![](/grafik/intetbillede.jpg) | ESM 1653 x0063b 010402 A2 gods-rand
Randskår med sortbrun og afstrøget overflade. Gråbrun i skærven og fin magring. |
![](/grafik/intetbillede.jpg) | ESM 1653 x0063c 010402 A2 gods-rand
Randskår med brunsort og afstrøget overflade. gråbrun i skærven og fin magring. |
![](/grafik/intetbillede.jpg) | ESM 1653 x0120 010402 A2 gods-rand
Sideskår, sortbrun og afglattet. Gråsort i skærven og mellemgrov til grov magring. |
![](/grafik/intetbillede.jpg) | ASR 863 x050 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 941 x45 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1700 x192 010402 A2 gods-rand
Rand |
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) | ASR 1925 x274 010402 A2 gods-rand
Randskår fra kuglepotter
Foto viser eksempler |
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) | SJM 979 X0315 010402 A2 gods-rand
Randskår. Kuglekar?
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) | SJM 1160 x0102 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 1700 x130 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1700 x071 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | SJM 799 x0155 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 863 x032 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1590 x006 010402 A2 gods-rand
Randskår |
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) | ASR 1639 x002 010402 A2 gods-rand
Kuglepotte |
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) | ASR 1625 x003 010402 A2 gods-rand
Randskår fra kuglepotte. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0069 010402 A2 gods-rand
Lille skår. |
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) | ASR 1925 x249 010402 A2 gods-rand
Randskår fra kuglepotte.
Kan indeholde uglaserede kandeskår.
Foto viser eksempler |
![](/grafik/intetbillede.jpg) | ASR 1273 x016 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | VKH 953 x0436 010402 A2 gods-rand
Rand skår |
![](/grafik/intetbillede.jpg) | SJM 799 x1015 010402 A2 gods-rand
|
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) | ASR 1445 X0102 010402 A2 gods-rand
Rand
Et med drejeriller |
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) | ASR 1445 X0058 010402 A2 gods-rand
Rand
Med drejeriller |
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) | ASR 1445 X0083 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X0070 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | VKH 953 x0173 010402 A2 gods-rand
Rand skår |
![](/grafik/intetbillede.jpg) | ASR 1883 x47 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1874 x197 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1843 x162 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x162 010402 A2 gods-rand
Rand |
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) | ASR 1925 x272 010402 A2 gods-rand
Randskår
Mulige randskår fra kande.
Uglaserede. |
![](/grafik/intetbillede.jpg) | ASR 1015 x0547 010402 A2 gods-rand
A2 randskår |
![](/grafik/intetbillede.jpg) | ASR 1015 x0441 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1015 x0441 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1015 x0338 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1015 x0331 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1015 x0312 010402 A2 gods-rand
Rand |
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) | SJM 799 x0148 010402 A2 gods-rand
Et enkelt skår med drejeriller. |
![](/grafik/intetbillede.jpg) | SJM 799 x0036 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | SJM 1160 x0147 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 595 X053 010402 A2 gods-rand
Rand |
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) | ASR 595 X051 010402 A2 gods-rand
Rand. Heraf et med flotte drejeriller på halsen (foto) |
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) | SJM 1160 x0198 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 1925 x277 010402 A2 gods-rand
Randskår fra kuglepotter |
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) | ASR 1289 x2 010402 A2 gods-rand
