1K4t8faIbaSSPPTcFJH61+aN9qE15NLPcyNO8ztJJI/VmPJYn1yayq62iejhY6uQl87MvByGbkHr/KprFvMJABLMMd8A1n27YkC7up+tb+k3FvZs4YZLjG1hThGy1OqT10NCG2ns5FupOi8nHPI5rG8Q+LX0pjMgWYXDeXluDjjoO56D8a0luXW4J3s8Wfun0P/ANauV8TeBzq+sW05lkEUakMpAZDzkHBGM9fyFFTmt7hVNRv7x0K3MkelvJHuUrhg27BznGAe3JFYt9IIYZQy4O7IRTksc9fyOas29r5NlFbI0jRw/KAQSMDjn8qq6o0dvJsK5JGCW/z2FXfQjlOYu2jWHc6g7Pk3L0J9R71h/KsjP5hBA5bODwOP51v6upW3mCA7wN6qOrHsB/KuegtPtMMbSq0UhUF1464x+FJyV7DUXa5l3Gni8eR3keR2JO9m+Y+/1NV/sK2NuhDOpHzDp37j9a05t9uFj2t67j1A6/yqttaTernc0ZwOevsKLi5TFtcQ3AZ3KryOnGcdBWtCpb7rfLtyy9f8imzRLHajaiby2duORTbGYWt4rl02Y+63ToP/AK9PmBRLdvIFaL5tuTycf4V0VncXLWc6WMphLDYrNyoPXJGP84rNESzx+ZtCNuxwvHT1qW3kRImjDNE2eqseTj/6/wCtTzX0L5bamveXkV432OWaN7iSIEqp6MOAefQgfl2r6+/Zl8ef8Jd8NNOdpfNubFmspm27Qdh+XA9NpUfUGvjqPUIbfb+6jMo+bYeMgYJwcV2nwx+KVz8J/EkkyQ/adJvwPtNvnb8wBIZMdxz7HJHvU/C+YbXMuU/Q6wuQyjmuA/aglX/hnH4lh87f+EfvQcDP/LFq3/C+uW2sabbXtnOtxa3EayxSocq6MMgj8DXJ/tPSBv2dfiQD0OgXgOc/88W9K749Dgkj8WPh/qVjbaHr8F/LJ5UigtBDfpbvMu1sqN1vLk491wT+XFalcWayyCwhljt5DlUmlEkiL2UsFUE9cnaPpXoXw7s9YvNB8UWmiwzXYmiEciW0eoOWJRwFxbny+cn/AFuR+Ga5nSfhj4l1bWLvSU0uS11O0szeSWt9/o8nl7gBgPjklhgVOrRxHIbcsC3Aoqe+s59PvprO4iaG4hdonjPVWBwR+YNFIk/poplOptYAedftA+LR4P8AhTrdwrFbi6j+xQ467pPlJH0Xcfwr8/po1K/89WA9cD3r2f8Aab+JWo+MPHF9oUbiPRtHmaGOJf45R8ru/qQcgegHua8fgsvMjbIYufc1m9WevRhyw9SksZLZyCuc5NaFspKgsMY4Bx+lXjHHHHGWgVeQyhhjPUE4706OEy9ThBnAH1/yKp2NUmLb3BhYfKPMz3IJP0pZ5jKN29sbhuGeT/k1G0Jb5m3E5+nr/wDXqK6UQ7eOMeuRWd3Y0sriKzxpGGf5eprCvGabUi+392pJXJyT2rTmvE3ZUEIB0PArFkYs0khbIzkY6daV9NQ5ddDPv5E+ckAgcnvuOaxmmeORtqhUGPlxyB06enSt68t1kjXAypyz7eD09Olc/ceYIlAYMF5fceSOOPendCsyjevHgqjcMpJk/p+dQrIq4V/mVVBIX1+lLNmXzEb5yp2gr07nn9KryXSGZdgEkjAHKjaBjjODSGPvv3LIQvytkqGGD+P5/rVO3ZbiNpERTztZicHn0H50TSS3OQ6s20hgQeBxStp7rCrlwqMf4lOVpq3UTv0NNtQkXzSduZCCCg4HPI4pv2rzJmH7xVXGHYAEnAJ6H1z+GKzbNXVRIzFR90f/AF60PJmkdNoUbSCdrD5uDxVWQk3Y0LdpGjdCzMwOVLHPGKt2qOFAkzKmONx6ewqtbrllJI5HKnsK1bGARlsnIJxTtbYN9z6A/ZG8cHTGv/CNzcN5UZ+0afHI33RyJI1z74bHuxr2H9pS+3fs6/EVgQT/AGDeYz/1yavjHS9Ym8O6xZ39oGjntJVnWRPY8j6EcEe9fUHxw8UWutfsz+ONSsZluLS48P3M0T9ipiY8jt7j2xW9F6WOesup+Rng+2t5PD/iN5vJEqRERedDAzZ2N91pJ42B4/gVzz0zgHF8L+MdQ8H6lcXmlSJHdTWz23mSoGKK2BuXPRhgEN1BAIwQCNvwHqGn2+k66L9IZY2jGVa4topSNrZEZlgkbd6bCpzj2xx159nkurmSyimitA3yRzOJHVewZgqg/XA+ladEeWyPzFVmc9f4cevrRVaRi2SSPT6UUiT+m+mnocdacabWIz81dYuGv9dv7qZy001zIz7uCSWJJ/P+lVvtHluGA3FT1bnHvT9TWSPV9QEjKZFnkyy42k7jyPbioVw3z7QSQpwB0xniufaSZ7y1iK80l1Nvdj8wwBnoKuWqkx5BGFzx/n61Fb2+6ZRg46dMVcXb5b5UA4PPOMVDblqaRSRFbrJDJ5p6YOTwcCq+pRrKA+dgCkYUdT61oGOFLZHzkSHkHnaOwPtWTdyMGaBlZVB43cHnmr33FsY0yboXZ+WH4VUaPequTwT07Vfu4w8HHLZqRtFlOlLfbV+zq2wtuxg8dvoaTaitQSb2MG6vPJVwhKueBise48+SNRsyqod3AyT/AJxWvLbruLY3k8kKAcDPaq1wqSFxnOBgLg/d9/rnNQ5dilHuYLTLDdl1TEYxu9s4/OsVoQlwXOSx+7GOTj0/z6V191ZpJDuONr4Pv16+1c3rMkdrNG7bTI3yoCcHI4DY5zz7dahVEaezfQLiLckkTZKDG4MTj149+lUlie4bajYk3Ebz6k/lW3DG0kO2aUFm+aRkGQTzxn1GB/8AWpYPKjZI4lwGJOWzgY5GcepNVz2RHJd6lEQeTbQ+YXdVyDt755HWp7dVbgbhl+N3T8qme3nndyU8xWXI2Hjr1/E1P5C2/kyyRsVLhWb0OPl/D3p+0srth7N30LUdnLHlz8yHABxzW3bwhlySobglcc+1VrGzWK5eR9wEmCVJyOnFQ3nh63vtVGozOwMIAVTIVCgcg5BH65HWs/aSvY05I2uTXmQ2GJ9Me1ejvo+raH+yH8Rbi7umezvtLu57G2ySIYTERkem45bA45z3NXvg78G7nxrqX9qa9ZSwaDCQYYZPlN6/fK9RGO+QNx9s59f/AGjtKWL9nf4gqirGi6FdAADCqBEegHtXqUY9Ty60uh+RvwxsNU1Hw74kttP+2v50OxoLM3h8wlHAUrAjI2eRiQgc+max9J+HGr6lqeoWV6BoP2C2F3cyarHLEIoi6RqxUIz4LSIM7cc5OACateCrW3k8O+IpZbb7RLDCWjk8neIzsbnP2iPb0HOyTp07HK8I+NbvwhfXdxBBb3iXlubW4gu/M2SRllbBKMrdUXvgjIOQSDS2VzzDHu7VrW7mtnaJjCxRnicOhwcZDDgj0I4NFMu7g3VxLKxjVpGLsEUKoJOeABgD2HFFGhJ/TQabTjTawA/OT4laQ3hb4meI9KdNojvJTGDziMncn/jrCsazjDSEt8ozliB716V+1Npc+h/Ga+ubj54tSghuYWHZQojI/NK8st7x1+9nBbGV4xkelYSbTPdp+9FM3IbhI4iGXzG5A3k9PwpkjrEp3MCN3RagVhKyEMx7+w/H60l5cKzFXdU+XkY96y5teVG6Wl2MuLlZGACZ2j0/z71VnYSOHxtO0lt3H60rXH7zCA8kAd+OKleGORRyRkZPOQM9QKV7Mpaoz5I28zavAK7vxxVO6uJlgWNS21uqt0rW8lZGKp8rgZVe/wClQTSQfu1kCspOGjzgk59eawlWSNo02zFhkVZdzoQG44BPbn+VNVImnWbaYt3Jw3B7YxVyZYJGd1cFgQyqpPuMVQnuo1ZUKttzu27cngZNYuonsaKmzPXbPPIplhl2tlducjHt+dcprXh+7m1SdpI2ltZFwHUgKuSRk7unbp711kcyqkpghNsjtlBjJK89Rgc1LqN1FcWRgPCsvUA8EH1+v8ql1LstQscxosOoy27oWaGOM7V3LtLDnr/+utr7NtiihdQd4BO3oTzznt/9an2+pDaQ2XwSvbHbk1dMqz7gzfNjavHA9wO3Sh1LByXMY2bWkXmpI+2TqvY/4fUVowQzNHKXUN0G0r93PTn2qaSM+bCoAK5A25GMfh0qS6voYVAnTju6qe3f3+lP2vNohez5Rbq4by1ZuB+HIr0T9n/wVH8QvEx124MUmjaPIqxwhyWmuQAylh/cXORk8nHFeQ6LpesfFDxdbeF9MSSOWZN7MufLijx95yB0AIP5Dkmvu/4S/CfT/hx4fi0ywUyO2HuLlhhppMYLH0HHA7fma9HD03JptaI4MRUSXKmdXptiWb7tcn+01p+39nD4kttyRoF4QMf9Mmr1fT9OC4yK4P8AakhVP2bPiYSMgeHr3j/ti1exHc8qWx+IfgKe0t9F1839pDcwmMB91zYwzbdrZ8r7RE77sf8APLBzjqcVxF49rJe3D2kc0NmWPlxzyCRwvYFgqgn3AH0r0T4fyXcnhjxNbWkt0pngKmC2lux5uUcBSsMTo2emJGUc4zgnHL+H/AOq+JvES6DGi6fqTLvWG+V4y3TjG0noc5PGATmsOiOI5iTO4r3oqa8t2trhoS6SGMsm6NtytgkZB7jj8qKQj+m6m0+mkViB4Z+1d4B/4SjwH/bFtBvv9IPmllXLGA/fH0HB9gGr4ptZFmdQCVI7d/av1EljWRWRlDKwwVIyCPSviD9pD4KN8ONaTXdGizoN7KQ0Sji3kJJ2f7pH3foR2FZVE0r9D1MNNP3WedQr5cSqRuycZyKrXFks20Ku0gkAEcfnUVvcBgEf5cHP0/Kr6jaA7OBtPp37V5nM4vU9eya0Kq2Pkth0Bx/tdRiidlgjUqdueO9OvpC7HLYEY3HHHHbP4n+VZ2+R9xIZmyeBzzzzWc690bQpWY17sLdZUnKpg465I5P6YqlPCJl84NhUyTt4yeOcD3p0kMgYgkn5uuMcdDzSyfMrICAnOdtcDnrodyjoZjSJJg7mG05zjknOMcVFFZs15LNyhXChlHOMAn9avR24X5IztbzMnptP/wBehpgszh/nkyAVGByR0qfaPoNQXUrXmmKzCE7wzf8ALbJ6egPqazJgGuJYm+Vh8oXP510BuzdN8kajZ/Fk5P8AnAqk9t5heSQc7eCR07gfrUqo+o+RdDGktQIgfLXI5O5sA/4dKsWqxrnCbcAKCepyKS+ieOSNWYThhgR4IwBxnI/zzVCaOV4i6gqh6KRnmq+Jbk/CzQtZDHcNH5i7efVce9dvofwE8QfE7R0mtNRtNJ0+Zv3d5IpmdlzyyKpA9ep/Cs/4afDO++Jes21sEng0ZTuvrpTj5R/yzU9csfywT2xX214T8J22j6fa2Nnbrb2dtGsUUSjhVAwB+VexgsLzfvJbHlYvEte5E534LfBjSfhX4Zj0vTlM0zEPdXsi4kuX5+ZvQDJwO35mvXLLTwgGBS2GniNRxWzb2+Oor30klZHiN9RkFvtxxXmn7U8e79m/4mL6+Hr0f+QWr1kR4FeVftTM0f7OPxLZMbh4fvSM/wDXFqqO5mz8OfBdq3/CO+J50tLqdoIcpcW8MrCEhHwxZLmML0zlkk6dOoPN+GfHV74XvtRnktrfWVv7cWtxDqRlZXQSJIASjq33o14zgjIIINdP4Jmsk0fxAt/HA0QT59zWKzAbWz5ZuAZM+nlc5x3xXn2pLafbJjaCVbXd+784guF9yMAn6Vm9rnKRSXH2m4kmYKhYl9qKFUEnsBwB7CiomxjgcZoqRH9O1IelLRWIEbVz/jbwdp/jrw7d6PqcfmW1wvDD70bD7rqfUHmuiYUxhVeTLi2ndH5o/Fn4aeJvg74hu2u7SefSkb5NQSM+RMvBBBPCtjqPUH61xHh/4mWmtXn2eeeFAWKxtnhj26+vXFfqrq2k2ur2M1neQR3NtMhjkhlUMrqeoIPUV8v/ABB/YF8A+K9TlvbO41PQfNcO1vYPH5K+uxWQlT+JA9K55YVTWh6tPFvdnzyt/DdQjy3VwxA4IIGO1NjJ3Eq3Gc8YwPetbxV+wz8RfBklzP4N8TRa1bAkx21y3kzMMdMNlPx3D6CvJ7jx5qngvUJNI8bafNpeoQkRSbYSDuzzlfpggjI5+mfIq4KpT21PWpYynPfQ7yeETsQTgqexz9f6VWlhUfMeQCAO1R/2hHqFqpsmWaKQDDcYxVjy1t4t0zxhAMszEV5D0Z6y2KLffkJJIXkLn9M/jUdwgRFDQxyLnABQc/XPJP1rkr34t+GI9Wh0xb9pXdsGZEPl5BGPmx0rtbeXdsJUMhOc5yKqUZws2gjKE7qLuZ1vIiSrtKxx4LOp/hPqB1pWkQRyYn2h8kbvm2++OtWLuxbcxXagZThgPmB6AjtVF7dwywS5284I+8PemrMTuhSjTNIGDSOo69x+ddj8MvhfqHj7VAiK1rYWsi/aZpBztPO1cdWP5DOT2B2Phf8AArU/Gfk3kkzWeklx+8kBMkq99g9O27P0zX2D4R8D2Ph7T4rSytY7a3TpGg/U+pPqea9nCYN1Gpz+H8zyMVilBOEN/wAjG8D+AbHwxp6WlharbwAljtHLMerE9z/gB0r0Ox08JgYqxa2CoAAMVpQ24XtX0SSirI8Fyb1Y2G3AHSrKrtpQMUtIi4hryj9qjLfs4/EsA4J8P3uD/wBsWr1c15N+1Q5T9nH4lt0x4fvT/wCQWq4biex+IPgh2j8P+JYTdTwzTRHbbwyzL5zFXwCqQSKw9mZBz15yOIt/D+o6jfTWcdqwuo4JblopMRlY442kdvmx0RWPvjAySK7XwK17D4e8UXFpDezPHD5huLOK5ZYiEchmeKaNUx1y6uOOmAQeW8P+M73Rdek1ify9WuGtp7R4tQeRxIksLxHJBBIAcnr1AqOiOY5tm6dsUUNjkkcUVmI/p3opKC1ZADU2jNJuFMY1lqF489RUxYetMZs1orlFGW1Vu1cX4++D3hP4lLa/8JFolvqclo4kt5mLJLGw/uuhDAc9M4rvmxTMCtb3VmaKR88af+xz8OdDvJJbTSbxIXYsbU6hOYuRjHLZ9+tS3n7KfwwvILeG48JwzJCAFL3E5Y4/vNvy/wDwImvoBkVuoqtJao3akoU735Ua+0m1a7PE7X9mf4Z2sskkXgbRd8gAJe0V8YGPl3Z2++MZ71wWrfsbWkd/v8P+I7jSdM4A0+5tvtSxKB0jferjn+8W619TfZE9KX7MtKpRpVVacbl0606bvB2PjfVv2UfFh1RU0zVNHuNNBGZLsyxTY7/KquOP97n2rrfA/wCykdP1aC98R3treQwnctnbKzLIewZmxwD2xz7dK+mvsqL0pPsy1yxwGGjJSUdjpljq8k4uRh2Gg29miJFGqqoACqMAAVtQ2oHapY4VWplZVrvOG4scQWpKga6RZFjydzAsODjjGeencU/zR61IiWiovOHrTWmHrSsIlZq8k/asy37NvxNA6nw9egf9+Wr1Rph615H+1fMP+Ga/ibz/AMy/ef8Aopq0itRvY/D7wPHZNouvm+khSIJ8waOwabbtbPl/aGEm7/rlznHfFcPetb/bJVszK1puPlGcAPt7Zxxn6V3HgiYt4d8TQrdXUUssJVILe4kQTHY42sq28gfr0Lx9evORgeHfBOoeINTnsy0OmmCNZZpdQLRIitIkaZ4J+Z5EHT+LJwASMXscxz82Og6fzop15aTafez2txG0U8EjRyxt1VlOCPzFFSB993H7R3xygkzN4v1jyQHfcs6dEjSVuR/sSxn/AIF+VC5/aK+PzXhtv+Et1gTrJ5ZjW6QEMJ1tyOuM+Yyr6ck9Oa8j0/xlfSeZaztcXqmxuY0iiTcV3W4TdjA4Cwpk+i5rBvPF+vz30TxalOLuXDtKzYO8ziUk/wDbRA/1Fek0kTc9lh/aI+Pd9brPH411sRT7SkhvVX5W83GBnv5Mo/4B9KpyftC/HFcO/j/X5AUe42pfsoCCBZzkk9o2DYx7deK8a8TePL1PsVhpl7Lb2VrDHGMfK0rIZsOw7MBPIMZ7mk8C6xr+salc2cFtqPiBhYXEQtbKFpmQNbG3VtoHQDylz6AVjoUevXnx4+P4uHtf+E51+NrZ3gkC6mf9YsyREbt3OHljHX+L0BrPb48fHqU2jJ4/8RkXMkcER/tdgGd3ljX+PjLQSj/gPuK8Rn8ba39omLajcLJJI0shLcly6OxPvvjQ/VRRe+OtRurXSokuZbZ7FBh45Dl5BNNKsh9CPPcD/wCvU3QHrMnx6+PCoJB8QvE5RojcD/idy/cFv9oz9/8A55Hdj8OvFRzfHL48263Ly/EHxSq27vHL/wATyU7SrxI38f8AeniH/AvY15z4Nvdd13VJ7a1tr7XJfsVxCtvbq0hUPbNbo2OwUMi/QADtXOX3iHWI1ure5urpZGkbz45HIO7chYMPXdEhPug9KVwPZp/jN8eWvIoD8QvFO+WZLdV/t6XmRppIQPv/AN+KQfhnoRUEPxs+Nro0svj/AMVOiQrN/wAh+YYUwNcAkb+8SMfXIx1ryDUPG2q3kVhtupoJbVADNHId0jieWYSMf7waVsGpfDPiDUlvLoD7XqMIsbiNoVYtsX7LJCrkeiK/4AEUuYD1CX4w/G23t7y5m8f+KFjhVmcnXpyRt8nOB5n/AE8RfmfQ06X4kfHJL9bN/HvibzzIIwP7emIybhrcf8tP+eiMPoM9K8dXXr9o5Fl1G6dGGGjaRiDnZnPP/TKP/vhfQVa1Lxpqd4tiftcsM1rGUMyO2+VvPknDsc8sHkJz7A9aXMB6QPip8ZriOWQePvEjRxRJMxOuTj5WgknU43/884XP4Ad6gvPib8Y44Wnk8d+IvLRXY/8AE7nPCJE7fx+k8Z/E+lcR4Lu9Z1LWJreyS41HdaTRvF5wREU28kCO7MdoCebgE464HWsHUr/WLC4uLG+nu4JoHeCa3mdgyMAqOrKTwcIqkH+4B2qbsZ68vjj4yy6k2n/8Jxrwus7MHW5sf8fX2XGd/wDz14+nNUx4++L19ave/wDCc6+VMSzcazMPlaKWUYG7+7BJ+IA715jdeL9SumsybmWKe2jMXnRyMHkzO0+5znk72z9VB6jNbPgi71jUNWWztC16xtpoUtprtYV+aGSJcF2C8eaSB7nHU0BdnU3Hjb4s29ukr+N9eKNE04/4nM5+VYYpj/F/cnj/ABJHara+I/iw2pNp3/CaaybkTGFgdYmI3C5W267unmMPw5ry3UptV0q8ubK+nuYrq2Z7eSF5T+7IARl6+iKv0UegpLjxTqNzb2wN1Ij25ciZHYSSFpPMJY55O/Bz6gHrSv3C56Ta+Lfifd20F4vjPWfKnRWVm1abOGExH8X/AE7yfp61Bc+KviZ5Syy+MdWKNC1wo/tSY/KLZLg9+vlyL+ORXEeF9X1CHUoxAs18sMMshtvMIG1YpCTjp8qtI34n1rEfVLsqA13ORjaBvPClQhHX+6Av0GKfMB6lJqXxI+0TQN4s1LdDcPbv/wATObG5J44T36b5l/DNZ103jvV9LkN14ivrm0njO+ObUJWDrm4BBBJB/wCPWX9PXjhJ/Et/cafDamdgIpJJfMDHezOUJ3HPPMan61seAYdb1jWHi06M37RwSboZrpYkw4aJTucgZ3T8DqS+ByaXNqBiWPiDUdH80WF/dWQkxvFvM0YbHTODz1NaOg+PtR0bVLi9nSLWWuYlhmj1NnkV1WRJEyQwbh40PXHGDkEiublDRyMjAoynBUjBB9KRcu3oOmazuxE17eTahd3F5cyGW4uJGlkkbqzE5J/M0VE+FOB09TRSA+kPB/iHQtIOqnU/tyXNzbta2txZIjmNW4lOGYcshK55wrtx0I426mSJvNErRkxN+96NnzOTn6E/nRRXpSehBz18A7xFSpAU7e/c9a6j4R+PLP4f+Iri71Gxk1CxkiT/AEVVQhnSaOVCdw4GY+o6EgkMMqxRXPezLOM1zVG1jVr3UJNiPdTPMyIMBSzEkD25rLaTd9xucelFFQwOx+GnjSz8F61Pc6nZHU9Lmh8i6s8J+/USJIFO5Tgbo1PHPy+mQeX1C4TVLq7vSqxLNO0nlIOFySdo9uf0oooAoSYVwoIIAB9a6r4X/Ei8+GPiWbVrJJJJZLOa1CRztCCXX5SxXkqGCsVyN23GRnNFFTcDmb7ULnVLy5vLuVp7q5keaWWQ5Z3ZiWY+5JNQSMBgMee4FFFIDe8C+MIfCGp3c13ZPqFld2ktnNCjopKtjkeZHImQQCNyHBAIwwDDntQuI72+uZ4YTbxSyu6Qly5RSchdx5bA4yeTRRSvoBAgz7mup8AeMofBmsS3s1pNcGSBoUe1uBb3EDEg+ZFIUfY3ylc7c4ZgMHkFFCA53ULxL6+up1iW2ikkZ1hViwQEkhQWJJA6ZJJqorb2yeg7CiikwNfwr4i/4RfWxfvYw6inkTwNa3DOsciywvEclCGxhyeCDx1FYsjBmY4wPQdqKKVwI/pXR+CfF0fhO8uXn05dTtZ0QNA0pi+ZJEkQ7gOm5ACO4YgEHBBRQBiXs0moXtxcy/vZppGkdgMDcTkn9a6mH4cXM2mSahvkFqtuZhNs+Ti2Mp5zjG8GPPrx14ooq4rmeozI8RaDHo8NlKi3UTTBh5N4FDsF24kGP4Gycdfunk0UUVLVmI//2Q==) | ASR 1301 x218 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ASR 1883 x10 010203 O2 gods-bund
Bundskår
Heraf det ene med centralt hul. |
![](/grafik/intetbillede.jpg) | ASR 1883 x01 010203 O2 gods-bund
Bundskår
Hovedparten (alle?) fra samme bund. |
![](/grafik/intetbillede.jpg) | ESM 2307 X343 010203 O2 gods-bund
4 bundskår |
![](/grafik/intetbillede.jpg) | ESM 1917 x0189 010203 O2 gods-bund
Side/bundskår.
1 lille, fra standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0137 010203 O2 gods-bund
Bundskår.
Fint magret med skarp overgang til standflade.
Kraftigt gods. |
![](/grafik/intetbillede.jpg) | ESM 1917 x1706 010203 O2 gods-bund
1 lille, fint magret med svagt indtrukket bund og blød overgang til standflade. Udsvajet bug |
![](/grafik/intetbillede.jpg) | SJM 166 X169 010203 O2 gods-bund
Bundskår. Sandsynligvis fra samme kar. Rødbændt. Glittet på indersiden. Let beklasket på ydersiden. |
![](/grafik/intetbillede.jpg) | SJM 979 x1015.C 010203 O2 gods-bund
Bundskår.
Hel bund. |
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| SJM 979 x1013 010203 O2 gods-bund
Bundskår.
fra forskellige kar. Nogle har hul i midten af standfladen |
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) | ESM 2321 X0437.03 010203 O2 gods-bund
4 bundskår |
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) | ASR 1820 x04 010203 O2 gods-bund
Bundskår
Heraf et større bundskår er fra et fadlignende kar (foto) |
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) | SJM 1266 x48 010203 O2 gods-bund
Bundskår fra den ældre bebyggelsesfase. |
![](/grafik/intetbillede.jpg) | SJM 1013 x052 010203 O2 gods-bund
Fragmenter af bund |
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) | ASR 1775 x31 010203 O2 gods-bund
Tilsammen mere end halv vakkelbund med centralt hul. |
![](/grafik/intetbillede.jpg) | ASR 1765 x140 010203 O2 gods-bund
Bund |
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) | SJM 979 x0879.B 010203 O2 gods-bund
Bundskår.
Ornamenteret med diagonale streger på bug. |
![](/grafik/intetbillede.jpg) | ASR 1710 x026 010203 O2 gods-bund
Bundskår, vakkelbund
Fra samme kar som id: 200080196
|
![](/grafik/intetbillede.jpg) | ASR 1710 x027 010203 O2 gods-bund
Næppe vakkelbund, men selve bunden er kun lige netop tilstede. |
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) | ASR 579 x049 010203 O2 gods-bund
bundskår samt en del af bug |
![](/grafik/intetbillede.jpg) | ASR 579 x034 010203 O2 gods-bund
2 bundskår. |
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) | ASR 579 x031 010203 O2 gods-bund
1 bundskår. Glittet, facetteret yderside. |
![](/grafik/intetbillede.jpg) | ASR 1183 x32 010203 O2 gods-bund
Bund |
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) | ASR 1361 x24 010203 O2 gods-bund
Bundskår |
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) | ASR 1874 x021 010203 O2 gods-bund
Bund/side
Fra fodskål. |
![](/grafik/intetbillede.jpg) | ASR 1874 x112 010203 O2 gods-bund
Bundskår |
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) | ASR 1874 x122 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | SJM 852 X15.I 010203 O2 gods-bund
Keramik, bundskår fra minimum et stort forrådskar og et mindre tyndt, sortglittet kar.
Fra ca. 80 cm´s. dybde. |
![](/grafik/intetbillede.jpg) | SJM 852 X15.H2 010203 O2 gods-bund
Flere kar, bundskår fra mini kar og et fragtmenteret bundskår fra et større kar. |
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) | SJM 852 X15.G1 010203 O2 gods-bund
Keramik, bundskår sammenlimet til en næsten hel bund.
Del af miniature kar. |
![](/grafik/intetbillede.jpg) | SJM 852 X15.F 010203 O2 gods-bund
Keramik, bundskår fra samme forrådskar. |
![](/grafik/intetbillede.jpg) | SJM 852 X15.E1 010203 O2 gods-bund
Keramik, bund med sideskår.
Halvt kar fra ca. 40 cm´s dybde. |
![](/grafik/intetbillede.jpg) | SJM 852 X15.D 010203 O2 gods-bund
Keramik, tre bundskår og et sideskår, sammenlimet.
Halvt sortbrændt kar fundet i ca 60 cm´s dybde. |
![](/grafik/intetbillede.jpg) | SJM 852 X15.C2 010203 O2 gods-bund
Keramik, diverse bundskår. |
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) | ASR 1958 x05 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 1921 x001 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 678 x22 010203 O2 gods-bund
1 bundskår. |
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) | SJM 614 X28-07 010203 O2 gods-bund
Skår fra bund og sideskår af samme lerkar. |
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) | ESM 2713 x0345 010203 O2 gods-bund
Keramik, bundskår |
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hpMdzdW93Z3lq7HerYB4HAHX+WauLV9RNOx6KFENxH5n7wFBwpx82P6VPYM32pmz5b7TLuZuv8Ak1R+GV1H8YLe/fw8zSXGmKslzFdAKzb2bGOTn7p6dK2W0trC8Ed0yR/J8vlkSLyuQeD+fcZ5rrteN+hzXs7dTW0md7mxM6u4iaXaG9c8H/P1rlPGOhx2M0k5DMzStn5MqRyd2Tz19vTmtXRrqNbiaK53CB/3q5+7nOO/455rWuLm31yKe3LYMPO7HyoB06n0ArjqaanXS973T279h3xpLdeG9Z8KXUvmNpsi3NvntHJncB7Bhn/gZr6fLHk1+fnwL8SRfDD4uWd3K6rpEwFrJcKcI0UvOSccFHAJ7YWvv3zlKgggg9COc16eHlzQ9Dy68eWbPgn/AIKgLvuvAAONu27/AJw18ZeOI7H7DaQxq5vjGCs0bIqgcZ3KIIyT+J/GvsX/AIKiTGO48AqGwWS9HPTH7mvjnxTZ3VxHZ3kKo8VtBmQvMoP0AM8hPTtj6V2M5TlNN0+4hmUScg9WzleKK6zW9IXQ7G08y5R57i3jnMaow+V0DAhjw3XB9CpHvRQlYNz+gS5aRbeUxAGUISgPTOOK/OjWp7prfVTOu67a+kDBVOMjHr6dfxr9D9aZl0e+KP5biByHJxtO081+eN5rCi+1awuXPm/aBPBIwOGUjlc+wxx7V4cj0KfUztUMMVvYyBOiGEqTkjOCuD3zhvyryL4nePLjw3ALe1dY7i5yEkljfER3bdxPcAEnoeg4OePWZNct38KtFI+LhjEJFwPlJztJ9M4P514d8WVjeMyX0jSXDIfs4XGwKS2eT0IwvTrjjrwU78pvJK54Vq2oSTXksj3L3csh3SzS5O99xywB5wfesqSaRcTR/OEbOeq+3FbV9Zo12wjHmyMcYjTGeOwrLaBZP3aKDk4xg/h/OmMz42w21T97quM8+9PmjFuiEuxZ0yFX+Hk8Nn1wDxnrVq6tjYgJPE0Umc/MvP0wela/gSxi1TxvokciRzxyX0CfZ7hQ0cmZFG1h6HngnGKFG7sLmsjEvre8j0e2vZ7S4jsJGaCK4WNvKeVcEpu6EgOCQDxuHHNZtvN5M0bGNs7g22UEKy8emCc/yr700M/DXxVe+I/A3iHw3b3+lzfFG4tNOsrHUjYDT4Z1aPzkVAdyKIFG3heRyMc+cWmlad4l/Y78RxeGLVop9F14nVG8m2Y3luTvhlkmf96gQIVCocMzD5SWONvY6aGKrdz5cjuFkMO9/NkwdxbcdqgfKqnPI60lvAbxo0IaXcPl+YfUk59hnmvrH4A+B/CPib4IX2o6r4a0OTxrokt3qOgLfXO0a0scJM0c8bEh0iJVwMAOV25wHNfItrqV74f1C3u7eTypYZUkjkXGUdTkMMd8jis5U+Wz7mkal212Ir6F4bxVjVgyZBDenQVv6F4e1TxZqVrpukabcapqt622G2tYjJMzdcKi8k9e1exftYeOr/4hv8P/ABDqPijSPEDPoNtFItjLGLxJyitcG4RFGxvMYoM9lHHUnf8A2Z/Ffgqz+Pk0en2s2jeD9Y0+bTZm1vUxHPah4DkrdRhBGzSLsBwBh8E80nTXPy3LjUfJzWPm2LTbuWaeMWrzC1Utcuqn92NwQb+oAyQOe7Y9K6OTwFqeieDNJ8Xzi1fS9TvZ7C0R3/evJCsbSMVx90CZBn1zxXqvhu80TwZcfGDQru8061S+0C4tLY2t79rgnmW7t5oo0lAw5GwqCOu016jceKtD+OH7LPhbQYNa+G3hHV9G+1rcW+p2ptrvKbHRrZ8MA0qr87cb2AHWiNPz1CVSzWmhT/Zl+HPjj4P+Iby78WeDdf0LQNXhgQapLZkQQMsiupk3DAJG5QWxjcfpXqreHdUtbLXLbX5pri6e5a7hk8tGW2jB4RWXjBBBwOOOexPG6J45TXv2S/C9ja+P7fVPENnrxv77QtWvZpb69mSVUtLWJC3+pKKWbJ2jr1zj0jX4dUtNa1iPULGO00iRBNOWcCSIOzbh0AIycA5Odox1xXo0bcluhxVG3O/9aHmL26R3RQTJEY1ZmZ+gYll2/njtxnNWrZrW6uooUAPnYbbxhMZwMYwRjA5zXNXDGPULiNXZox86M3zMo5H5f4VoaPdQWMulqE/jkMjDOT9TnvnOfrXmVtj0KRvQ6PFqGhJabis9szghxgBQcfj8rCvp/wDZn8fr4w+HKWU8xl1HRZTZTbzltnWJvpswue5Q18532lIuqW0lpLsjlVt+3AXJI+Yg9T/Pj2rp/wBknxhDpPxM17Qn2xx6zH50AJyS8RYhR6/K0nP+zSwcuWdu5GKjzRv2PPP+CpsxF98PAB/Bek5+sFfGvjOY2y2DsMs0I2qykHjoeYY+P++vrX2N/wAFSozPq3w7TqWS8XHrlof8/jXxh401KGOO2tglrL+5GJ1CFxg9MpNJgH3wfavak9zyV0I9Q8SXmqW9tb3U+6CJMRrtAwAoABIGTgADJzwMUVgWsqsCXOUUHgdqKVx2P6Q5o1mjaN1DIwKsp6EHtX5ufEK1tvBPxc1Dw/dy+cYZ5Y4BMcsVALJ/44Qa/SRs9+a+fvj9+ynYfFzxBaeJtL1L+wvEduFDSeWGiuAAQC/GQwBxkdgB715drqx0xdmfKlxZQXisvls8rRs8fpkKBxjjpgfhXjnxSsTqGnwD91uBZn8xgqgbcg5/l69hXu+oaT/wifiyTSNSn8vU7OSSJo42JSQjrtzyeBn1/CvK/id4ftr7VpntXVXjwTG/3OVyDnGc5ZvXr6VjTvzOJ2S+FSPlzVrf/ibNEhjcbC4KyDtkY6nuPasyOG4dZBtwM4z713ur+ANdh+aXTmzjIkiIfd3zwe/061m3HhfW7XzBLp1/8uCw8lgQD15x9KpjVmcnfWskyq9xNvfOwKxycAcDPXAArQ8NJeahqkUlpd2+m3ER8yO4kIjWEZHzZx/D19flOOcCt7TV1HRJobxbaON4ZRKrSQiQsygY7ZxgDkYqndMsN5Nc/ZfLt5pNy2pVkiZSTleu7HIHXt1pX7ja7HKXVxd/alkkmkLljIWMhLknnJPWqcbeY8i+aLeHH3mY4bAyBwO+MdOMit+Tw7dXk5cW8jhzlflY8AcgAjn2rLuNFvZGA+ySyopwu2JuQM+gq0QypHqUsK5JYcYyrEHGMev1qCZXuiFUHLEBVzuyT0xjrVq40PU9/wAum3ZVj8q/Z26Y+n0qax8OazLIiDSbwgn/AJ4OTj8qGiUzGhTa2CTuIA34z06fStnRxDLDexMWEzQgx9cFtyk59sbvyFXLjwNrhJzo94G4I3W7AFe3anw/DbxTcSRNHpN1vk/ikTb17Etjvms2jaMrGWrsuI8kjpknAP8An+tPuvKkmi+zxyQxiJd+5925/wCI9Bge2D9a7K3+CfiqZYQ9qqFhlWllQdxkcE9M1rW/wL12SZkkuLW3CjDEuxBHbGBUWZrzLqYfwijubrxxYyRzhBp8U+owRMfleWCFpEBGepZQPxxX13qviKHxV/aXim1mmm/tAW9k11JPlJWEaNIsKYzsXAXcTyS30rwfwn8FZ9B103d3qMEkapJGqQxltyujIx5xg4bg8+vavTY7JoIY445BLFHgRKo2oq8AADsoH+TXXSqcseU5qkLyujZVrZUWadE/fJ5IOCSAR+nQ1Rsdl5ZusaNPHuBdcYKhT8w+px/nNLfEr5BYMx35Ck8dRzj/AD0qz4TaRbV2K+WLjJJGBkMODwc9RXPU+G5tRV5WNfT9WknmjQZk37mQAcqd2APft69O1Yem3beDvibpWq2gwun38MjMAciNirMp9sHBx61r+F7WWTxJqaojLbrEQHVcMjNgZX8a53xdNLcWdyY9qqpUs2eSQoBJPfjHpzXNTdmmjWot0b3/AAVHufs+qfDyRRlxFeEH/gUNfGnjbSxOLaafUEhlSDMdvci4Lyf7paBQPzx719U/t/X0uveDfg7qM5JuJ9IklcnuzJASfz/nXyR44iijuLHynhIEOS0Hkkde/lu364PtX0ctdTwVpoXdc8M2uj6LpUkcd0l3cJvlMjh4sGNWAVti84bJAyACOc5wVza3ckflrJI0ihSiqXyEU9QM9KKm6CzP6Q2qFhVhqjda82LNnufJv7UXwaksNel+I+kWwupAmy8j2kmP5Qu8AfwkABvTOe5x8ieNJ9X1BhdWUMU8rbYpZFYhW2jsgPyj3ya/WS4t0njaORA8bDaysMgg9QRXx78aP2QdWbxBeax4LAuLC5w7aSZ/LaJj95Y8kLtPuciqcbvmjuaxnZcr2PiOa615FWSV3g2hkjgUIoUk4P8AeOeveovCeqa5HeXEF5rKxStlWs5I/NOGAIPHOefWu7+L3wm8e+A7VLzVPC82nwO5jilOyVVOO7oTg+mck81wcPhDUNWjSV2VIojuEiheT3PHOfrUSi+prGS6F+S1u7LVGkudWuZpLcZMYVBHIjYwTgdeMevPvWzoN9pevwh7WWHzlBAi8kHBPfkDgY7ccGs5rPUhaJp0GpT3OSVj3opZfqzdB71xkfge60HxBLei/uorl/lJSYvnuQw781EfMuT7HrC3Bt/3yyt+7bB+UADIIwADjPFZl5eDDMinIAIXruOP5ZrmW1LX1VkZLaaNQuWUkEk5wCBxyAK5u+8Ya/BOY/sSAgDcUbOPc89K2VjLU7uW8MkmGXP8Xt/nFQWDmZWLEIijAI6tk44B56/SvPf+E4v12q1grSvnJjYYBz0PH1ptx481a38qGLSkQkbzO7ZLc5A9x+FO6sI9RkYL5SHcztgfQA/WtBZA0ICyZ3d14YDGQevHevJLmbW/E3h+aExywMXVS0WS64IOQRgjnHaptBlvvD9hC1vcT3jW7tG0chbEhHUP1IPfOB1rCUlsbKL3PYreFGkdlLYI3c4JqeHy4ol3OHfpnB4zjrWH4b8Q2mtRoUk+zTOBmFmBLY7j1/SugZmMxB6P17H6/wD66EVsQLv+UMNrK2d2eRx09hzWhDbgQynYWK/IB3JpLONFmdmiMm85x7Z44H1PvVy2WS3sw6gK7PkYz06/WpWjLexnXqvJDvRFfylYtu54wc1H4HvDc6HDIn72b5g21RgEEjGTjjGO+KsTb4bW7ZkUbxgqw4x71d8ESNZqYmMKIuWCoc9evHYfhz1qKztE0op82hc02+gsbi6jnV1mI8hzgli2SFAC9u/4VyHje+jVlWSNo4ScLvG0tgYyRnvxXS3mLHxPCyBkW5jZ3DDIJUk5xnqckfiOlcB4ut5bzUDeNM0kOVA3MQfmPOB+I/Mdc1zQ3NKjD9uBp7D4d/BSKZGhdtHkYo/JXIhIyfx6fhXzh4+v9SUWVrNcXf2eWIP5MrT7W9DiQD9MivrH/gqBDHb33w5ghQxwx2dwiIf4VBiAH6V8i+J/7NWOElwboxAKbUQCPr/F5ff6819K/d09DwN9TkdjE4OeBkD+lFbes2dpb6fpE0EkTyT2u6dUfcyyCRx8w/hyoXiis7FXP6PWpppNw9aNwrz7Mu4jLUUiZzUjNUZk9atXJuYuuaHa6zZzWt5bxXVtKu14ZkDI49CDwa+ffiZ+ypoWsWSyeGbeLQdSiJK7CwhkBzlWHOPYgfh0x9MPzVK6gDDpzXRFqWjJ1jqj8xNe+Gev/D/WrmDVbOaOZjhJJh+5YDgGNgMEdT61iR+EzHHd33WQuH8tGBC5A3denA6D2r9NNa0G11azltLy2juraUYeKZAysPcGvk34y/s4ax4cnn1PwXbNf6fMGE1kzs0tvnOWQD764xgctWc6T3ibQqJ6M+apLpYY2B0+FZ2Of3i7hj3wcDHv60zXb9HgTyrNQsjb2WEAowyeMdAMevp71csbLbNdwXgeCeFm+VomDRkDBUqQMdO/51f+Hvwz1T4r6xLZ6NbTSWMJ/e6nIWS3iXsucfM2Ow5Oew5rCMeZ2SN+blV2zze40X+0JECwGa4ZlxHD/wAsw3QORwOp681Zk8PxzSC2u1imKIAY1O1kGcZwx6cH6mvtfQf2ZfC2haesE9rJqNxks9xNK6kseuApGOfqfc1saX8CvCWmQmOHQLN8nJe4iEz+3zPk49q7Vgpvdox+sRR+eVxC1v8AKJ/KgjkBlk80qNuMAFgeM/TPWsK40G/166uZrKaaKBcAfZywWQd/c+pr9LNa/Z78GeKLiO41Pw9ZzzxjasiqY2x6EqRkfWqkP7LXw8hdWHh9QFIOz7RNtyOhI30ng5X0aF9YjY/POy8PxWchuX1SW4uIZBGfLYpiTIIz9PX2rqNL8e3EOovayXdvcfuxhZxsdCD36HbjAzg89vX7l/4ZZ+G0wk2+GbYFzy6SyBgc9iGyOfSuduv2IfAM1011Cl/az87WjmU7c/Vc/rWcsHNbM0jiI9T5hm+IVnZy+StrcyPt2lFVfm5IJGTkj3x3rasvGWlXVnIwuooliG5wZF44ycYPPfpXvcf7FPheHzDLq+sTq5LbDJHtBJ7ZQnHtnFOs/wBjXwRbWHkXUV5qMzJta4lnKN1zkBMAVKwdVtPQv6zA+XNQ+Jek363WnxGQv5UmZWAVOOpG4jcenTNeieFtbsrywgPmRRj5dwx93gZJHbv71Z8WfsCapfalNdaf4qjvYy2YodVicMq44UuhPTjkKOnSsuT9lj4k/DuSa90a1ttcijj4FjNmRsjkGNwC3ORgE5H6clfC1mtjpo4mlF7mjqd9DPqsVwqpLbQxCMfMC4Y8fOB0HHX3FcNqkht7S1jMYf8A08sFYgEjOQPyH4Vf1rVtd0yGaw1jwvqGl37KDNbx2zb2OQe44XJJ4zXn91ceI7jWfsNx4fvYJZpNsEJhd5JGYgYUFQScEds1zU6co7o1qVIyeh6H/wAFTJP+Kg8Brjn7NdH/AMfjr5C8cWOpXK2l1LBdmGOIIZZxNgZJ4zIzY/DivqL/AIKPrfw2/wAJ11XcNT/sV/tazH5vN/c7wcd92a+T/GEkX9oWhh8pB5AyYfK65PXy40GfqCfevoZvV/I8OPQy7eA+WFYL680VLCXbZuQ7DyG9eaKSBn2ov/BRn9oFlUDTNOYMNwcaWeRtjbP3v7s0R/4GvrUX/Dxn9oIK3/Ev0/2J0v0Eue//AExl/wC/belfJFx8TPE9jIbWW7a3kiJjaOSFQyYWGMqQRkEC2hHP9z3OZNS+Lms3FvZR2832do4ds7bVbzpN9yd+MfL8t1IuB659MHuf0ieWR9Zx/wDBRz9oJmAXTNPlLNsCnST1zGuOGHeaIf8AA19ajj/4KT/Hvb5raXppiC+YzDSWA27XfOd/TbFIfojHtXy34e+KGs+RrBlmnurxbTzrRobdWEMq3FpI0jYH3QlqvXIyB6msH/hZmvx2zQC9HltEYSPKT7vlSxY6f3J5R/wL2FK8B2Z9kH/gpB8fTIUXR9OMnmeX5f8AZDk7t6pt+/13Oq/VgO9Um/4KTfHeZPO+w6akBjMgb+yW27QnmZzu6bPm+nNfK2qfGDW5tbuL3T5fscD3P2qKFkVyjeckw5I5+eND+GKsJ4v12b4fvOsF0yxz/ZGvha5gWE23k+WXxgNtOPXnNPmj0FZ9T6fk/wCCjXx6+0eT/YtgZd/lhDpb7t28x4xnrvBX6giqc3/BSD45vCWGj6TtZN4k/suT7uxX3ff6bGVvowNfMWl/F7WYPElpqN/L9shju1uZolRUMmLgzkAgcZdmP446VmH4ia39nEQul8sR+SF8pfueTHCB0/uRIPwz3pc67lcr7H0trH7c3xf8QBoNZ8KeH9QbBTbd6AZf4mTGGb+8jr9VPpUml/t9fF7Q9JjtLHw9odhZxLmKK10do4kUhW4VWx0kQ/8AAx6ivCde8ea/Bpei6ikVxb/aI5GmuZ7ULFNN9quJcoSMEAT849cVi2fxK1CK1ube6YXAa28mDYqjy3At1DHjkbLaMY9s9zT57dRW8j6Wk/4KCfG913/2TpapnZuOlSY3ZcY+/wBcxv8A98N6Gov+HgfxsCljpmlYHf8AsuT/AGP9v/ppH/32vqK+Zf8AhY2usDuvI8Fi+3yl+8Wmb09biX8x6CtDxB8RtRt9Qkt7F2trdY4lMdxCAwcR2wcEEZ+/bJ+XuaPa6bhy+R9Hr/wUO+NSLuOk6Tj1/syU/wB//b/6Zyf98N6Gnj/god8a5CQuk6SR/wBgyX1Uf3/+mif99r6ivmSP4nal/ZFxA7BrtpUaOYKoVUC3QdSMckm6Yg9sfSpPD/xE1e41uwhlJnhe4jWSOGAM7L5kDEKAMk/6PH09Pej2nmPl8j6Rb/gor8bI+f7J0fAGT/xK5emGP/PT0Rz9Fb0NSx/8FGPjc0mwaLo5YHaV/subOdyrj/Wf3nQfVgO4r5n1zxtrljfXlq+63AZo/Jng2yIuyZACCMg7biT8x6VG/wAUNTWG3eBgl+JnlmmZFKvmWCVcDth4FNL2nmHL5H00/wDwUb+NEkTONG0XaF37v7NmxjaWz/rOm1WP0UntUKf8FFvjQ03l/wBi6MX3bNo0ybO7cFxjzOu5lGPUgd6+dPCvi3VtRnntDHNeQ/YZo/Ltbcu4b7LNDETtGcZmwT71mj4ja5DfGczIs4n85g0Q4cTJLyP9+NePbFHtHbcfLrsfT8f/AAUc+MTRljo+hldu/cNOmxt2lif9Z02gn6DNSWX/AAUc+M/nFP7D0Xfnbt/sybOd23H+s67uPqcV8u3njy88mGG1/c24tUt5Ayglj5Bhcj2Ks1XdP+I2pxpqN5NIpv0kWa2kWAbBKbhZm3fUqSM+mKXtX3Dl8j6t/wCHkXxhjt1caJof3d+46fNjbt3Z/wBZ028/Tmon/wCCk3xmaZojoOh7wdoX+zZ87txXH+s/vAr9RivkiP4ia1JaCB5kaEReRjyxnb5Pk4/74/XmtfUvidf3WuXN5a7YImumnt1dAxQee0yg+vzNT9on1Fy20sdT+0N+0H4x+PmoaNqHiyws7Q2MTR2xsrd4kZX2Oc7mbJwVPHYj1rhdX8af25CEutKtXnVNiXDT3TyIPbfMw/THNL4k1y41LwrpK3SyGWG4lVZBEVjaNYbeJMNjBIEJz9PeuXLGXacYPrWcpO5aWh3fjDxtY63pOmW9q1wXhYsVmUKsA8qJPKjIY5XMbHoPvdOtFeeuxZTzRSc29QUUjW8UeIG8S+KNW1h0MTahdy3RjLlyu9y2MnrjPWs8twT04r9y/wDh2n+zfnP/AArnn/sOal/8k07/AIdq/s4dP+Fc/wDlc1L/AOSax9oi+U/Frwj4m0jRPDviK0vba9a/1KFbeK5tZUUJGG3shDKeGZY8kc4Ujua5Jm9ea/dH/h2n+zf/ANE5/wDK5qX/AMk0f8O0/wBm/wD6Jz/5XNS/+SaPaJ6Byn4aQXBiYttRvkZdrLu6gjP156+1d5pfxOt9P+Ft/wCF2sWnvbkNEl05G2KFpYpWAHXO6Edc9eoxg/sf/wAO0/2b/wDonP8A5XNS/wDkml/4dq/s4f8AROf/ACual/8AJFCq8uwOF9z8Lwdzf3efwpyyPwMM39PpX7m/8O0/2b/+ic/+VzUv/kmlj/4Jr/s4xtuT4dlW9RrupA/+lNTzofKfjN4s8fWfiHwZo2lrayf2la7FuLpsqsiRx+XEu0MQSq8bsA/Xk1wu7nIr90v+Haf7N/8A0Tn/AMrmpf8AyTQf+Caf7N5/5pz/AOVzUv8A5JqnU5tWJRsfhfDL5c0bEkBSDkDJHPYV1/xW+Ih+JHiqTUorUWdqq7Yo2C+YcsWLOQBkksfoMDtmv2g/4dp/s3/9E5/8rmpf/JNH/DtL9m7/AKJz/wCVzUv/AJJpe00sPl1ufhc8g5Fb/gHxNH4R8XaZqs0TTQW8mZY48ZZSpVhz7E9x9R1r9sv+HaX7N3X/AIVz/wCVzUv/AJJpf+Han7N4/wCac/8Alc1L/wCSaSqWdwcbqx+I3izWoNc164urd7prbaiRtePuk2qiqB3wOOFycDAycZrE75xkV+6f/DtL9m7/AKJz/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| ESM 2713 x0341 010203 O2 gods-bund
Keramik, bundskår |
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) | ESM 2713 x0334 010203 O2 gods-bund
Keramik, bundskår (bunden blev sat sammen i stor dele) |
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) | ESM 2713 x0328 010203 O2 gods-bund
Keramik, bundskår |
![](/grafik/intetbillede.jpg) | ESM 1917 x0867a § 010203 O2 gods-bund
Bundskår.
Fint magret og beklasket. Ved overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0867a § 010203 O2 gods-bund
Bundskår.
Med skarp overgang til standflade. |
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) | ESM 0931 x43 010203 O2 gods-bund
1 næsten hel bund |
![](/grafik/intetbillede.jpg) | ESM 1917 x0118 § 010203 O2 gods-bund
Bundskår.
Uden markeret bund og med blød overgang til standflade. Udsvajet bund.
Skåret har meget svingende godstykkelse. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0102a § 010203 O2 gods-bund
Bundskår.
Fint magret med blød overgang til standflade. |
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KZTE7bsjKtuwAevXt2rOk3wyeW0MflKODkY9utPvI5JGUblKEcMD3zx9aSVYoo9sreXLn3G7jt2HNfLo+t8ypc3ksJVfJZfM4TjIHHIH5VXN1I7AsxCgYIx19z7/wCNVru7eS6iSEnChpBuyBuzgfmM0CQ+Z1VTjJC9ev8A9enZlRa6l6xd1kQAkv0G7p9aW8EjSM/mKNq87Tncaq/aimVAycZGDik2/OqspXb8wbdz0/lVmTWrYg1xbSRIF3l5edzjK498dKtXmrb4zH5ot8/xE4PPoaxpYVkbZKpA35G1z65Gfyqz9lt7oozbSUO5A3QGtFYxkmmz3H9mXxRvGoaHO+Z4z9oTD54wAw/9BP8AwKvpnS5NyAdDj1r4h+FuvHwl44tL1rY+RM3kSEH+FyBuH0OPwBr7P0q78za6fM1fW5fV9pQS6o+KzOj7LEcy2lqdVCofGRhqtovy461nwzhtueKuRt0z0NekjyjhvjhL5fwl8Y9j/ZNyf/ITV+M+j3BsvBmqXS28MzLOFzPAki84H8UZ/wDQh9K/ZH4+tt+DfjRuw0m5P/kJq/G3RvsX/CF6h9u8zyvtAz5Cr5n8PQmt6e7MqmyOFb7xptdP/wASb/hDbzYIl1FbnCeaMzOhIwQQeMAEEYIOa5j2rrOY/pD/AGU/+TXfg9/2Juj/APpFDRR+yn/ya78Hv+xN0f8A9IoaKAPSdU/5Bl3/ANcX/wDQTXnMhr0bVP8AkGXf/XF//QTXm7MOnWky4le4fPB44zn0qvGxCneQT2IHGKmk+Z2UliP5VFJ97OcisnuakE7EqQOlZ92wRC2auztu6cVkahICvJqGXE4v4iazFpXhfUrid2EXksm1VyWLDaB+Zr47muElml3fuVOTtf8AnX0B8fPE5W1j0SBsyyATzLwRsyQo9eoP5V873UjXC7flQg7h6Y9Pzr4rNKntK3J2Ptspp+zo8z+0MkhXJjjUE/dxjAz1z9aoXVoWmaMthABuEmOOeo9qvQ3DibyyvUg/KfvD8RVWRdzyb1znjA5I7/5/GvGPdOeuHis7w/OggdT+8z8oIPTP40CG58zYu0EcqQME+9R6vY/uVW3jMiyZLlMNGuT1I7g9DTrVpPsaqzgAAbXXgEY+px6VpbS4lJXsMiuDcsUSTzfmKFl6KR1H1zU6XBlkaNGYtHgF8AqfUZ9u9OhaCFgIzGu4hm2nJY4659elZn26ea+uY0eIQH7hC5YfXpmqUb3sRKe1x96q+VEZckq+I+TnOOTgUlvGVldA6rkcsVyR9OaguVaa6iYyBkj7kAZ69qdCxjupXVj5jcFh0wRiqIvfoa+mO1nNE091vZWV1ZRgqoI9Oa+0tC1WOW3glR1aNkDo4OQwIznP0r4mt5YwsokRA6r95V5x3H6CvsLwQIIvDulpZEtbLbRiLc247doxk/Svocqd+deh8xm6sqb9f0PTbeZbhVOTnIPHFasLbV+9uA6Vzel7VwwOF9K6KF12cYzXuHzpwP7Qkm34JeOG6f8AEouf/RbV+OWmQC88D38CzQxSGfdmaZUGBj1cf+gmv2F/aOk2fAvxy3/UIuP/AEA1+OsMjN8P7uJWJ3XQPlq456c7fMz/AOOH610U+pjU6HFN1NFWZNLvFsVvjbSizZzGJ9h2bhjIz68j86rd66jnP6Q/2U/+TXfg9/2Juj/+kUNFH7Kf/Jrvwe/7E3R//SKGigD0jVv+QXef9cX/APQTXmrcc16Vq3/ILvP+uL/+gmvM5G59qTLiMk96qTPt4zyamkct3waqSsDzWbNEQSyda53VrkIrknAHJ5rXvLkKMCvGvjl4xOieH/sNtJjU9QcRxKrYIQEF2J7Dbn865a9RU4Ob6HVRpupNQXU8T+I3iybVPE9xqQk/0I/udrRn5VXpkYzn/GuN1PTUvIxJGwilxjHTzBnjnvVu+uDeW8svnhySC0fOR71j28m0m1kuEHljISQ8kezeuK/PpzlOTk+p+h04KnGMV0EWB7W8aF28sgZB3Dac+hBqKdXWaNQY2MgOQp7exzUeoXSWuwHdIrPhGYk4Q+hA57cVzt14kTTdRHmQgLjKsq87c/p+f86mNNyeiNJ1FFas6GOzNtbmOJtsI5ZNvIz6isG/jywiZWeDfgiQDG3IP6GrFtfQ3NnJcRNKIV5y6nJ3ZI55qJr77jzYDhWZgGBUL9enpVcriyVPQxda1wojWiRC3RmAjbbgEZAyBTNPtpNMtVd5JHhY/OOynPQe1Xrj/SmhlDRuhwYxIoZQMHJz1z700akkaASgLEDl8kg7c8EcVtfSyRlZ3uOvJrVoISoLSlcMM8fhVjS2/dkMhzyMjnIHeolvNO1BVktzcJFkqJCnHX39881bbSbq+vIZEnEdmwz8y7dx6HvU8txOViaWaMRsEi5kOMjPFfSHwW8TLrXh+G3JVJ7ILA6DgbQMK34gfoa+fhp9ray7ooRcyBMFnclfwAx3PWug+HutTaP4yspY28hLqVLaSEcK6swA6dxnIr0MDWdCr5PQ8zHUliKVuq1R9j6bICgyMD6Vt2kca7pIxgyHLH14x/LFcvpM2IwpJJ963YYPMmglE0i+WG/dq2FbPqO+P619Wz49HCftLzBPgJ46P/UJnH/jpr8g7HV7nS/BE7Wl9JazfaeBDOUbGBngSj/0X+Nfrj+1FII/gF46J/6Bc2Pyr8job+O38BzJJGtwrTkCGSZgAcfe2iUcj3T8a3p9TKp0Odm8UX0nh4aLvAtPtDXLnnc7MFGCc9Btz9TWQOKdINrAZ96FbbnjqMciuo5z+kL9lP8A5Nd+D3/Ym6P/AOkUNFH7Kf8Aya78Hv8AsTdH/wDSKGigD0jVv+QVe/8AXF//AEE15XcSCP6mvVNX/wCQTe/9cH/9BNeWStuOMe/SpZcSpLNtyM/Sqs8o2Nk4HWnXAXzQ7L865APp/nFUrpgkYC1mamJ4g1iHSdPubu4kEcMCFmdjxXxZrWu65408cXeu3lyklpDutoIyMBB1AAx0+Y89eK9M+Knxq0/xA+q6Lpf/AB66bNIlxLIfllkXGcD+6C3XuSK8z0mSe40cLOwEjO0p2YKfRfTgCvlczxHP7kdkfVZbQ5Fzy3Zm3Wm3kV2skcUckjE72aXAI9DxzWbqENp9oSXy5FuFYOFjcevUZI/yK6LULgRLhpN6EY+lc1Nb2zRRgTqZEOWbjI79z6186fRxl3ZHH9nh1Q3FyyyRMgRFCjPPQkg4PP8AOoPEGnlN7iE36mIhSPvnpxjjmn32htdKomuSZFYsjRDClDztx9P50653afDC8mWTlR3Zf88VSb0FZanm9xrWt6HdGNLKO1tpWEjNOwZicc9O/wD9auqtZluoHcEyxKoDnYQpyO3bt296q61rEL+VJNN5causeXTLbs5OQAfStdrq1/s9wpBMgKKIwRn0PsfeumpKMorSzOampRk9bopfYbWORHWSLBUnG7px29Kr3U1rcxfZ2j8xXBR+PlGOOv4daniszJILaKMLMygbmYksQuc+namQ2d1uKl4iqk/OqdOf/wBVZ7bmvNd6GVYreWc+fNjFpB0jVAAQRwD9PX2rVj1B44wVLNGzcrnhfXv3NWIyqW5CxM8icNFkc+wJ61LMwsVkZot7sPkBU4IC5/E8frScrit0JdNv96xDbvZskbuCPatSaMvHIRKYp0XIdcZU9QQfXPNcNoN5POblrwXEQ8z92v3gowOARyK62NJpo1dWbc6g7f4sf5Fa3S2Odp31Por4T/FOHxfoqR5Z9ctIAbizdfLZ2AxuGeMMffjNexWd1J9micjY5AJHXHtXxBZ65P4b1i1v9PZkvLRg2FwN6/xKfUEZr7A8F+L9O8XaLbX9jLvhlH3W4dGHVSOxBr6jB4n6xG0viR8tjML9XlzR+F/h5HB/tIeKLfWPgP8AEmCFJ0lsbJ4JDNCyKzEA/ISPmHPUcZr8s7X7PN4F8m6upLaH7TuzGhk57fL5oH47fxr9UP2rWWH9nnxww6mwYfmwr8rVt57z4flIvm2XDSMvmYwADk4LY/TNerT6nk1Ohl6ho1hB4Ls9QizLeSyskj+eo2YZgF8vryoBz279RXNZpH60V1HOf0i/sp/8mu/B7/sTdH/9IoaKP2U/+TXfg9/2Juj/APpDDRQB6PrH/IJvf+uD/wDoJryyT5c8V6pq3/IJvf8Arg//AKCa8snwBk0mXEy5m655OeK8e/aK+I48A+AbuSGYR6jfH7JaL/EWbrt98ZwexIr1+4YszV8o/tcWF1deIPDhZZmsY45CpTosjMASR3IAXvXFiJ+zpOSO7DQ9pUUT5/0mGdbtbUxv5k6s8hL8MW5Iznnn1rsZxINMt1YmOYxgnPQEcHr2+lcV4fhlvPEU08hVjHMsShxxsCjORmutNu9pG0aytLDIApUthR2zyemMfSvi6ursfaUtFdnIa9JdLMxhuf3X0PzEEdDj3rLsdz3To00q27Q75Cx+mQeOn+FdLD4ZtZJpEeaZmXLZCZ8s9qt2Ok2kzBogy7T5bowznjjORUpRSsjT3t2VtLjj1CFjBJLiNAyyJ93PI785ziq8OmmOO7ScyTF/mEobpxxx+FdTpen/AGOMwRq4TJIJHHPp049qrahYvG7rPbAwHgSrznnuOo4rLlV9DeNRxRxFvaRXElws0Pm27jBdTgcDGPw5qza2CQ/u7bM0asAqlxjBwcZzzwf0rcsdDMU7qEEluvCrk5Bzzx6c1X/s1p5JYI3ZghYMI89OQMfrx7USi+hKkm/Mo/YzEVlU+WAcbt5I4zjHHHIqbYZN7uQdx+Y45JrSksZIkQxQtK4j4VxnJz/nrVC8t3mjMd0kkbNglQxUZ6isnZmsYszrzSVu1CDlUbeNuQePWrEeoIsflM7KkLlSxb+LHGM9+9SzXIjkCGZFDfcy3zNjG76VTsrSWS+YylJEU5Ql+cH2/wA9aas1ZhJW1RV/txvORUhQrkEFlG1sjGc59P5Vdjt765wA6GVeuB0/yMU1dFjsMW8EXyx5O2RhhskHr1rRjilXChpG442t2PQZrT3V8JjLma94qXFjJKjNJIFlPV92enXr9K9L+AvjiHw74kOhXTKsWoYMMjZ/1yjG305H6getee323T7MXkhlkgVkjMceMgs23kfUjP0pJGnhvNP1K0+T7K3mohTDFlIIO4HtgjHfNdWGqOjVjNHDiKSrU5U2fQH7WV0f+GdPGjE5zaAfm61+Wl5n/hALcktj7UcccdD7f1r9NP2rL5Zf2aPFcinIktYyPoZEr80hez6X4Ht54FCM87IWeBWBHPQtHjt/er7qKsfCSdzkpNLvEsVvmtJlsmbYtwYz5ZbngN0zwfyqrW3feIo7nwzaaUlqYmhcu8qyfLIctyVx97DAZJPCjGOawxWpmf0jfsp/8mu/B3/sTdH/APSGGij9lP8A5Nd+Dv8A2Juj/wDpDDRQB6Rq3/IKvf8Ari//AKCa8suACpFep6t/yC7z/ri//oJrzCWPIpFRMC+3Lt2gBO4b09q+eP2nvEken2Om2o/eyKxuHjUZYL0B9h978q+lNQt/MTiviT4gQ3nibxprD3ZLgStC6zMU27TjYB26HBryMwqezpW7ns5fT9pVv2OF8M6EsaXmqv5sMs5JjC8BQTwOfw7d629L3G3GIVlkXhmIyDnNat1YrGixJ8qRoFjVM/KB6e2AKkt4UsWEigLtIJBHPPQfma+Y5W9ZH0/OlpEzo9FW48yaRDEQduO+3B/xqp/Y8MOJAwYKu7e6jueufT61u3M0s0jLAA0QJ37XwwYdhVG5hhkaRGSRexZs7Tnt6GovbVl2voiS2T7MvlEqzsPkI6dOlM85mWNLtI45MZ2qeMfXHWoI2jtcFx+9C7VbOAQfaqt7qzxyOrEYxxnBAGOcg+xFZyvLpobQjbrqWry6jt5goVY228ELhWHufXis60mi2uYwjyBiN6/dByePzBqE3gvghEC3EQfhiBxnuPxpZIZbN5YzH80gHG/jr1/lUyj7uhcZcsrOw6aArICzlpGGVx/CalWaOWKfHlu8QwzdR6HPHWqi3b+YVeNQy4AZmwB14/z61W1KXBVk2ELjI6Dr6j+VZqKejNZSlukN/sdNQkjMQVQGO7cuRj29+BTbjw2trdebERK+0biO3HerEN80W8sqAdfkBwVxVmOcSSKybUDcGNjkDHNPkcdyfac2zMaK0Jk3yBZdpwVPrnofQ1ckt0hYzlFRl5wB27flV85iVim1TztAAJ/Kn3kds0ayM2ZOpbnYDgU46Ez97YwtRtbHWLEgsGgdlcFlx3yOvIP61LqUSNYy7X684ySFxgYAqLUtPkviC8UMtr8pALDlgcZxjgDitzwj4V1Dxd4ji02OFhEfnnupOSsfGe/0A9SfxHTCMqklTjuzilamnUk9EdP+1BHNbfso6wsxUyiytVfaMDO+POK/Oa6jhh8B2sk9q7+ZKyxyKNmG55LeV8w9t5/Cv0p/bUUWv7N/iVEGFAt1AHQDzkr82brTY7jwPYPJPDZr5jsss8TjzCM/KGWHk/VyPp2/QLW0Pz9y5nc4ZuTS1o32jPZ6Ppuoklo7wyAfLwCjYIz36g/jWctMk/pG/ZT/AOTXfg7/ANibo/8A6Qw0Ufsp/wDJrvwd/wCxN0f/ANIYaKAPR9ZcR6PfMxCqsEhJPQfKa8tS8SaNXRleNhlXU5DD1Br1HWsf2PfZ6eRJ/wCgmvJZmQREJxxxigpBdSADggk14/8AGD4Vx67Bc65p5aHUI03ywj7kwXvj+9j88Vm/CXVPGk3xK8XW/iX7Rb2bSCW0tJQWjjXcQCj9MEY4z2PSva22MmG5rllTWIg1NbnVCpLDzUoPY+LUsYYC0kdwu9QcRsef5e2aqQytCZnkVgW5+TBH+elfQ2p/s/eGLq6km2XTK77zD5+F+nAzj8a2dJ+Hul6JGI7LTbe3VRjIQFj9SeTXiwyucvjkke3PNacfgjf8D5kj0HVdQmjk06wvpVk43NE23cMDJJHHTrmu3sPghf3lrG2oav8AZ5M58mGMMBx0J4ya94/sVh3UCnJpPqwrup5ZQp6zfMcNTNK89Ka5fx/M8Lj+AUe5Xk1XdKh+Vhb/AF65bnrTZv2fbSYO7amxuGzh/IGMHtjP9a98XTIc881INLtv7tdH1PCrRQOd47Ft3c/yPnpv2ebfaoTVpV2jAHkgjp35pp/Z7t2thHJqsm9VwCsIAzjrjJr6J/s+2H8FMksrbH3BU/U8L/IV9fxb/wCXh8yx/s73W6RZdXgEfRAtuTx6HLUtt+zzJM+2+1ZVgBBItosO3Pqen5GvpI2Ns3/LOmnTLXrs/WoWCwqd+T8ypZhi5Kzn+CPBr74C6V8z2V7d2s235dxV1B9xjOPbNcb4l+A/iBl8vTru1uI+MM4KHOecqSRivqldOt8fcFB0+2/uDFOeDw9T7NvQmnjcTT+1f1PlHQ/gl4pW88uV7WxgUAmZm8zcfQAH+eK6XVf2f7maxke01GA3hAyrQlEf8QTj8jX0KdLgPK8CnLpkUf8AtD3qY4DDKNmr+rLlmGJcuZNL0R8ov8HfFguI7ePTUBZgrXDTIY1X1POfwAr3jwr4NsvCempb2sSiUqPOmx80rAdSf6V3bafBjIGKj/s+Ec5zW+HwtHDtuC18zDEYutiUlPbyPmH9ueMx/s3+IzjrJbj/AMjJX5n6rps0ngfTp4rV3VXZpJUgOAMkZLeUOP8AgbV+n/7fyx2/7NevAfxXFsB/39Wvy/19BD4L0YqmwyM+5gmN3XjPljP/AH21dl7s4bWONZicAkkDoM9KVelSS2s0MUUskMkcUufLkZSFfHBwe9M+lUI/pF/ZT/5Nd+Dv/Ym6P/6Qw0Ufsp/8mu/B3/sTdH/9IYaKQGr+0DrOoeHfgL8SdW0mX7Pqlj4a1K6tJsA7JktZGRueOGANfi7/AMNW/tDFtp8V98Z8qHrlh/d9VNfsf+1QxX9mH4vkHBHg/WCCP+vKav514fEF9DZ3VuLhylwVLbiSflJIwe3U/nSGfTH/AA1X+0J9oTPij7xGB5UPcqB/D/tClj/aw/aGk2KvicZcrjMMPfywP4f+myfmfSvnTwjf6lJ4l04WzNczCUFY5XOzjklvYAZP0rKbUrwOf9Km4PaQ+3+A/IUWHdn09D+1h+0LceUV8TA+ZsC/uYed3lY/h/6bx/mfSmx/tWftByrEV8T5Eu0r+5g/i8rH8P8A02j/AD9q+abzxDf306yvcOjKiIPLYqMIqqPxwi/lXRzabry/D611YS/8S+O5ZvMWR/MG7CAE4xjMPAznpxjFKwXZ7lD+1Z8fpEyfE53sV2p5EGCCEPJ28f6xPzPpUS/tYftANjb4mGCAceTB3AI/h/2hXzfa+IL+zWcJcuRNH5TbmJwMqcj0Pyj8qt+F5dSv/EGn29rMzzvMoRZZCFOCDg47cduaOUOZ9z6Eb9rD4/bQ48TcYJ/1EHbn+7SP+1p+0BD5hbxNwgJP7iDsHJ/h9Eb8q+fPErX+m61d281ywcOWIjZwvzc8BgCOD3Aqlda5e3ixB53Ajj8sbSRkc9fU8mjlDmfc+kJv2s/2gId+/wATY2bs4gg7eZn+H/pk/wCXvTJP2sPj/GshfxNxHuLfuYP4fMz/AA/9MX/L3rw60tNcuPA99qEQ83TlulEtwZx5iFVIxtJztPndvWsK11y9s5XkWd2LI8Z8wlhhlZT+OHb86XKg5n3Po2b9q/4/W6uz+J9oTcG/cwfw+Zn+H/pk/wCXvSyftWfH6Her+JfmXOf3MHGN+f4f+mb/AJV852M1/qV5BaRXMjS3EixKGkIBZiRz+LH8zWn40kv7HxHexz3SGVnLMtq77EJJyuGAIIJbgjufWjlXYfM+57tJ+1b8fY2bPicqV3ZxDB23Z/h/2G/Kkb9qr4+AHd4nYAEj/UwdRn/Z/wBk1863Gt3lzBbxPO+2FWVSGOTlixye/LH8629Gt9RvvC+t3S3kUcEJjZ2uJHDkgnCxnGCTu6ZzxRyrsHM+57e37VHx+OB/wlDc4xiGD1x/dpq/tTfH1mC/8JU2SQP9VB3Kj+7/ALQr53s9cvbG5SeOd2dOgdiw/Kof7Qus5+0S5/3zRyoXMz6NX9qb49zMEHiuTPB4ig7lAP4f+mi1FF+1L8e7jZs8WTfOVC/uoO/l4/h/6ap+deFeJry/g166iuH8ieFhE6QudoKgDj/vkVnvrF21rDb+cwjiZnUgkHJ29/8AgC/lRyrsHM+56x8Rvjf8WPiB4Rn0/wAU+IZdR0RzHLJCyxKCfkZT8qg/xrXlb+JrlNNWx8izeFVKq0lqjOM99xGc+9ammafqF14U1W6WaJrYgAxyu3mERlCxQYxxuTOSPbpXKTU0rCNjXPFQ1bQ9P08W7Rm3272aTcpKxhBtGPlyBk8nJNYANatr4YvbqJZl2rCy7t5zgDGcnA9KpahYvpt0YXZWO1XDLnBVlDA889CKoR/R/wDspf8AJrnwd/7E3R//AEhhopP2Uv8Ak1z4O/8AYm6P/wCkMNFADv2qv+TX/jB/2J2sf+kU1fzi5oooA0/D/iC78Oah9rsjGJijRHzolkUqwwRhgR0rPmmM0zyMFBZixCqAOfQDpRRQAzdWofEmoHQV0bz8aeJPN8sKAS3PU4yep6+tFFAGXxxU1neSWN3Dcw7RLEwddyhhkeoPBoooAm1bVrnXNRnvryTzbmZtzsFCjpjoOBVdULRu2OB3oooAsDWr1dHbSlnZbBpvtDQjoXxjJ/CqVFFAEltcyWlxFPE2yWJg6MOzA5B/OrOsaxda9fveXjK07gA7EVBx7AAUUUAUs1pWviK+s9IuNNilUWc7bnRkUnPGcEjIzgZx1xRRQBm5o3UUUAWtU1a71q+lvL2Zri5kxvkbqcDA/QVUNFFAF631++tNLuNOin22c5y8e0ZPTODjIztXOOu0elZMxoooAcmpXkMYiS6mSIdEWQgDnPTNRSTPNIXkdpJGOSzHJP40UUAf0i/so/8AJrfwd/7E3Rv/AEhhooooA//Z) | ESM 2713 x0486 010203 O2 gods-bund
Keramik, Bundskår |
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) | ESM 2321 X0176.03 010203 O2 gods-bund
2 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0410 x003 010203 O2 gods-bund
Sideskår med lidt af bund svær berapt gods til stor kar, sodsværtet |
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) | ESM 2713 x0486 010203 O2 gods-bund
Keramik, Bundskår |
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) | ESM 2713 x0486 010203 O2 gods-bund
Keramik, Bundskår |
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) | ESM 2713 x0470 010203 O2 gods-bund
Keramik, bundskår |
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) | ESM 2713 x0460 010203 O2 gods-bund
Keramik, bundskår |
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) | ESM 2713 x0488 010203 O2 gods-bund
Keramik, Bundskår |
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) | ESM 2713 x0456 010203 O2 gods-bund
keramik, bundskår |
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) | ESM 2713 x0453-1 010203 O2 gods-bund
Keramik, bundskår |
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) | ESM 2713 x0488 010203 O2 gods-bund
Keramik, Bundskår |
![](/grafik/intetbillede.jpg) | ESM 2676 x363 010203 O2 gods-bund
Bundskår, lille og spinkelt |
![](/grafik/intetbillede.jpg) | ESM 2676 x367 010203 O2 gods-bund
Ukarakteristisk bundskår |
![](/grafik/intetbillede.jpg) | ESM 1520 x188 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 2307 X387 010203 O2 gods-bund
1 s bundskår |
![](/grafik/intetbillede.jpg) | ESM 2307 X535 010203 O2 gods-bund
3 keramik fragmenter (bundskår?) |
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) | ESM 1566 X039-g1 010203 O2 gods-bund
4 bundskår |
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) | ESM 1566 X407 010203 O2 gods-bund
2 bundskår |
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) | ESM 1566 X413-a 010203 O2 gods-bund
3 bundskår |
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) | ESM 1566 X430-a 010203 O2 gods-bund
7 bundskår |
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) | ESM 1566 X432-a 010203 O2 gods-bund
76 bundskår |
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) | ESM 1566 X476 010203 O2 gods-bund
9 bundskår |
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) | ESM 2713 x0375-2 010203 O2 gods-bund
Keramik, bundskår |
![](/grafik/intetbillede.jpg) | SJM 979 x0785.C 010203 O2 gods-bund
Bundskår.