Rand |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKYkjM8imNkCnAYkYbgHIwfw5x0p9ABRRRQAV8Yf8FWh/xjrox/6mKD/wBJ7ivs+vjL/gqx/wAm56Qf+pit/wD0nuKTLh8R+YHxEjE/hLw7JdXk6Sx2ii2t5VnZXUhN20u5VQBj7oAP5UU/xz4X1S68KeHr620m+ktIbLzJ7mO0k8tF2odxb7NGMded8g/2u5KaNz+gmiiig5QooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkpaKACiiigAr4z/wCCrH/JuGlH/qYrf/0nuK+zK+NP+CrH/Jtuln/qYrf/ANJ7mky4fEflt8RrH7L4b8KSC2+z+dbZ3/ZvK8z5U53fZYt/Xrvl6/e5yxSeM7xbXwrodvFbWarc2wMsot4TKSAhGHEKsvU5+Zs9z6lNGx/QrRRRQcwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUU0M3mMpTCgAhs9Tzkfhx+dOoAKSlooAKKKKACiiigAr42/4KrD/jGvTuP+Zitv8A0RcV9k18cf8ABVLH/DNdgT/0MNtj/vxcUmXD4j8ufGUmlzeD9CF3ezm6S0IgjtfJmXdtXiTFwzIM46op6/LxgFJ8Qlk1TwX4cnjvoJksbYLJE+oxs6bggASI3crduQscWAOV4+Upo2P6DqKKKDmCiiigAooooAKKKKACiiigAopKWgAooooAKKSloATPzEY/GloooAKKKKACiiigAr44/wCCqn/JtNj/ANjDbf8Aoi4r7Hr44/4Kpf8AJtNj/wBjDbf+ibiky4fEflX8Q7g3HhfwqpnmkEdsQEeVpFX5U6A3EgXp2SP6dlKv+ONY1LSfBvh63hea1try0ZZA0Lqsw2IOC6AEYJ5Qnr16UVSNj+gyiiikcwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUlLRQAUUUUAFFFFABRRRQAV8b/APBVVtv7M9lxk/8ACQWwHt+5uK+yK+NP+CrRx+zNY/8AYw23/oi4pMuHxH5bePLazs/BPh57jT7hLu4tt1vcIohj4CbiwNnH5uQeCJXx13c/MUnjTRYZvBnh+4lntNLZLRnRZ7Z0e7O1ThWSzQMfd5JB8w+YZJJVo2R/QrRRRUnMFFFFABRRRQAUUVWuNStLXJmuoYQOvmSBf5mgCzRXOX3xG8L6cpM+u2Kc4wswY/kM1hXfx58EWgGdaWUntHE5P8qzdSC3aLUJPZHoFFeQ337U/gOwJD3d0x9FhH9WFYTftkeDi5RLW+LclVIj3EDrkb8g9az+sUv5jT2FX+U97or51uf23vBlr5qvpuqvJGeVjjUj88/5xVuH9s/wdLCsn9n6oAy7gNiH/wBmo+sUv5g9hU/lPf6K8HH7ZHggKu+21RWYZC+Smf8A0L6/lVqP9r7wAzBWfUEPfdAmB/4/TVem/tC9jU7Ht1FeUWn7UHw7usZ1poARnMtu/H5A10mm/GbwPq237N4n047uB5kvl/8AoWKtVIPZkOEl0OzorOsvEWlalj7JqdndZ6eTcI/8jWhV3vsQLRRRTAK+Nf8AgqyM/sz2H/YxW3/oi4r7Kr41/wCCrWP+GZrHP/Qw23/oi4pMuHxH5R+PIUk8L+HHgWNtkB85oo0GDhMbyvOev3v8aKsePtYl/wCER8OWdtfu0L2+J7eO73qdoQqGQXMuMHoCkX+72Uq0bH9D1FFFScwVn69rlp4b0m41G+k8q2hXJPcnoAPcnitCvHv2nNVXRvBVjc3VxHa6Wt4PtUkh4A2ttzweM8/hWdSThByRcI80kjkte/aquVWT+y9LiIDBQ0hZiPU8en0Nee3Xx+8f+Jmh2XU1hHNgKtnEIypPHJwTj39+vFcnqX7SHw702Nzb+I7VZFTaMRHI56k7ckZB4z0PNc5efthfDbS4xbpqN1qDcENb2joD+IA9hgeh9a8hyrT3bPQShHZHpWreNPGLtaJf6nMgmYRL5l2W3kAk/iccf1rIurfXtRVni1K2kVWMTpufKn1YbeoBH4V43fftUeFtS1ZbhF1CS3tzvgimsmDeYcjORnIAxgH39hTJ/wBqS0voEjt9OvpVlkLSyNGI8pkcYLZ5xznPWp5anNqi9LaM9Lu9BGn2dvc32rR2rS4UeZGWye5OD0yMjIGeK4bX9TjjiMcWqecFALuh2ZyOmdxwOD+X0ryf4j/FS68XQtaW8d15XGWaVV5wAMHB6AY5GOTxXjN5b+JxJ5r337vohMhDDp6VpGhzayZPtHHY+kdU16yhtii3Jdg+SVl+vzc8Z5P5CsH/AIS61hnjit/kThncsoGPrXzzPY61NtMl4HPQL5jEmqo0zUpOGvNoY9Bu/LrVxw0F1K9tJ6H0XqPii22sY7u3heUZkXdgn0XA68gcY61hzeNp5GWI3MZQjJJk4UdfbpXilx4f1BoxK+oHJ+vbv1rOurG6ePYb0ybecY46/WrjQitgdRvc+idO8SmaUOLq3EUSZI3AYHfqeP507/hMYIyyxSpOe43KpI44xn1/OvnBdOvvL4umAbquMfnzSGxvd5zc5JHUk/40fV1fcXtD6XXxQm2NYwvBPyLICM9fStb/AISndZtEIpEQDqUGR9CO9fLVjp93M4CXyh+3Lg59Ola01rrenxgLqIO3B2iZhgkDI596xlQjezZrGbtoj6Kt/Fl1aTExXFwmCD8pOB39a9h+DPxa1TSfF2iz3Op3r6dHcxu0KzSASfOvyYzjBz345FfE9rrniazWBt9zIuSx3EOo+gyc9On6V7t+ynda94y+Leg6HNp093BfToZ3hjf5IQRukbHAUD+LpyaznTlpyPUakrPnR+wytuUEdCM0tJ04HSlr3LniBXxj/wAFXnK/sy6eP73iK2H/AJAuK+zq+LP+Csr7P2ZtL9T4ktsf+A9zSZUdz8ufGniKGPwd4ftZre11VzaFEae8ldrQ7VGURL11U+zRRj5R8vUAql44ljuPBugefqEplht8W9vuklUghAwJadhHgY4VFB9OOCqRqf0TUUUUGAVx/wAW/h/p3xO+HuteH9StEu47m2fyQ2cpMFOxwRzkH8+R0NdhVTVtQi0rS7y9nfy4beJpXb0ABNJ7ajW+h+MnijwLomk61e2X2DzvsknlhpUWNmlBwqEdsMpB5ORn6VmSWUTLmGCNY8AqIk7Y9cfWvRviNDBZxvZqM3sdwBbxsflba5fJ5yWJB9gqnOeTXATRT3VxCk13EATIAIvlJG7O5jx/eyOBxnpXjU6j6nrThdaGSqf6UWfcsROdiDBIGCO9PhtDIiKr+Y+0A7RgdRkZzzjkf5xW9a+DZ7ps28jSyLt2uje5Oev+c1KujS2800abioJBZATt59R/nrXTzLocyOJuLt4ZmIYcNgYIxgZxx/nrVKadAmOGGNpPOc8kj8/Su5h8FvHEV+zbudyDowJ7dPT+dLceFZ7GENLayRgIAnmW4bOM8kkc/wCfSjnQ7Hm7bgikgNu+8P8AZPAAz9aRbp7eMnCK+SckZPrx+ldTdaHNJIwZWLZy3AQdcdMf5zVKTRXZPufvH7t0GSOPrV3QtTlZpZJSyAFwx38LwD0zz6Cs+SNYJGQLIJFPzZxXcSeG2VSMYYsMbeAPl9P89azbjwysKlYhxnduAHJPvTUkM5VplVNg8wHBxlcHoapO0sbBizsewxgCusk0GVJFxEzSFuPXHGKml8Ppa2j3E2d46biD356fjVcyDVnI210yMh2lWHXIz9TWk95PdkzMNyqOTjaM8Dp9cVpW+iFB5hViknVQnIXr/n6Vbt9GP2cbxJHHtI3Mp55rKU0aRizIt7ySVh8zkq2Rg5r9G/8AgmH4TZtL8YeLbiJt8jw6ZbysDjABklAP1MX0wK/Pt9HWBsSqUkJxsx0+tfr9+xZ4Xj8J/s2+D4Ft3t5rqKW8mEilWZpJWIYg/wCzsx6gA06fLKV0RVbjCzPcN1OplGTXYcFhxr4n/wCCtTY/Zn0j/sZbb/0nua+1q+J/+Ctf/JtOkf8AYy23f/p2uaC47n5YeLNB1S+8K6FdW+n301rb2peWb7PJ5aLtU7txiUY4PIZunX1KpeObdrfw74Zf7N9nEtsTv+zeV5nCc7vs8W/r13y9fvc5YqkWf0b0UUUzAK8C/am+Kx8N6JB4a0qaGTVNRYrOu754YxhhjsCTjjk47civavE2uReG/D2o6pOcRWkDSnnHQcDP1r8/tWjn1i7mvpy11cOS7SNMdz7j2OepBP8A9euDF1XCPIup14enzPmfQ4PVrCya4WTUr23kuLeJWe5d1LwYAAXIBIX5UGOnqeuOH1G6t5FmYTR28TBLdBsAEoBG08nKkZHA56gkjr6h4g0+2hsLG4vbaJUilYyxqwBkXYCdxAHIxk85578Vmah4etLiyTU4oI7a4eTabc7Sx6EsOBnPv615EFd2bPSlLlV7HO+Cra5it7oyIsduIz5cRxuAHRgPTGDg/wBKtag9u0nESBpmDvuHB75GPwp91fXZTbAvkiQiNynAPJJH05Pt/KmtpiRW7CaTzbry9oUOqgNjOAT0PWt1MxcSO4uluLdHjmHl90QngAgAHPfkc/X8K+yOKPbJczwRjONr/eHPoOvJP50t1Hb6bGJGYrcEhSrShlxjPGPw6Vj3XiC0ltwJ5pH2j5FdiQox0xuHPHr3NVGXMTKPKR/2NazTIsE88uBtbfbkfNnjr0H+Fc5fqLO5d4mZowMZ2lQDkH8jmoNQvlkQJCBGSxztzjHp19q54SbXBDDPowxj/OK61ExudFfXkQgkZUV3IJOOeMHP5ZFc8uqKrSeYeH+XBXoeO/b8qJboJGw8zcenTp61nXhRrhmyAc7g3IJ6ZqkhFtb6NfmTcVB/i4wMgnn/AD1rQuJknhiDL+527gmAcjrnP4VzzN5LeiseOePrTjdN5arGSqp05zk/5NTKPNaxpGSiakjHemBvGeB3A7Z9+lTW15GtxMJFEbGNtrScYbbwc/Ws+xhur642wq0rkfeUdPrWta+D5proRXMpimkAbDZRcEkehz9AKxqOEVaTNacZyd4orW8xa6XePukf6zBz6c9+1ftt4NvF1Dwhod0iLGk1jBKEQghQ0anAI7c1+a/7Of7JcHxW8SMt7rDQaVaRia58lC5ddygRoeAM8/MemOh5NfpzaW0Vjaw21vGsMEKLHHGowFUDAA9gK6cNaUeZbHNiNGovcnpDnt1pN1Ga67nILn86+J/+Ctjf8Y06N/2M1t/6TXVfa1fE/wDwVrYL+zXouRn/AIqa3/8ASa5pFR3Pyw8bNJp/hPQIRaQxQ3luGeVrCNZH2hCCsptY278lZJM55b+8U3xRHpcfhfRzcxSi6a1zA1qIFUttXmTam4846knrzRWiKP6L6KKKZgVNW0u21zS7vT7yMS2t1E0MqHurDBr4Z8XfsU/Ey28ao/h7XbK68PmYunmSCBlUEMm9cckHI4yDwcV940VlOlGp8RrCpKnsfnfH+w/8WdH1trr+1LLU4DJ5u5r3LAkZIwyAYz26HjPTjD8WeDvF3hDTjF4l0VtMbzQsQKjbJk/MVZSd5xt6ZP0FfpWRmsfxN4V0vxhot1pOsWcd9YXC7ZIZBx7EHsR2I5Fc1XCxmtNGb08Q4vU/LrR9b06O6vLe8gjBikCiWGZiEBHOck88MSM56DFalxDp15qU1sxuLRg6rHHJGDE4JIDF+o6dcdx0r7Fvv2H/AIaTQrFaQanpkWSXS2u94kJz97zVf17YxXJa9+xK1tBPD4f15biB1G2HWAxbcpON0iDkYJ/hHPNcUsLVjqtTp9tTlufLGqeFZ/LjC2jywltu+FwVZuRwM85I/kK4/wAQWB08Nb3WnTWhJBMc0JU/yHY5r6X179nf4i+G5Gl/s9ZkMo33Oiok7MGX5iA53gDHXAzn3rm9d8q00eZtRs5NRk+WOaS6t/L2RFgu7GTym7GTk46nued1p0ZKM4mvs4zV4yPl/UI41kKeSVYkMdy9OOnSsyaGJ5twQqMHnHIr2bxJ4F0+CyvL6PUIoRDkfZ2mUsMerNt6j6nnvXmV5qGnXFzbG0beJk2yRyMAYHUjjgHPvXQsRF7EewkZK6askyrBE0i4BAKf54rJ1trTS9Pkv7qaCO3WQRnDbmye3A9q9NsbCO4t4vMVLtpF8uONUVjgZOAMZbqTnr+QrrvDP7GHjTx/p8z2Xhia2sbo+Y7amBbRsxxtZBJh9vfgH/GY15Sfuo19jGKvJngdpbRalawTwPbzRSqGjbeBuznqPXtjrxWppOm2cN0gubWSQE9eMdMnrx6da+vPhr/wS+utN3f8JL4ut7a1bk2WlW5mznqd8mApxjop6D0r6c+HX7IPwx+Hem/Zo9ATX5ictd69tu5D6DBGwAeyiul0qtTrZGHtKUPM+NfhD+zlrXxq0XVrjw1LpGnRafP5anUoiI2kZcgoEVugwc9ORiuztf2Mfijp+rJbXcGianBcP/x+213iGFNqjEgdFfGQxG1W+9ivvTR9D07w/Yx2Wl2FtptnH9y3tIVijX6KoAFXWUMpB6EYNJYKny2nq+4njJ393RHlXwC+CLfBzSL0XepLqepX3l+YYkKxQqm7EceTkgbjycZwOBXq30oortjFQjyx2OGcnN80twoooqyAr4j/AOCuDf8AGNuhj/qZrf8A9Jrmvtyvh/8A4K5N/wAY46D/ANjNB/6TXNI0iflh4wtvtXhfRLiO6tpFtrcLJGbuLzAWCAAJ9okY++ETHdfQqv46vPtWg+Gk+0+f5Vtt2faPM8v5U42/aJdvTpsi6fd4wCtUB/R7RRRTMAoopM0ALRSUtACbaaVp9FAERSuS8c/C/Q/iBbhdShkiuFG1Ly0fy5lHpu7j2IIrsDikqJRUlZouMnF3R816r+wv4P1qbdd6zrGwyiRlhMKFwCflLeXkjH68/TqPDP7Hfwo8K3JuLfwtHdSkAE308k6kjuVZtufw/rXteBRtFZqlBbI09rPuc94f8A+G/CLyvofh/S9GeX/WNp9lHAX+pRRn8a3PLqXbRtrQi7GBcUtO20baAuNop22koC4lFFFIQUUUUgA9K+Gv+Cuzf8Y6eHh/1MsH/pNc19ymvhb/AIK8N/xjx4cH/Uyw/wDpNcVPVGkdz8uPFniHULfw1olpbandJbyWmyeCO7cow2qNrL9okGOvGyP/AHewKh8Z3Sp4Z0OKWIzSvbL5UrzSnygAmQFLFcHjoO1FbID9sm/4KDfAVevjpf8AwWXn/wAapn/Dwn4Cf9D2P/BXef8AxmvyF1q+8IWlvDcRaVceXfQzz26iViYh5t7HGG+fqP8ART34jPXJzXXVfBk1vd3A02aJYZgVheZt7xs7YCjfzhdufpTsZaH7A/8ADwr4Bf8AQ9j/AMFd5/8AGaT/AIeGfAL/AKHsf+Cu8/8AjNfj7oF94R1fWtKsG0q4DXM8EDs8rBcmS2DEnfwCFuR/20X04p2viDwZH9l+06NdybfK87bIRvx9l8zHz99l5j/rqvTA2lh6H7Hf8PDPgFyf+E8X/wAFl5/8Zpp/4KIfAEf8z3/5S7z/AOM1+Oc+peENPktY5NPluz5MEkrwTMVJaK1Z1++OQwuQR2Lgdhhv2nww3hyW+GnTb1dbYDzWz5hic7sbum4D/CiwtD9jP+HinwA/6Hv/AMpV5/8AGaQ/8FFP2f8A/oe//KVef/Ga/HJdS8H6hJdRw6fNZnyrmSKSeUhQQl20a/fPOWtAPUxn1O6rfa94Oka5+zaNdRhvN8ndKflz9q8vPz9t9pn/AK5N1ydxYND9lj/wUW/Z/H/M9H/wVXn/AMZpn/Dxr9n7/oeW/wDBVef/ABqvx28SXfhLR/EGqWK6VMy21xPCrRysV4lnCkEvyAphH/AD68xf2p4Mhgsbp9NllSSfEtukzeYqK8BbI38bl84D/e9uCw9Ox+xp/wCCjn7Pw/5nhv8AwVXn/wAapv8Aw8e/Z+/6Hh//AAVXn/xqvx20e98IXdrNNNpMxFhDDPcKZWBlHmWMcgX5+pP2s9uJR0wNtXRdW8H3V/p1vc6bLEskkEc00krKg/49RIxO/gZS7P0lX0+VcofI/ZNv+Cj37P6/8ztIf+4Vd/8AxqopP+CkXwBCnb41kB99Juz/AO06/GNdc8LxqFfSp3YRhSwkOC/lAE/e6b8t9D+FXdWvvC9ja28iaXIzXltJPDtlJ8olrxFDfN1DfZj9Iz6nJyj0P2O/4eT/ALP4/wCZymP/AHCrr/43TG/4KVfs/r/zOFwfppV1/wDG6/HCbVvCdxp+oTwac8JWR1gt3mO/DreFGA3chM2gP/XPvk5Wx1DwtrGqm3g0qS2SQyOhlkOFUG4cA/N/daBfrGfXlWDQ/Ys/8FLv2fx/zN1yfppV1/8AG6Yf+CmHwA/6Gy7/APBVc/8AxFfjRH4g8LLcbn0aZot4O3zD93zIzj739wSD/gQqdtY8KafPaJLpjXqqlvJK8Mhw2VtGkX73XKXSn3k9uCw9D9jv+HmXwB/6Gm8P/cKuP/iKb/w80+AX/Qz33/gquP8A4mvx1XUfDVvoun3smlNJ5k3kSRiQ7sxrZF2PzdG/0nH/AF09uK9jrHhqZWEunGJo4NxLuf3jCOMYHPUuHP8AwKlYenY/Y9v+CnHwCX/mY9QP00qf/wCJph/4KefAP/oYNSP/AHC5v8K/GuTxB4eaKRV0d1dlYK2/oxScKevZngP/AGyPrzb8Q6r4csdU1Syg0nd5M08McqSErw10EI56DzLf/v178rlDTsfsK3/BUD4CD/mO6ofppcv+FfKX/BQ39sz4a/tCfCXRfD3g2/vrvULXWUvZRc2bQqIxDKhIJ6nLrxXxLqmueGVjjkt9KybhZJPLVzmDMl0FQ89Qr25+kfvVTVr3RNS8OXk1lYLZXUVzCq7nyzKwlJwM9BhP0o5R37EniCTStT0PTTFqtrHc2tsA9v5bl3baOAVgQA8fxM3+93JXGMc0VoRc9d8dzeF28L+GhoXlrerCBeKu4yM/lRFy5KjH73zQBljgZyBgVwZk96KKtbEnSfDeTRx4ut/7daNNPMU43zLuRZPJfyiV6H95s4PHrxmsrxbJpzeKNYOjqq6Sbyb7Gq7sCHedmN3zfdx159aKKXUDJZq6FrHTovAYuRdWkurTXmWhLsJoYlUgADGDvLkn0Ea+pFFFAzmS1WNLktk1S0a8QS2izIZoy5Xcm4bhkAkcZ5AJoopknRfFJtA/4SOMeHpI5rcW6CeSCPy4mmy2Si5OBt2A89QTXG7qKKS2Gdj4Bm0Aafr8estbwz/ZWe1muIjNuYRyfulUEbWdzH+8zldvQhjXFM1FFHUBu6ur8dXHhmS10NdAgaO6+xQm/dXbZ53lIGUBh94OsjEjg7wB0OSigDkdxrpfh3caVB4kDaw0EdsbacRyXUZkjSby28ssu1gRuwOVI5zRRQxmJrEkMmrXrW4hEDTOYxbqyx7dxxtDEsFx03HOOvNUyTzRRSA6+8vNIX4bWdtDNZzas1xvmU22LiIAyDaHCDKY2MSXYksoCqFJPH0UVIy1pT28eqWbXeDarMhmyCRs3DdwPbNP1z7INYvvsEnm2Pnv5D7CmUydvynpxRRTEUc11+m6hoUXw81C2nFudZeRzGrQEzZ325jZZNuFUKtyCNwyXHB4KlFIZzFjptzqkjJbR+aygEjcBgFgo6+7D86KKKBH/9k=) | SJM 1160 x0196 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 1273 x012 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 864 x2 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X0066 010402 A2 gods-rand
Rand |
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) | ASR 1357 x169 010402 A2 gods-rand
Randskår
Fra kuglepotte
Drejeriller på halsen |
![](/grafik/intetbillede.jpg) | ASR 598 x001 010402 A2 gods-rand
Randskår med lågfals. |
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) | ASR 13 x1215 010402 A2 gods-rand
Kraftigt gråbrændt sår med indadbøjet rand. |
![](/grafik/intetbillede.jpg) | ASR 1200 x0070 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1200 x0072 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0090 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1200 x0109 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1200 x0128 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1200 x0130 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1200 x0141 010402 A2 gods-rand
Randskår |
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) | ASR 1200 x0157 010402 A2 gods-rand
Randskår, 1 stk. med drejeriller på halsen (foto) |
![](/grafik/intetbillede.jpg) | ASR 1200 x0197 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1200 x0201 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0248 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0251 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0263 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0288 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0301 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1200 x0323 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0373 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0378 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0386 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0390 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0424 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0506 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0512 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0513 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0514 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0515 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0520 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0541 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0560 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0561 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0564 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0577 010402 A2 gods-rand