|
![](/grafik/intetbillede.jpg) | SJM 166 X166 010203 O2 gods-bund
Bundskår. Sortglittet gods med mellemgrov magring. |
![](/grafik/intetbillede.jpg) | SJM 979 x1047 010203 O2 gods-bund
Bundskår.
|
![](/grafik/intetbillede.jpg) | SJM 979 X0264 010203 O2 gods-bund
Bundskår.
|
![](/grafik/intetbillede.jpg) | ASR 1710 x005 010203 O2 gods-bund
Bundskår
Fra mindst tre kar |
![](/grafik/intetbillede.jpg) | SJM 979 x0752 010203 O2 gods-bund
Bundskår.
Hele bund af urne. |
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) | SJM 979 X0622 010203 O2 gods-bund
Bundskår.
Datering er baseret på konstruktions tolkningen, da fundet er for uspecifikt til daterings bestemmelse.
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![](/grafik/intetbillede.jpg) | SJM 979 x0732 010203 O2 gods-bund
Bundskår fra urne.
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xRloTs2vGq5BA4O38+tC+IzkfNvix1+23NujYVjhh36ZH8/0FFUNaZnut8r8yEZ9c5waK2Mj+gSiiisjoCiiigArw39sa58r4Nzwn/l5vYYhzj+83/ste4lQ2CRkjke1eVftOeH7TXvgx4hF1Mts1nELyCZ2xtlQ5AHu2So92rGsm6ckuxtRdqkW+5+dFrbeXqD7htIJVT/APWrftVkQBA2EJ+8OCRWPYTQyTFJl8sggkr3z/8AqrbVmf5gDEoG4FgeCB1zXxk73PsqdrF+xEjRsYm3KeCrDkH0J61HCIIJBvzlTgAknacY6UWPmW0LLhSZG7dsjk/zNQJGz3QXau4j1xx2Ofp/KsG+5qo2ba2Lt5N8sQNvkJ91oyDkkEHPcfhSQ3hm8uFolLseTjjHv61DDBJ/y0XI/hO7PGBzj1z6Uv2xLWTYWQYHy469KIruE5W0RJqFqyw7FAlXuCcgcdK5jVCkKugLLJjeExkgYJxXS3F5JcQ7Ij97lV6Vx8um3V5cPJtyWBwcYO3PI71pSVnqZyldFebUf9HSPJWbOGKr19u/as6102eO+86SSRwvzAM3TBPJ/Tp6VrQ6PH5wkk3lw25N7FQD36detXLzZDIWZQqlgpAweT/+uupSUdEZNOWpl3V0yQtIwZD8wBb7vfiuJ8U6xHp8JmciTauzZH8p59Ca7vVLVWyGGVbp7Y4rz/xhojaxFGkbcwZDRnJzznI9TVUeW+pNVy5dBmhbGuLOSCWGK4uUDbfm2js3TvX6tfsyfCu1+Gvw2sZf9ZqusRRXt7MeuSuUQeyhvzJr8kvs9xpUUPkxi7WGNXKxZ3HBO5cHnOSOor9Zf2S/G9z46+BPh26u1UXFmjaexXjIiO1CR67duc9wa9jBxj7RyPGxkpezS6HslLSUteweMfN/7cUwh+HuhZOM6oP/AEU9fA/xfZryC8hRMNCBsVITHgYBJx7e9fdP7fMzRfDnw7tGc6sP/RT18H+LPF19pesXX2SQb443jjLK4C7o8EgHnvnnuB2o6kSPn3xBtgm3SHLHGIx1Pck0VBq7HzriZjucgKvHfrmitSEf0MUUUVkbBRRRQAV8w/trfEhtM8P2ng+ykUXGpDz7vjOIlbKL7bmUn/gHvX03I4jjZmO1VGSTX5m/EjxRL438XaprF3K0xuLmRomck4jBIRRnsFwMV5+Nq+zp2XU9DBUvaVLvocdHaIrNv2kuMMxPpzW7Bb/arRxIQiJhVOfasu2hUSTGTcEA4ZVznI4zTJLpLx3jS52r0I5wT+PWvlW77n1nK7WR1KXUU0KJsCSYwWzk+nB71DHG3nBx8xUcEkZHTiuU0uR7eF2DO8QZgP3nQ9/fFasN5GUDB/LIJJ4OO/vnNc8o2ZurWJby/ez3+fJxIxKbjt+Uf/W9K5+51AJIrebt5B3Nwee+K0dWLXEEMqYZlPXPbp+fPT3rFubIzjJDeV3bdn+VdFMyqJLobkV0lxGVV8nu2cH8qoxtNbzBo5GU7trc9fU4/H9KyVsZPlHnMpDbcqdvfoeOlLe6gNLkwJwsmMDkZX8605NdDDmVjpIllYsZW8yM/MCx24PT8TUdxD53IICqQzcj04HtyevtXP2NzcXQLfbHBkPDcbc+gGMf410K6fdW7EmeNiF2kcYPoen9alqxld9DA1S4htY3CvvcZZ1jO7AHJJ6AfT3qpJc25XLRsrKfmxzk9+lbd3bw+SzSW5Z85dgOpHSsRYRcW9xtjbfu2BVJ4z6+taRXchyOf1LVINPuDPajzEcMg6YUkDr/AJ7V+ln7ElnJa/s4+GpJd2bl7mdWbHzKZ32kAdBgCvy+8VabLZ6XdythJlAwWbAB3fzr9gfgzax2Hwh8D20KRxRx6JZKFi+7/qE6f419BgorWR4mMm7KJ26tzT6gQ81NXqHlnyn/AMFDrr7P8M/DpLBUOrDJLY/5ZPX54+Mrm91rXrm2sxLevgKiRytNhcDOCRnqfzNffH/BSu6+zfC7wucjnWRx0/5ZP3r85fGnjjUtH8R3flytOjIY0SaTz1KsoDKO2PXHXGDmqiZy3PPtcuxbyHJ2nsv48k0Vzuq3Rmdt/L4+7n+foKK0Ej+kGiiisTUKKKKAOc+I18NN8AeI7oyCLydOuH3nsRE2DX5lWMyPawh8SDBbbnkkknB7V+pGv6Na+ItFvtLvY/Ns7yB7eZAcZR1KsM9uDX52fFD4cv8ACnxXe6NcTSSQQN5llcTAAywnlW44JHKn3FeNmUW4xl0PZy2UVJx6nCyXhjZ1kViux147dMD+VZ0eIYvMRcZfOFI6+5/CpzMjXTv+7A2ncjcD9frWLqGt6aqqBKZpM87csP8AP6V4Siz6Lmii5JqEokfybdEkJ5YkYPvxwe/vTZrq+mXiWKAsOTBHuB4xzk1RGrx3DIYZD8pwPOBB9sE1XmuLstJhIZSAcMFb9ffHf9KHESmXWvLpNkjSJLHn94u1kY9uOoqC8vEb95FM6uFxw+Nw54PPWug8N/C7x54p0231LTfC+rXVpJwssdsxVsHBIIGDz3BrsrH9jv4peIXjkGkpp8UuCJL65SLZnrlQS+B6EZrqhh5y2RyTxUI6SkeTxalJgqA/QEquOD+dStYm4wUwHI+ZnAP4mvXrf9i74p6dcSwnTLK7iVsLPFfx7XH0Yg4+ozU2o/sj/FK3hdYNAhkOAS630PIzyAC/UCtJYareyizL6zR35jyWTSvJCNBMyBBvZgvzHrwMnB5/lUU2rXmmxgqC4BIUyEZxnr044rofEPwx8SeELmG11vS7zTHmJAe5TCyY7BujdunSsPVLeW1hkYtExRSPMC53e/U/5Fc/I4vlkivaKWsWNtfG1vcuqzM0B2bgGHB57nn9DVl7hJo5bi0dpGK+Z8i5KqMc/T/GqPh/4deJPiHcmx8OaVd6hPt37bfCNtOASSeFHK9SBzWvqnwJ+JHh6G6jTwb4gR7cMdyQyzrjH3t0eQx9gTXTGhf3kjmlWt7tzh/EGoyX2k30HmRXY+ztKi9RIR2XHcc1+uvwxvP7Q+G/hS68vyfO0m0k8vGNuYUOMdutfn5+y/8AsueL/ihr327xjaT6J4W024AmS6jeO41LkkxJkfcyMM2QcHAGfu/pJa2cVjaxW1vGkNvCgjjjjGFRQMAAdgAK9rC03CL8zx8RNSaLEdSGo41p7V2nIfGH/BTyby/hj4R4znWevHH7pvXivzP8b22sa54vuIIUuJJHB8n7S6ICgUE4IIT1+6f1r9IP+CqMgX4X+DFI3Z1vhcZz+6bt3r8xfG2uan4c8WXckavab12Rxy26IrIQOiHcuMr27j1q4mctzhr6fdlc8Hj5ep9qKoy/O7ySYHOeTRVDP6ZaKKKyLCiiigArF8R+DdE8W24i1jS7TUlVWVftMKuyZ67SeVPuMVtUUmk9GNNrVHwx8dv2MfEMfiaXUvA9tHfaDIm46c1yVngbHOxnPI7jknt9fmu88NTabqE2nagk6XcbGNoZ1KPGQTkOGA5zX69Vy/ib4X+FPGWoW19rWhWeo3dv/q5Zo8nAOcH+8PY5FefVwcZawdj0KeMlFWnqfnx8Lf2Z/EHxOuI3sbMWGlrxNql0pVOOyAcufpwO+K+q/h5+xj4N8IvFcaq0/iW7UZ23gCwA+vljr9GJFe/2tnBYwRwwRJDDGu1I41CqoHQADoKmrWlhadNaq7MqmKqVNnZFO00yCyt4oIIkghiUIkcahVVQMAADoAKseStSUV2HGReQKRoFbipqKAMbXPCumeJLCSx1Wwt9QtJPvQ3EYdfrg9/euYj+BPgKG4SYeE9KZ0AC+ZbhxwPQ5FegUVLinq0UpNbMyNN8M6XoplOn6da2LS48w20Cx78DAzgDOKurbBe1WqSqJI/L20bakptACAU1qfUbdKAPhX/gq4xPw58DR4yra02eMj/VHt3+lfl1430W7bxTd7bNoo3DzRf6O0CsiJucqr+gBPWv0+/4KwfN8P8AwANwX/icvySR/wAs/bn8q/LfxvNdaL4svbiG4eGSYMFkhkckxshRhub5uQWBzzzVxE9zkrghmJJPriiombtjaPVuBRVjP6Vv+E48Ocf8VBpf/gZH/wDFUv8AwnHhz/oYNL/8DY//AIqv55rvxF4bSNFjt76R5I5nI88/u3Mh8sHPXCAZx61JqmueHraP9xBeM00Mjjbc8xs2PLDc9Vwc/UVnyk83kf0J/wDCeeGeP+Ki0nnp/psX/wAVR/wnnhn/AKGLSf8AwOi/+Kr+enUPE3hrzMRW9/Kh+dGE5BQGEYQ57iTOT3FPuPEXhqxuI1FtfTpmGRjHc9jBll+okPP0Io5Q5vI/oT/4Tzwz/wBDFpP/AIHRf/FUjePvDMagt4j0lQ3Qm+iGf/Hq/nkbxJ4chmtR9mvrkCOBpHjnK7n2kzAZ/wBogD/dOOtSXWs+HbedUNreXCosOZI7j5WbcGkx9UO32Io5Q5vI/oVHxD8Kt08TaOecf8f8X/xVNb4jeFFYKfE+jhj0H2+LP/oVfz2zeI/DltcXSW9reSRh38uRbg4YeaShwefuYH15qbWNe8PW99eQ21pdyeW1xFHKtwdrZceU/J6AA59c0coc3kf0Ff8ACy/CH/Q1aL/4MYf/AIqkk+Jng+NQX8V6IgPQtqMIz/49X8+WoeIPDv2y4itbO6eJZJUin89sFSBsbB5GDz9Knutc8Of25LBLZXTWq3hQzrcsV8vZt3YHX58t9OKOUOY/oEb4oeDVznxboQx1zqUP/wAVTD8VvBK9fGOgD/uJwf8AxVfz/aPrHh6TVLKCWxuUheSJJJRcttxyJG9skqcdsU6x8TeHPtFvHdabcRL+5WWZ5mbbh/3rYHPK/lRyi5vI/oA/4Wp4K/6HDQf/AAZwf/FVG3xc8DL18Z+Hx3/5CkH/AMXX4JaH4i8P6heRxSafLCXOBKLljg7yckZ5+XilbxB4fmkmjk0+5g/dzbX89jhjzHxnnGNvvnPajlDmP3sb4ueBY13N408PKvqdUgA/9DqP/hcngHGf+E38OY9f7Wg/+Lr8H7LXvD13NOrabPaxlJnRnu2bBEZKLj13D9eaktfEnht52MulTRRlmZV+1sSwEeAnHq/OfejlFzn7tn4zeAAuT448N4/7C1v/APF0yT41/D6LO/xz4bQL1zq0Ax/4/X4ZaXr+iSMSdNctDEHb9/IxkKqdw46bjg57YqtH4r0aSCTzdIYuqRlSZ3+dhIC/03KT9Me9HKHOfue3x2+Gy4z8QPC/PT/icW//AMXUEv7QXwwgGZPiJ4WRfVtZtx/7PX4Yp4k0m9tb910CTzLeFnBE0jDJlXGcdMIT164rMm8YaLIl0x0YQtsfyl+0MfmYqF5/2RuPvRyhzn7uf8NFfCxunxH8Ktxn5dYtz/7PULftH/CtVDN8RfDAU8g/2rDg/wDj1fhF/wAJfojWtxcroqxSpOuyPz3bKNGwIzjAwyhvfOO1Vm8baPJGHl0kvKrR/u2uW2uoVg+SOmTtP4+1HKPm8j9Bf+CnXxi8FeOvCfgS08MeLNH164t9Vklnj0++SQxLsADMVJ2jPevz31rw7d+JvF16ILqzKyfvVk+2faFbLIgBZAW5Z1GWA9egrJ1vULS78PwTwaabV1kELS/OySEKSTuIxk5HHtXMw3dx5jfZzKsjKU/dE5weCOOxzj8apaBdsjmkLcs34AZoqK6trm2WNpoZYUkGUZ0KhwPT1oouO5Y835t1dD4m8Wx+JCrrp0VmxuZpz5bsdwkKnbz2BBP49sCv1mX/AII5/Bdf+Zm8dH/t/sv/AJEp3/DnX4Mc/wDFS+OumP8Aj/sv/kSlzBY/ILSdW/snWrHUFjWVrWdJ/LY/K21gcfpWn418YjxhcWsosxam3i8neZC8kw3swaQ4GW+bk45OT3r9Zx/wRy+DAbP/AAk/jzP/AF/2X/yJTm/4I6fBhjk+JvHf/gfZf/IlHMFj8cY7jyXVgAcHOCOK3vHHi9/HHia61eS3Fq0wXMStkDCgdgB24AA4x9a/Ww/8Eb/guf8AmZ/Hn/gwsv8A5Epf+HN/wY/6Gjx5/wCB9l/8h0XCx+QOm350vULS7RQ7W8qzBWHysVYHB/Ktfxb4sk8V+IrvVWg8lp9uI927aFQKOcDJIXk4HWv1nP8AwRw+C5Of+En8ef8Agwsv/kSlX/gjj8F1Of8AhJvHf/gwsv8A5EougsfkVpd1b295az3MIuoI5Vkktd+0SKDkrnBxnpS6xe/btXvruN3jE0zylZGDMCWJwSAAevYD6V+uy/8ABHX4MrjHifx3/wCB9l/8iUN/wR1+DLnJ8T+PAfbULL/5EpXCx+RvhvWZPD+uWeoxhZTBIH8sNjcOcjODg4zz2p/iDXT4g1jUNSnURyXc7ztHGflUsxYgewzX64f8OdvgyP8AmZ/Hn/gwsv8A5EpD/wAEdfgwSSPE3jofS/sv/kSncLH5N+E/ER8L69a6lADMYNwMeQCyspUjPPUE8j9KhutU+23U08hbfK5cjHcnNfrWv/BHf4Mr08T+O/8AwPsv/kSnL/wR7+Da9PE/jr/wPsv/AJEouLlPyo8LeLLjwnqn2+38uSbyZIQsyblG9CuSM84znB445yKzGv4g2SWPGeAK/Ww/8Effg4xJPifx0T/1/wBl/wDIlL/w5++De7P/AAk3jrP/AF/2X/yJRzC5T8p/DvjJ/Dpv2hXzFurY2z7yV2gsrAgqc5BUd/WsKTUPnLAnb9K/XVv+CP8A8HGznxR47/8ABhZf/IlNX/gj38G16eJ/Hf8A4H2X/wAiUcwcp+TWm+LJdLsdStY4UYXsYiaVmYOo5yAQRkHPIPBwO3BwzciT7xZQB6Zr9gv+HPnwa/6GXxyf+36y/wDkSo3/AOCO/wAGZOvifx3/AOB9l/8AIlFw5T8g01totJutPEUZjuJY5jI2dysgcDHOOQ5zkHtWb53pX7F/8Ocfgx/0M/jw/wDb/Zf/ACJSD/gjf8Fl/wCZm8d/+B9l/wDIlK5Vj8hLjxJcy+Ho9HZIzAkolEgB38b8L1xj9456Z568Cs/TdWudHulubVljlXHLorjggjhgQeQD+FfsU3/BG74Lt/zM/jwfS/sv/kOmf8OaPgr/ANDR49/8GFl/8h0XCx+PGqa5d6uE+0ujBCWAjiVBkgA/dA7Ko/AUV+w3/Dmf4K/9DR49/wDBhZf/ACHRRcLH3pRRRUlBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=) 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![](/grafik/intetbillede.jpg) | ASR 678 x06 010203 O2 gods-bund
1 bundskår. |
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) | ASR 682 x2 010203 O2 gods-bund
4 bundskår heraf en fra sikar (foto) |
![](/grafik/intetbillede.jpg) | ASR 1181 x3 010203 O2 gods-bund
Bundskår med ret udfaldende bug. |
![](/grafik/intetbillede.jpg) | ASR 1775 x17 010203 O2 gods-bund
Bund |
![](/grafik/intetbillede.jpg) | SJM 852 X15 010203 O2 gods-bund
Keramik, diverse bundstykker. |
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ymjuZnMcO9AQd5PHof1H6Vq2rbixyFRT/FnNOULaISlfUf5M25T5QK9s56+9XobeWTazgKvUZPf1/nVqExxxo5II2jdip442PKBmX7pXHI7Z9DWUvJGsWZ80At2+Rwqqfm3cnp3/Gktb6STdG6yMqvu+cYAwPbryPetC408NGWZVBbBPy9Me3eqEyNYtGV578dMDgggUJOxV1c6CCQz5Zzng5PQZ9h+NR3mlpcqtz5JiuU4WZO+PUdD1NV7VnkhkYvt7Dyx2PetTT75biERxjzQvDnGM8+ucVmlbUb12MH7Qz3JWckyAYAQdeOoPp1/Gp4TKkLhNzgDAD8EZ55/H+RrQvNNN8ySLHzGVYBeWPY8j2NENq0OoBiT9kZcnPTr/k81updzMlhX7RCCEK/Llh0/yf8ACqd1b/6ONxbOc5VsFuR/9erVvffZLp0kYsSC3zc9+QPb0+tV9WupXcGNVyp6bvxA+taR13Iemxz8cgl1i5gk3GWNUeMg9ATjn/IrX3GaEqxyV4K5+vSs+GxtVupbkRJHLgh9rYJJAAyM44C8YHrUtq+7DGQ7W+Uq/GD05+vNKcdBReozTbiTSPFOj6ha/u5DcrGX9AeACfTG4fSvqOvmWOa2sLuG8v226ckqGcgcxqHUk474/pX0wjrIiupDKwyCOhFdOGd4s48UveR+fv7bdwkPxm1jfbG7j/4RyNpUWQIwUM2SCQcEZ9O9fKOsf2Guk6Ymmi4ju3Ei3fnHdgsylcHp044HYHqSB9TftuXH2X4837Fv+ZcQqmNyudx+Vh6Yyfwr5EvNKvUs7Cee3ltobgFopXQqrgAg7T3xtHSvrKP8OPoeBU+JkWpym3eNlOMpvPbBOFNFWJIVupxI42tH8xzyvUYGO/ORRXQZH7iVzXxIs7jUPAutQ2rqk32cuCxIBCkMy8DuAR+NdLTZI1ljZHUOjAgqw4IPavlj2D4t8P2qwQzySXJk3O7iNmBKHA4IHT6e9bzXyrDJKT97Iw3PHTHtWEsZ0fVPs9xETbxykIrckc8fqcZq/Jxa7WG1cAbScd687luz1IvQyZ7hZfmcExr2VuOuOv1P6VjajIZoXdjsbdhOTxz/APX7U6/80O+I2NtHnds9SOp7iqljdGeCJyN6dOnXv+hrohaOhM7vU2tGt/JjIcMz4ycEgZ4xgfrXS2QkkVjEPk6HcPbAA965+ymJt1+ba5GMevtW5a3zQKtvvwz5ZFbrwBkj9KmfcI32LEt40cSRCMqxPGD+nFXbDVGjmImPygEHBJAPrWRMvmSYYsArZB7t/nFJDqEcM7fu2I+7sUYBz6k1zPXY2SsdfdXENzAqhiwUggZ9MHr/AEqitxHcW4DAbjznGTj86z47zy2j2fu2GSqI2Kcs581pFUtGf4lGR+GKlRUdB81ya4mP2ZtjOkgXGFznHUf1/SmabeTLaOMcjD/dzn8v8e1MjmW4aRVCsDyd3atS3WNYm3KAq/7J578UPSw1qbmgzPcWTF3VJsYIA9ehNT3WLWYBXcIzZ8vORyMn8PpWRp9w0Vx5ibSMcNkkH0zWrNqECzGWXPyoSdq7s9c4AyTWUtGaqN1oZGq7ftUTRblZV3bCPWoJNQkvFXaCAvLSqOD0q1dMTeRyrmQMucY9+/p0NYWp6ksMcsdvJ945CseldEXoZFO6upJpHktyyyMNwLdiD0/WtTRb5dStPOU7trkdAdpU4ArmbVHaZHJZXZg+AccYOD7iuj8O6Zb6TZuLfERkkaRj6sxySPzp1HZCih3iS2NxoV4FUuTCzHscqMjgd84/Kvb/AIO+JJfEngOwkuTGbq2H2WXYc52cAkdiRg/rXjl9m3tmeR8L5bHk8E44FW/hLrEml+ONOhs5CYb8/Z7qHnG1Y3ZTjpkN39CaMM7SfYzxMbwPBf20bi6i+PupvZsizR+HFyWl8vapPXd2/MfWvlLXPEGoal4f0+1ublrhbIeVbq4GY1YsSc45ySOTX1D+3BNbx/HbWFupXhRvDsYEka7iOeflyAevQntXyfqy6dHZaf8AYtQ+2SSRM8wKMuxtzYXkcgrtPBPJPNfZUX+7j6HzFT4mP0xFaV4Xk+VQJA/QHGNv6k/lRVCPmzlnR1APJ9ivAH86K6FKxla5+6NZ3iK7msPD+p3NuVE8NtJJGW6BghI/UVo1BfxtJY3CKNzNGwAxnJwe1fLnrHxhdtLcTKzSbjuO/cOhIPIP4j8asyzGSOIrkAdQe/vWfdQS2+pM0qvZNAf31vKCGVu5IPoB6elSafcb7dgxMg3N6Z+9161wuOruelGWlzI1fWra1Z7WXKtKeeAOmMA98VV0y8g1SLaqPmNiCq8DaM4yR9RVTxNopvtQLwjajBlYDnGVyM+nIH51L4e8N3el3HmXDCATBv3TNkYXHOOlNSSVzZx6HQx3BjZUHIbgYAxitC38y4kWUhi47secYrN8pZjE6YbkfNnitezjl+1eXGplGzPzdvWlJ2ViYq+pN5nnW+G5depHX/61RH7xIURjGd3XPP8A9anTF4N6lWI6qvGSc0+3jDuZA4xjjv6H/wCtXPy9jW5l6pqBa1he2Y8NsI6N6ZxU2l3cs8TtkqAqgRjIBJHP8zT4dO/0qWUgEty8jEdOcCq8+nvNcwxCVc4LAKMgHOFwfYdf851utjOz3N+xV1kiZ41T5TnDZOa2baZY8FsE4P8AF/T06VlW/wC72ozh34z2/H61chhRroEtl9uNzf41jdS1ZrZrYsw3Ds0nlIu1mIJJ7Y7c9K0reZpI9pVgxAxJtOOuGH5VXtVDSfIn3RuduP14q5cXy+SkMCqpAPbAHOaiTv0Kjp1KjqyzSPnEhI2hiRuGP14/lWFqkMTRkBQWbJPyjrg1o6rfbWRfMUHHyg8ZHc/59awrq/jdREWMfXBAxk/06GtI3GzKjuBDIiRkOyj7xHHUZ5/Gu40NhIySFflxjb/OvPLL95cyoAzFXzzznn6elek6GzLbO2xVb+EY96mu9LDprUNaliuIpdjfI643Lzxg5/yKp/Bi2b/hZ2jT/M5aKbIx90eW3P8AIfjT7p0a8CvIQmdjMvAXI5/lW/8As6241PUtc1OGNQ1ov2SJ5GYhmLHJzgcDYBU4aL50GIklTl6Hy5+29JKv7Q3iD5IZoR4bhDRzMQGUtyBgg+lfH0drLHaxGVHgWeRjBIykB8ZBwfTINfVn7ai6k3x7v5bm3jfWF8M24dbDc8YnznK5GSvXG72r5Y1TxVf6wtlaXsqGCxP7r5cHDEcse5xtX6KK+3pfw4nyE/iY6G8WCB0ChvOUAqRweeufwH50VjaZqixuWmj3xjlSOMe4/EUVupLqZWZ++lFFFfNnqHy/+0dY3eh/ES11KSLfpepWgjEpUYWaM/czjHIIPJ559K4fT7iKZZE8vyt/Plswx7Nx69ce9fUfxk8Nt4q+HOs2cNr9qvFi862XA3CRTkEe/B+uSO9fJuiX6XvkB42tZkUrs5+jADPJ9DziuStpqdtBtodqlw0bSeVb+ay8gBtuR2GfrWLJe3suphS+ydhhoWk3qAc/dHphvzFdfNYBXQqpcbcYbp0zkiqH9jwW1wGVACzAEg8Djp+PHHvWEWtjt6XKsKtbSq0z7FBx0CqfXFdDb3Us32dYApiGWZtwK8kd/WuZudTlvN0HlRpGJCGBHRccf1q5ol6zSSReaC54IZgfy/M1U482pEXy6HRNCl03mmbJyQPkBGcHAH5Uig7Qrcd8HufwrFm1kxqtvLKbY4GJdvyk88elaUeowhiGJZl4YdP51hZo1NBo/wB2xWQQOBgvjPA61HbxRw2rJAqq+35HZe/qaiMM82VC4XGd3pT7ORrhhs+5Gfm6/lRJOwk1cup+5m3SNuyBtyOn5VZhmiXhX5XJ4AOPes/VVmjhxCN5yBlc4x9KzW1Ty8EqDtOWdjgH8qiKZd+x2rXhjtkkjVXZeT+tZd/qCqokcp+B5HWufuvEFza2MrxFXReAhB+8QMfzrGutaXVLdA0Eiyrz/qyPm4GOlaRixNov32sC8ulUySYdioZf88cCqc27UrlIwQwVgVHI5zg/TiqH2Oa68ubiMkgFguSFwcnNbXh/Q5jKJjghC2EAB+U9z74xWjaSvcN9De0fQoUuPO24JHKZ6DnmupSL7PCIo1YlunP9aoWdv5cSsWzzhv04q6029W2nJjVj8p+7jr/nNcE5tvQ6oRSWpg6jdmJJAPmlDc56A4B/lj869d+AMG3w9qkwGA16YweM/Ko6/ixrwa8jvVaBbM+bcTSooVcFpJGYYAznk8ce9fU3w98JjwX4TstMZlkuFDS3Ei9HlYlmP5nH0Ar0sPC2p5WKqXVj8/P25N7ftB+IkNxFaRSeG4g8swYqFyM/dye/ocV8c6xo9podvprx6ot9NdRM0sarzAd2Crck9sjIB6Gvrr9viSCP49eIpLu2ku4Y/D0DosfBQ5GTuIIH5V8SR6n9rkQyDAjz8x78df8APtX1dP8Ahx9DwJL3mWbVtsLKi71RcjHPXOP50VBKwSSFIWxuwo9xnrRVXRNj+gyiiivBO8K+Zf2gvhzF4Tu7DXdJjeOxubo/aIgMpFI3ZecgOWY46Aj3AH01Wb4i0G08UaHe6VfR+Za3UZjcdxnow9CDgg+oqZRUlYuEnB3PkDw/qEuoNPGATJDyScY/z1o1S1LZeNeJPvheikD0qnq2iX3wu8bXOnX4ESgF1k2/Lcx/MFkBHHTqD0Jrft7y3vYWRdizMAxRZAxCkfyzkfhXkyThKzPZhJSV0chdWQs7PcZ9rPgNGEJzz1/KobbT1uri6kh3HgGPgKQ47ewrsWgXZjCSANkev1FYosJre+LRIBBu3DB4+lWqlw5bFTWrjybQK0RDtgcNwvbkgZH1x3qrompQ3AUh9rKxV1Kk89eCeo6VcvI3ZWR0VxIrD5ScYHQZ655/So/MS18gNHt2Pk4TGMDOM+9WrWM9bnRRK3yGM5z8hIPBB71Ba388dw0W3nIVgmf84wPzpI51uLdHVCgK59CPrUNzdL5bxCctcY5AIDc8d/rWV+hdk9TTkvDbF4gylGUnzAec9wff/CuT8RPHo9rHD5rSPOWKruB2nr0/HNQwR3N9NcXP2hpoFZfLhT5SOOST0OM9fasuaxkur50kbc7P8rN1ZSOFPPXB9egpbO1y4rqFrq94XWTzY2gOARvJAAyMgEDqea3LXUBqF0ERZCpUEyeXuQ8ZyCcZx0yOP1qCTT0tbGEXNv8Aa5owWwRvAweGzjg9K6DS7fy442EvJ5bcOe3HNaSmrXRPK7+Rs6fZnYGcbU6tlQK17SFIlJZQq5G3acE+4psM37uIoGmVSMttxg9DwOveoZJvNcx7GC5+Tn/OK8+cmdcIk09wbVmdOQ2QueO/auJ8SeKL7VLWSx0wywozKonWMFuRnzBnjHGBxnPYDmuj1O8hhtyJMBtjeWvJY5BBIHr/AJ7Gr3ww8Fn4kawySW+NGtpFa5mGdrAHiJT1ycDPTAyeOK2o03JpoyrVFFNM739nzwXfNZnxFrkCq0hIsLd1B8pcnMg478BT1xn1zXttMhhjtoY4YkWOKNQiIowFAGABT69yMeVWR8/KTk7s/M/9uiS5/wCF+eLTE6gpoEG2J4hKJOFONhBB79QelfFmseJF1SOxslsLW3FlbeQTbxqhm5Lb3IwWPIH4fXP2p+3MJLv49eLoI0QsuhWwWR3CLGxC/MzE8D/GviPxd4fl8Ntp1zLPDJJqFst0hhyQisTwTgA9wcdwR7n3Y/w4+hwP4mVre4S4ZSqnMa59Tx1oqnFMEYlBtfbgYPtRTA/ogooorwztCiiigDkviP8AD7TfiR4cm0rUFKtnzLe5T78Eg6MP6juOK+Uo/C+q/D7xFeaZe26q8bcHLCOVCSQ+eMrz+HI7GvthlzzXM+NPA2j+OtMax1i18+PnZIjFJIz6qw5H8uKzqUlVXma0qzou3Q+VF18RkK+yRgck7jgt3Gcce3WrlrcRahEzx5AbPqcN+P0610vir4J6p4H3SaSZ9d0rltzANdQdeCoGJB7qAR6GuU0x4YdQ8yBlAlHyBjtDnuMHoe/rXl1Kc6T95aHq06kaq0eoNahAd7ZTbkt0IPfP1qvJavIyMo3RsOu7nr1/Wuiu44jvAK5Zipycde386qxWfl2pCJhYsY/2fw9KxVW25u6dyitiWtDEg2sx5YYDDGOM/wCelY15pYvgzONsuCvmKMEHPQ/4V06RjqrbQ3RSvSiNX2hRGFVTxzx659utP2ttULk6HOWujiytECRBplbBbONwwRnOev8AjVmx097eZ/Ji8rzPmATv6mtsWokZncsCq5XjnPp16VGW2qWmlCRhtq7ep6+1QqjepfIipb28k0xVY8bBktg4/E1fSGKP5ZBvYHllb6f5/Gom1oLJJEkq22RlC+CT2x/L8qz5PESR3MSzzKSxbduwT0yPunjOMc+tTaUtiuaK3OqjuI1EixKIwMAMuR1AGPX1rPuNWtrZGjiZZDMp2bhjnJxz04rn9T8ZRw70lXbDu2sfL+RPQlufUf4V3/gn4I6v4wnS61lW0bRQMpGSDcTgjqB/yzHTBbn271tSw8qlmzCpiI0zI+Hfw7f4neId12s40uyY/a7kMVDtxiJD7jBOOg/DP09oPh/T/DGlw6dplstraRfdjXnk9SSeST6ml8P6DZeGdHtdM06EQWlumxFHJ9yT3J6k9zWhXsQgoKyPGqVHUd2FFFFaGR+Xf7eLqv7QHjsy3MlpCugWhLRKGZztTC4JH8+1fBrXAkkHmZ4+Xivuz9vC8jtf2g/H0ktgupImh2ZMUxIjX5Y+TtYN37HNfFPiDxBY60ujx2emR6a1parbytGUzcSbiTIxCg85x8xJAHWvYi/cj6HJ9plW3O5sZ2BecZ/z+VFUV3wnBwGzwB3yKKLoZ/RxRRRXjnUFFFFABTJI931p9FMRRmj3cGvO/iR8H9H+IFsTMGstQU7o762AEgI6Zz94cDrz6EV6e8Yaqk8J7DmtotSVpGbvF3jufG/i5fFvwouo28R2B1bRt20arYIWPLYHmDjbwR1/M9ansfEVvqSrcR+clsORJtJG4+uQDj8xzX1jdWaToyuoZWGCDyDXlvi74G2GpTG60fytHuCu10jgUxSDnqvGDyeR6ng1x1cDCesDup46Ufdn955tA8UMe/HmEZYBSPzqK6v7mzRZktUnd8jyzJg+xzj8+Kj1D4F+OILwG31W1WJVCDAyGHGc5TcOnY1Gvwz+IMSPCt1aoVOUkf5kA7L03Hp7cGuH+z6l9js+vU7bkTXt44cyywqjcC3VCTj3OcnvyMViX3iC20e1ee/uYLeJODsjPXHQHJz3rpNN+B/ibUMx6nqscMRbezW+55GO4tgMQu0An36/jXc6P+zvo0hzqMl5qWeT582Md+NgUj866I5bU62SMZY+n01PDNQ1iwkuFuEnWVWOI49okckgHgA57D9a9F8LfDHxL44swgsP7Fs3XH2y+3lwM8hY/lYg/UDgc1754V+HGh+F9zadpdvayt9+ZUzI31c/MfxNdjDahBW8cLTpu8ndnNLFTnpFWPN/hp8BfDvw/lN6If7U1lzubULsbmT2jU5EY+nPvXqCqFGKVVC9KWtb9EYa7sKKKKQwooooA/K39uma5f8AaS+IMdrfGzuBotkqfvliD5jjypckY4J7ivhrV9PuNJW2e5iEcV1CJ4e+9CxXI59VYfhX2t+3l5M/7RnxOWdPkTSLAGYKGMX7qEg468k449a+HLmSR1XfMzhBtVXOQFznA9BmvWXwR9Dm+0yGSb5QufkopJkxCGABGecGipA/TNP+CkPxIkggkXwx4NZZcci9kwuQSA37zg8d6G/4KRfEpIJpT4S8I+XExTd9ufDEAE7f3nPUdK/PfSdY8PQ+Ebu0vIL/APtiWWRhNFIDBtEQEQZMjJEmTnsCeG6DB0/ULddSsP7S82bTI51eaKNuTHuG8LyOSB/KnyU+wuaXc/Slv+CkHxLS6trY+DfChmuFDRqL5+cgEf8ALTuCMeuab/w8o+IrWtzOvgzwuUtc+aVvnbGDjP3+mSPzr86/Geu6Pea1Dc6D9sgiVMN5xIKlZG8sKS7HAjEQ68FT6ZNrwX4h8N2Wk6zDrsV489yscVvJagkKoYs+R5ig8hMAgjjt1o5Kd7WDmlY/QyT/AIKQ/EmN41Pg3wo3mAsrDUH28YyM+Z15HFQSf8FK/iVFbtO3gnwsIwcD/iYOS3OMj5+RnvX5lzalIyCPexjB3BCxxn1x68CtrxdqmkXn2AaO17iOLZIt2Bx3AX5jxkt6dAe+BPJT7DvPufo63/BST4nLfPZ/8IL4X+0Ihdl/tFuAOufn4IwfyrPb/gpp8SXshdDwP4XMRkWLP9oPwxJAB+fjofyr4B8B+ItAsbu9l8THUJjMNgks2Jfa2RJ/GuSQR1yCNw4JDDj/AO0pyrxCeTymYMVycMRnBI9eT+Zo5aa1sHvM/SqT/gpR8TfOaJvA/hQFUEn/ACEGwV56HzMHoai/4eVfE5vs4TwH4XZrhgsafb33EnoCN+RX58eINY0i48M+GrexF2NWt45l1BpnJjYmQtH5fPAwTkYHPrmm+Cda0y18ZadfeImu7jTIX3zfZ3bzeFOzacg8MF7jpTtHsLU/Qb/h5N8TJGuc+AvCv+jLulxqLHAxwfv89R+eKZJ/wUg+I/l2sh8B+FjHckiNv7RbGQNxB+fjj+Yr83mvNklx5DPHA5I2bsfJnIB9egP4VqTX1i3hO0hW4nfUFu5XkhYHy0QrGFKnPUlWzx0C+lJWDlP0Mj/4KPfEiPzy/gPwvmEgMq6g2TkAjHz89R0q3b/8FKPiOs0ULeAvDJkkDMFXUmGAoyc/Nxgetfm/pOpW0euadNqHnS2UMsXnKr/vDGCMhT24HHpVnxBqVnceKdVutGa4g0+aeQwecx8zy2J4Y5PUHB5PXqafusOV3P0g/wCHmPxEjtLq5/4QTw0Y7d9jkakxwef9rnpV+P8A4KTfEdZbeOTwN4YzMhkT/iZsAVBwTnfjrX5u2epaYng/VbO4jnOrSXEMtuysfLwu4NuXIGQGbkg/e7c5yI9QmXZvcssYwobJCjJOB6DJP50uWHYr3j9QF/4KTeP/AC3Z/A/h1Gjdo3j/ALQJbcDggDfn9Kcf+CkHxCaZok8FeGWcJ5hxqbEKuQMlt2OpFfmp4x17T73xZqN9oX26HT5JS8JvZt8+COSzD1OfoDjJ6mXw7rOk2uga9Bdrcf2hcxxJaMhPljD7n3AMPRCMgjg8ZwaOSn2FeVtz9JI/+Ck3j1rL7U3gvw2IgxjP/ExbJYEDj5ueo/Op5P8Ago18QvtyWUfgrw19qeMSKrak3IPTHz9/61+XrahKyLH5jMikkLngE4BOPXAHPsK6LxZrmnX2qWlzov2mGOG1gjMkrMJPMRApPLNjoMYPAAHbJPZ0+wXl3P0Xn/4KSfEKOIzR+CvDEkKkK5GpNkchc439MnrTf+HkPxJ854x4J8LHb1f+0m29++/GeOlfmza6raWtnqqXD3AlmtRHB5ByvmCWNsPyPlKq3rzjishby4WMBZWMedxQNxnpnHrRyU/5QvLue9fHr46ar8Rvid4i8SeItItrebXrS3jls9NuiIgkaqikMdxOfLBrx7xRq+k6mNKXTLFrB4bKOG63c+dMM7pOvfj0/SrHiLUNL8RahottpSTW5+yQ2s7Xr7VE+SGbO5sJyPQcE4HSs/xB4Wm8Nxs82oWF0yzeT5drP5h5XduHGCuPQ8ZHrWjellsJeZnbvlGSM+qiiqv2g88f98mioHZitI3XO3H0o8xTkOST6DpRRSKEjJZxgqBnp2pGzHwcMKKKQyIvljupzOMcCiikBDIx6E00yHpRRSYAzZ+6MfSk3BccHPeiikMc33QQMimiQ7SO9FFJgPXDYHQ1JCrGQ4HbNFFMC5I6rHvQgM3XP4//AFqgeXbkqepooqUwGLJg+oNOZgrfL93tg0UVa2ARXIbKnd3p0kz/AC5z05GKKKSbAkDbhsY5PX26VH0fbggds0UVZIjE96TCHkhhg80UUwH7UbJBz+hooooA/9k=) | SJM 852 X26.A 010203 O2 gods-bund
Diverse bundskår + en hel bund. |
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1vsmm6eCVaT9+0Y9M4X+v5V5Q08irFvDYjydinGCQP6YrpPibcSX3jm72ZcRP5anP3QAOPzrir53ZpkzkI2WbvkemOtZwWiN5b6Gr8L/ixqvwL+INjrlpO82mSSbb22jchZ4iQGUjuQOR6EA1+hnh/xV4c+MXhI6lpUkeq6RdZhliniON2AWjdGHUZGe1fmhHpseoSgXDnYuW2rgEE9+a96/ZF8fL8PfGtxoupXKW+g6xH8tzOwSKOZQShLE4XI3Kc9SVr2cNW5Woy6nm1qT+JHL/Gb9k/xN8OfFl54r8IyNf8Ah8yebLaqxM9vD1eNh/EnUbhkgcnpmuA1K++zQiSzhmjlckR/aGyvrtO3JJOTwPSv1DjhtdYs1uLWaK6t5Vyk0Lh0YeoI4Ir51+O/7N9vqujz634Zs1sdZs1aX7Hboqx3OBzhcYV8ZwQOeh65FYjBQqe+go4qVPRHxjY2mv6w0sX2h3hZiEtlAUKMDlQcY4x3HUV6bDq3iLRPLa0njUPNulikCqFJYfITgdQBxkgACuJttW1HTZojZpOtzGjFxLbb33dgMcEn3xVyPxbrDyMixksQds10/JlAJOEAHuMDnjk157pQ7HRGrPXXc6ib4oz2Wj6veyzTQzkMoX7NHvQB9uUJGNvcEnnGOp45jTfEGo+KtBSRYl07Q7cbJZZTvkmVSDu3+5PTHOCM+mP4T8E+IviZrNlpcUc+pXM+55LSA7TMgydzH7qgnu2B0+lfXHwm/ZC+y/2fc+MB5dpZnzYtDgn3oz7iwMzDAYLnAAz+HINQouo7QXzFKfKryfyOv/ZJ+HL6bo7eL76Bori+jMdpDMpDRxbvmf6MQMewz3r6OVgvevH/AIoftE+Dvg3aINWunkuBhEs7NQzZ7A8gDp68eleZRf8ABQz4eMkn2iz1a3kXlEEKNvHr94Y/ya9en7OlFQTPOnzVJczR9c2syq1bMF7Fu8vzF8zG7bnnHTNfmd8T/wDgo1rGpaTLY+DdDOlTyD/j+nl8yWNc5BVdoUEj69+lfNWpftKfEC916bVZvEN01/MAPtAlYSJg5ADZyBWc6sb6CUO5+60cw9af9oXaea/IPw3+0V8QLqzt7q08V6lG8oCP/pDb856HnJwc16t8P/2nfH2jwpC2rTX8DNsZrsCdCenO75lz/stjJ6VHtbboap32Z+k4mGcA07zBXw2v7bXiXStQa1urTSZyE3r5SMSy/wB4YkH8qpaX+3V4jutcu5Y/7OuLdAVOnTx+WqMMAhXB3Z7856nFT9YgV7CZ9efGSTHwn8ZH/qD3n/ol6/J3R9UWHQgrRLc24uSPKkd9p6DdgSjnOedn41+mnibxtb/ET9nHXNfs1EMeoeH7p/L37vKfyXDpnjO1gRn2r8xdJi8nw2ouYpWg+0EjZkAHGRk+WR+G7PtXoU9rnFUPf/g/qEU+hw2yjDxknjgYyx9eSc9cDp3orC+DcjRrJvYA7sfTmitWZI/UwtVe8uVs7WaeT7kSF2x6AZNTN6Vw/wAYPF58H+CbudEWS5uv9FgVum5lOSfoAT+FeZJqKuzuiuZpI+S/G3iaXXPFbzyyM815I7yqBnCkcZ9AOg+lYtxqxs9P1Q8tNCm9tw2Z4JGOvQDt6VQ1BXuNatpUZlig+8q8k5Yg/l1P/wBas34hahHo/hPU5FZlneIxcHruIUAZ9s/lXz0rs9+CSaPANTu/OnnuJsbZGbIB7H1J6Vh6gp+zoyjOSWb5c8c8fyq5K/mIwT5yw5we+entVSOGRJEUvmTnCAdF/kT/APXreJI+1kSOdIWZi7E9j1H+e/tW5pdml1IYWG5DxtZSFwTwKzLOFprjcuxnVcBcfcPXJrsdGto1jTeq+YOenQ9OK1RJ9S/ss+OrO10SLwXKphktzJJZHcSHUkuyc9wSx/E+lfQyxpJ94A18EeD9afw54k0/VURnNnOsxj6FgDkqPqOK+w/BvxZ8M+NLRZdP1SFJ/LMkllcuIriEDrvQnIAz1GR717OFq80eVvVHl4inyy5l1Om1PwLoHiBSL/SrO73DBM0Cuf1Fc0/7O3gCC6F2vh62SUHO1GZUP1QHafxHXmu5s7hZFVlYMrDIKnINWbwmS34rqlGMnqjlUpLRM+Z/ix8cvB37N8c+laB4dg/tJTGkjKgSMMwJVWb7znA9QBkc9q8C+IH7dXiTxFpv2fTNNttNAjxN5cjYZjnvnJHHQGu5/wCChXwvW68J2fjjT42Fza3EcF+EXIMbAqkrHtg4XPfctfD624kiDwA3DrtV2T7m4kjqfw/OvPrSlF8vQ6o669Sfxt44u/FmpzXV+7ySON0Sqduw4GMDPHYetclqmqS3zKztksFHzEs3AIPXoMk8e4rV0vw3/bni7SdNvL6DRIdQu0tpL++OIbdWcKZHPYL1P0r0r4keFPhj4Q+F9/o+jeJYfEHjWx8Q7DdC0eJ5bTymR1RleSJkEiqysHJIY8DpWUY6XWwnLXXc8YQlrcYTLEZLY579Pb/Cs9pM5U+v49+9dh4J8L6x461a007SdLvtavDIsYis4WldVJwMgA8Z9fStHx98BvHXw/tby/1jwvqNnpdvIqS3zQl4YmYgBXdRtRiTjDEHNKz3sN2NH4O6t5zT6fuVGX9/E2TkEYyP5V6/o++T90ZmKsuzbjGwAE5xjv7dQ3vXz18NWNt4psmOEAkGWZsZBypHXn7w/Kvp3RdKi8thJCwXaVLr1wwOP16fSs5SsjSEbs8z+LQl8P6ut3FLJBFeMom2MCVO0YOOMDrn1zWHp9z/AMVFaSRfMDCqq5chpGViD0J5wB+ld/8AE/SY77REu3QtCgxMWG47QAQxH1U4ryG1ulW6sUAPmqw8tcHIjxyBzyST+grNbG5+jHwE8XjVv2RfHkO4O2nQahF1yObYPn2yzMfzr48tVin0lCZY4FSYqZHQEk+mRGSO/wDFj2r3b9lPWBN+z78Y9Ob70OmNceYpyPntpVx25Hl9MfjXzppcc03huRN0RaOZpCryKpb6ZfJ6/wB38a9vD/w0eRWXvs98+EVrH9jhmhm/fTZzGQDtwxHr04HXHWisT4B3H+vIVgQcDd1FFbvcwjsfrC1eAftJ+LytxaaBE5UJEbqVcDDseEH5BvzFe+Ma+Tv2lZTqnj6e1tpJEmjhityyAfLlSzEHHAAcfjXjYhtUz08OrzPLGIj8z5gkzKrsvUYOSdvqck15r8dL0/2Pp0Czc3EvnHaeFABGMfjXoNxJFbLHG77jghXb+BA2O3r7eleLfGjUN/iOKz3/APHrCN3GAc88j6V43VHsLZs4JmKzIpAIB+6p46df0pVt44ZQGwxIVDz69R1/H8KdZSIXJ2rubGO+eg7e9XVgMWzykYzsR5a7C+9gR8v8/TAFbR3sSU77UjpNnbuhDyyj5Qwx0I7Y9xxXOX2sXMd8D9pKyLllkjl3DBAIGQeMc/562dauAkwkuAslxNL5kuNwUqAMKAccde/fr3rJmsYLqa4kSWGONcyBGJyVIOAOuTnaPxyeM0S3sioLS7Ox8PfEa4txDHPK0h64k5BJz/F1H05rsL7UNH8aqlves2n3OwrDcHkYOOMjqMjvXMW3wvs77wHZaw+rPbajeX0NlBa3dv5FvMrbgWSUtlgm1d7bcDeBkmq2peF9T8A+Irey1i38thGJVj+0CSORGztkjdDyp4IIzzxTtUpq72FeFR2W53Hwj+NHj34d2/2XSNSa40qJyyWd7FuhYcg4JAKgnJ+U/nX2l8Gv2htJ+Klv9hnQ6R4gjUmSxnOBJjq0RP3h7dR+tfCreJL7QbK1dLlUnMfmsuFbIcZVenA2bT65Y+nE+neMNOkuoZri0FpdKyul5ZSNHtYc8EH5Tz7Guuli5RlZ7HNUwqlG/U/Qzxv4b0/xh4d1XQdTQyafqVu9tMFxnawxkZ6EdR7gV+SPiDwZf+C/Hmt+ErvzFa2nkhKsAPMCn923PYjYffI9a+1vCPxs8SaWvn3N1J4h0ZU+eOYg3MeB1RurduG6+or5u/bTvpdc+JltrsUCx6PfWEAs9ShXInwDuyf76nIx1AC56121ZwrQut0cSpypvU8J8TRpJqEUKFgrKeXYAElj8w6cHivSPBvwj8Q/Er4f22m6Z4WsrKC1v2vP+Et1CVLNJRMFhS282TaJFLxgrgkhi3QEmuN1aRbez8wx73gTZu8zIGW+XIYk4xn6ceteq/DDxNrvxk8P6T4A1TxPqVrpdvGLO20nRtMa9uryISGVEYeYkY8ts7WYq3zEZIwBjTs3qTO6WhjfBPxn4v8Ag/4w1zwjb2mkrcXl0kN/b61fNYRxTWzufmnSWIrtO8FdxDZxg8Vzv7QHnSeMLzWrnxLoWt3+vSSX19B4caQ2ttIZCdhZlCt65Ut3ye5fqWg6d4X+LNnq3iXw/wCIJPA02pDcNStzbXNzbggsu5SF8zaedrde4zmug+MXxe0Xx1o994Y0TwPpNlo+nrCul3tjAyTWiRM4kmY4MjCZWUssrPtKg7ietX92zYW1ukeXaNrn9qa9YST+XZxWmFTylwxXdyN3c4Jxn096+jNF1qWRYmWSQRuA2xjgHjgYxwc/yr5Pby7O6VYHaWNVUmQAqc4BOPocjPtX0F4Z1CRtLs5UeRJcAZKjIPXpwMA8fhWDWjNou7R6BrzyX+gX9tlZrryclckZPHynHevmzxRcSDxFN8uJY22x7AAFAOSCMdskfgPSvpG4UXlsLqJcmSJhLGjYO7H/ANifpXzt4nsW0/UFllUJLMvngo4IwVAAPv1/Kuem7pnTNH1R+yDNu+E3xnd7pVePw+wMJYkuDFNh/wDgOCP+BV4vp9xPJoKxxJM3+kL8i7mBGBzgNjH/AAH8a6n9l/4i6P4V8M/Ffw3dFVu9e8O3JspXOMvFDMxi/wCBKxPPdAO9cHo9xND4dE2GSJZ8bl3AMSDxnZj/AMf/AAr3MO/3aPIr/Gz3n4NwzLsnYbYJgGQbhkjJ7Zz2PX0oqr8D9XlvJIYpFHlW67Y12/NjJJH5k0V0SOaJ+s7NXxN8QNUm1jxVrt9DI21ruVhJnqobCrz22/lX13441JtJ8Iaxdpu8yO2k2FOoYjCn8yK+HtaaOS4mtCvmKI90m44Ug54P5GvDxctonr4VbsotbvPctGpeWOME9RtUsflTnrxz+NfO/wAQboar4n1FoyXWOYxKyrgfKMdj0zn69q9/8aa5FoPhW6uUO2XygIdo6MSADnsea+bPKSW6VmbzJCN4ycj1/Pj9TXmR3uel0II1SzVmcBwjEKvdWxVZjLI0t8FkdlVl2iXy1jTOBkjucA4POFzW5DapkN5CszsRtZQMtjOfzqtqlrMLFbadCCjHagVFUjBKjpknlu/fg1rF2uwavocnqcYvr95YkMcUjO4MuFwufl/E9Pfr3qxZ2+ntABMZDORgMwAUH5uO/wDs/r7VoQaaU+chgyhWhjliBBOcgkHtjnkYOQPavUPgXL4N0/xBOPF0B/0yKezmmuJUjs4IWQHey7d27eABtZcA9aiC9pNJ6XNpv2cG1rYpaR8VD4g1Dwlb+KI9Nii0ORZYdXs7JXu/IjBKWzDlGXIAG5CVJye+dKTxxp/jjxNqfiTV9O0/S72100wW1npts4ilf/VI3UhWSMkg/KNyphetZ/w5trb4gfE3TodSsdHjtrrbbRW90r2doox8oBhw2454yeWPJNT+IPAbabZ6rd6RazW2n/2p9igtLgl7ks+9kiyB8xUAZ5J+dK6uao48yd1f8jl5aanytWdvzNPx38M49Y8F+Ak8P6M0nibWVupbt7WOcPiPYCrRMWOF5O5QFI4A4zXnGh/DfWdQ8H+IvEFhHFPpGnnBuWkVZNy7chYi4LD50BODjIx1ra+JFn4y0vUoD4rnv5ruWHEb3l4bhmjBIK79xwAcgr1B4IpNQ8W+HovhnBo2k219oniCaRY9RcGOSHUIt24s0hAaMAhMIMqdoJ5ANT7kpPmVrL+v8w9+MVyu93+v9IxtP8V32lW1ptH2VY48cEfOxbJ3AcgYIx9K2dS8YJN4I1LTTbfa/DmpQPbT6cZMi2n6rNCT0wxVsdDXn8xE8nGUmZc4Y4PXOOnPP8quaeqvpctm0O26SZZlLMeFIKuMepOz8vpWdOpKMro0nBSjY8ZsRNaW8LTx3FpLHPhZZVO3IwSee446ete4/sweLPF2h6l4s0nwX9mOr6paxXzarcX6W0dglpOJ3lkLfK6FVYMM4Ic5zyK6TwfDo3h3xBJaazZQajomsRLZ3kMuw4XqkpyeApY8jBGSQeK4H48fDnUPgj42iu/D0uoWejXUJW3uoJDHtDLtkhLoQTkdQeoPfmvShtzpnmVI8vusl/aQ8C+IvDWl+DvEOueKl8Rf8JIbufyLa+W6gtmjm2/u3WR1ZWRkYEYxkjHFdjovxo+HOj/s8aj4ft4m0Lxv4gsGstV1XSdPzmKJsxwOHkxiUD948e3qMq3NfMVyDdQvOVkdV/ujhDkD8P8A61MX7KtjLvMhm42LkYz7j0xnnPXAxzS53e6J5V1KXm/ePPPBZQcgd69r+GNwn9iRLDIz+WeWwB/Ew4APfb3wefxrxGaJmw2D0HbFeo/CdRGk2wOsaqrSM3ILdvw5rKWxrFan0BpM/wBqgCbBCoTgg88fXvXgPxKsZNP8QSMybdzsy8AgqWGPp/8AWFe2aRemNLZGkHy46HsRnn+VeV/HCxks9ZtZjL5sE0e9c9N2Txn2BrnhpKyOiWx5jpkzJqC/M42qUGCV9R+H/wBevRLbUBpnh+IosTPJLh1KRs/KnkZQkduc8c15zBbyxvG7DYV/icgHBwRx6dPzrttLvFh8PoJ447nFxkxySHjjrhZQc/8AAMc9a9bD9Ty6/Q9x/Z8mebVG3N1x26UVP8DdQt7pra2gQiSPmRjGoJyT/EOSMdsetFd5xo/S749a+ul+EUshIUlvpguB/cT5mP57R+NfJt7MkkhYFEXefnXBJOCOPYfXtXrn7SviZrvxUNOjnVBZQKMcEq7EMx59in5V4ZHf2X2a6uWfMEOWfgggDjgH3747181ipOVR+R72HjywXmeefHfxPE1rYabHJiKVvNk+o+UH27/lXnVop/1ihmZo9uwDHTPQ4+vtTfGl0+sapPdrH5r/ACErk7mXOcA+uP6VvaBa/aGDqmQuAM9cfTt/9euXZHZ1Jo9B/tCxi3wZCspIU8gZ6f59TXU3/hOS+tVeKPdJjlQeuBjP+fQUmi2MV9NJJCr5hYoy5AU7Tzx6/wCIruLGErbsxBIXvjoOw+tK/QvY8U1Tw3dQyNujcyqcux5Ppgj8PX8qzbjSTHbhpIt8mGZQUDDbztBA5Bznr6DNe86vpJuId09oJu4GQDn65+lc1eeD01OxhuFRrS627mj3BwhOMjdjn6+1EUtxubZ5boHiLVPCN+l/ouqXemXcahBLa5TGW5BPpgfyrtvAPi7xPq2t+H7G2u4JJLPUpdTt5L1UCCYhHmlmc8lAsYJyc+ntg6p4NmtbzdIvlx5xvZcqM/QenOMZ7VzGow3SypC0LPCg8tMAEKuTn8e5+p9acZSja+wpKMk7bnonxm8dWHjfxdJJp1skOjafH9k08QRhUbBLO+0nKhndmwezAdq8s1OwSSZZSCx4HuBWmVMccYLkDkgdME++OecU9oxHsXaQQMHjcc/TP079qJTdSXMxRiqa5UZP2ERR7lAlfjlc5UenT/OKsWNythrVtK6bYy4WYgf8sj97H/ASatqCiuVUHcNp4zjP9f8AGoreOeSV0WJpYGkBeKNQT3AxjpwD0ojqwew3XtMmsL6+EySB4ZGVHYfK49Rnt07d/evrDwr8P7H4nfA3RLXXbdr+C5tcEzIFdSrMqsvoQAMN3HXrXi39hW954da3ubpkCJuW4lIDBhyAxI5zkfkK+0fhzawXPw58M+TD5MR0232oQBj92vpXtYJXckzzMVLlSaPzg+On7LeufDaa61Hw/Hdap4fkjzIyLmS3wc4cL1HH3sY57V89IGt38wIp9FcZGeOor9sbjw+HY/LXhPxa/ZA8NfEa+l1KJP7K1N+WeGMeVI395lGDk9zmumeG6wOZVF1PzLv4vMjgKMZSoALbccnnGPbOP/117L8OPDM2i+H7t7uMiS5kUiItyFGeo7dc4+leheIPg6ngHWm03UdKjEsHKzrGdr8cMjsOfX8+lVmt2h0+aeOYJGrbWPHzdAB6157VnZnQu6L/ANhw5jTakkeC2wk+mcZ+n61xnxUht5tBYfZmM9sWYOQBtJwARkcjI6V6Hp6q9vGHI8xTncoyTgc/WuD+Nzx2WixgyhWuXGEwCSoB3Ee3T8xXJHSdjqesbngoMix5uVcKrYjfs3TKjI9x9K9CSSFvDCFzMYjcEr5ZYgNg/wC1t/EDNcHcZgmMYlW5CsWjyGCuCSN65x6fpXR6bH5vhWJnnS2j88kPIjEMcH5QViPP/A8e1evh9LnlV9bHt37O91CNamUdduT7+9FZ/wACR5OqWk4HFyjNkLgAhyCPfsfxorvOQ+4v2kPBN1ovjGTWi0z6bqi7fNwSsUndOO5xkfXHavAdY1AQpIiRGcNGF2ysEDZPGT16jP6fT9B/Flj4f8caDdaRqV1BJaXAwSkyhlYchlPqD68eoI4ryNv2UvhmlqypqOqfaWJZ7v8Atc7zz02/cUDoAqgV49XCuTfL1PUpYlRS5uh+e9jENTuHmn5lzv8ALxgFs5wAB06cV6H4f8NmS1MmHX+LeuF53ZPJr6Hvf2NdB+0SNF43u0i83fHGIoSVUdATnk+4wDk8VYuv2b4bKxk+xeKnvbjGRFfRxLC2O3yKCPr830rjeCrtaI61i6PVnlOkWKrCzqoDN1J9O3Na2n6bqWtRznR7T+0LqEYKbhFFnPG5yOPwyevBrtNG+Bd1cX0MmtahZi1hfPl27mRpR3ySABn15x6CvZbfTrO3t0hhEMUSDaqJgAAdgK6MPgJS1q6IyrYyMdKep886l8KPE99oJt4tSstL1OZF33MaNcLExILbVYDcBzjNYmj/AAr8e6fbznU9S0nV36xpDG0BPrzgjJ9MfjX05cWUPUOn5ioo9Ohc/eX869RYKha1jh+tVL3ufKWoabq+nxXEl/4f1KJISVZktzMpHdgUzx74rilk0fxE8AsoXaScNIrSROihVIVuCMZycYFfdP8AZcA6lcfWqeo+CdF1zThY3dnDJaj7qr8m0+qlcFT9K55YBfZkaxxndHw//wAITbXkWZGjDZG3EZTC/wCPtVCfwFtZfKuPmLYUA8dP58V9y2fwr8Kabp8VpFomntBEQw86BZWLD+IswJLe5Oat2vg3Q7CRHttLsYJEBVWit0UqD1AIHAOB+VZ/2ffdlfXeyPhvSfhRretTfZ9LgN1J0OV+RM8ct249a9b8Gfssy2amTVNSjFwcbfssZbb8vPzHHf27V9OR6bDGuFCqPQDFSrbRp3WumngaVPfUynjJy20PKbP9nPw7Np722ozXl8HILES+V3zj5ecfjXrNrbJbxJFGoSNAFVR2A4AqVFU/xCplCDuK7I04U17qsccqkp/EwS2V+op39lhu1WoCnqKuoU9aYXOT17wraatYy2t5axXVtKu14ZkDKw9wa+WPjn+zi+l6bPrHg+GVtjb7nS1BlJXOQYRgng5yvOQeMYwftCZUkUjIrKuLBJM9KiUVUVpFRm4vQ/MrTr+WOQK6mJYhtZumPUH06c14n8UvFEvivWEFtDjTrUNHG7LwwBJJz0PUfhiv0k+M37IukfE68n1DT9XufD2pXDbpzEglglJxktHkc8djzk5BzXhut/8ABNfxBf8Any2XjayuGedY1huLNoVW3J+ZsqzfMP7oXB9RXmyw0k7pHZGvFqzZ4Z8F/gW3if4X+OviLqUW3StG027iso3PMt0IsZ6fdQOTnP3ivoa8ktY/O8OrtWMyRzM+0tEr7QD/AMCP0/Sv1R+MngHTfhh+yP4m8N6ZzZ6boEsAkYANK2z5pGx3ZiWP1r8p2eRvCtsBukxcliitkDg8lfMP57B/vevVy+zSRyuXNqem/Aq8a18SR4+VvT8uP0orN+F9neaZqVpdsNkE4wm5gSOARkZyuQcjPUUVqpWIscJb6ZpM+mz3S65MphiWSVdhAViiEL7/ADs6/wDAc01dN0m8mnSz12aeSOOaVRsIyqLctnn/AGYoT/21PpXBSTE966z4a2ei32q3661e/YoltG8ljJ5YLM6I2TuXgRtIcAknGNrfdPKnd2NmrK5ow6LomoapDZ23iKaRprhYY8RnJ3SqgPP+ySfwrPtrPSG8svr0iMVUuNh4JWEsPwLyj/tn71yO459OeKfZmFryBLgkQM6hypwQueT0NLm8h2OuvrG00wSQtr86SpHuMWCPmKSMBwe5WIf9tPaifTbC3KF/EEqwzbnifafnQSTIG/8AIaf99+1UPiPa6XY+KJodJulvLURoTMsvmqWxzhtzdsfxHv06DmSxPU0N2dgWup2qWNqtvBP/AMJDNHbSy+V5m04yDBv79llc/wDAPeltYkms3mXxFOFjjV5R83yEqnHX+8zL/wAB96w7jT1h8I2d2bqOWSW6k/0dbpCYlwBkxZ3AsVPOMYRfUVihjzzgd6VwO58mO6knjt/Ec1yY0mkVcH5lRZ2z17iKP/v77VYtrO2u7+G1tvFUpeafyUCBhnMuxT17r8344rJ+G+n6VqXiFodYvTp9oYSDP9oWEAFlV8k9f3bSYUdTgHjNcsW2yfK3Q8Hoad9Lh1O4jkWby45fFlxGG2hlLOdpPkZ/i7eZL/35PrRdQ/YYv3niadJxEHELFgeYTIo+93OF/GuJDKzDr1/Guj+IVnp+n62i6bdreW8kCsJPtInYDcQoYgABgiplRkA9DjgF9LgbVxO1mUeXxRdSQyK7RFZGUyorXCgg5OMmFO3/AC09uZQp+Sb/AIS64Fs03lCbLY4aME/e7K5b/gNeceaxxk5x0z6da6GSz07/AIQOC8fU5P7Ta+kjXTl2suwJH+8xnK9SMkc4AHQmjmA6GznuLqFpF8WXIWONJJfnchAxgHPzdmlcf9sz68PhnuLoOsPiy6llELS7UkfPyxyuw+928tR/wMenPnm8qpw2N3UDjNdH8P7Gy1DWpY7y5a3H2aQx4ulthIxGChkYEKCpYdP0zQpXYG+ss8l0Y4fGdy7GTZHtkf5/nlA/j7hEP/bQenNhNSuo5kjbxvdRNuCPmV/k+eIHPz9hJIf+2R9ePOZWCzOYyQFb5TnnrxzUfmNuBzkk8mlzDselyahqNuEMvjS8hlaFZvLaaTPzRRSAff8A+mjD/gH5SzarqVnGZP8AhNLzbIjvF+/k/eBTOBj5+7QqP+2o9OeX8fWdlpuuR29nPJcKsCK8kl1HcBiuVBVkAwu1V2g84weM4GG24xqSxbaMLz05zT5rMR6XY6jewrJI3jq68gS+X53nybSd7qP4+6qG+jVcj1nU7zcYvHN35aKhkk+0yARKXgUsfn7GVv8Av2fXjzWa3j/4RmK4S5G57x0ktvNXgBEKOE6/xOM9OB070oZnjXCsQGGG2ngjOefyFPm6C5T024vNQ1TTZ4JvGF1cN9maRrVp3YMFi8wqQX+q/hXGW+rX1rbiKG9njhz/AKuOVlHPtnFX/A9nZ6ldzLeXj2kSRY3pKkRCu6o5ywOQEZ2K9SFPSuagVmYjaXbk7RzwOSabYWPUPAPii9n1jTrSWRfKhxtOwBmAAAyR97AAA9qK5rwebqy1VJWtphFEcyHYcIMkc+nII/CitIvQzaPv8/8ABFPdj/i8v/lr/wD3ZR/w5S9PjLj/ALlf/wC7K/TyiuG7Nz8w/wDhykef+Ly/+Wt/92Un/DlD/qsv/lr/AP3ZX6e0UXYH5g/8OT/+qy/+Wt/92Uv/AA5R4x/wuX/y1/8A7sr9PaKLsD8wv+HKP/VZf/LX/wDuyj/hyj/1WX/y1/8A7sr9PaKLsD8w/wDhyl/1WT/y1/8A7so/4cpHOR8ZcH/sV/8A7sr9PKKLsD8w1/4IogZz8Y88cf8AFL9Pf/j8pP8Ahyh/1WX/AMtf/wC7K/T2ii7A/MH/AIcn/wDVZv8Ay1v/ALspP+HJ3/VZv/LW/wDuyv0/oouwPzA/4cnZP/JZv/LW/wDuynf8OUcf81l/8tf/AO7K/T2ii7A/MH/hygf+izf+Wt/92Up/4Io5/wCay4/7lb/7sr9PaKLsD8wv+HKR3Z/4XL/5a/8A92U7/hyn0/4vLx/2K/8A92V+ndFF2B+Yf/DlL/qsv/lr/wD3ZT1/4IrlOnxk/wDLX/8Auyv05oouwPzHb/giyW4/4XIAPT/hFv8A7sqez/4IyyWV3HOvxjD7VKFH8LnDKQQw/wCP3oQT09a/TGinzMD87P8Ah0neNcPM/wAW4N7KyZj8LFcbi5cj/Tep8x+vrxjAor9E6KfPLuTyoKKKKgoKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k=) | ESM 2713 x0319 010203 O2 gods-bund
Keramik bundskår |
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) | ESM 1917 x0864 010203 O2 gods-bund
Bundskår.
3 skår limet sammen. brændt lerskive med hul (6 mm.) i |
![](/grafik/intetbillede.jpg) | ESM 1917 x0866 010203 O2 gods-bund
Bundskår.
Fint magret med blød overgang til standflade. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0863 010203 O2 gods-bund
Bundskår.
1 lille, fint magret med blød overgang til standflade |
![](/grafik/intetbillede.jpg) | ESM 1917 x0862a 010203 O2 gods-bund
Bundskår.
1 lille og 1 større, fint magret med blød overgang til standflade. Beklasket bug |
![](/grafik/intetbillede.jpg) | ESM 1917 x0850 010203 O2 gods-bund
Bundskår.
groft magret uden markeret bund og blød overgang til standflade. Udsvajet beklasket bug (måske sammenblandet med x 870) |
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) | ESM 0931 x21 010203 O2 gods-bund
1 bundskår |
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) | ESM 2713 x0488 010203 O2 gods-bund
Keramik, Bundskår |
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) | ESM 2713 x0421-7 010203 O2 gods-bund
Keramik, bundskår |
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rnzj8o3Hj5QfQfT0H5VTtC0uGBwG+8qnPI9/wA6t9JV+UsM5wO3OPzpFmra24jmaX+JyCVJ447Yq9JIPvRhSufvbvfnjv3qpHtfBwyMCBuPQj/IpJt6wgYbex44ya55PU6oRstBsUxu3cbgQgI+YYGc8c4/z1rOlVobuWEruG3fGqjJzjkZFam37HcLEQv75snGQMbfT61WvLcLcRyI2GQ4HoAT0oiwmtDJWzjZQzqiDknJOdxwcZ+n86yZITNCyBzKYzk72HHsK17qR1mu4yqhCobzNvDZyP0wf0rFvoZFy0bKYjgbWH8WeRn8R+VdtNs86oVY9PHnybm6PlQp2jGRSrJumkPl7w3AHt+FSSTkzSE7m3KPlHXHH+fyp0Zjk2DeZDjaSe31ro5n1OTlRU02MLLh96ornhxz35/z61Fqcezy1Rcx7s7cgEZ9qv7pYb6QOGSJELFj04/yarahD5lnKSu95Dg5PQf/AKqtMl9jMMIEscmzZnIBJ5PfFXJLH7GrKzLvMfyMucHkYbnkf/Xqvdwi3TIZzEGUmTnj/Pam2sayNNLIXkVVIDMcken0/Ck3oyUlcoGRI3WBn3PHy7Y5J7/ieK/Rb9na38r9lPQLhJ/MW4up7hQv/LMG5kG336Z+pr84rxnS6WVly6na6YwcnjPuOK+9f2Pzqzfs13X23P8AZ/8AbD/2ezY5j2pvxjt5m/8AHd2rXC/xEc2L+A9AvbiVI5Y1bBIwM46YNFJfGP5z96TcNvHGCCOaK+gPDPebptsZrlNSkDSda6HUpgqnntXhHx4+MjfCu10s2+njULy/eQIskmxFVNucnqT84wB7158ZKnDmlsdShKpPkjuzlP2sJhH4B00lv3n9pIFXru/dyZ4/Cvka7ljZtrbU3LgnP4jn8a63xt8TNc+IF4tzqtyGVWbyLWJQsUQJPAHftknJOOtcXcbu5Xd95iE4IHBH+f6V4eJqRq1OaOx9Vg6MqFHkluRK32hVBJij2YbIxnnofy/WmTLLNbooICxuGKgkZPrTxNFc2sqlCX6/KfQ+lPhnQQIwA2KOfm5rA3Y2eYrbjBwoGBtGcjHJxSxuYoXMWCO/qB1/maczeYyAEoNpAUnjOOKi01w4kH3QNrAZ6jP8qVhX1LtqCu0M+3bgEc9ev+NW7BwZ8tlufvdAOaoMpi3So25FYcnovNXGl+yxviNpA2C+O2f/AK386mRpHVm1Ip2hCPlJCgjn5e+f896mmmjSMSq5fZwSvJ//AF1maXcNNNg7tijOWHGTjj8M1oxqhztkESsxJwuRwPrXN11O1aLQaziORJZV84t0dRyoPsaeyoyZPvuIxyfT6VVnkG7ax8zGMt75P+fwqldaukMgjYkn7p446VpGDb0OapNJamTqzSyXGNwUnhVzwFHX8Ov44qrulhEqsqiJR8hGT1A55rXh233mlG5C/dbkg9c/Ssm5hlt7YE5lJzjP+fpxXXFW0OKT5rNbGa9x9lRyWZ9vGccg5wcmlsmHnFGYRspwq7enHQADp71SvbxrZBAY4ycbgwPP0/Xp9ajsZi3yggSevr7V1xjpc4HLWxvXSlZC6nleCx6/56VWnmme2EbhiVUM+0Lk/KeO3I9eOopLiRWs3j37TKh28+n/ANc1Vt1MqvLjawXBLHkgjqR+FESpFu1Vf7PgTDNCRkBshhwQM560KpsbO7upnH2dInZlI4Xg9gOD1q5cW7QxQxRsqo2BuCgEnoAOQP8A69U77VrXT9HaK7gci4PlCReQuQSdxHbjrWdr3sLaxylxbs0aRSR+a5RgT2+Vh+vFfqJ8OfDkPg39mfwVp0SFCdPtZ5t3BMsq+bIT/wADdq+RP2S/2fR8Z/F0uq668k3hXRwEnjjmKfarg4KxngnbjJbBB5AzzX3z8TIUj8JiNAscUc0YCgYAUdgK7cNG0kzzcVJNWPLZPmWQkMRvA+X64op20sZERtoLKSBx/F/+uivbPKPXdan2g5r5Y/bEhtJNH8PTyM321bmVYlzxsKAuTz6qvbvX0vrc/wAzZPevz8/aa8ZJ4m+K1/BaX3n21kiWiENlQQMuFH++W5+teZimo0Wu56eBi5V0+2pxkOZogSOWYY54Ix/+ul1CznjsWeBSSu0lWJOQTyf61naReF12EZHROenHT9anutVvJFSARswJzlcE44yevTn9DXzjvex9fG3LdkTzeQ8ihtwYceuR2qKzjlVJZJFZYW4UMeg6gdOmc80ZklGGDld5GGXGP88VIZFDwYx5bH5j1yP7uKsyF3eZChAVlYZAx7dc1VtZBdTSbm2HjIx09s1fbE0O+PkxjaBz09BzVG3lDMyMGLccKMEfMB6UyGdBbRho22Rho0BVjjgHHb16VUaXy7pgqfJnB3ZOOvfH+c1Na4hhZ9rrAB82TzyOmfWnyG3jnVZR++Y4BUEEnj+QrKRrSWtiay/c7xGRI27JLH5R34/PrV2XULe1hj8yPY2cBiOB/hWe1w0kkcikCMKcK/bnkn6/0qW4ubSazR2lMK9fKbn8OO1Y9Tq2RPHJHHLEsjYSVSVV8YOO2e3HYe9V9TsA6o4BUk/dK549P/r1mXVxdXnkGMApFKJHUpxtGOOT1Ofyz9K3hN5tsgIw2MhlOVBx057/AP16ak4u6JnBTjZmPZRjT1fJO6RuFB4f3/IGql832jA3NGA3YDn/ADjH4+1XNQubRvLWSQRzqwkWJV3N0xwB2z/+uqk8b+S7AKxJ3gLySR1X68fzroU23dnI6aS5Uc/dwhX/AHrOPQjt60+1iVZgySD0xyc+9S3UzeZt2iSKRcq3Ug//AKqy41kW5CrgAH+8QcZ9u3au5S0PMlG0rG/JGsnllY1aQNx0OM8Z9u/+eKbHprRxtLvWVedqquMc+56Y/nUE9vbzMiyuZXzuGzg9Dk/59a0YPL8tWn/1g+582T3rPU1kidrYSFYyUjVWByzD1BHbsKoalZrdCZCwMa7sk5+frwaWdxGwl8zKP90DnPOOh5rqvhbo1p4q+IHhfRr+bybXUNShilyVHyluVGeu4fL9SK1itdDknKy1Pvz9l/4Xt8J/g/pOlTq0eoXROoXkTEYilkVfkGB0VVUfUGur+J6eZ4WZMZ3TRj9a62uS+J8hTwucDkzoPp15r0aek0eRN3TZ5VE/kzOJBg/wHryP/wBdFUpmZ/PO/nzBlupGWxRXqnIecftwfFzWvBemaZoelTyWC6qkzXF9HgMUGFMYPbO7JI56e9fDkGpOxDrLI0ikOFbOOe/0xX6G/tUfDEfFj4c3tvbwebrGn5urHHVmA+aPrj5l4+oFfmpo0iskQwudrIV57cjvx0FeLiotSTex7eDknGy3O7sL6WU5ExA4VtpAKse9aLT3EMjHje75JUYLeq+mPpXM2t5LbrNEPn37WX/Z56c9uM1tQal50Ycu0G7IZTk9M+nuccV48ke9TldWbNW0keORlCuWZQNyjI29Q36n8hTsRRzRlkVgjYyzZ3f5wKhs1NxH5zbnwoAbG3OQfzHP4ZNF5MrQI0Uf71nUAjtyP8e1ZLc6XaxeuJEt4XWEbjhmEZwQe+e3b+tZ0MwvIZZCcSIRuKnAY5B6E+n8qq6jdNbrPFEZl3EZKjIxjJI5/wA5qpDLEsImmTypFYAKoOfr9enrWi2uZStex1EeoHncuVOAV5xkHrjg+lTlMPC6xbWk3KNwweOD/MVgGWSOW4LGQmOJ3HPZeSPy7VIurJqVxbSW1x9ohEeIm3bl289COcHp19PpWMkbQtE3Xja+CBi23cVILfMPw7ev41XjyspjB2pGercDH97jsMj6Yqgsc8YYmRYw2C277ynIx0/EfjTI7osxcPJv+4c8ADocA/hx7VFjRvqzfkvHjWJtsbRquJlK8Efn7UW87StctHMyQZzHtwuMfxAent+fXjPsZj9n8ojaDx1HT/J/OnyShlaMZBHXAzj39cUJdCJS6l5bjy/NFxyucs2Pm6YyMdqq/Z1s7aQEZKsSFLk4z6elQXmzaqNJ8uOCxIPT1qkVDI0ClZLTIJ+fhMnHHP8AStImMmxL2SK4hj2wqkqMfmOfmxnAIH4dqrWvl3Ox3Ugtxt43Ag9Pp+NM1SV492wHOMYxxVW0mMhIkTa/dc5xXYttDgfxamwreZIFUDcBs/8A108NLArSEcqdq7jjpVO0uXLBkVVjX+JW2nFF5LL5i/N5kgO52Y8n2PT1HanHsTUYNfTzbg0oiQrnb1wewFdd8H7W51z4z/D+2tFD3K63azHC5GyOQSOfwVWP4VxWn3EeoXEzsT5iofrt5BI+lfRf/BPnQoda+KOta3PEd2naYRb5wSjSuoz14O0MPxNdUFqebUdotn6EVxXxeuBa+EC56faIx/OuyjbK1wXxsm8vwTk9DdRg/ka7afxo86Wx47DePLNMNi7c5G44PBorn21j7PqEkJGY2cbWxgrjmivVZzHrHiSybVNLv7Hz5LZrmCSETRfej3KRuHuM5/CvzZ+InwP1z4R+KIbfUlW5064dktb2EZS4GMnI6qwz90+nGetfp9qFr5jHHFcP438I6b4q0mbTdUtEu7WQco/UH1B6g+4rlrUVXjbqdFCu6Er9D8zLWbytXKSlBmRV8yTP3sk468d66KSGG52LCx8oqJPkwFUEknp3z/OvTf2hP2f7Twno41TRkm+xRsBcB5C7ISwCMPbJAPpx+HlOh27axosN27NNMqusnz7GJBPOeO2M8Gvn69KVKVpH0mHrRqxvEv3F/cRtAysWSJVyjP8Ae+XGSD7fyqW3uHsbiSB5Y4lbDRsxDbQOcdP8epp1xod3dzLHGxQ5Ubcod+WC7gcDAHP+esw8PrZ3ELPuKSME8zG4qRxn2H484rj0PQ5pXMuTUp7a9EatthGVjZlOJOpAAx/tcE+hqrpLNcXX2edmltpDks2D3+X8/l49uta2q2Nxa2TSM8Lta/d5OADyp475x36VixyiymzaYhZWw0jZHXIA57d8+1aaNaGN2mrnRaTD9j1Ty1UNHb5dlVueRgAfh9aZoHh+z8O6fBZxR+ZFIrsWI5UsxbAA4wM/pVuxT7TaFpI1EkYw7J95kAxkn1GOv1pGnhjmUzSfIBtCEbvxGPauZtndFLckaISQm3iQeWOenXHf881DfW7rEpVdrMcl/vYx0yBjHFDSm1cKTjaAoBxjHPI5+tPnmZ1UGXBwcIBx3z0+v6UipLQoJNPC25iHiIAYKeffPPWryzhVWRVdyOuRwc+tZ13dlfvAttcEtnBxjn/9VZsniK3tfk2tvZiXDHk9duAOTx/OtrXOGTt1Nye+SbKRvICwKllH3f1qot490JRlVujHuEUm0KMdTyM+mR+VULTUgWZ2I2MSVHQnv/nNF8okw7rvROVz255quVEqTauyyZ5o3UzxCJ2PKqcqPYZ6g8c05VWRpWVWBORkDhuOvAz7Z9qoXV9GpWMRlyuAMAhu3J9R+dSTagfJ+U7SBz61pEymXRHJH8vmKsfUeYcD8+1ULuZ7hQ23co5OWAx6EH1qlLfPIgJb5c7cjjPc+9RvfIF27+B8ygd/biuiCOKoyZrmVLrcsykTRsm5QAcY6cdOa+3/APgnFp8MfgfxXq/nrNeT6ilmwZTuVI49wOT2JlP/AHzXwPJJLcxq8gjXb12qQSCeuP8APavtn/gnN4gj+x+NdMUZjje1ucqm0biJFJPuQinHsa7KXxWOCtflPuJJtqHB5ry39pDUDbfDhWQ4P22Ebs+oavQI7pTwTivIP2rNQ+y/C+Ng2M6hAv5hq7ox95Hnt6HgT6yJZLoidWcOAF5BYkn+WKK86/4SLytQu1GSAxUt2Bz3Paiut3Mj7+mQNXPa3BhcgVvs+ap3kImXHWpi7MTPDPjdpd/qnwz8QW2m2hvr2S3wluBkuNwLADuducCvhHS2nt7WVkjMTGfY0UgyY+AMegOCfWv09v8AS+GIFeHfFL4HaL4rFzcJbfY9QkO8zQkgM/8AeK9CT3PX3rlxeGlXtKG56GDxMaD5Z7HxvpfiC7+2RLPLIEjPkqwwGG0EnB7c46d67DU/ESx/ZftSyJHLB8sgxnk+uOORzXIeJ9BPhHVLywu1eC9tznY7N8xByCo7juDjnNYWsa3NJMltKfOiCnyXBxwSCe+APr2xXzsqd5WsfSRrcsdzXuNQkd7vzJV2GNmVg2M87kJJPPzD9TT9SEdvc+YB5kZxKzhjyvUEE9SQQeT6+tcjHrEiK0H2NbotL95sAZzkHPbpjr39q2tJum1JUWeYh1drcAZVUQDK56hjgAfgabTRCkpHc6FdRyWrZfbI5yNx3bkJ5PHXgfyqxdfLeRPJcQ+WgYK2OTnvyOcD2rz+TxEsd9bGFAWjlMSqzBTGoOdvAxjHSuq1O6b+yrO4u4kjRtw3DopBxnIznp9PpXNKLT9TvhNNeg/UNSWZZFYxMNpXcoAJ4A3Dj3qO3uGk+YOGULkKp5zjg47fjWfHcoY7tFZWeMB1eTBz9eOOv+elRrO3kRzb/s7FigHJXcB25z2pWsi3K7uXrrUIdskjoVkwQmORmslZhGoRiI9xyWk/l7GnyXsU6vGQqzN9454PHQnH6+v1rPe6aZlQFeST5O7v68/WtYHNVjdEsTBlJDMSem3t9afb3E0bGNpiVY8MTyuM/KeP51QZza5ygjDDO4ZIH8qjMyw/vISXIx97HX15rVq5yRvFG9dSLNCkLLG4U/6xfvLx1FUJJ5ZJNgDNgf3Av8vxqvaak15cDcWjf7oXGMnp26HvUOtXUun3jW6HDpw+SCfwpxVtBSlfUWRUi8wA4HPIb9aWEoFVHmXJ+b5+g46ZHT/69ZjXO6AyFpGTOCT0NVPtizM6IdgXjb04/wA/SuqMTikztvC3hO78fa1aaTpMD6pqs7bIIIXXAHViTkADGSWJ6Gv0S/Zn+Df/AApfwjcx3brJrepus155bZSMKCEjU45wGOT6se2K+Mf2JfHWn+G/i9cxX91HZ2uq2Zs7fzAMeb5iFF3Z4zg+uSQK/R+0BkYV6OHhHl5+p5mIlJPl6GxHcFwCOteBftxavJpvwXtnRwjNq9smSM9Q9e9wx+XgYr5m/wCChF4bX4IWTKoYtrlqOe3yyc11x3OQ+INQ+I1/b6pf2MtzHJE0vzbWDEYJxg9uvTNFeT+J9W063uNYk+1TjUFuMIvCofmO89Dnt3HWitmZn7feZSFs1W88etJ5w9aizGPmiWQVyfiSx8tdwHHeup84HvWdrEAvLV0HXHFaRuiT88v2w5r2D4gW7ND5cMdkqwFWA3plmZyQeBuyMH+7XhMmsRTMgJxtQROyHDKSDxyTkZ44/Wvsf9ov9mnxP8SPFEer6VcwPCbcQNFNIyPEVyRtwpG0k59c14tL+xb4wtYpJnuoLi7+/wCWS4TP90N/XHavIrYepOpKSR7NLEQhTjFs8XmtXtnEiLEYY+QGGGIIHI9CMVN/a1lff6NLDIkrIVM2eCdwO4sOfUZ68e/HpWofs7+P5bjyZdHUBfk3xzKRz/EDnPrnPr7V0HhX9lXxGt0k+obbUqNoWHDMSRg846Y4796wWHqyduU6HXpRV1I8a0W9W8jkSNdi5Bfzm3sXwRkHHpk/hVJPibcakY0ZfMtYXJAwxKgggrkk4Iz6dPTrX1hZ/sYWqwJIt3dwSglgY2APP4Vzt3+wwI0WODVLsqvC+aEPGc4JwM1r9Rne7Rn9fiklFngui+LoL7d5czHzh5e1flZCOmc5HT8f1rQt9Utdp3ysVUMAFAB64yCcdB9a6zxF+wj4n0+eSew1iEj7yuI3jcEHIGA2MD1rj7n4IfEbQ5R9t0z+0IoySZ7RlO4D++hwTn2yfbvXPUwU46pHTRzCL0kZeq+J2a1ji2+W2CBKvO/nONx7j0P1rNj8RXUNxlELTbceZkZbOfwqnrOg6xpmZ7nSLm0hzx5lq6L+o/rWFFePGxZiNspwWYgsPpWKp23RpKs5PRnbL4gn2PC0myGQglMZGc9cHpz6VE2rELneGxwGXkZrm2vGkWSKKSCaZh8pkJLnA6KB17fkaYuuxR7kkkiQjhopHUMvTJHIJ/GrUOpDqdGzqItWhhmjLmXaBlmjkAbI6EduPrSXutLf3U08z73kJOTz19cda5X7S8k0YjG9WPyKvBP4D613mi/CzxNqumxXFvoV3LGQc+b+5PXAA3DJ+uK1jTcnojGVRJasyV1BZ4giSMrg8LgHIqndXTRTSRKAW24O09eOc5/lXVWvwM+IWoXCQ23hi6UsSVl3qqAe7E4H867rwr+xT8QvFOoJ9uubDS45DmSWR2duTz8qrg/nWyoze0TnlVh1Z5F4TuN0ZYv9w4QqTkH1r9fvgPrGreIPhn4ev9eiaHVprRHmV1KseoViD0JXBP1rzf4U/sv+D/BFnpfnaJpt9qlrCiSag1mgaVwoBfBzgkjNe/2apbrhcAe1dlOj7K+u5x1ayq2SWxpGTjrXyZ/wUgu/s/wN0zHVvEFovX/YlP8ASvqh7gAda+PP+Cml4V+B+hBCCzeJbQDP/XKc1su5gfmF40a5m1rUppYWjVbjaWMezOd2049wpOe+CaKxvFF9JFrGpwLcF0kuTJIiEhCwLdQepG5hn3OOtFRKWpSR9jSf8FGPimtwkKReDXkcblHlTnqMj/lp3FMk/wCCj3xUjt2mWPwRIinadsVx1OcD/W+x/KuN0f8A4JxftGaXdSyz/CuO/V4XjCSa9poCsRw4/wBI6iqF1/wTV/aSmup3i+GfkRO5ZYv7e0w7QTwM/aO1HtfMOQ72T/gpF8V440c23gj94u5F8m4ywyRx++9QR+FPP/BSD4qiGVjbeBy8Q3OgiuCQMgdPO9SB+NcVrH/BOH9ozUrWySL4TpaSwIEeSPX9MxJhVGSPtHXIJ6n7xpulf8E3/wBouxtb2G4+EyXjzgBJm8Q6crQ/KwO3Fzg8lTzn7v4ifa+Ycp17f8FIvio1us32PwKkbEgFkuOSMZH+u9x+dQSf8FGPipL8rad4G37d5Ro7gMBjOced6c1xVn/wTR/aRt763nl+GIuY45Fd4W17TQHAIJUn7T3HFS61/wAE1/2j9Svmmt/hZ9kRhzGNf0wjOT6XAxxjt2/Cl7V9x8i7HTx/8FEviZcQ+edM8C+WrBSWjuBgkEgH997H8qli/wCCh3xNkMQXSfAu+U4jUx3GW5wMDzueRXMW/wDwTd/aMi0Cewk+EwkuZHLrd/8ACQaWCv3cDHn5OMN3/jNU9P8A+CaP7SdrdCSb4YGePaw2DxBpinJUgEH7RwQSD+FP2r7hyLsdvb/8FIvijJE7DTPAoWMZYFbgEDIGf9d6kfnSJ/wUc+J80KSnS/AqIzFQzLcDJGM/8tvcfnXDah/wTN/aSub6eWD4YfZ4XcskP9v6Y2wE8Ln7QM4q/qH/AATd/aLu9LsraD4Si1ngGHmXxFph8zjBJH2jueevt0xhe1fcORdjqpP+Ch3xMut8TaT4IV0DbkZbgHgZJx53QDNZSft7fEK7hkm/snwMEV9jFhOBk5x/y274P5Vh6L/wTX/aQ03UDPc/CoX0XlunlN4g0xeWUgH/AI+D0zWb/wAOxv2mc/8AJNf/ACvaZ/8AJNHtn3HyI27z9szxtqzJHNofggSOfkVhMC+TgYHm81z7ftLa1qzSyTeFvAUwjGW82KUgAnGf9Z0yQPxFbGtf8E2f2j9S+wfZ/hStmbe1SCTb4g0w+a4zmT/j44znp7VBZ/8ABNH9pK3tb2OX4YNJLNGEjceIdMAQ7gxJH2jngY/E0e1fcOUq6b+1Pr+moDZ+GfAdnDnaPLjkjViMZxiTnqPzq637VniW6uJo5vC/gJp4S2Vkil3DaMseZfQH8qpr/wAEx/2l+h+GvH/Yd0z/AOSa1PEH/BNv9pDVtWmu7X4VLYQybcW66/prBSFAJz9p7kE/jR7V23DlRFpv7WniOyZ7i08M/D+28tgDIIpV+Y5xyJe+D+VdFbftyePfNSBNG8DiVtuxSs/z56bf33OawI/+CbP7SEeizWZ+Fim4edZRc/2/pmQoUgqR9o9T2I75zxhNJ/4JsftJafqFrPP8L/tMMUqu8H/CQaavmKDkrkXORkcZpqq+4uRHZ6X+358QNsoTSfAwEQyzYnwBkDP+t9SPzq5D/wAFFPiZb8x6Z4FRMkCR0uAGx1x++5rzxv8Agmn+0m0rsPhkIlZiQia9ppCjPTm5J/Wrl5/wTf8A2j5tM0+1h+Fohkt/M8yYa9ph83c2QSPtGRgcdT07c0/avuLkR6Hb/wDBST4qtdSW/wDZ/gVZIwxYFbgY25J/5bdgDn6Vbt/+Ck3xRkVmNn4FEakAvtuQMnnGfO9q8y0X/gnD+0fptxLLP8LRchoZI1U69peFZlIDc3BzjNUl/wCCaP7Sq5x8Ocf9x3Tf/kml7QfIeuN/wUd+Kz3CW62PgZZW2ldy3HzbuVx++7gj868j/aE/a48c/HDwfbaVr0fheOw0/UIdQU6QJfMMiq6qCWkYbfnOeh6c1avf+Cbf7SN3MjJ8MzAoijQr/b+mtllQKW/4+O5Gcds06L/gm7+0dFpN9aN8LVlmuChjuDr+mAxbTk4H2jnPTqPxo9og5bHzXqPiC2vrW8DafEl5cTeb56MTt9eDk9c98fN04GCvpFP+CXv7Q32HzW8E4uNhIg/tbTyd2OAT9pxyaKzcij906KKK5ywooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==) | ESM 2713 x0421-6 010203 O2 gods-bund
Keramik, bundskår |
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) | ESM 2713 x0286 010203 O2 gods-bund
Keramik, Bundskår |
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UB5ztMG8xcgjtjHFXY7l47mV1YSlAWx0DViagZRM0xjaJWxuRe4PT9auGujIn5GJb6lLZeMLW/sowsvmJHHGv8AGScYP1/rX174XuBJBGrjqQcelfI3hGYWPxKsILiBmDudqsOVYKcH8Oa+qPDdyY3Ve2eldso+4jz5S949c0mXevrXC/tRTeX8A/FvOD9mUD8ZFrrdCnGMdq4j9qyQL8AfFZ7GGMf+RFrKlH316kzfus/ODwqqppOpXJto5/K+YeZZRzLwM4LM6lR9Aa5e+uheXEk/kxwFjnbCu1B9B2rqPCtmb3RdSjSOJpXyqeZHbHkr/fkYMv1Wo7XwELjW7iwbUFkS2s/tkslnH5zfw7lVcjcRu55xhSa+u5kpO585ZuKscvbw+ezZkWMKpbL59On1PT8aKff28VnfTww3C3cMblUnRSokAPDAHkZ96K1Mtj+ia4hEbtIo2tJ970OOn/6/pWf5u6ViAQWOOTWvdIGTGMj0rNmiEJAA47815Uj1Eeb/ABz8ZR+H/CM9nFdiDUr1THEoPzberH6YGPxr4gvmuDeIGdpS5bO6MkHknOa+kf2iLWO48bRSD5ZRbKgbnqcn8OK+f9Rkjt9Sa2bcqvyP7oHcfXNfO4upzVWn0PfwkOWnp1MW/mQSRxoQkhX7sfRif5VkarqSQQi2EaidcSSMPetW802JdVt5I5mkMY8tSHyDuIyD684rhvFV1LpOvtJ/rEdgh556cda0p0+dpeQqkuRX7shuJnuwWRlikY8knIPNJMsd5evtZWwMMv0FV5lfcsxVRGCflJIPXiqV1L9hYSoGCscnsWJrdR00MW1c0o2huFOEVTEcZJFSyW7yeXMg8xRlvl6iqnz3BEYjKyMRsGzO/tira3k2kxywlFfJK7k+YnHXioafQenUguJC0onhLI2Oe1VbyT9yWDq75ARD6e5zT7mT7RcL9ljMquVMmQOWPYD60r2zXCvJ5UaSbiSqD7uP0/8A1VVrK4ua+hHo0cC3RuM5lC/M7EZ69h0H/wBatiO0tV1xbqEzySyH96ygAdOD/Kua03T5F1Sd+iSDjjhsdePxrft76a1mIjb9xxhRgsD7+1cUoybdjujKMVe5tXl1J5ZIJLAjC5yR9c1nC1t7pmmUETAEEt0I7Y96ga5n+1b5Xyin7vY5qU3DwmaZkGz7rHr1zSjFxWhLkpFeGOSK8lO4bVXkHjGB+pqO6mkkRY3eRht+RhngVOZoZlwJVkUDJYL61LHbLJCzyvsBHyeWRnOOM1W2pHkY+l29toHiTS9Qlf7RumKNIwOULAjOe/Xn619C6ArNIpHSvmvWGkuLe6Y8SW5zsCjAHrXvfwr1abVfDum3UpzK8S7yR/F0Ndq96NzjqLlke3eHY2VV+lcV+1m5X4AeKOwMcQ/8ipXY6DepBNHFJL88g3KGGAO2AcevbrXE/tdOf+Gf/EnuIR/5FWikvfj6oxm9GfnV4dVG8N6qWSEthsFza7h8o6CT95/3xWFo2v3egXTz2hjyyGN1miWVHUkHBVgQeQD+FdJ4Vlt4fDuom7VXhYncsd1bRy4wOiyIz/8AfNcfd+S11L9nSRIN2UWVgzBe2SAAT+FfUrdpnz72Qt3eS6heTXM7b5pnMjtgDJJyTRUC0VqZ6n9E5vnkcps5GCDuBGKq6hKMqxAyvTcOQfaljV1kdVhcL5pUlyAMddw/Hjt/i+6hTb+8ywBGOM15B6x88/tPWcKw6ddx/ubxlYNIM5ZQRtyPbJ/OvlW9una5kWZ+WHGCBuGO1fR37WWqSW+padFvBjit8lRycuzZP/jg618h65qkqXZljkVxCynymwevtn6/pXnOiqkp3R6MajpxhZmwwitYZJoHf5erSHo3UDH4frXG3GpRaheAXLEyRggYwQTz3/GtzXNSNppcc87Q7LmMoYS2ZA2TgkduOc+4rzWS6nh1C2kCssQfac/dY9cfr+taYWg7NSJxVZXTi7nYWP76K4By4xwcZA9KzdTXzreJd+exI7Cr9hPbecWm+YMOEUlecj0/Gi6gWO6n8uAxJIdyIWz5YJ6ZJ5GD3q5UnFmUaqkiK1W3/sdLsyTR3yzlVBPGAOCKdDqAjvEuRJKytzINwVmP8WDVaFvux/LgElh0XHrTj5B3RRpmU/c3dce1Yum9Tb2iZD5xuJpREpQqQ25SfU1of6zBB5+6T64rOhVkmBIKbwSG/vCrC3A8+OPICLnKjCk9/TrUSiylJE8LGORWYs2B+Iqe8lZtnlr+769iaoQySR3CSK2UxkErjI9a0JpMxsokUljkjpx6jNc8ou5tFqxShvrtSUaIZxwc4z709hekE3W7A+XPYe1Tqvl2sa7VRmHDFhkfWk8tvtKtDL9oiU/8tBjd1GSAfpS+Q79CMeZdLvhTCKuGOcbse31p9hezwzJlGXZyB+PamTCW1WDc42y5fbt257VNbySXLQ/vAryHaoxknnvScW1ZlcyTKWvWUXkNPFvLgkSIe3ccfnXr3wIjDeFbD5943PnIxj524ryHWJoxdPGwQpuyWDHJx16HvXrX7OJe58MXJZcRx3siRDOcLwcfmTXVRg2rHLWkfQllapcW6Rj5SCrAjsQc1wH7YWYv2e9eI5y0A/8AIq16PoMBbaSDXnn7ZimP9nrW/VpIB/5EFdUKdpp+ZySn7rPzr0W6jj8K6lC0zJI5YhPtcaA8L/yzKFm/Bh09qxdH0K98S3yWdikT3JHCyzxxbucAAuwBOT0HNdJ4b1yXSPCd/wDZtTms7lXLJHFetHk4HPliMhv++x/jT8O+PDp+rXV9qcM9/NPAImuI7gxzjDA8OQ2MqNhwAcHr6+3qr2R42mlzmrqzlsrya2mULPE5R1yDgg4Iz0opLqZJ7qWRE8pXYsEBJAz2yaK0I0P6JhlY1ADEAY+bkioJot3JH5VamYqmeB656VX6r6mvLPUR8o/tgeG7vX7zSjbwk28lvJFJcRvjIDZC+xBzzn+KvjbULdNP12G3uQbNRIsbTlGcheASR379D3Nfpl8btN+3eArzbDvkiZZAyjJTB5P5E1+b/wAYNcivPEFhZ2KLJNgGTyVJYSZI7cjOBxXLFv23J0Z1aey5+xyHjLRYLeRjaTyai6OxYp/q2QY2sM88jqCOKt+ObGxTwnoX2a3kW92tIz7soEBxhhnIYEHnOCCD3rO1jxVc2WmrYSSQrJG5w6RqHBPUM2MnrjmuJm1U3DCJiSFOOCfzxXoKm7p30RxuqmrdWb1jrM8cPluqA5LDdyMVfk8SsyJlc7uvHXmuQvVuLJis4AjJPRsj86SK48+7QIrKnGTkU3FP3iVJr3TqItYQNiQ7UPpwRxU15q9u1wsg2tIecqQFArl7q6mhmMHlK4B4Pc1HI8mVHlMjYzjHSo5EVzSO0W+YRRwlQSJTGCgBbOAcD2qaS8M0IO9VJHGeOg/nXFQ67PYq6LtDHnJ5OfrUU2uXF0q+YTIEG1ef0rL2Tuae0VjtYbgK4gR/MSMBwzHb+A9at6pq1lJuEZMbbgVAbKKhwD79a4zTbXULzbJHHvjUjO8jaeeh9qs3Gj3n2nMaRE+pPFYyhBS1ZvGVRq6R0F9fSRXZSF4pz9392xKt75PY1Fb6iYrZnaTaT1AHTnt+GaxJbSaSfcpjJ5Vlzwv+TVG4t72KMNMrRp2XINRyRasmXzSTuzpDqb3B3eacqvHPpVe41towCo3SYxhe/JPP51hXGoIwjWEM27lgq9P8aptc7dmQ0Tf7fGatUyHN9DoJteZZ1cLhVXBAFfUX7L9u2oeB5J9rCJryXYzdSOOfzzXyJbuNUuILSI4luHWNETnLE4GPQk1+hHwd8B/8IH4D0rSmA+0Rx75z1zIx3Nz9T+lb06a3sYVZ6WuegaNaiNV+leR/tvMsf7Puqg8Bri3H/j4r2jToSMV4f+3Y3l/s/wB+P717bj/x4mtLWkvUxvoz8/NAmWfwjfWZ1UWMUrncstxcrH/DyY0jZD07nPSuInjWGeRBIswUkCRM7W56jIzj8K7HTWkj+H9/hiI2fkBroA8r2UeSf+Bc/pXGySGaRnbG5jk4UAfkK7luzheyEWihaKsg/ovmQSwlHQOjDayn071XaLB4J2joKnDjH93J6Gk+VRjpXlHrHOXnh+K41xtSYSGfyPspXzWMbRZ3HKfd3ZzzjOO/avm/4ifsQ+E9e1a/1TTru90u5vJPMMUbBooyeojGAVyT619WzY2nBwT0OKq/Z1Vmbrnk80RlysTV0fmh8Tv2H/Enh+Ge40JxrKphkt/9W/vwx/qc186+IPAXibw6qHVtBvtODH/WXFuyA4PYkc1+1dxaRzSbmT5sY5FYeqeE7HUIHSaBCGGGUgEGuiNZdUYypvc/FlYxPCfMmyVOI43yQfX6VNcLFbxusqvA45wBuGf6V+nXj/8AZJ8E+Nlme50aGK5dNouLQmF19CAvBP1Br588VfsC29layDTfEd/FMOIxcwK6E54DbQD+PbNX7s9mTeUd0fKNvDaXDwbJpBNj5klTGfTBrRuLeS3tlVN7ydpAxJUZ5ruta/Z08b6Drn9lQ2K6nMsX2jzLcnZtHGN8gVd3PQHNcV4ktdS8Nu1rqGn3VnKGKskqMF4OD1GCM9wawlGV1Y3jJW1Obt7WO4ugkzY3kncvIHpkVMtjBbqGlmGxm5VefxzXW6fb6XcaT56QRJNnq4zz+OfeqetPYNDGba2SCUjLBcEH6msHWu+WzN40dOa6Mp/EpsIUS3woGQQfX6elZT69dSOJDNIMHKqTyK1P7F+0WrzMicj2Bz61kzaL5cyqf3agZ3t8wPNXHkZMudadCe11Rfneedi7DAXr+tOa+hWF97s0h6ZPAFR6f4R1PXtU+x6baTapJgN/oUbSYB7kDoM17n4J/Y31zVo4Jtd1GLSIjhvJRfNlI9DyAD+JrVU09UZuo1ozw3TUljmWWBQwfIHmdPqK9I8I/Avxb4+kRLWwa3tvvNdXAMUZ45AJGT+Ar6x8BfArwb4WWNrTToNQvIG2NdXY81w47gHhT9AK9atdMaThE4HoKrkV7sj2krWR89/Cr9lPR/COoadrOryyajq9viVYcj7PFJ1yoxliD0J+uK+g4YOigVr2vhyeTHy9+prXsfC7rhmAzQ6ijoRyylqZljaELyK+fv2+ozD+z/MD31C3HP8AwKvqyLSVhUZr5i/4KIKLf4B8cFtTgH6OawU+aa9Ubctos/PDRNln4HuLybSxfQrId3mx3gjPIGC8cix/mM1keHNR0mTVdUkvEj0u1nsZo4o4kaUJIQNoUMxPJHUnitfTdDn1XwLL9k0q5vLqSQ7ZIbGZ+jDP7wSbPw2VwLxtHIysCrKcFT1FekrO6POelh6/pRSLRWhmf0VtIBk5JqNpht68V8Jt/wAFUfC+1T/wiOpYI5xcpkfpUf8Aw9O8MnIHg3Us5/5+U/wrzOWXY9Pmj3Pu3zO5NRO4INfC3/D0vw3uAPg7URn/AKek4/So/wDh6Z4bZsHwZqQ56/aU/wAKjkn2K5o9z7maQDFQyMGBJr4ck/4Kj+G1Y48HakQDj/j5T/Co3/4KieHHAx4P1L/wKT/Cp5J9iuaHc+3ZEUqQM81QuLYuBkKR3z6V8Wf8PQ/DvOfB2oj/ALek/wAKj/4eg+G26+D9RH/byn+FHs59g54dz7HutDtbiMh4FbjHFc5qnw+07UIZEeFXRuquoKn8K+V/+Hnvh6QkL4O1H1ybuMf0qu3/AAU58Pycf8IfqA9/tKf4VS9qtkyX7J7tHsWp/s3+HZJZG/sTT5ndi/mfZ0jbknAyoHTNcvqn7KPhu8VlfQ1Qn/lpDcSBh9Pmrz9f+Clnh5cAeDr/AG8/8vKf4Uf8PMvD3X/hDtQJ/wCvlP8ACq5q3WJFqfSRtzfsg6UjN5N/rFvFjHlo0ZH5lM1Lpf7JXhWzuUlu4dR1MoMBbqY7eeuQgXNYH/Dy7w9tyfB98D6faUyf0qNv+Cl3h9eV8HXx9vtSf/E0JzvdQH7u3Oe96D4Ag0WyFppemRafbqMLHBEEUfQYrorfwpOQrSFYlxwG9TXzEP8AgploR6eDb8f9vaf/ABNV7r/gpD4bvl8u48FX08QZXCvcoQGU5DD5eCDz+FDlVe0RRVNbs+xLDwjHHtZzhu4xW3Hp8FqqKAfm74r4qX/gpvocahV8GX5x0zdp/wDE0v8Aw8+0bv4Lvf8AwMT/AOJrJxrS6GilTXU+5okRcelS7gK+Fo/+Cn+jPkHwXehscf6YnPt92mn/AIKeaVty3gq8Ttj7Yv8A8TUeyqfyle0h3PuiSQV8j/8ABRy6/wCLE26dC2qw9f8AckriJP8Agp/pfbwRd/8Agcv/AMRXjP7TX7ZFr8fvBFroFv4cm0kw3i3RmkuRJnCsu3AUf3v0rSFKfMm0TOpDlep4UkUcfgFpvIbzWfAm+xr/AH/+evmZ/wDHPb3rj92TzzXdv4k8K3ngvTNJk0ubT9Qh3fa7+3hilaf5iQQWIZeMDg4qT4f2miSS3/nLa3FuLqFHOpFEdbMiTzXQE/f4T7pJBxjrXpRk7NtHnOKbSTOFUDaTn8KKGxvbb93PFFamR6Ra6h4cbSGvn0+NhG9vbmHau8sLSRHcDPQy7WJ+neq6eJPDHloG0rBESxtiNeWFoYy3XvLh/wBetcNG5VgRjg555FWNPVLrULeGZzFDLKquyLnaCcEgdzio5TS532tXvh7R79rWXTsv5W5mRQQfMslCd+0p3/rUNnqPhzVZp4obFINsN3KplUAHFqBGBz1EisR7sKZ8UPCNn4XuNNmtpncXkcgMUlys7LskKK24AdQo+XHBBHsPP2JX+tSldXuNuzO1vPEHh2ZbjydLMZka4KfIo2h40EXf+Flc/wDAqvavPoI0lr+DTwkN5PdxwKFGY8GEpnnsCw/GvO8nrXd3nhuxj+HdrqtvJLPJuQSyfak2pI5fKeTjcOEHzZ5/kNJWBO9yO41rw3dz3CQ6b5XnPMIiygBN0yNHnnjCBl/GjV9S8O2d9qFsunhvLMsavGAVz9qDKRz08oMv41xRYBvU0MPlLHrT5fMXMd3Y3OgahDqF3HpoSKzhEjqyDJzegjHP/PJgtZ9rrnh5JIN+mFgpQv8AKOQLhnbv3jKr+FSeDfCFp4g8K+INQn1SbTmsGiB2xbomVlkOG5HJZFA9z3zxxhb5jikkm2rju7J2O7a90DTxpLS2SzpIIJ5QgBO1ZZPMU89Su0fhSaBNompapp1mNNy8k1qrFlGCF8zzQTn+Lcn/AHzXC5PrXSeAdJt9a11ormR40ht5bgbJfK3FFLYL4O0cHnB9O+aTjZN3BSu1oW4tb0CNl83Ti5XyA3yjnbE6yd+7lD+FTR3ug/2T9q+xL8rRwGPA3lvsrKzdenmYauZ163is9YuoYIriCJXIWK7x5qezYxyPwrO3Gny31FzHW/23oHH/ABLmzsZT8o+8bYID17S5erWuXOi6TqF1aGwHmIZgGVRj5oEWPv2fc341ymi2D6rq9lZxxmaS4nSJYw4QsWYDG49OvWtz4g6fp2m6pbrpq3nlvAGeS6cuJH3MCyEqpK8YBIHQ0W1sO+ly7HfaDqX9peRYrblVup4/MAHykRiNRz1BD8e9Q32uaBM195GlmMSmcw/KPkDSIyd+MKrD8a4/J+lSwSeTIsgCkqc4YZB+oPWnyi5jt9XvNEt7eC8j05Y4b1JniRUGU/0vIzz2jVl49ahttY0LUNUtoxYCJJJFjLSBQq5ui+Tz08shfwrJ8Q6HJpuj6BeYm8i/tWlDP9zcJXUhfwCn6mufyTxSUUNysdcus6DazQJJpnm+VLH5pCghws7s2Oe6FV/CoLxtOuvCc9xb2ixTRT20JcgZJKTFvwOF/IVy+a7VvC9kvgQ32LkXJtlvftHmfuWJuGh8rbj72AWznseKGuUV7nEMabSkjHStzwrotprVx5dzcJAFnhDF5ljHlEkSNlvT5fzrW9kR1sYqntRXXyeHdNtbFxK8bSLbF5J1vUYxyBcqgQfeycKevXtg0VKaYWsfuJ/w7F/Zo/6Jr/5XtT/+SaB/wTF/ZoVgR8NsEd/7e1P/AOSa+pKK0JPmbUv+Cbf7OusTCa+8ATXkoUKJJvEOqO2B0GTc1U/4di/s0f8ARNv/ACvan/8AJNfUlFKyHdny3/w7F/Zo/wCia/8Ald1P/wCSauSf8E3f2d5tNj09/AVw9hG25LZvEWqGNTzyF+04B5P519MUUWQXZ8t/8Oxf2aP+ia/+V3U//kml/wCHY37NB/5pt/5XdT/+Sa+o6KYj5eT/AIJl/s2RwSQp8OnWGQgvGNf1QKxGcEj7TzjJ/Oo/+HYX7M//AETX/wAr2p//ACTX1LRQB8tn/gmH+zOf+aa/+V7U/wD5Jqax/wCCaP7OGmXSXNp8PZLW4j+7LD4g1RWXtwRc19PUUhny9N/wTK/ZruZnmm+HLSyudzO+v6mSSe5P2mo/+HYP7M//AETX/wAr2p//ACTX1LRQI+W4/wDgmL+zTHIrp8Nyrqchl1/UwQfX/j5qxqH/AATU/Zy1a4Nxe/D6a7nIwZZ/EOqOxx7m5r6coosh3Z8s/wDDsH9mb/omv/le1P8A+SaX/h2D+zP/ANE1/wDK9qf/AMk19S0UxHy4/wDwTH/ZqkVFb4cMyoMKDr+pkKM5wP8ASfemf8Owf2Zv+ia/+V7U/wD5Jr6mooA+Wf8Ah2D+zN/0TT/yvan/APJNT/8ADs/9m/7GLT/hXkptQ28Qf8JDqmzd67ftOM19P0UgPlj/AIdf/sy/9E0/8r2p/wDyTR/w6/8A2Zf+iaf+V7U//kmvqeimB8s/8Owf2Zv+ia/+V7U//kmivqaigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k=) | ESM 2713 x0315 010203 O2 gods-bund
Keramik, Bundskår |
![](/grafik/intetbillede.jpg) | ESM 0450 x1180 010203 O2 gods-bund
2 Bundskår |
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) | ESM 1566 X039-k1 010203 O2 gods-bund
2 bundskår |
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) | ESM 1566 X464 010203 O2 gods-bund
1 bundskår |
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) | ASR 708 x41 010203 O2 gods-bund
1 bugskår med ornamentik. Sammenlimet med bundskår med samme nr. (foto viser det sammenlimede karfragment |
![](/grafik/intetbillede.jpg) | SJM 979 x0714 010203 O2 gods-bund
Bundskår.
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) | ASR 1438 x025 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ESM 2676 x104 010203 O2 gods-bund