Rand |
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) | ASR 1200 x0582 010402 A2 gods-rand
Randskår, flere med drejeriller. Et skår med tud og drejeriller. To skår er sammenhørende (foto) |
![](/grafik/intetbillede.jpg) | ASR 1200 x0587 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0598 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0602 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0607 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0611 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0613 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0620 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0621 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0633 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0652 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0666 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0694 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0707 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0710 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0720 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0721 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0722 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0727 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0758 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0759 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0780 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0789 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0811 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0846 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0858 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0866 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0868 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0872 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0873 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0875 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0885 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0887 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0898 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0919 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0929 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 595 X013 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 595 X044 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 595 X050 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 595 X049 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 595 X048 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 595 X082 010402 A2 gods-rand
Randskår, meget slidt |
![](/grafik/intetbillede.jpg) | ASR 595 X089 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 765 x27 010402 A2 gods-rand
1 randskår med afrundet rand fra kuglepotte |
![](/grafik/intetbillede.jpg) | ASR 1074 x006 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1074 x011 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1074 x018 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1074 x020 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1074 x032 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1074 x035 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1074 x052 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1074 x062 010402 A2 gods-rand
Rand, heraf en med drejeriller på halsen |
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) | ASR 1222 x114 010402 A2 gods-rand
1 randskår |