Skår af vakkelbund |
![](/grafik/intetbillede.jpg) | ASR 1593 x004 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 682 x5 010203 O2 gods-bund
Bundskår |
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) | ASR 1682 x001 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 1682 x004 010203 O2 gods-bund
Bundskår
Flere forskellige kar. |
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| ASR 1593 x014 010203 O2 gods-bund
Bundskår, sammenhørende |
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gjRmk8xYxkhRlgOmffHQdK+dr5piMVHllKyfRH0+GyvCYWSnCN5Lq9f+Ac1e3kOoKs1s5mLNt3FCoOGw2M4zjB6ZrNkgKszeUzR9Plb5mXqece1aesWaWunRm0UWLYJjLxAMucZwD3GBweuADSLbpNbP54ChQygoMDbt798nn8xXNCXY75w7mNp9i8c0ZLSKuRngqeeh+tbd00k0QSNQCGAO7OT9P8AOKqXnl3EK+VA05Oxo4oyVH3lyTngbep9u3Y34ZlhwziMx84TnIx2A6ipnUKhTsQM0TrGhLqoO14+fmGCCoxzzx+VJDDcyXRjhs447RkYbJHwVPqFwfrU1rcNeeZqBt2hlGFVHBB6ZOF4OTkjnH+Nma2K2sssaESFPlHqeM4B9h09qwcjRRMS3a6VZ7K8lggaRiu6P5lGTjA45I9+56dqtR3n9mhIVn2RqoRUZAR6bgeg7cHPOOtN1yE3druUA7DwQ3f8OnWsG31IW+rRxXMkOXiYZkkYEfMOFGeuAc/T8tLKSuZ3a0R0upW76rdxgQDzIgQJA3DjuM574Xk9xVDxM11PDcW86fKjbi24YUkHgEdTn1xwfTFbcd559qDZkFmjCNJtBG3OOg9MmmagirHJFaxHavXBxz9O/XnJ9KmnJp2JqRT1PMZtKn1bUra1h/dLAAXZRyGOeeOegP5j0rtdLtbvTY2N0PNjkXYjxgEk84Bx06nntzVfTY5RqeDHIs2wNNuTCsGJ24yDk53d+O/XnZWWG784q4kRWy/JQQt745Ixz/8ArrWpLUyjHQ0bO7+zwyeejeapLBMZzjt7cY6+tNZUv7id/JkQA4/AY6D3OarvJOtm32OCZrvYfLW63LG2MZWRgCFPYE/rzVu1vpWtY2vYkt5pPv8AkyFlQ9TkkDOMYyO/TjmuZ66ovbQzZrhZLoqrRExNteMcsp4IB5zyOeexFe46HpS6T4HgtAgTZaEsuc8lST+pryXw/wCCZ/E2rGNBHHatJ59zNk55ACgYHJIHc8Ac+le8X8eNPuFHTy2A/KvscjoOMZVmt9F+p8vm9ZOUaSe2/wCh+Bt9ajVvDemW8Nz5Uhu5I0huNyI25lHysRtB7klhgCue1KwXTdUurMP56QStGsijAfDYDY9+tdPqSQN4Ps4pLomVbubZbogOOVyS2cjpxwe9c0yqrBUODwM9a+wSPipbiLamNvmKhVG4+porRNuQqFiSzfNtH5Cir5ST+j6svxQpbwzqyjvaS/8AoBrUqK6t0vLWa3lG6KVDGw9QRg1yyXNFounLkmpPoz5dtfORSIkRnckBiT8q4HJPr7e1XLVH8x2kmLspK7f6/qatanpEmg6re2twdjxOVXHQrj5Tgeuc/jWZeaoLLzpViDhVBZlG45x2A5z0r8gqQlGTg90fsSmqqU46p6j7iSKOXynGGccRqDgnp9M1Da3Ecl19nk2k7RlWII3DsB7Zz1pIjFcSJJIWkfpzyVPHHt1/WkknjuGESunyudrYAYgHBAzzjPcf1qU1HRmvLdWRlXFlctqc5ncOm3EaqwOzI9Mcd+Mmq32WRpMsCqFdiAMfXJ47Yx6d62LmPZdeYW8wyEDaOi4zgn26026jWOaMngE8gHJ/T+f+NaxndltaGfaW83lltixKeu48KOSc+/X860IbUCMfKd7cs6L97I6/Tt+FVYI8zCNd4VfmJz19MnvnNXGyYWUq+d2DsPOO/wDhRN3Y4rQozWYZ4zG/lg8sink54H6/yqleXE7hUdiUU7vlXAGQM5/+tTpdQeK7KSxmWaPggDCjJIGPXjNV7ndJlbiZQuNzRKegPIGR2460XsQ1cpSTDT4UhmG25kJdVcEl1BXLAjOPvd//AK9YtxCt7NM8iBbhzlXcZ2qCcAeowcce/WtSdYZbqBggIKMmByoyOf5dfpVhdOiU5jymBnJfIHXOfy9MVqpJLUycXfQSzhmazaBJPIWLLeZGRuOORtU8Drz16mt7TbNYYVi2sAEB3YOfrn17/WqNjbpHjJaPccbzz1/lz3rW08m3UysBIZeePT+Efr2rGVTsHIyjeRi2vAWAyqMxYjJK8EDOfxGevNLMssszC2KqJRyThiccN8uR6+pp13qkUEkvmMCOiqQSzE9AB1PfpWF9pu9NmjmEzG3dRvjlUFYmx0HQnAwP/r5rHmb3NOSwXC39rqMUSrPDZZXy7u3cZznJR13cDCj5sE4GO+a5zwn43udavryza7S6eEyeW81qY2zv55BxtwAvOD0ySa6OPxBNcSWsQUTxRozXDsSHjbHBI6ZHHB9ak02OOPydNsbGNXlkAVXA3CST5zt29GJOTjgZFbR9/wB22plL3NT3r4b6TLpvhuxS4EIunTzZvs+THubn5SQDgDA6DpXU3yZs5h/sN/KoNDshY2MEA5EUaxggegxV65Tdby/7h/lX6xTiqcIwirJH5hUm5zc27ts/Bi4vo9I8P6PPNpttfxDUpGzIzZbaysykdMEcc54Nc94lvoNW1u7vrSxj06CeUyJawnKxg87RwOnsBXW6lpN7q/h2zt7DT3dWv5I2ulVdrEsoVSx+7ycZOByK5DWNLutJ1CezvE8m4t5PKkj3A7SO2R1xXcjy5D1PlxxKDkhScH8eaKfaxC5br33MT1wP/wBVFaEn9GlFFFcgjyP4yaZ5OqWd6jeWLiMq5xzlcDP5MPyryOSQ2qvCF/d5AVUH3ck5yfoc/wCc17j8bvKg8P2d0wzMk/lrz/CynP6qteBTzmaaK3yHLsGbacdTzj2H16CvzjN6XJjJ22dmfqGSVHUwUL9LokjkWJWAkmjxIfm2n17EZ6n+dS6MGkklVoy0kZIB3Akjtk/SprW3uIrgM/lzRB/k2nOV5yceucVdjkgmdntpYzJkxjJyMrkEcdwQfxHtXhbnvc1tCX5JUUbcx7fvbc/zHFQu8SF3z+6VAPOPX360s0h2BWZWCEAgDknOf5VlagriZkFv5kTHeSep9T7dvz/LWMSS00aTSKoZQv3g2R04OR6dxT2j+zsNh84OdxO4s2OnHrzVKG4a6hjLRyKeCHbC5ycgcfr9auvNBAsTyKAzDarMvJJ9KJFxTvoV9paaWSOCRS+MnC/eA6msDW9t1kpsDKn32B645B/z2robi1hWRsySRyjAxkkCsi/tUjWWRA07ohPyqS34e+M9ahN3G46GIlu8kiFJdjYG/wCXjqOg7flWtZyeVcOG2Asu0MQM9+Dn2/nVGxtlkVZCGQv8wHKHvjpyMA9KuzWamJMyuIgpBVm3A59SRn9alvXQEtNTVjjH8EmGI+XB46df07etMeMcNHJJA8XI24YHt054z/KsaOG6sII1gSby41b5IiWO3tjJ47dqs6fqFxNBGZIGMwXDOHVinb5+mOgPAP4VHK97hfpYdpMsN59tWS5W8dJsGZcKeVBGNvb/AANOt2G2VGHnRIxIbA4Iwfrxjr6VWtY7dpLuQwCC4lPmZC7SQOhPPPOT+NNjvzDH5QWMNIQpVgRtLYABB9ePzpddAexha/pkHiDbcQ3T2dyrsBPAcHjgKf0GPc/Sr3wMsdaj+I1paX+LiyyXS6iIZCyKxwecj7p4xgYH4uvraBZI3Xdh2C+YXGOM9vxIP1Fdx8A9Ef8A4SrXNQaWURpGqpbyfdVnJyyd8fIw56dK9nLYOpiYQW17/dr+h5GYVFDDTk+1vv0PfIV2ippB+5k/3T/KmRfdqVxmGT/dP8q/S+p+cn4MapHt8H2bJcvDJHezuwO8DGRgpxjPGTz6VyGoXVzrF9JLNNJNJKxZ3lYs7MTksSepJ6mu31FtNk0CzTUL6SKIajIPs8MaEhSyh2LZyOM4+VuRXLaktjb61fHTZZbixDslq8ow7KTwxH05/GuxHny3LmlwLDCGI+Y//roqS1uQu1XGQDwOnOKK1RJ/RDRRRXEI+df2s/HI0VdC0u3fMzGS4m25zGoACknoB1P/AAGvC9F8V+WZZC6CWNf3fmMCN3ORz/nj3q/+1FrV9H8UNbtpg0kULR4VThthRWH4YNeW6dZXElmsttbO0khwE2grsxz+PHr618bjYwq1Jymtb2+4+/y9yo0YRg7q1/v1Pdv+E4tWthM5w6rhsc5b+mcj8PrWDpfjBdQlW1lnMPzcDYF7kgk+h+mefrWXofhe0XSw06zG52/NubGGHpycfUfzqebTdPuMeXCQFPmblU7iOMLx246V84+VNpH0N5WV2dzHfxuxSU4aLDljnBz+nXNUXviMMW27dynHUcknj/PSuY0/xCyNLaYzJGOWVgMJzjv9e3aqnmwWeqyajFczn9wElhWZmhVN+fM2ZwDk8tiubllex1xqq1zt5PEDWsKSXC4CYj+U87QO2f61Sk8QRrGpuF3KxCEHLZz0A45/+uKyc/vssWwCQGb735Y4/LPHcVWkuGtY5CYiZOSsQAAHPqT1/KrS7l8y6HR3WriO3fy2ZGwRvxwMj04z688e9UrrxA0MEKuFFwVGdgJBbHUdPeuVe/YTs014sOf9WFYFzwOMEYx9PWs++1C4kmjmhPmQr0Zz6jr7jHTiqklJ8qKV4rmbudppWoIWmeYY81gztKQPmxjgdAMY71pw3VpI0bNKyozDK4z0HPqOuK8hn8QXiyRxRhZZWYKoXIboDkjHTANbiXTQqHmWSPy4GlncthODkjd69fbisJ0rIaqKTsj123a2VQkdwrc/KoIJI6dPT/Cm3VqkEeVyqgAArknHT0rg4dUnsI455JEhihXdtnkH7vAJJJ6AY/Hr0p83xj8Kw39mG1SC6vnDIfsxMvlqV3EnbkAEqo5/xrKNN72Ib13OlkhE0axySbpV4Wb7u0nuBn8CO/eqky/ZYZ3e2E0qDcsiKu9toBDlCR3/AMisu28WaPrd3cyW97ASsar5c1wowecDbn5d2RyT0H55OoXH2pZJIj9pn8rzIY1cOSzFjv64CjH04A74p8rD1NKbzbjTlnubGbaQHNuuDIg/2gTyRjPBJ5wBXrH7POix2em6nqNsW+w3Txxwq6kMNgIYkHuS3PuDXj+jtqF1b2/kzTXt1MI4o4XhxISSTgkHrhwPQbTgnt9R+C9B/wCEd8P2dixDSqpaUr0Lsctj2ycfhX1GR0HKs6rWkfzZ8xnVZRoqmnrL8kdLCOM1O3+ok/3T/KoY6ssv+jyf7p/lX3C3Pij8DfFUzN4VtUNrC6TahOI5wW8wYK5AA4598/hXHIZbW7cTo0U0TYaORSCpGeCD0rsL7UrzR/DtjqNhayR+Tqcjtd7Q0ZZXVkB9MEe2a47UtWk1LVZrqRER5H3FIhhV9lBJ4HautHBItQ3UjSAMSzkjj3zRVFZyt0HBxjnP1oqyD+kuiiiuUD5S/ba8Mi2h0bxFHbNtctaXE0KncGA3RscewYf5GPBvDOqQa1pNmtx5bXUasBH5x2knvgEYOBn5unPvX6M6xpNlr2nzWGo2sV7ZzACSCZQytg5GQfcA15tH+zR8M9P1GS+tvCdrFLKu14xJIYT7+WW2Z98V4mLy36zLmi7H0WBzT6tBU5RufJNlqUlxYxG2Z50WFQkChfvd+R7YHXHX3xpR6lLJGI4BtlUhSjLtIbqRnpnp719d2fwx8OaPD5Wn6LZWqDoI4Vz+eM1MvhW1iPyQqv8AuqBXB/YTl8U/w/4J6f8AbSW0Px/4B8mN8N/EfiBYzY266bJk+ZeTAjevOOMAsfqMcnmr+l/syi3c3lzrup6jqrR7GkuZB9nbkH/VYwBxxzkepr6qXQYl/gpy6PGp4UV6VLK8PRg42vfuedVzLEVJKSla3Y+fLX4J6lNtV9TjtlyMtDCGfA7AnGK6e6+Bek6lprWpNxEWwTL5hLHnJ6+vtj2r2FdNRegqdbRV7VpDLcLBNKC176kSzDEzabm9PkeIWn7NuhQIsUt3qFzAriTy5HQAkYwMqgOPoa6KP4O+HreIxx6dhCMf66Q/+zV6h5C+lI1uOwrWODw8dqa+4yeMxEtHUf3nmcPwp0O3YFdMhYjoZQZCOMfxZq0vgGyTIS0iQHrtQDNeg/Zx6UvkCt404Q0jFIxlVnPWTbPPofh3ZKwK26L9BXnnjj9jP4f+MILua2006BrMzGVL/T2KhZccMYifLIzyQACeeQTmvoUQj0pfLHpTlCLVmtCVOUXdPU/PXxB+xf8AEWxvJdKsra01rTyrOdSjnjgS4wcqkkbvuDHoeo5HzAVr+Gfh74/8K3aaTBoGsS3jEovnxboFU9vMzswMfeyRX3n5YpfLFePWynD1u6PZo5xiKSs7M82+H/w1/wCEX0+3a8EN1q2CZLhU4TcSSieigk+mepru4rMpxWlHGKlEYr2KVGFKChTVkjx6ladWbnN3bKUcB44qzJHi3f8A3T/KplQClnXFvJ/un+VbJWMHLU/n7vtPttW8P6dA2oJbStqMqeXMCF+ZlXKnG0Y6ncwGBXHa5p66Xrl5YQXIukt5DEJwu3eASM4ycdOldJ4slWTwTZlpCP8AiYXHlRqM4OV3ZOenTGPeuEhbEmPx+tbnHLc0cjy+eqnH9aKrxziZTGR82cqfeimI/pWzTabvFJ5grGwWH1HNytBkprSAimWkVmqM1O+KiOM0zdERFNqU4pjYpMdxtFLkUhYVIxKQgfWgsKTcPWgYUUbhSbh60gFopN6+tIZkXqwH40APFLioTeQL1mjH1YVG2sWMf37y3T/elUf1o0HqXlqQVlN4o0eP7+q2S/W4Qf1qB/HHh2L7+vaYn+9eRj/2agVmby0l1xbS/wC6f5VzzfEjwnCPn8TaOmP71/EP/Zqoah8XvA8NrNv8ZaAh2N97VIB2/wB6mTZ3PwS8QzR2/g+yLadBIZL+fF0xO/gqSAAR9PmB68Yrk9UuILrVru4tbY2ltLM8kVvu3GJCSQuQBnA4zgdOgrtbuxuta8K6bZafJNIZ9Rkjkh8wiHLOqxnHTqetcXrFjLo+pXFlOUaaByjFDkH0I/CtTle5XWQphx17GimLlgB1FFBJ9av+0h4vwJT8XfHJhAwQt/IH3fTzPu+9UL79pXxpb2+nu/xa8bM8yl5Vi1SUmNcsuP8AWdcqDg9iDXz953UmQnHbHJrZ8bfEK58ZeR9ptIIHikaQPDvB5SNNvzMQFHljAA4ya1diuZ9z1eb9orxrNdy2yfGHxyJBceXHL/a0oiKZGWLeZ6Z/Sqq/tL+KpPtQPxd+IAjjiDpu1SUM7lgCo/ee+foDXj3hrxRdeFry6ubSKN5Li2ltS0hcbVcYJUqQc4/max9e1ZtY1i+v2higkupnmaOLIRSzEkLkk457ms3YOZ9z2ub9ojxX9ls7h/i54/KyF0njXWJd6MoUggeZ907jz7H0qnJ+0V4q8i3B+KvxAmklfLourSnZHvIA5k+/gA+nNeS3Hi6eXw3Hoz2tqYoypW42t5vyvKw53Y/5bOOnQj0rO0HXpvD2sW2o26q80DblWQsAeCOqkMOvUEEdQQajQfM+57NffHrxHHfX1p/wtPx05jkZIJ/7YlMTgDqSHyQSDjA6EVFD8ddbumuZT8R/HxgggEhV9WcO7b1XA+fGPmB/A15F4s8SXHi7XJtVu4YIbiZUV1t1Kqdqhc4JOCQB7U7RfGF5oOj6zptvHA1vqsaRTmVNzKFJIKnPB5PXI/EAhaBzPuenD466xJb2ck3xB8cvIxYXMa6q+RhRgr82MEk/kaZffGPWLeC1MvjfxszzHzcf2o/EW9gAct97C/TmvGQevNbPiXxjfeKo9IjvVhC6ZZR2EPlJtzGhJBbnlucZ9hRZBzPueht8WLy5vbq3j8a+MJBuYW0z6o+xsL3Gc8kHHHcVW/4Wk0zTSSeJvGBhjjBVW1Rt7uSOBz0xk/h9K850HWn0HU475IIbl41dRHcbtvzKVz8pBBGcgggggGs95MrRoHM+56inxAmXSbG+l1jxS6NK0FwRqD7dwRT8p6cljx1wKzbjx3A6xhdR1+eR3yc37fKu8/L7nbjnpk1yf/CUXv8Awiv/AAj26P8As77Z9uI2fOZAmwfN6YJ496zIZnhkSRGKOjBlZTggg8EUaBzPueiap4itdN1XUrG4l1yJotyRGe6dSGCnBZSAeTj6A1Fb+I9Ku1uZ2ttVaCCEFgbtm3OXUD5gPl43HnriuN13XLnxFqtxqF2IxcTkFhEgRRgADAHTgCn6b4i1HSbDUbK0uXgttQjWK6RcfvEVgwBPbkDp9OlGguZ9zof+Eg0P7LaM1leS3CuwnX7WQGXbxg445P8A4771Y1S80zSoYDLol9G13GtzDJNO8f7sntlfnGAfmHBzXDbq0NU1y81w2hvJRKbW3S1iIRVIjQYUHAG7A4ycnAHPFMV2dtpGoaNrmszWNhoF5deZG4to47mRpCyqxB2gfxYUY7e9Z8PiTQlCM+hOXjTDL9sfErZHJP8ADjk8Z61zmj61d6BeLdWMgiuNjx7iiuNrKVYEMCOQTVMt82aAO4k1zSY9Itp/7B/eSXMgLNcybSq7SFB6E4fB78A96ms9e0jUtYhtbbw6jrcGONVa4cGNiAGIO7GM55J6DnFcS2oXMllFZtKxtYpHljiY8KzBQxH1CL+QpbO8m0+6iuoJjFPCwdHXqCDxTAsaostjqlzDte3khmZdmcNGQxGPqMVVllkmmkmlkaWVyWZ2bJYnnJJ6nNXrTWoxqFxdX9t/abXCt5nmvhi7HJfODznP51Dq2qR6nNE8drFZhIwmyEAA8k5OAOeceuAMk9aAK3O7LHk0VGrndnGRRTEbSz7WOdtNEzSemPTtRRTGMnn+XGAfwqi7FmznBooqAIGyeCaaqE9/xooqRjZCF6HNRGiigQjdhR+NFFUIaQTmkzRRQAlFFFADt+WyRRuFFFIB3RR60bjRRQMeo4z0p24nPf0oopiDtSr78UUUALkjAoVTnPeiigCVY/X9KKKKBn//2Q==) | ASR 1593 x019 010203 O2 gods-bund
Samme kar som bugskår fra x19, samt x25. |
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2 bundskår af magret, gråbrunligt lergods, gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 5M74D D03248 010203 O2 gods-bund
11 side- bundskår af magret, gråbrunligt lergods, gruppe 4. Yderligere et skår sammenlimet med D3329. |
![](data:image/jpeg;base64,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) | ASR 5M74D D03263 010203 O2 gods-bund
4 bundskår af gråt og gråbrunligt magret lergods, gruppe 4, fra kar med svag antydning af standflade. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D03294 010203 O2 gods-bund
5 side- og bundskår af gråsort, magret lergods, gruppe 4, 1 skår sammenlimet med D3355 |
![](/grafik/intetbillede.jpg) | ASR 5M74D D03329 010203 O2 gods-bund
1 bundskår af grovmagret, gråbrunligt lergods, gruppe 4. Sammenlimet med D3248. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D03333 010203 O2 gods-bund
2 bundskår af gråbrændt, magret lergods fra kar med markant fodrand, det ene med fingergruber. |
![](data:image/jpeg;base64,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) | ASR 5M74D D03356 010203 O2 gods-bund
1 bundskår af magret, gråbrunt lergods, gruppe 4, fra kar med svagt markeret satndflade. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04794 010203 O2 gods-bund
1 bundskår af magret, gråbrunligt lergods med svagt antydet standflade, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D03447 010203 O2 gods-bund
35 side-og bundskår af magret, gråbrunligt lergods, gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 5M74D D04758 010203 O2 gods-bund
1 bundskår, gråbrændt, grovt magret, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05076 010203 O2 gods-bund
2 bundskår, gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 5M74D D05125 010203 O2 gods-bund
1 bundskår, glittet, gruppe 5. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D03836 010203 O2 gods-bund
28 side- og bundskår af magret gråligt og gråbrunligt lergods, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D03849 010203 O2 gods-bund
1 side- bundskår af magret, gråbrændt lergods med svagt antydet plan standflade og stærkt udadskrånende karside, gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 5M74D D05262 010203 O2 gods-bund
1 bundskår af gråbrunligt magret lergods fra kar med svagt antydet standflade, gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 5M74D D05300 010203 O2 gods-bund
1 bundskår af magret, gråbrunligt lergods fra kar med plan standflade og spor af glitning på ydersiden, gruppe 5. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05394 010203 O2 gods-bund
1 bundskår, hårdtbrændt med udvendig glitning, gruppe 5. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04029 010203 O2 gods-bund
1 bundskår af magret, gråbrændt lergods fra kar med rundet bund med svagt antydet standflade, gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 5M74D D05529 010203 O2 gods-bund
1 bundskår af gråbrunligt, magret lergods fra kar med plan standflade, gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 5M74D D04049 010203 O2 gods-bund
1 bundskår af magret, gråbrunligt lergods fra kar med svagt antydet standflade, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05688 010203 O2 gods-bund
1 bundskår af groft magret, gråbrændt gods fra kar med tyk, let rundet ståflade, gruppe 4. Sammenlimet med D5598 og D5687. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05747 010203 O2 gods-bund
1 bundskår af groft magret, brunligt gods fra kar med meget tykvægget, flad bund, gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 5M74D D05826 010203 O2 gods-bund
1 bundskår af gråbrændt, grovmagret lergods fra tykvægget kar med plan standflade, gruppe 4. Sammenlimet med D3406, D5299 og D6253. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05847 010203 O2 gods-bund
1 bundskår af groft magret, tykvægget gods, gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 5M74D D05855 010203 O2 gods-bund
1 bundskår af groft magret, mørkbrændt gods fra kar med flad bund, gruppe 4. Sammenlimet med D5854. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05869 010203 O2 gods-bund
1 bundskår af groft magret, gråbrændt gods fra tykvægget kar med rundet bund, gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 5M74D D05892 010203 O2 gods-bund
1 bundskår med en del af karsiden bevaret. Samlet af 4 skår. |
![](data:image/jpeg;base64,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) | ASR 5M74D D05905 010203 O2 gods-bund
1 bundskår fra kar med flad bund, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05906 010203 O2 gods-bund
1 sideskår med afsats til bund. Kar med flad bund, gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 5M74D D05950 010203 O2 gods-bund
1 bundskår af gråbrunligt, magret lergods fra kar med svagt markeret standflade, gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 5M74D D05951 010203 O2 gods-bund
1 bundskår af gråbrunligt, magret lergods fra kar med markant standflade, gruppe 4 eller 8 ?. |
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1 bundskår af gråbrunligt magret lergods, gruppe 4. |
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1 bundskår af gråbrunligt magret lergods fra kar med plan standflade, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D06284 010203 O2 gods-bund
1 bundskårflage sammensat af 4 skår, gruppe 4. Sammenlimet med D6283. |
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1 bundskår, sammensat af 2 skår. Kar med flad ståflade, gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 5M74D D06354 010203 O2 gods-bund
3 bundskår, hver i sær sammensat af 2 skår, fra med flade bunde, gruppe 4. |
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2 bundskår af gråbrunligt, magret lergods fra kar med svagt markeret standflade, gruppe 4. |
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1 bundskår, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D06434 010203 O2 gods-bund
1 bundskår ( ? ) fra kar med flad bund, gruppe 4. |
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1 bundskår, samlet af 2 skår af gråbrunligt grovmagret lergods, gruppe 4, fra samme kar som D6495. |
![](data:image/jpeg;base64,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) | ASR 5M74D D06509 010203 O2 gods-bund
1 bundskår af gråbrunligt magret lergods fra kar med plan standflade, gruppe 4. |
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1 bund - og sideparti af større kar samlet af flere skår af brungråt grovmagret lergods, skårene antyder et kar med stærkt udbuget form og svagt markeret plan standflade, gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 5M74D D04148 010203 O2 gods-bund
1 bundskår af brunligt, finmagret lergods fra kar med svagt antydet standflade, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04166 010203 O2 gods-bund
1 bundskår af gråbrunligt, magret lergods fra kar med svagt antydet standflade, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04183 010203 O2 gods-bund
2 bundskår af gråbrunligt magret lergods fra kar med svagt antydet standflade, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04323 010203 O2 gods-bund
24 side- og bundskår af gråbrunligt magret lergods, heriblandt et meget anseeligt skår, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04431 010203 O2 gods-bund
25 side - og bundskår af gråbrunligt magret lergods. Gruppe 4. |
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1 bundskår af groft magret, gråbrændt gods fra kar med flad bund, gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 5M74D D04532 010203 O2 gods-bund
1 bund/sideskår fra anseeligt kar af gråbrunligt, grovmagret lergods med noget ujævn standflade, gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 5M74D D04636 010203 O2 gods-bund
1 bundskår af grovmagret, gråbrændt lergods fra kar med plan standflade, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04679 010203 O2 gods-bund
1 bundskår fra tykvægget kar af gråbrunligt, magret lergods, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D06803 010203 O2 gods-bund
1 bundskår af gråbrunligt, magret lergods fra kar med svagt antydet standflade, gruppe 4. |
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Syv bundskår af grovmagret gods, gruppe 4, fra kar med svagt markeret standflade med afrundet kant. |
![](data:image/jpeg;base64,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) | ASR 5M73D D02505 010203 O2 gods-bund
Bundskår af grovmagret gods, gruppe 4, fra kar med markant plan standflade og udadskånende karside. |
![](data:image/jpeg;base64,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) | ASR 5M73D D02574 010203 O2 gods-bund
Bundskår af grovmagret lergods, gruppe 6 fra kar med cirkulær standflade, der er let opadhvælvet på midten. |
![](/grafik/intetbillede.jpg) | ASR 5M73D D02575 010203 O2 gods-bund
B undskår af magret lergods, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 5M73D D02588 010203 O2 gods-bund
2 bundskår af magret lergods, gruppe 4, fra kar med ganske svag antydning af standflade. |
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Bundskår af grovmagret lergods, gruppe 4 fra kar med svagt markeret plan standflade. |
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1 bundskår af grovmagret lergods, gruppe 4. |
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1 bundskår af magret lergods, gruppe 8, fra kar med plan standflade. |
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1 bundskårfragment ( ? ) af magret lergods, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D02876 010203 O2 gods-bund
1 bund-sideskår af magret lergods, gruppe 4. |
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1 bund-sideskår af grovmagret lergods, gruppe 4, fra kar med plan standflade. |
![](data:image/jpeg;base64,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| ASR 6M73 D03056 010203 O2 gods-bund
6 bundskår af magret lergods, gruppe 4, fra kar med svagt antydet standflade. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D03125 010203 O2 gods-bund
72 side- og bundskår af grovmagret lergods, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D03126 010203 O2 gods-bund
3 bundskår af magret lergods, gruppe 4, hvoraf det ene udviser svagt markeret standflade. |
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1 bundskår af gråligt, magret lergods, gruppe4, fra kar med svagt antydet standflade. |
![](data:image/jpeg;base64,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) | ASR 6M73 D07012 010203 O2 gods-bund
1 massivt bundskår af gråbrunligt grovmagret lergods fra kar med svagt markeret plan standflade, der med jævn runding forsætter i den udadskrånende vægside, gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 6M73 D07153 010203 O2 gods-bund
1 bundskår af gråbrændt, magret lergods fra kar med plan standflade, der med jævn runding fortsætter i karsiden, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07302 010203 O2 gods-bund
46 side- og bundskår af gråligt og gråbrunligt, magret lergods, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07513 010203 O2 gods-bund
1 bundskår af gråbrunligt, magret lergods fra kar med svagt markeret standflade med jævn rundet overgang mod vægsiden, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07699 010203 O2 gods-bund
1 bundsideskår af gråbrunlig, magret lergods fra kar med svagt markeret standflade med jævn rundet overgang til den udadskrående karside, gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 1M75 D07829 010203 O2 gods-bund
1 bundskår af gråbrændt, magret lergods med svagt antydet standflade. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 1M75 D07875 010203 O2 gods-bund
1 bundskår af gråsort, magret lergods. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08981 010203 O2 gods-bund
1 sideskår og 1 bundskår af brungråt, grovmagret lergods antagelig fra kar med delvis plan standflade. Gruppe 4. Sammenlimede. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09086 010203 O2 gods-bund
1 side/bundskår af brunligt, magret lergods fra kar med svagt markeret standflade med afrunding ud mod den udadskrånende vægside. Gruppe 4. |