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gwyeeM/iPWovY0tdGStoYboJbOy84DMwQfewDuz09+KsalFOuo3EDyF5FbBZX3BgO4bPTAznv1q5NpX+iWUqzJcMyFyBkFCGIHVeM4Hc/UVS1qMWrW5kmQtKnywZOUXoC3TnqAOuAO1NNNikmkZtvprMshzgAZbcSGz25/D9aRrV4w0a/McgtHgjnPQ1ZVooQE3eY2P3nsQcYHHNWVmXcRgMsigfNg98gAnp07Y9Kq7Isik1nJHgH5d2PYYPf8AlUkdqszfP8wIxuxjH5VqwMJJtzeWAp43DcPXoeo/CrR0kJbyNuXzMgBVI5Bzk+n/AOqk3bcajfY/Qn9lLWpNb+Bvh2SWbzpLdZLXr8wCSMqg++0D8CK9fWvAP2L2P/CqbpdhRV1OUAEd/LjJx6jJODXv60LY86rpJnwr/wAFVgP+EV+HBKs5/tScBVAOfkTsePz4r86PiRZ3Og+MriZJI9OZvniFu8KSRqVxgrAzBD97jPIYetfo3/wVSkRfCPw+Vx11Kdh04wsf975e/fj1r85/F3hS51/x/LHayRvHcs8m4T280kccaBpHdLbIGACcBQTjjJzXXD4UZ9Dz+doo1T5GkJ65OAfbiiq7XJYbJAcAdO4/zxRVCP6SKKKK4xBRRRQAVU1ax/tTS7uz3+X58TR7vTIIzVuige2p8X/Er4S3L6lLstrVLuMMk8EyD585YOrYPJyPTp17V4zqDXfh3UjDNZyWlxHhJPOTlgeRgHkZwMY+vev0J8cfD+DxgsMyTmyvoRtWYLuDr/dYd/b0rwH4m/CW+WG3Guaa91BFkJqdnJuEeSMkgj5QcDqPYHrXM1KD01R69OtCotXZnzGsk0l9I9rAxUYLwcKV/AD2HSueElxa30myJ3Eh+VnXcepODx14r2XxB8Idd0WO5vdMP9qQMS6tZ7mdfmJA8sDIz8p449+9eceTdRs5minhkY5IfCc56nHPUnv3q4yUtmaNNboyI5blbsF7R1fO/wDfIQRyM/L164/P6077a5uEhaN1LKW3Mu1SueCSccdqjmE14rz7sSxv/ewcE8YJ5PIHf9asIyTLi4kyyhjuUMxAJB5P9KoNxtnKst7Hb3TK/mOAjb8KGOcfMAeeR2I+arE/mzXE5ZVkRUDRpwBwABlc9ME4/D1rOuNHNw8cwnljKvwjqcHGCMHk+n6Vc1LQJfDDT24uThk3lYgzHAb5SCQCBnseeD3qJLzKjKxlXl5Es5d7f90Y9u3dhBwRkDsec/hmqurW8bWsLTwssq8+crDcchdpzg9AM8nvxitSz0cTW808m9oc4LbAJTyBkLnjg/e/yM+90+5t7gTRFbqOErtjZgM4GcHkE9+BTWgndmJHpM07SC2SSdVUOxxuKKSByR05IGferVvZ7YV83cTuC8ZyO4OK0hD9kjX7LNPA0h/0hl+VTGcHAXPIBz1HXFSRrGkjxyFpJMbkJ+UHIyCep/yeavmZHKQvarJBmJCwUbmU4DAe4P1pbWSS38r75Z5drRkFSMjjgDPc/iOlWo9qwmUgjoFZVx06kH1wRwPX85YbadpGkgWRkTbKVwGBGcAkA9QeP/10XCx95fsjrND8KvJlR02XblRIxJGVUkc9OvT3r3Ja8L/Zh1xrzR9U08xsPIaOZmbqXYFW47D92P1r3Racdjzq/wAbPhH/AIKuSCLwn8OWLBMalcYfIG07YsHJGPz4r82Pig19aeNrq9jv1aSY7kuba8ilYjaFOTCFAPBGNo4/Ov0i/wCCsDMvhn4Z7SAw1S4Iy23+GLv2+tfn5rngHU/HnxPNjBe2Ky6g2YbiW/E6MVReCyruyT6oO/YE11x+Ew6HlMu5FBI3nOM5oqS4ha0neF8AqSDg559sUVZJ/SVRRRXGAUUUUAFFFFABSEBgQRkUtFAHEat8KdKuNUOqaaDpWoNyzQrmJ/qn+BHXvXn/AIu8N31g8ra14cj1SzVT/pltH5oAwQSQAXXjPbHNe700isJ0YTd3udlLFVKem6PjvTfhz4G8QzTi3gmjCgq8KXDLGeuGweVIycfXj3r6h+zt4currz7O6urTBO+CKQGJgOnzEbh+Oc19H+N/hFpPiqR7u3LaTqu3AubYYDEZxvXv1PIwfevEPEXhPxn4FuJJbx3lscYW8twHjJ7bu469WHfisJUZx1UmejTxMKmjijxy/wDgX4gmD3FjcWt7a5cLHHMS3B6dOW6jr6ZrhtfbVfCqf2bq2FjnhBe1XYZU2swUYOdp3BuvP5gn6U03Up47FYozBapEdzCBQCd3JwB6n2FXbzT9K8Xw/Z9b0u3vEfpPJGFYcHjPUdSc8EHpQ3Uj0uvxNVyS8mfHDPeTSI3mx/Z5lA8xWUPtBI2kZz37/wAqYrXFt5xCeY0fLycEY55IHXsc+lfS+pfs1+Gb5ml0uW4spxl8SPvR/Qc8jpnIzXk/iD4K+IvDalpNKur1PNZY/wCzYxKpTjaSQCTnJ4IH3aqFaEtNvXQUqUo67nCafcJqkdyJFbzjl41BZRuJ5Cj3HP4dqsyXQjgjC26qCnLYBGR68/5IqrJoeo6ZqEVlc2NxpcsLEEyx+XISccdvX61q6jpdzbzRxCFr5I03SGFvlUb+QTjufr94Vs5K5mk7D7ZIbizlFuCnlpu8uXhd2F546cAn6Cuz+FM0VvdXwuYc24O8yryqlM5A9ep5x2rirHw1eQyCZneztwMO90uAMg4CqMkk9BjnpX0R8Gfg3c+OdQhu7i1kXQPMDXEzS4L452qRyc4GQOFyfas5Ln91Fc3IuZ6Hof7L+i/br6/8QQtMthHD9kh3AgTMWyxb1K7R/wB9V9GRnOfaqmm6dbaXZw2lpBHbWsKhI4o12qoHYCrq10RXKrHjVZ+0lc+Df+Crrsvhv4aKgyx1O4x8xXHyx9x/ga/Nv4kTano/jy81C3uZraadd0c9veu74KhWxIQrHOCOQOOOlfpJ/wAFXJNnh34ZgMc/2ncEKu7cfli6bee56c81+ePijwDrXir4kS21tayWsl2zNbvd/aZTJsRd20uhlcjgY2kjPoM11x+FGfQ8suWPmME+U/XNFJMpiUduSPrRTJP6VaKKK5QCiiigAooooAKKKKACiimlsUADVVuEWSNkYBlYYKsMgj0qVph2qvJJSbNoxZ594h+EOh6khaxRtIud24SWxO3ryNhOAOvTHWvOtW+F2s6LNLI8cWoWUOZIri2Y+aOOS6N+P3Sf8PeZmrOuJGQE1g2jujKS6ni/h+dF04q7b5o2GFYgMV/qcVuR6jCytDAhn2xliAT1zgDd6/rW34i8K2OsM06D7He4wJoxx+K9D9etc3LZ3uizNNNCWiUbfMhJZWHTJGPlPTPGPes9HodEZFO+a01hhBfWVvdWUZGz7QgcbgeTyO2QPxrE8XaFomh6WbmGztonXItxg7WbHACjt3x04zWlplzBqE9yu1TFIMSYYfKwAH8xT9P+GUvxJ1iC6i1D7NoVixgk+XLSMD8yp246bun1wan2cXokauo46tnJ+AvhPqPxevPtd4y2Gk2hVfOEeedv3EXgHjrnpuHXpX1Z4f0Gz8M6Pa6ZYReVaW6bUXqfUknuSSSfc0/R9MstE0+KysLeO0tIhhIoxgD1/E+tXq64xUVZHkVqsqjACn0i0tWcp8B/8FZN/wDY/wAKwuedSuvugkjiHkY5/Kvzq+IUmsaD4+udSgl1DTJM77e6/wBIgldSoXKmU+ZzyOTnr2r9GP8AgrDGJND+GGX2Y1G6Pck8Q9AOT+HNfnd4w8D+INe8dXFjZaVdzyXnmTW0bW8kHnCOPc5QSksSADxkk9uoFdMfhRXQ8yupDJIeAFxxjtRSbW81sjGz7+exopkn9LFFFcH8SviFc+EWgtdPihmu5VLs0uT5a9Ado6k4P5VxTmqceaRrTpyqyUI7nd5xyeBWXf8AinR9MVjc6laxFeq+aC35DmvBdQ8W6hrIlOqak9xGRuQLhU6HA2jjj1x2rLg1W0Fyg2nG0jlMAevNefLGP7MfvPVhly+3L7j3G8+K+h2sZaL7Td9gIYTz+eKw5PjWGdlt9Cnk4yDJOq/pg15ZdeJbG1k3CZBMATtOcfnVT/hNFadlhh3sBwQOtcjxdbvY7Y4Ggul/merzfFrVJhm30+3iBz/rNxI/UVRm+JniXaEIsY3xktFEx4/Fj/KvObfVLtjlUYhjnZtHX6VoQ39/nm3YHG0Ac/nxnNYPEVX9o6FhKC+wjrJPGniS4YmfU/Iixn91Ggx+OM1Vl1bWJIppX168cAcbZSo/TvWDJ9uCkMVJY89TgfTNU4YTJIhYEKMkFn+mTg/56Vn7WT+KTNfYwXwxX3Gv/amr7AZNdvwoJwvnuWPH1obWtTGRFrt4rMu0hpnb37ng/Ssa4t5br9ycvuJIVyAGGewqWDTri3kJmbEWeq9B+QzT5n3DljtYar63JvK+INRPPCrO+AOOfvVFJdeIICinWr1nJwwa5bpjr165xWkdPfdy4bHct0/HrVK8sZ1YHzwqfxPv3Z/+vRzS7j5Y9jKi1jxb5MaDxDPFKxYKWiikyAeGO5T1GO9PtPiD8QNKme3a203VyrAB5IWRiM8/dIHT/Zqx9n1IKirJGg/56LFgt65BP9PSobhZNsarc27SoQNsZIP0O2rjUknuZypwa2RLp/jq2t7mO51fwNDLO4bc2m3bbWHcmEjbz9T6+9drpP7RXhC3W2sRp+paZGiBFQ2iiOMDACja3T6DtXCtM1mAztFJtHAB2lR6c1TTVLa+uCLiLhRyeGXn/D2rpjiakTnlhqcj6K0P4heHtfRTYazaTsf+WZlCSfijYb9K6WKfd3r5Kk0vSbtvMt8xMeDuGAMDOMA4/WtbQ9a1vwrNbnTr6b7OoAMe8vEe33D/AErqhi9feRyTwOnus+p1bNSA15R4V+OVlfSraaxbtYXIVWM8YLwnJPXuvT39a9Ms9StNQz9luobnADHyZA2Aeh4PQ13xnGaumeRUpTpv3kfBX/BWlv8AiVfClMbt2pXXy7S2eIOwIz16Z71+cfjibV/Cfj+9uLdZ9InlV1ikit3td0ckZjfYrMxAILrwT35r9FP+CuDbtN+FCYDFtQvBtZQ27iDjB6/Svzq8WeC9e1rx1e29tpX2UTB5ozJGljb+WqruYFn2KBkZ+Y9feuuOyM+hwrTKGKjaeTk0VTkzGT65xRRcg/pkr5/+NWbXxk8oSUFo423ZwGGMfL7cfnmvoCvEvjzorw6pZ6qo3RyxeS2eilTn9Qf0NefXV4Hbg5KNXU8tjikupGXzWKuCWXb2PJFTW/hsS7gZHO/gDdwefSrNrOjRoyBsHAJUnKn8a1Et2kkh+UHcc898f/qrxKj1PpIrQx7bwxDa7kP71c9GwOPwFXIdHitbgIsKg9QQOB9PWt9VbaNkYUqcFRggj61JzgblyM8L1FYSXY0TtuU7SzYRsyjB9ep+mKs2NsLhjE0cgfaWO8ED8KvQTNBbxmVd7gBWKjqcDmoNN1T+1VmmS1ltmR2hUuoO7GOQc9P8KXLZD5rsstYqYyPUbRUJ0zzjHIQyqp7DBIrUtcNEiuS3GS3TNJeTCNURXVWkcKNx46jP6VK1G9CtJYxvyFB44bqRjP8An8KrmxE0flmP92eAF6/rWvJiMnrtx96q8DK9w69I0xhvUnk/0/OrXkQZdrYtD50bphUPbPINC6PGsgdsnj7jcgV0GInztAqizeXMcj16emK05bkc1jPg01JMBUjIbrg/oOKhm0mBpSSFYA/NgfpW0rYyANvoRgZpjAJvMjbgexI/SjlFc5698OxT7ihkXaAxUDrWHqHh+G4AUqvXP3eQK7CaVyrld2MjryD9faqUiDaWxu78jB4p7D3OEuPCNsJCyXE1rJnG7eSPw61B5d3pObaG588KvBU7FA9ec11uqRfaGAUYUDA3DIJ+lc5DoKr5kk5VJe52gbfcelP1GZ0mtMqyLOfO3DaysAMAj1Gfp2rqvBmsRQ+JNOvkeSOSCWMf6OMs8e7JTr0IJH41z0egJcXSW1jE19dSuFWJcZkPHGT9fWve/h78G9N8MLb315CsuqKd+xHPlRN7DjcR6kV1Uac5vTZHJiKsKcWpdT5B/wCCuCiTT/hOmN7NqF4FT5SG4g4weD+JAr84/Fl5rHgTx5dXNvA2lTsrCNXtYlRo2Xa2EG6Mg8jjI/Gv0X/4K6rG1l8JBICVN9e5AC5I/wBG/vfL+fFfnT4o8J6l4g8fXGn6XZyGW4f/AEWOd4IQ4CgkAqREf+AnFfRR2PmmcCZAzZwefeipSv73ATBP86KCT+l+qWsaPZ69YyWd9Cs8D/wt2PqD2NXaK5x3tqjx3xR8D5IZDc+Hrg4/59J26fRu/wCP51x19Bf+H7kWWo2zQzqAQjDhhzyp6H8Ca+k6ZNDHcRtHKiyRtwVcAg/hXFPCwk7rQ9GnjqkFaWqPnC1meZW8390gOBjJz6f1q+stvaquWVdvHXpXYeKvhHIu+fRJSU/58pGxgeit6ex/PtXlOuahZ+Fpli1RJYr1h/qZImBH5/j+VebKhUg7WPYp4inVV0zqE1y2vFdo5RIg4O3pxVi1voNuFxHGMV5zD4006Xc0IKLgHD5VMn36Enjv3q1J40t/Jd4RuC/KzRDcc+n86xdOd7JG6nG2rO2vNRivlmg0+ZTex4cIc447H2OP61btETKtcyLNKOSQRwe+PavMo/Fmn2wuBJcNaTFy6ZwWds8jjp0PWq+k+NrVT5Et+zkPsHyMOmOpIx1z/Wk6NRL4RqpBvc9fvJomhaOL7/UKuDWba6l5iqkqyWzkb9rjpjqMj0zXnutfETStG0ye7e8bckbSskcbuMA8nOODnkDqcVyt18WJPsUP2a4mku7kM62v/LTbj5f93nr9etXCjN/ZIlOPc94W7i83BdeBuAz7VSuvEWjQu8k17GjAgljkgcdOBXkXh238deNrrSLbTtBlsht2TajL5iRnJPzuT16HJXP3vwr27wb8BYNNkS78QXI1a6wpNqAfsyt3OG5bn1x7g11xwspM5p4iEFrqZ3/CT6e9u0sUxlg5+aOMtjHQ9O9Mg16zniVxKoz93cSrdT2P+FevWXhnTrJme30+1gZhgtHCqk/kPc1m3Hwu8PXWrQah/Z8UEseS0cCKkcpJBy6gcnjr155zWv1R9zm+uQ6o8rvvENhZyQLNewRtMcKAw+8Txg/57+lc/J4t0nUtS+w2d+Z7kkptjyBxnkE8EfTNe46l8G/BesTCS98N2FwwyRuj4yepwOKx9X/Zz8BatbiNdDjsGG7bJZMY2Ge/ocdsih4SVtwWOhfVHmTSZYKTlVPygnqf8mstoZv3wncbXzl/b6fT+dWPFn7JWu2uqRTeEtcgW03jdDeuyOg4yRtUqemOgr2rwj8GtB8M6bYxzRSale26/PdXUrOZGOckjhSOTjjpWccJI1njacdVqcv8Kvh+8l5a67MyC1jyYI+pduVyfTB5+oFeyKu2kiiSGNUjRY0XoqjAFPr0qdNU48qPFrVpVpczPz0/4K5RCSz+Epzgi/vejKD0tv73H58etfnN4p8Vax4X8dX1xZXMhO1okF3HBPGY2A3DYFMRBI/hGOPrX6L/APBXJtlv8ImzsAvr4+ZkDb/x7c5bj8+K/Nn4gSXmreMtQCTz6iY9zRsJUmxGq72KmMBNoAYnaABgmu2PwmBy3KLgD526+1FQNIMnvn9aKYj+mOiiiuYAooooAKq32l2epKovLSC6C/dE8SvjPXGRVqigDifEHwd8LeIZEeTTlsnUYJsQIQ+Om4AYOPpXN3n7OOizRlLbV9UshjgoYWOQMDO6M8f5zXrVFTyo1VSaVkz55vf2PNNul8z/AISfUBdqSFkMKAbeMAgYz07n8KzZf2VfEFlDFDpnii2iRJN+4wbDjABGAp9PXivpiiodOLNY4mrHqfJ+rfsueN7doFs9X03UYQ+4iZnTacYyRtyw9t1dh8M/2Z7jStYGp+M7rTNWELSG10uztiLeIsfvMWOZDgnhgRk19AUVXIhPETasRCEAYAwKPJFS0VZz3YwRinbaWigQm0UYpaKACiiigAooooA/PH/grpN5MPwg/eeUPt18d24KBj7LySQQPqRX5x+MfGWqW/jq+uhqTal5KzQQNPKl1EEliMb7flCEFWPRQM4r9GP+Cu0nln4OkMqEXt+QzPs24NrzuwcfXBxX5yeL7XWPG3xAvba2km1mZG2xbbk3ACcYCuQuRubAGBlmAAyeeiPwoZw7HDUUrkk8DJ74ooEfrz4s+Onj+zuJVh8aW1iMpgSsi7QzlcnK9sZPsRXmeq/tHfFfzo4f+FlW1iZo4WBk8tTGHRny2V7ADP8AvLXnPxD1i2ia3mh1IajPLEWkXLFVkDsozkDjaFPf