![](data:image/jpeg;base64,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) | ASR 4M75 D09327 010203 O2 gods-bund
1 bundskår af gråbrændt, grovt magret gods med grå inderside og yderside, grå skærv, fra kar med flad bund. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09391 010203 O2 gods-bund
1 bundskår af gråbrændt, grovt magret gods med grå inderside, brunlig - næsten helt afsprængt - yderside, og grå skærv. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09509 010203 O2 gods-bund
5 side/bundskår af magret lergods. Heraf 3 gråsorte og 2 rødbrunlige på grund af sintring. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09552 010203 O2 gods-bund
3 side/bundskår af gråbrunt magret lergods. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09633 010203 O2 gods-bund
1 side/bundskår fra kar med svagt markeret standflade. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09691 010203 O2 gods-bund
1 bundskår fra kar med svagt antydet standflade. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09706 010203 O2 gods-bund
1 tykvægget bund/sideskår. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09919 010203 O2 gods-bund
5 bundskår fra kar med affladet bund. Gruppe 4. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9TaWkooAKKWkoAKWkpaACjiiigBKWiigBKKWkoAKKKKACilpKACilooASlpKKACilpKAClpKKAFwKKM0UAJRS0UAFJRRQAtJRRQAooNFJQAtFJS0AFJRRQAUUUUAFFFFABRRS0AFJS0lABRRRQAUUUtACUUveigBKKWigBKKKWgBKKKKACiiloASilooAKSlpKACiiigAoopaAEpaSigBaSlpO9ABRRRQAUtJRQAUUUUAFKKSigBxpKMmigBKKKKACiiigBaKKSgBaSiigA/GiiigBaM0lFAC0lFLQAU0etLRQAUUUtABSUtJQAUUtFACUtHvRQAUorD8R3uvWfkf2JpdjqO7Pm/bL57bb0xt2xSbu/pWRHrXjj+Pw1ow/wB3WpT/AO2tAHZHOaSuRXWvGW4b/DulKvcjV5D/AO29U7/xtrWlmH7bp+i2gmlWCLztYZd8h+6i5h5Y9gOTQB3VFeTz/GLW7RYZ7jwvHa6fNIsS39zdzQxK5YqFcPbh15A+YqFO5cHmuqj1zxfIoI8O6YQf+os//wAj0AdfxRXJLrPi9m/5F3TcZ/6Cr5/9J6c2seL/AOHw7phHvqz/APyPQB1dFcsNY8WbSW8PadnsF1Vz9P8AlhXR2Uk01nDJcQrb3DIpkiV94RscgNgZAPfAzQBLS0UUAFFFFABRzRRQAUUUUALSUZozQAUUUUAGaKM0UAN3j/IpdwpdtLigBm4UhkH+RUm2k20ARPtkRlI4Ix0ry/wNpln8OfFFz4WktoUsr1mvdKuvLAZ8YDwOccsgI2k8lOOdhJ9V21z/AI08JQ+LdJ8jzGtb2BxcWd5GBvt5l+66/wAiDwQSDkEigDS1KxtNUsJ7O7gS4tZ0MckUihlZSMEEdxiuH8O6tP8AD7UIfDuszSS6VNJ5ek6pMSeD922lY/xjorH74wCd33t/wL4pbxLps0N7CtprenyfZtQtB/yzlAByvqjAhlPcMM4IIGxrOi2PiDTZ7DULaO6tJ1KSRSDIYGgC4JFPINLvH+RXBabrF18PLpNK1+4e50V2CWGtTHJTPAhuG7Hssh4bo3zYL98uGGQcg0AJuFG8ClwKMCgBN4pNwz1/SnUUAJuFG8UvFHFADfMFLvH+RS0UAJuFG4UtKBQA3cKNwp+KNtADNwo3D/Ip1GBQA3cP8iilooAdS0maCaACikzS5oADTacxptAHFeNNCv8AT9Uh8VaBCJtUto/Ku7PIX7fbAk+XnpvUklCehLDIDE10nh7xBZeKNJt9R0+bzraYcZBDKQcMrKeVZSCCp5BBBrRrgPEOk33gjWJvEug27XVnOd2raTCMmcAY8+If89VAGR/Gox1C0Ad1eWcF/byW9xEk8MilXjkXKsD1BBrjrfwzqvgcN/wjsi3ujjkaJdOR5XtBL/APRGBXoAUFdVo2tWXiDTbfUNPuI7qzuEEkcsZyGBq7QBxkfxW0W3JTWhdeGp14ZdXhMUan084Zib/gLmrX/C0/Bu4L/wAJVopY8Y+3xf8AxVdLJDHJw6K31FQNplq+Q1vGR/uigCCx8SaVqSI9pqdndI3KtDOrg/TBq950Z/jX86w7zwD4c1Bma60LTrhmOSZbVGJ/MVRPwn8HH/mWdKHbizjH9KAOr8xT0INLuHrXJf8ACq/DS8Q6aLVf7trK8K/khApsnwv0ZyMSapHj/nlq10nbHaQUAdfuHrRuHrXH/wDCqdBPUX+T1P8AaVzk/U+ZzTW+FGhEgqdSRu7JqlyrN9SJMn8aAOy3D1o3D1FcS3wj0bOVu9bjP+xrd4P5S0z/AIU9o7Z3aj4hYYxg+IL7/wCPUAd3RXHrJ4g8Js5m/wCKg0hfOlaQcXkI6pGiKu2UDkZJVsAZ3HJrd03xFp2rO8dtdxvcRqjS25bbNDuUMokQ/MhIIOGANAGmaKSloAKKOlFAAKOeaKWgBKKCRRQAfhRRxRmgAprKGUgjINP60lAHAX3gnVPDGrXOr+D5oI/tLGS70W6JW1uH7urAExSHuwBB7qTgiaP4pLYDbr2gaxosvTd9ka7iPuHg34H+9tPtXc01lDcEZoA45fjD4O/5ba7b2f8A1+Brf/0MCnr8YPAzOFHi/RNxGR/xMIuf/Hq6s28TdY1P4UxtPtpBhoIyPdRQBzY+LHgokAeLtEJPT/iYRf8AxVI/xa8FJn/iq9HYj+Fb2Nj+QNdJ/Ztr/wA+8X/fAp4s4F6QoP8AgIoA5A/GjwLzt8V6S5/updoxH4A05fi74QbJTXrWZR/FCxkH5qCK637HB18lP++RThbxL0jUfhQByDfGDwdGu6TX7SEf9NmMf/oQFKvxb8MTAm2vZr9R1axs57hfzjQiuta3ibrGp/ClWGNfuoo+goA5Bvi14eXO19QlYdVi0u6dh+AjzUTfGDQExuTVIwe8uk3SfzjrtfLT+6Pyo8pD/CPyoA4mT4uaS6lbTT9cvpiPlij0e5Td7bnRUH4sBWFqvgnVfijewT6xaL4b0yCVJ4o4WVtRd1zgmZciHgsP3ZLfMcOvIr1Ty1H8Ip1AENrbrZ2sUCFikaBF3sWOAMDJPJPuamFJS0AFFFFACM21STnA56ZpaKKAE5707tSUu6gBtLRSUALR2paKAEpKWkoAOaWkooAKKKKACilooASloooAKKKKACikooAWiiloASilzRQA2loxRQAUUUUAJTsUlKKADpR1oNC0AJjFFBpKAFooFGaACikooAKWjFFABRSUtABRRSUAFFLSUALRRRigBKKdiigBKSlpKAFoNGKSgBaKKaEAYtzk+5oAfxRRikxQAZpKXbRigBKWjFGKAEpaSl20AFJS0lABS0UUAFJS0UAFFFGKAEpaMUbaACikooAWilpaAG0U6k7UAJ1paBS0AJSYp1FACCkp1IaAE3UGiloASjNOpDQAlFLxRQAnNJT6TgUAJSU7FJQAUUtJQAUCiloASiiigApaKKAFpKKKAFooooAQUtFFABTTRRQAUtFFAC0lFFABikoooAUUGiigAzSfhRRQAooNFFAC0UUUAIaKKKAP/9k=) | ASR 4M75 D09920 010203 O2 gods-bund
1 bundskår fra kar med flad bund. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09994 010203 O2 gods-bund
1 bundskår fra kar med affladet bund. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09995 010203 O2 gods-bund
2 bund- eller sideskår fra forsintrede sider. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10008 010203 O2 gods-bund
1 bundskår af gråbrændt, ret grovt magret gods med grå sider og skærv. Ydersiden glittet. Gruppe 5. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10068 010203 O2 gods-bund
1 sammenlimet bundparti fra større kar med svagt markeret standflade med jævn overgang til den stærkt udadbøjede karside. Endvidere 16 tildels spaltede sideskår fra samme kar. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10102 010203 O2 gods-bund
3 sammenlimede bundskår fra kar med affladet bund. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10298 010203 O2 gods-bund
2 bundskår fra kar med affladet bund. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10321.3 010203 O2 gods-bund
20 bugskår, heraf nogle sammenlimede. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10361 010203 O2 gods-bund
2 bundskår fra kar med affladet bund. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C0545 010203 O2 gods-bund
Bundskår, fladbundet, af gråbrændt lertøj. Godstykkelse: 1,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 179 x067 010203 O2 gods-bund
1 bundskår. Let rødbrændt. |
![](/grafik/intetbillede.jpg) | ASR 385 x003 010203 O2 gods-bund
1 bundskår, bugen udfaldende. Indersiden gråsort. Ydersiden rødbrun. |
![](/grafik/intetbillede.jpg) | ASR 3M73C C1417 010203 O2 gods-bund
Fem bundskår af gråbrunligt, grusblandet lergods fra kar med plan standflade og udadskrånende karside. Et af bundskårene udviser en godstykkelse på indtil et par cm. og hidrører fra et anseligt kar, hvis bunddiameter kan beregnes til omkring 20 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10680 010203 O2 gods-bund
14 side/bundskår af grovt magret gods med grå til brunlige sider og skærv fra ret tykvæggede kuglepotter. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10681 010203 O2 gods-bund
2 bundskår af grovt magret gods med grå til brunlige sider og skærv fra kar med affladet bund. 1: Største mål : 5,2 x 3,2 cm. Tykkelse : 1,3 cm. 2: Største mål : 4,8 x 4,0 cm. Tykkelse : 0,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 3M73C C1425 010203 O2 gods-bund
Bundparti, samlet af fire skår af gråbrunligt lergods fra kar med plan standflade og jævnt udadbøjet karside. |
![](/grafik/intetbillede.jpg) | ASR 3M73C C1467 010203 O2 gods-bund
To bundskår af gråbrunligt, grusblandet lergods fra kar med plan standflade og udadskrånende karside. |
![](/grafik/intetbillede.jpg) | ASR 3M73C C1473 010203 O2 gods-bund
Bundskår af gråbrunligt lergods fra kar med plan standflade og udadskrånende vægside. |
![](/grafik/intetbillede.jpg) | ASR 3M73C C1480 010203 O2 gods-bund
Fragmentarisk side/bundparti samlet af flere skår af gråbrunligt lergods med glittet, læderagtig yder/inderside fra kar med plan standflade og kraftig udadskrånende vægside. Alle syv sammenlimede til et stykke. |
![](/grafik/intetbillede.jpg) | ASR 3M73C C1486 010203 O2 gods-bund
Syv bundskår, heraf to sammenlimede af gråbrunligt, grusblandet lergods fra kar med plan standflade og mere eller mindre udadskrånende karside. Bundtykkelsen i 2 af skårene andrager 1½ - 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 183 x003 010203 O2 gods-bund
1 plant bundskår af gråligt lergods med afglattet inderside. |
![](/grafik/intetbillede.jpg) | ASR 183 x004 010203 O2 gods-bund
1 tykvægget bund/sideskår af brunligt, grovmagret gods. Bundfladen er meget ujævn, og med jævnt rundet overgang til bugvæggen. |
![](/grafik/intetbillede.jpg) | ASR 183 x005 010203 O2 gods-bund
1 bund/sideskår af brungråt lergods med blankglittet yderside fra kar med plan standflade og stejlt udadsvungen vægside. |
![](/grafik/intetbillede.jpg) | ASR 183 x005 010203 O2 gods-bund
5 bundskår af gråligt lergods, de tre med glittet inderside fra kar med plan standflade. |
![](/grafik/intetbillede.jpg) | ASR 183 x005 010203 O2 gods-bund
1 bundskår af brunligt grovmagret lergods med en tykkelse på 1,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 183 x007 010203 O2 gods-bund
1 bundskår af gråbrunligt lergods fra kar med afslidt fodkant på undersiden, der let opadhvælvet og med glittet overflade. |
![](/grafik/intetbillede.jpg) | ASR 183 x009 010203 O2 gods-bund
2 bundskår af brunligt lergods, det ene af sædeles kraftig godstykkelse, fra kar med plan standflade og udadskrånende vægside. |
![](/grafik/intetbillede.jpg) | ASR 183 x011 010203 O2 gods-bund
1 bundskår af brunligt, grovt magret lergods fra kar med plan standflade og antydning af fremstående fodkant. |
![](/grafik/intetbillede.jpg) | ASR 183 x014 010203 O2 gods-bund
1 bundskår af brunligt lergods fra kar med plan bund. |
![](/grafik/intetbillede.jpg) | ASR 3M73C C1507 010203 O2 gods-bund
To bundskår af gråbrunligt, grusblandet lergods fra kar med plan standflade og udadskrånende karside. |
![](/grafik/intetbillede.jpg) | ASR 3M73C C1513 010203 O2 gods-bund
Bundskår af gråbrunligt lergods fra kar med plan standflade og udadskrånende karside. |
![](/grafik/intetbillede.jpg) | ASR 3M73C C1531 010203 O2 gods-bund
Bundskår af gråbrunlig, grusblandet lergods fra kar med plan standflade og stejlt opstigende vægside. Bunddiameter: ca. 24-25 cm. |
![](/grafik/intetbillede.jpg) | ASR MC1562 C1569 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR MC1562 C1570 010203 O2 gods-bund
2 bundskår |
![](/grafik/intetbillede.jpg) | ASR 19M80C C1611 010203 O2 gods-bund
Side/bundskår |
![](/grafik/intetbillede.jpg) | ASR 19M80C C1621 010203 O2 gods-bund
Bund/sideskår |
![](/grafik/intetbillede.jpg) | ASR 19M80C C1668 010203 O2 gods-bund
2 bundskår |
![](/grafik/intetbillede.jpg) | ASR 19M80C C1685 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 19M80C C1742 010203 O2 gods-bund
Bund/sideskår |
![](/grafik/intetbillede.jpg) | ASR 19M80C C1804 010203 O2 gods-bund
bundskår |
![](/grafik/intetbillede.jpg) | ASR 331 x001 010203 O2 gods-bund
1 stk. kraftigt, sort, bundskår. |
![](/grafik/intetbillede.jpg) | ASR 331 x001 010203 O2 gods-bund
1 stk. sort tyndt bundskår, med bevaret bug. Denne er meget udfaldende. |
![](/grafik/intetbillede.jpg) | ASR 338 x003 010203 O2 gods-bund
1 stk. bundskår af tyndt gods, tilhørende skål eller fad. Ydersiden er gråsort. Indersiden er sort. |
![](/grafik/intetbillede.jpg) | ASR 338 x003 010203 O2 gods-bund
1 stk. bundskår af kraftigt gods. Brunlig. |
![](/grafik/intetbillede.jpg) | ASR 1710 x006 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10920 010203 O2 gods-bund
1 håndfladestort side/bundskår fra tykvægget kar af rødbrunligt, sortflammet, antagelig sekundært brændt lergode. Gr. 4. |
![](data:image/jpeg;base64,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) | ASR 4M75 D11071 010203 O2 gods-bund
1 bund/sidefragment - sammenlimet af to skår - fra lerkar med affladet, plan bund. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11158 010203 O2 gods-bund
2 bundskår fra kar med affladet bund. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11188 010203 O2 gods-bund
1 bundskår/sideskår fra kar med affladet bund. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11203 010203 O2 gods-bund
1 bundskår fra kar med affladet bund. Gruppe 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11204 010203 O2 gods-bund
1 bund/sideskår med glittet yderside. Gruppe 5. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11352 010203 O2 gods-bund
1 tykvægget bundskår af grovmagret, gråbrunligt lergods fra kar med svagt markeret standflade. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11393 010203 O2 gods-bund
26 side- og bundskår. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11418 010203 O2 gods-bund
1 bundskår af tykvægget, grovmagret, gråbrunt lergods. Gr. 4. Sammenlimet med D11417. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11444 010203 O2 gods-bund
4 bundskår fra kar med svag antydning af standflade. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11560 010203 O2 gods-bund
1 tykvægget bundskår fra kar med svagt antydet standflade. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11599 010203 O2 gods-bund
1 bundskår(?) fra kar med svagt antydet standflade. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11636 010203 O2 gods-bund
2 bundskår fra kar med svagt antydet standflade. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11694 010203 O2 gods-bund
1 side/bundskår fra kar med svagt antydet standflade og udadskrånende vægside. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11935 010203 O2 gods-bund
1 bundskår af gråbrunt, magret lergods fra kar med svagt antydet standflade. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11999 010203 O2 gods-bund
1 bundskår af brunligt, grovmagret lergods fra tykvægget kar med svagt antydet standflade. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12091 010203 O2 gods-bund
2 spaltede side/bundskår af gråbrunligt, magret lergods fra kar med plan standflade og kraftig udadskrånende vægside. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12126 010203 O2 gods-bund
1 bundskår af brungråligt magret lergods fra kar med svagt antydet plan standflade og stærkt udadskrånende vægside. Gr. 5. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12271 010203 O2 gods-bund
1 bundskår af gråbrændt, grovmagret lergods fra kar med meget ujævn standflade. Gr. 4. |
![](data:image/jpeg;base64,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) | ASR 4M75 D12272 010203 O2 gods-bund
1 bundskår af brunligt tildels grovmagret lergods fra kar med ujævn svagt antydet standflade og stærkt udadskrånende karside. Gr. 4. |
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3 bundskår af gråbrændt, magret lergods fra kar med svagt antydet standflade. Gr. 4. |
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1 bundskår af gråbrunligt, magret lergods fra kar med plan standflade og stærkt udadskrånende vægside. Gr. 4. |
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2 bundskår med flade bunde, det ene med brune overflader. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 440 x0643 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12565 010203 O2 gods-bund
1 lerkarskår af form som et bundskår med plan standflade? Gr. ? |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12586 010203 O2 gods-bund
1 bundskår af gråbrændt lertøj. Bunden konveks. Gr. 0. Fra kar m. flad bund. Vik. |
![](/grafik/intetbillede.jpg) | ASR 440 x0741 010203 O2 gods-bund
1 bundskår |
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1 bundskår. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12676 010203 O2 gods-bund
1 side/bundskår og 1 bundskår af gråbrunligt, magret lergods fra kar med plan standflade. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12706 010203 O2 gods-bund
1 bundskår af gråbrunt, magret lergods. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12756 010203 O2 gods-bund
1 bundskår af gråbrændt, magret lergods fra kar med svagt antydet standflade. Gr. 4. |
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1 bundskår af gråbrændt, grovmagret lergods fra tykvægget kar med ujævn standflade. Gr. 4. |
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1 bundskår(?) af tykvægget, gråbrændt, magret lergods. Gr. 4. |
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1 bundparti samlet af tre skår af gråbrunt, grovmagret lergods fra anseeligt tykvægget kar med ujævn standflade. Gr. 4. Sammenlimet med D11660 og D12953. |
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1 bundskår af grovmagret, gråbrunligt, lergods fra kar med plan standflade og udadskrånende karside. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13031 010203 O2 gods-bund
1 bundskår af gråbrændt, magret lergods fra kar med plan standflade. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 440 x0951 010203 O2 gods-bund
Kompet bund af urne, samlet af en del skår. bunddiameter: 14 cm. Bevaret højde: 8 cm. Karformen bedømmes ud fra det bevarede, at have været af samme form som x949 |
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2 bundskår fra kar med svagt markeret standflade af gråbrunt, magret lergods. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13204 010203 O2 gods-bund
2 bundskår af gråbrunt, magret lergods fra kar med plan standflade med afrundet overgang til den udadskrånende karside. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 440 x0976 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13331 010203 O2 gods-bund
1 side/bundskår af gråbrunt magret lergods fra kar med svagt markeret, plan standflade. Gr. 4(5). |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13535 010203 O2 gods-bund
3 bundskår af gråbrunt, magret lergods fra kar med svagt antydet standflade. Gr. 4. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13536 010203 O2 gods-bund
1 bundskår af gråbrændt, magret lergods fra kar med flad bund |
![](/grafik/intetbillede.jpg) | ASR 440 x1126 010203 O2 gods-bund
1 sekundært brændt bundskår OII |
![](/grafik/intetbillede.jpg) | ASR 1085 x002 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 1085 x009 010203 O2 gods-bund
Bund |
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) | ASR 583 x0004 010203 O2 gods-bund
Bund af kuglekar samt løst skår |
![](/grafik/intetbillede.jpg) | ASR 8 x043 010203 O2 gods-bund
Bundskår af halvkuglekar. Samlet. Hører sammen med randskår x43 |
![](/grafik/intetbillede.jpg) | ASR 8 x203 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 8 x357 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x546 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x382 010203 O2 gods-bund
bundskår, udefinerbar. Se bemærkning ved bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x565 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x289 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x419 010203 O2 gods-bund
Bundskår, vakkelbund |
![](/grafik/intetbillede.jpg) | ASR 9 x548 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x575 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x414 010203 O2 gods-bund
Bund/sideskår fra mindre kar. Bunddiameter: 4-5 cm. Vakkelbund |
![](/grafik/intetbillede.jpg) | ASR 9 x415 010203 O2 gods-bund
Bundskår. |
![](/grafik/intetbillede.jpg) | ASR 9 x531 010203 O2 gods-bund
bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x411 010203 O2 gods-bund
Bundskår, vakkelbund |
![](/grafik/intetbillede.jpg) | ASR 9 x185 010203 O2 gods-bund
2 bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x400 010203 O2 gods-bund
2 bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x189 010203 O2 gods-bund
To bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x191 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x291 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x300 010203 O2 gods-bund
bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x302 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x461 010203 O2 gods-bund
bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x507 010203 O2 gods-bund
2 bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x526 010203 O2 gods-bund
2 bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x524 010203 O2 gods-bund
2 bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x170 010203 O2 gods-bund
Fem bundskår, de tre fra samme kar |
![](/grafik/intetbillede.jpg) | ASR 9 x342 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x207 010203 O2 gods-bund
Tre bundskår fra forskellige kar |
![](/grafik/intetbillede.jpg) | ASR 9 x511 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x393 010203 O2 gods-bund
Flaget bundskår eller fragment af vævevægt? |
![](/grafik/intetbillede.jpg) | ASR 9 x501 010203 O2 gods-bund
bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x261 010203 O2 gods-bund
To bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x270 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x500 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x498 010203 O2 gods-bund
bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x238 010203 O2 gods-bund
To bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x210 010203 O2 gods-bund
Tre bundskår fra forskellige kar |
![](/grafik/intetbillede.jpg) | ASR 9 x446 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x374 010203 O2 gods-bund
bundskår fra halvkuglekar.Bund kun meget svagt markeret. |
![](/grafik/intetbillede.jpg) | ASR 9 x066 010203 O2 gods-bund
3 bundskår, måske fra samme kar |
![](/grafik/intetbillede.jpg) | ASR 9 x072 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x021 010203 O2 gods-bund
Bundskår, halvkuglekar |
![](/grafik/intetbillede.jpg) | ASR 9 x047 010203 O2 gods-bund
To bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x175 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x143 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 9 x480 010203 O2 gods-bund
2 bundskår |
![](/grafik/intetbillede.jpg) | ASR 1749 x007 010203 O2 gods-bund
Bundskår |
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) | ASR 1749 x013 010203 O2 gods-bund
Næsten komplet bund, samlet af alle 7 skår.
Bunddiameter 10,5 cm. |
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) | ASR 1818 x21 010203 O2 gods-bund
Evt. vakkelbund ? - med centralt si-hul |
![](/grafik/intetbillede.jpg) | ASR 1731 x002 010203 O2 gods-bund
Bundskår
Samme bund - små stykker. |
![](/grafik/intetbillede.jpg) | ASR 1731 x008 010203 O2 gods-bund
Bund |
![](/grafik/intetbillede.jpg) | ASR 1731 x009 010203 O2 gods-bund
Bundskår
Heraf det ene med (centralt) hul. |
![](/grafik/intetbillede.jpg) | ASR 1731 x025 010203 O2 gods-bund
Bund |
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) | ASR 1765 x002 010203 O2 gods-bund
Større bund-/bugfragment, bestående af 1 bundskår (foto) og fire bugskår. Bunden har si-hul i midten. Bugen ret kraftigt udfaldende, overgang mellem bug og bund ikke særlig markant. |
![](/grafik/intetbillede.jpg) | ASR 1765 x003 010203 O2 gods-bund
Bundskår |
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) | ASR 1765 x006 010203 O2 gods-bund
Bund |
![](/grafik/intetbillede.jpg) | ASR 1765 x007 010203 O2 gods-bund
Bundskår |
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) | ASR 1765 x008 010203 O2 gods-bund
Svagt markeret overgang mellem bund og bug. Vakkelbund (?) |
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) | ASR 1765 x001 010203 O2 gods-bund
Bund |
![](/grafik/intetbillede.jpg) | ASR 1765 x005 010203 O2 gods-bund
se id: 200082516 |
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) | ASR 1765 x011 010203 O2 gods-bund
Bund |
![](/grafik/intetbillede.jpg) | ASR 1765 x040 010203 O2 gods-bund
Bund |
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qx+aXxa+F178LfGb+H7+VbiHas9rdICBNCSQCR2OVOR2PeuIm8OxxyPdQtvV15hdmHAx3B6c9K+k/23vEVprHi3QdGsGjlvLC3ma5mjcZiL7dsb49AhOD/eFeC29nJdWsscM81s+CBIj4OQeuDn/Ir5vFwjRrSjB6H0eFnKrRjKe5z628Omjzrh98DHb5TLxzjhs54+vFLpVqdPtTEZgYVjETbjloweDzjnrjt0qWx1Y3V3JIs/nWZ3Awyx8swyCAcf5P40s2i2nkxXNsX8yTJEJO0cjODzxjmuTXZm7tuasWpQx2csbTSK+0kM+CO/bpjpVK+aO7SKNFMcawuF/dgbSQAMZ9ifyqnZ2RsyEFxGd42TSSHd0GNue5x3rTTRpY7WeSOSOWbH7smPcmSc9Aee/NNKz0M3bqfUP7DvxZjuNPvPh/fzItxZ5uNNBG0yISTKg9w2WA64Y9hX1pX5W+C9cufA/wASvDmuxgm60+SKa5hifYHUN84X1yuVPtX6m28yXEKSI25HAZWHcEZBr6/AVvaUuV7o+WxtPkqcy6jpPu1+IHxO1D7PN4lHmKVk1KQMjGNhyxwdpG7OT1B4r9v5Pu1+GnjS+lWHxLOCJA2psmySOGRCcn+FgWzjuOK9SO55c9jxvWGK6f5snyjd8vuMnmipvGPiafxFpun2ZTatjGYwd+QxG3GBgAYAA98E5NFWJH9FlFFFZGoUUUUAFcd8WPh9B8S/Bd3o8snkTZE1tMeiSrnaT7HJB9ia7GmyRrKu11DLkHDDPIOQfzFTKKnFxlsyoycJKUd0fmLrml3HhnXtQ0vULaSK+t3+eE53Db1A/mD0PbrUYVZJN0DHOA/QcgjORX13+1L8HpPEWnjxdpEPmanp6A3FvGgzNCM5b1LKpPHcAelfFg1Z9A1+3spo1uIbs7bZljO5VA4DHnPBx68V8ZicJKjUcV6rzR9nhsZGpTUn6Pyf/BIdUmljYqZZVSSF4zLCvCMSAD9R6e9c34f1FPDd1Np11eGYOfME2N4bPRhgk5JPX19K7jX9PaRZWi9CwLKMhiR1/Dj/ADz57d6PbWdnd3CmGa4juAiuzbPJw3JAzyRkf5yKzouM1Z9SqylF8yNnVfElssMESeWxd8KqsM8cE/5/Opo5EkW7MRjXzowEZuCBjG49hgHv3rzbVNWN4UEkS6h9lnZWljDIFIOCfr2yfetPQ9cstSkks7SRsXCnqD8vrgkfpkfqa7JYf3dDz44j39TsdF8bax8O9atLvTdZnt7qEjMsbEPgEDBPcc46c4/CvdL/APaq8f61optE1trNpP3ck0cEMcvoQrKOD7ivA7dba4tUtZ0NzNFsBWdQ/GSR0x3x1/lWvGtxdaXO1jFsuVY7FmJAJyepx9SK5HUqU9INr5neo06ms0n8jQa6mmvpmujJJnMsl5K24s2edxzknv8A/rrTk1CLT7RHKswkYcRDJ5P64rN0fSWk0xRfSebdPnzRuyoIOOOh6cda0ZLyObEKBbi3BDOGHKsMgH+dcujep03cVoZF4V/tSVlCxW2zdJkKEDBjyff8ar6rdWkMMEskJuc8QNAokC8Y3Dnjr1rWklhtJJUDBA2Wbc3DdOcHrWXbxyfanaQsqSNhI/l2knpgD3H61dupi5Et3cI8KJC5DnO2Qx5J6ZHTjOP84p+l3Ygjj88BLhsbk2bcHk4qtbxStbyLemHzNxIaNSF7DOPWqN0v2jWCk0UkJXBjmUbwy5GTnoD7dcCrUeZWMJSszb1y/h/s8GaI2lw0gihZlJ2MTkjIB688dzX6eeG7M6f4e0u0ZfLMFrFEV9NqAY/Svzj+FPw11f4wfErw/pdwyW+mQt/aF5JFkt5SE7fpnKjvye1fpUvUV9FllPlg5dzw8wqc0lHsPk+6TX4U+Mr5rbRfEU0MeXm1B4zI0cTqpIOcFvnB9CPWv3VmO2Nj7V+Dnii7ex8O6zdmFMNqDRhpbWOTGRzhmyQcegr3InjSPGZ1aQzhTtQfKGbp6E0VpeKPEVz4ks7NZIYbeO3gjtUES4LhQF3MepPAH4fWitCUf0e0UUViahRRRQAUUUUAIwDDB6V8XftVfs7zaa8/iXw/FGNO8zzngVQBbS9AAOmxmII9Dx3r7SrO1/Q7PxJpN1p2oQC4s7hNkkZJGR9RyDnnPtXNiKKrQt16HTQrOjO/R7n5m299LqGgwXPyLcBAJARwG6EHP0NcR40jvrTTXurZDLOoVgoPEhBOBjHPU1618Y/htc/C/wAb32nSK0+m3UqyrGc4njZsLJ19sMMdVPY1554lnu9Ljuy0DfY48y+cnJx3ABJ6DPAAr46MXSq8rWv9aH105e0pXT0/rU8t1jTbjV/M81Vgu+Dsixlc4yWBA6cj86TRbe40jyy4lktwVQlXK4Gc/dz0z1rsbnTdPvg15HapbyXBBLKADJyDk++RWHHbiNYEZnBx+8OTj8ea9eM+aNjxJR5ZXOgTVRBcLDAkR8xiSyvj5c5J/U9fQV0S6h9hhCowlcH5fmGM4Jx15rkrWxs9TuSvlEHh23Ej1x+v9K3mhNvGpLYUKFHz5Ax1JJ/zxXBVgtDupVHqbFvqW21e4QqS5IHOM5P6Dmn3l5JFbsqNCHzj/wDV71yS3EOlrNtSRo3J5Tnk9x/jVtL5IYYcHcvCjByQMj1+lT7HsVKu+pqzXMu+FjEuVGGLN83ToPyqsjKs0c8pDOkhkRMgBM9D65xn8zWdea0m1QdpH4k+2Kh024mvp2xGyo2VBPToOf8APpXSqGl2ccsRrY25Znk85beLfK2CmT1bHJ/Wq+rXMll57SR7ZpISqhHO0kA8kHA4JP1rQttN2k+e5Tau7dnbhcc85qt4b8Oax8YvH2j6R4ZRp7QSLHLcbTsGQSxZsH5VA/nWUYc07QN+ZqN5n1p/wT70W6X4Z6jrt/Fuur65ECXUmS7pGOQM9AGY/jn0r6rj+b3rA8E+EbHwH4V0zQNNQrZWMQiTd95j1Zz7sxJPuTXQp0r6unD2cFE+cqS55ORHdttt5T6Kf5V+CvjK4kXRdWfy4maW/aF5GtlZlBXkCQng+wGfev3l1FtljcN6RsefpX4D69ftb+G9RuYljLPqTRuWtSxZSuSPMPyj6AZ75reO5hLY831JJ4mDSxSRIyZh3rtDJz8wz1HB9uaKb4w8WTeJWtQ8MUAtraO2Hk7gGCqFDEEkA4UZxjOKK0BI/pQooorEsKKKKACiiigAooooA8U/ai+H8HirwJLqa2+++0vMgZeGMJ4kXPoB83/Aa+BtN166k8RT6DcxxQy27Hy1lYlp05+bdjPTHr0r9U9f00avo97ZNjbcwPCdwyMMpHP51+cHxM+Gur+Fdb23Vp9m17TCJEXf8txFk8Ke6kZ5+oPevncypRU1Ua30v2fQ+hy+pKVNwT+F3t3XX7jzbXdOOm37FpGEcxwuMHdznBHbHTIqnNpI+YlzleQWBG45/wD11d8ReLoNU05ba2sJ5brzFZkuMowwwJ5Bz1/lXYtYt/Z8El0VAMfmP82VQ4GeemMk815ntZ0ormVmdrowqybg7o4BNPkt9r8njG09MnrU9pMkdukfleVGhOIlHA5/xrpry2xDvhga5UAMnl4+bJ4AJOOlVbrSl8tFkG1pAdqsOevTPSt1VjJanK6UoP3TlZtQm+1IxRo4F4XnjGO/+e9Jcwz3CjbH8oG3K59h1/z1ravtHktZUjRD5m4AMDjJyOfypmlx2Wmq6GdfOeX/AI9ozvkLdAqouSfw9a3jUSV4oxlTb0kYdvpN48E8iq0k0bjCE7j/AC5rpfDcYt7B5pfMurt2VUsbaHe7OTjYAByT0rv/AAr8Ffij44mVLDwg+jWNwwC32pfusRn+Iq2Prxn2Br7I+Bv7OGgfBzSbciOPUtdAJk1GSMZUsSSsY/hHJ56nP4DeNCtiHaWiIdSjQV1qzxv4Q/skXXizTbfVviUslpA+JIfDts+z5eoNww5J/wBgEYxz6V9VeF/B+jeDdNSw0PS7XSrNcfubWIIDgYycdT7nmtpI/anhSOa9qlRhRVoI8qpWnVd5Maq4pTTqaa2MTP12Ty9Hvm7LBIf/AB01/Px4k1GS18H3YidohcagySHy5Pulc/ezs7Dj734V+/8A4kkaPw3qbsArC1lJAOR9w1/PTresTWPg+5+zTyJJNqDpIyyy/MpQ5BH3Mfjn8KqJMuhw+sWl3aeSbu3mtlmQSQiZCu9DnDDI5Bx1FFHiTxHP4iey82KOI2tutuPJBAKr3wScE5OcYHtRWg0f010UUViMSloooAKKKKACiikGe/WgA61y3jj4a6D8QbNYdYshLJGD5NzGSk0JPdWH8jkHHINdVRUyiprlkroqMpQfNF2Z8g+Nf2GZL68kl0XWobiMtvjXUkMcsZ9BJGOR/wABFcuP2VfiHp+mNBbx2k3kqdsct2m+TnGM7cepGce9fctJtHpXnzy+hPdaep6EMwrw1Vr+h+bdx8FfitFqv9l/8IprDyxtlZYzF5DYz/y2B2457kdK3br9l/4t3EaW7aLaiJwD5i38EjRPzhiGwOPbP41+g/lr6Unlj0qFltBFPMaz7HxB4R/YT17xNdKvxB8QSR6bEiMkGlSJ5kjgnhiUwMD0znI9K+m/hz8BfBPwsgiXw94ftbW4QYN5IvmXDepMjZPPtgV6NtHpRXfTowpK0UcNSrOo7tkS24WpNlOorYxE201m29c9QOATTqaaACmNTjTWoA5/xxL5Pg7XZP7thO35RtX872tajLB4L8uK4ePz75vMjW6cFl2ngxfdxkDnOa/oY+JL+X8P/Ezf3dMuT/5Cav55NX1G8s/BaRQ3rQJLdyLLDFdkFlK4IaMDofUk+mKuIjiZo3t8I6NG+A2GGOCAQfxBB/Gin6pq0uqzxSziMNHDHbqI12/LGgRc+pwo5oqxn9NK+KdGYgLq9iSfS5T/ABp//CRaUemp2Z/7eE/xr+dTUPEHhqHzI4Tqkm6KR4/3wO1iq+WG9wd278MVNq2t+HbJpFt31J/Mi81WS4U7d0SlFbnqr7t34VHKRzeR/ROviDS26ajaH/tuv+NPGsWDdL62P/bZf8a/nS1LxL4cVisM2rSZHmROsi/JmEFVPP3hJnPbFSXviDw5YzFEn1aQHZIDHMhAVrcMFP8AtCQ4PoAR1o5Q5vI/orXVLJul3AfpKv8AjT/t9tgH7RFj/fFfznzeJfDkN1CGutYlQtHI8kMingwZZRn+ISkD6A9akm1rQYZ7aK4vNYlULFLK0MykfPAGYA/3vMKjHYA96OUfMf0WLe27dJ4j9HFO+1Qf89o/++hX86sXiHw9ZzqjX+tMjJC8jW8qkDMZMgGcchiAPoauXfiTRbee2E2p6zI/k28srQzhhuePdKAT3G5APT5hS5Rcx/Q+LiJukiH/AIEKXzk/vr+dfzuy+JtFikiSTUtYlk2wPI8UwIycmUZPTAIx75zU154i023mS2uNS1pwI7d38mdShJ5k/JSuPfOaOUOZH9DvmL/eX86PMX+8Pzr+ej+3tLs7oRjWNakAKDzI5wysPM+bH/bPp/te1XbjxFpOn301tJq2sStDKUykoKnEpGQR/wBM8H/e9qOUOc/oL3D1FG4eor8A/wDhKNLjupYI9Z1h1jZ1WWK4yrYk+UjjkbMn61Y1TxFYWN7PbHXtYaSFpkDJLlSQ4CEHuCoOffFPlFzo/fTcPWjcB3r8CpPFVlb3E8EPiHXZdnnKrLJlGYECM5z0xuz+FSah4hs7HULu2j8Qa2TE0sYdZfkJGAnIPIJzn8KOUXtEfvgGHrSGQDvX4HzeKrSG8mih8Qa1IVldI3+0gKw28EnPQvn8MUtx44tYdQa0PiDWkVJzEGW5+ULsxuz/AL/f+7Ryh7Q/e7cD3pN49a/n/t/GVlcX1vat4g1yIzTJG0guOOVIJzn+/j8M1lQ+OrW4mtbdtf12ISNGkjNcYVcg7yT6A4/DNHKPnR/QpuHrTGkX1H51/O9ZeLrG8vbS1Ova5E8zQIzeftUMWIk5J4AG3B+tQw/EGG5KQ/8ACQ61bPJ5KPK05x9/DktnoEwR75pco+Y/fj4tTCH4XeMJc/c0e8b8oXr+eXVNQuW8CwQwzT+S11J5sUcylCo55QDPXu3FXZ/EtvrHnQPr2tOTFIQJphsJBJAPsUA/GuD/ALWuo7drZLqZLds5iWQhT+HSmlYd7j9V0q70WZIby3MErrvA3A8ZI7dCCGBHUEEHBFFR6xrd3rdws15N50irsBCqvG4seABySzEnqSSTRTuO45ZMNk8+tdD4s8UWfiS5Se20z+zz5s8jKJQ+5XkLqOFH3dxGe4x0xXva/wDBMn9pXv8ADX/yu6Z/8k0//h2Z+0nz/wAW05xx/wAT7Tf/AJJp3JsfNmkalHpmtWN9JbpdJb3CTPBJjbIFYEqeDwcY6Vr+OPFVn4quLSW009rJoIfJkkaQM1wQzESNhR85zyecn0r3lf8AgmT+0sGz/wAK2/8AK7pn/wAk09v+CZf7SjLn/hW4Bz90a5pn/wAk0XCx8uLNtYGuj8c+KrXxdrgvLPTl0qDy1Q28bZXIJPHoACFHso+g98b/AIJj/tKdvhxn/uOaZ/8AJNA/4Jk/tLD/AJpv/wCV3TP/AJJouFj5njZV2898nJ4PtXW+OvGNr4t8RPqFnp0em25jVFto8EAjvkfl9AOgwB7a3/BMr9pYNx8OMjHbXdN/+Sacn/BMz9pVef8AhXB+n9vab/8AJNFwsfOsDiYbmPlqSNyg8kZ7VqeItRgu9cnn0sPb2TKixQzEKyKEAAOOvTr36nrXvK/8Ez/2lF/5pt/5XdN/+Sakf/gml+0qzZHw5AP/AGHNN6en/HzRcVj5zhuJY7hJSAw3Biu/5Tg9xXS+MvE1n4m8Qz31naLplsyIohVQOVUAnjuSM17Sn/BNH9pIYH/CucY5z/bemZ/9KaG/4Jo/tInJHw5Yeza7pvP/AJMUXFyngWn3S2txDKGWYIysUdTg4OcEdxW/4o8SW2ta7cXdoi2ttJtCx7duMKAeBwMkE/j1r2KL/gmr+0jFyPhx8w9Nc03/AOSanX/gm7+0kvJ+HTMT665pvH/kzRcnlPCdM1RbW/tppVjngilV3jY8OoIJB471L4i1q11PVbq6t4YdPtZZCUt4iWWNew9z+QzngdK9xb/gm/8AtJsvPw56cY/tzTf/AJJqN/8Agm1+0k2P+LcY2/8AUc03n/yZp3QcrPCdH1u30/WrG5mRLy2hnjkkgZc+YoYEqQeMEcVW8R+II7zVLi4tyESRyVVVVOPovA/D8z1r3o/8E2P2lSOPhsBj/qOaZz/5MVB/w7P/AGlef+LbjH/Yc03/AOSaVw5TwDSNdtrDWLS5u0N1DHIGaMqGBx7H7wz1GRn1HWs3XNWTUtVvblAI0nmeVYwioFBYnGFAA69AAK+j/wDh2d+0pz/xbf8ALXdN/wDkmmN/wTN/aV/h+Gv567pn/wAk0XL5T5s0q9ttN1i1nvIPtttFIGkhVh869xkgj9DWY7/MfSvqA/8ABMf9pds5+G3/AJXtM/8Akmk/4di/tLFv+Sbf+V3TP/kmkUfOnhfWrTRdSNxeWa3kOzGxkVudykjDAj5gCuewckcisJm+avqV/wDgmL+0v2+Guf8AuPaZ/wDJNMP/AATD/aZ/6Jp/5XtM/wDkmlcD56fxNafY5Io9JhjkkiZGkyp5O7kDbxjf2OflXnjkr6D/AOHYP7TP/RNP/K9pn/yTRSA/fGiiipKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k=) | SJM 979 x1015.E 010203 O2 gods-bund
Bundskår.
To med hul i midten. Måske tenvægte |
![](/grafik/intetbillede.jpg) | ASR 7 x0563 010203 O2 gods-bund
1 side/bundskår af gråbrændt, magret lergods fra kar med plan standflade. |
![](/grafik/intetbillede.jpg) | ASR 1755 x01 010203 O2 gods-bund
Bund |
![](/grafik/intetbillede.jpg) | ASR 1755 x02 010203 O2 gods-bund
Bundskår |
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| ASR 1755 x22 010203 O2 gods-bund
Bundskår
Med lodret afstribning på yderside. |
![](/grafik/intetbillede.jpg) | ASR 1755 x49 010203 O2 gods-bund
Bundskår |
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) | ASR 1755 x58 010203 O2 gods-bund
Bundskår fra sort-glittet skål - slidt standring. |
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) | ASR 1755 x72 010203 O2 gods-bund
Bundskår
Med slidt standring |
![](/grafik/intetbillede.jpg) | ASR 1755 x82 010203 O2 gods-bund
Bund |
![](/grafik/intetbillede.jpg) | ASR 1755 x83 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 1755 x93 010203 O2 gods-bund
Bund |
![](/grafik/intetbillede.jpg) | ASR 1775 x48 010203 O2 gods-bund
Bundskår
Flere vakkel-bundskår - nok samme bund |
![](/grafik/intetbillede.jpg) | ASR 1775 x32 010203 O2 gods-bund
|
![](/grafik/intetbillede.jpg) | ASR 1765 x106 010203 O2 gods-bund
Bund |
![](/grafik/intetbillede.jpg) | ASR 1765 x146 010203 O2 gods-bund
Bund |
![](/grafik/intetbillede.jpg) | ASR 1765 x157 010203 O2 gods-bund
Bund |
![](/grafik/intetbillede.jpg) | ASR 7 x0720 010203 O2 gods-bund
1 bundskår af gråbrunligt, ret grovmagret lergods fra kar med tykvægget plan standflade. Bundtykkelse: 1,2 cm. Sidetykkelse: 1,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x0856 010203 O2 gods-bund
1 bundskår fra særdeles tykvægget kar af gråbrunligt, magret lergods. Vægtykkelse: 2,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1064 010203 O2 gods-bund
1 sideskår med et ganske ringe parti af en plan standflade bevaret fra kar af lysebrungråligt magret lergods. |
![](/grafik/intetbillede.jpg) | ASR 7 x1182 010203 O2 gods-bund
1 bundskår af gråbrunligt, magret lergods. |
![](/grafik/intetbillede.jpg) | ASR 7 x1227 010203 O2 gods-bund
3 bundskår af gråbrændt, magret lergods fra kar med plan bundflade. |
![](/grafik/intetbillede.jpg) | ASR 1730 x05 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 7 x1304 010203 O2 gods-bund
1 bundskår af tykvægget gråbrændt, magret lergods. |
![](/grafik/intetbillede.jpg) | ASR 7 x1354 010203 O2 gods-bund
1 tykvægget bundskår af lysebrunligt, fintmagret lergods med talrige glimmerkorn. skåret hidrører antagelig fra fladbundet langstrakt kar(lampe?) |
![](/grafik/intetbillede.jpg) | ASR 7 x1467 010203 O2 gods-bund
1 bund/sideskår af gråbrændt, magret lergods fra kar med plan standflade og rundet overgang til karsiden. Sammenlimet af to sammenhørende skår |
![](/grafik/intetbillede.jpg) | ASR 1710 x038 010203 O2 gods-bund
Bundskår, sammenhørende.
Danner tilsammen en komplet bund med centralt boret hul.
Samme kar som id: 200080232 |
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) | ASR 1710 x079 010203 O2 gods-bund
Bundskår
Den ene én komplet bund med lidt acentralt boret hul (foto) |
![](/grafik/intetbillede.jpg) | ASR 1710 x061 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 7 x1587 010203 O2 gods-bund
1 bundskår af brunligt, magret lergods fra kar med plan standflade. |
![](/grafik/intetbillede.jpg) | ASR 7 x1641 010203 O2 gods-bund
1 bundskår af gråbrunt, grovmagret lergods fra kar med plan standflade. |
![](/grafik/intetbillede.jpg) | ASR 7 x1726 010203 O2 gods-bund
1 tykvægget bundskår af gulbrunligt, magret lergods fra kar med jævnt rundet bund. |
![](/grafik/intetbillede.jpg) | ASR 7 x1900 010203 O2 gods-bund
2 bundskår af gråbrunt magret lergods, det ene grovmagret lergods. |
![](/grafik/intetbillede.jpg) | ASR 7 x2021 010203 O2 gods-bund
1 bundskår fra kar med plan standflade af gråbrunt, magret lergods. |
![](/grafik/intetbillede.jpg) | ASR 7 x2115 010203 O2 gods-bund
1 plant bundskår og et bug/bundskår af gråbrændt, magret lergods. |
![](/grafik/intetbillede.jpg) | ASR 7 x2200 010203 O2 gods-bund
1 bundskår af gråbrændt, magret lergods fra skår med plan standflade. |
![](/grafik/intetbillede.jpg) | ASR 7 x2201 010203 O2 gods-bund
1 bund/sideskår af gråbrændt, grovmagret lergods fra kar med plan standflade. |
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) | ASR 1273 x119 010203 O2 gods-bund
Bund |
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) | ASR 1273 x099 010203 O2 gods-bund
Bund |
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) | ASR 1273 x140 010203 O2 gods-bund
Bund |
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) | ASR 1273 x112 010203 O2 gods-bund
Bundskår
Et af skårene har standrand (foto) |
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) | ASR 1273 x090 010203 O2 gods-bund
Bundskår.
Flere af skårene (heraf nogle sammenhørende?) har uregelmæssige fordybninger langs kanten af bunden og hele bunden er udvendigt ornamenteret med små korte uregelmæssige furer/fordybninger (foto viser eksempler) |
![](/grafik/intetbillede.jpg) | ASR 7 x2368 010203 O2 gods-bund
3 bundskår af gråbrændt magret lergods, det ene med glitning på undersiden. |
![](/grafik/intetbillede.jpg) | ASR 7 x2419 010203 O2 gods-bund
1 side/bundskår af gråbrændt, magret lergods fra kar med plan standflade. |
![](/grafik/intetbillede.jpg) | ASR 7 x2462 010203 O2 gods-bund
1 bundskår af gråbrændt, magret lergods fra kar med plan standflade. |
![](/grafik/intetbillede.jpg) | ASR 7 x2522 010203 O2 gods-bund
1 bundskår af gråbrændt, magret lergods fra kar med afrundet standflade. |
![](/grafik/intetbillede.jpg) | ASR 7 x2564 010203 O2 gods-bund
1 side/bundskår af grovmagret lergods fra særdeles tykvægget kar. |
![](/grafik/intetbillede.jpg) | ASR 1820 x06 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 1820 x25 010203 O2 gods-bund
Bundskår |
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) | ASR 579 x002 010203 O2 gods-bund
2 bundskår. |
![](/grafik/intetbillede.jpg) | ASR 579 x006 010203 O2 gods-bund
Bundskår. Heraf flere sammenhørende/sammenlimede |
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) | ASR 579 x008 010203 O2 gods-bund
1 bundskår. |
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) | ASR 579 x009 010203 O2 gods-bund
Fire sammenlimede bundskår. Det ene muigvis x24 |
![](/grafik/intetbillede.jpg) | ASR 579 x015 010203 O2 gods-bund
1 bundskår. |
![](/grafik/intetbillede.jpg) | ASR 579 x019 010203 O2 gods-bund
1 bundskår. |
![](/grafik/intetbillede.jpg) | ASR 579 x020 010203 O2 gods-bund
2 bundskår. |
![](/grafik/intetbillede.jpg) | ASR 579 x041 010203 O2 gods-bund
9 bundskår. |
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) | ASR 579 x042 010203 O2 gods-bund
1 bundskår. |
![](/grafik/intetbillede.jpg) | ASR 579 x043 010203 O2 gods-bund
1 bundskår. |
![](/grafik/intetbillede.jpg) | ASR 579 x044 010203 O2 gods-bund
1 bundskår. |
![](/grafik/intetbillede.jpg) | ASR 579 x052 010203 O2 gods-bund
4 bundskår. |
![](/grafik/intetbillede.jpg) | ASR 579 x053 010203 O2 gods-bund
3 bundskår. |
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) | ASR 579 x062 010203 O2 gods-bund
1 bundskår. |
![](/grafik/intetbillede.jpg) | ASR 504 x1 010203 O2 gods-bund
1 bundskår af ældre jernalderkeramik. |
![](/grafik/intetbillede.jpg) | ASR 592 x001 010203 O2 gods-bund
3 bundskår. |
![](/grafik/intetbillede.jpg) | ASR 592 x002 010203 O2 gods-bund
17 bundskår, heraf 12 samlet til fire fragmenterede bunde. |
![](/grafik/intetbillede.jpg) | ASR 654 x1 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 653 x2 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 604 x001 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 683 x2 010203 O2 gods-bund
7 bundskår. |
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) | ASR 708 x45 010203 O2 gods-bund
Bund af kar. Sammenlimet af 9 skår, heraf 7 bundskår og 2 bugskår |
![](/grafik/intetbillede.jpg) | ASR 733 x1 010203 O2 gods-bund
|
![](/grafik/intetbillede.jpg) | ASR 1818 x05 010203 O2 gods-bund
Samme bund - evt. vakkelbund ? |
![](/grafik/intetbillede.jpg) | ASR 1818 x07 010203 O2 gods-bund
Bundskår |
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) | ASR 1818 x34 010203 O2 gods-bund
Bundskår |
![](/grafik/intetbillede.jpg) | ASR 842 x5 010203 O2 gods-bund
8 bundskår. Grove og kraftige |
![](/grafik/intetbillede.jpg) | ASR 870 x27 010203 O2 gods-bund
Bundfragmenter. Sammenlimede til skårflager |
![](/grafik/intetbillede.jpg) | ASR 870 x36 010203 O2 gods-bund
1 bundskår. |
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) | ASR 870 x48 010203 O2 gods-bund
Fragmenteret underdel af ornamenteret lerkar. Afbrudt øre. |
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) | ASR 870 x59 010203 O2 gods-bund
3 større bundfragmenter, heraf en med sihul (foto) |
![](/grafik/intetbillede.jpg) | ASR 870 x59 010203 O2 gods-bund
10 bundskår. |
![](/grafik/intetbillede.jpg) | ASR 870 x65 010203 O2 gods-bund
bundskår |
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) | ASR 870 x65 010203 O2 gods-bund
En sikarbund. |
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) | ASR 870 x66 010203 O2 gods-bund
11 bundskår, med et sihul (foto) |