7w9wPIl1KLVvFNjb6vcNHZS3ESXEwf7seQCN3OAB3wcelelOMeiJVz3fUP2nPi9DLBu+KItftCRMqzPGpVXhMoYjZ6AL9XFY11+1F8ZIV2yfFkW8mFk8t5EDbWtxOD93oc7PqRXhfxT/ALLg1K1fRtT/ALQMluVmDSmQ27JI6KgbaAyiNU2kE5HPGcVwUk1w37ySVvMwMMzHOAMD9K5pRXYrU+ptS/am+MWkWtwJfi0xuVXeEaVAWX7OsylQV/i3BR71S1f9qD4yWE80TfGCbEMLzgrOo80CNHXbxzvEmF9SprwX4qQ6Fa6pp48PanLqlmdPhM8kxywkXcgU8nHyKhx2zjAxgcM17KxUvubBBbdzkDgDntWdl2Hdn1JqX7T3xltZcSfGO6RTFLKhW5wJArqq7eP4gxI/3GrN1L9qD4yWpjLfGe+RJvMKH7WcMqziIMPY/Mw9kavGPiR/wjscXhn/AIR7UJb120mJ78SMxENwcloxnPQk9MDnoOp4KZmlYhmLbehzwBk8D86lpBdn01dftPfGW2WFpfjVqSLO52N9sYAoLgwbx/s4DP8AQGoj+058YIoxJP8AG7VoklKeV/pr/vENw8Jdeei7C5Poa8G8R2NnbWWhpa6nHqLNYKZ9kjEQSNKzmPBA27Q4BA4LByODXPahM9xIhboqBFGcgAdAKnQLs+m2/aX+Lvk20svxs1i3FzHHIjNfSfdeR0Y9cfJ5Zz9aqn9pL4tr9hab43a7BHeQxyh21GbC7jIGH3v4THg+7CvFPFH/AAjx8D+FX067mm1wLOl/btvKwqGBTknbyTIcKBgEZyeTyCyMcDOcevagLs+lE/aQ+LjR2Ek3xu8QW8V0qkM2pT/LlGLZ+bnayhT7sKZ/w0j8WDY21zL8bfEcUc5wP+JnccHyS7Dh+zbU+rV4xrTaFJ4F8PmzuWfXA863luVk+RdxKtuLbMEEYCgEEMSTkY5Y5VcFsjt6UBdn0feftEfFP+z1uf8AhdviXYzvGrrq10N7LAspx+8/vOsf15qC8+PvxSgs3uh8cfFEkO+WOJhq11iVkhSTA/ef3pAn1Ga8a1K40BfBWipZyXja/wCbMbyNpM26Lu+UhSv3mGzkMfuc9Rjn1kPU9KQXZ9D3nx2+JsFtLcf8Lx8UTQZnWGQardASvHHG+0fvOCTJj8KW4+O3xHt7ea4Hxu8TSwATrBJ/aV0fNeIRkLjzON3md/7tePX91ojfD7To7d0/t1byQ3EbGbeEI4Zf+WW0gKDxuyo5IOBy6t8w5o0C7PobUPjd8RIrVLo/G7xO8Mkk6I66ldYZo3jAH+s/iSTf7YxUEvxt8epbxXJ+Nfid4Xlki3/2hdEZWVVHHmd428z8MV5PPd6F/wAK7t4UEb+IP7QLuxMwdIdhGAM+UQTtOfvcAYwMnlw26T6daegXZ9AzfGTxwLQXDfGfxN9mecw+Z9uuu0wXP+sz/q/3n0461VT4v+MprOa4f4x+JvIjmih3/brnJ3SupOPMzxGnmfjjrXjlxNY/8I7CqySDVVvJTIgBMbRbIwhznGQwfoOQevArKXcy+1K6C56R488Vaz4i0yw1PUPGmqeKGtZNsX26eZzbSMGJ2F2OD+7Q5HqPSud0/wCJXiSw1OK/bVZ724jXahvnNwF+ZXBAcno6I31UUSXGiSeAIreNMa6LwM7HzM+XtfPfZt5iwMbsh+cEVV0vwfqWqae19a2/m26s6F84AKxmQ/8Ajqmn6AY8a+Y2W4B59KK0NW0uTRb17adlZwqsGjyQVZQwPIB6EdaKQj6L8TXZOSXX5hkAL/nivPNQkMjDDY2/xdPwxRRXoSZKMiVvMVsdccuCeBWRdS+WoHf0P1oornkUZ0koYbA3yjkn1NLcTJFH5YGQfT+ft/8AqoorICr5ny4LAZqu2Opbr2xRRSYDN27hflHT61FJmNvlODyKKKkCN23Y7imIBuI/lRRSAlZCW3Dpjt2qNsmiimAn3V/pUgDNg/0oopAMIJ6mnKArcnP4UUUDGc8kU7leMgUUUgJkhTbl2PPoM1MDCB8qZIH8bcfkKKKoBjTlbh9uFHT5e341PDf3SRSxJcSpG/Dxq5Ct06jp2H5UUUdQGzTPcXDPK7TOx5ZmyT7k0UUUxH//2Q==) | ASR 1222 x139 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1085 x019 010402 A2 gods-rand
Randskår, kuglepotte |
![](/grafik/intetbillede.jpg) | ASR 1445 X0121 010402 A2 gods-rand
Rand |
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) | ASR 1440 x001 010402 A2 gods-rand
Randskår
Med flotte drejeriller |
![](/grafik/intetbillede.jpg) | ASR 1445 X0042 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X1113 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X0062 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X0036 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X1152 010402 A2 gods-rand
Rand |
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lRkHBznpjnHWtfrEJaVInE8NVp60pGpH+zX4q8/bJrGmNGDneyyFpOT8rKFGBz2Peuz8Efs83Hh/wATWes33iB5vs83nrY28RWLcBgYJbp17Vp6P+034M1O4WGcXlm56u8aui/UqSf0716zYzW2pWcN1azJPbzKHjljOVZT0INdlKnSesNTgrVq0VaatcswsMYqWoVjCnOalrtPKlvofPn7f2P+GQ/iHuGR5Nr3/wCnyCvxr8W+JrnQdZn3Q2uordaV9kSVrdFZRJGmSGUZJXGOTwMjjJr9mP29yq/skfELd93yLYc/9fcNfjV4r8I6l4o167aKS0tFs9J+3GOW5U4jiiQvhVyQzZyAQM81pHYpbHlrEL8o5/z0opJFHFFIk/pooooqCQooprusaM7EKqjJY8ACgDH8XeJrbwjoVxqNy6oFG2NWP3nPCj8/0r5B1zxQde1i8vZblpbiVzI43DORjuAMDGOK6b4sfEhviB4qm0+1mK6RaqVimRW2ZHJbOOS3Ax2wPx4vT7VprieRUUJbW5fy1yFcADPXuCc4zjp65rx8RJ1X5I+nwVFUI3fxM1tOvlkjXIDAscZ4weSQR+fvxWlNaxx2Y82NWd2GFAyR6EHt24rFW6tZphNZxuvIyiqQrMPQ+pyfWoNQuZ7O5aGQ5ZmyIY3ztPuemfy+lef7Ns9Xn6mtcW8T2mS0qeaMFRnL+gBPfj9ayFguYY2KIZEV13NIuH3DjIK56Zx+FOa/vZWjg87y3Qb13Ho3HGP8Kr+c8bJ++Jk25YY43bsk4796XLJDumI84M22aFYWUk7GJwTzj1+mPWp7qxMzGYW+5VGWE2M8egAPp0qnb60sjMRcLC27DLg5HuB2I/pV2PUvvCK6jmReQSRkHGMHPfgmhRZVyOKQfZTcCzWOLzSE809G/ucrx3+lZWpXEyxmY6etnCy58uaQ9/UDBHQ9a3Ir6bT7MSmZolkU4VcY2EEEgkHkH049K5vV5l1K6hlvJ/OhiDthnAYkAjnnBAbHH+NSo6ldDF1i6MsbMjqiswUgsW65Pp2/pUVosMNqZNcWe004A+WtuQJZeM457YYc5z1rWjhsNQklziJJD5bSHGQc4AAz15JH0rmvHl4JLG4+0zy3jQqqROqAKOTnPQE810wi5uyMJyUUSyas7LHFDk2kQCW+9V4X0Ptz6965/UVtlj2GPCorMcBdrE54/Kla48mzWAyYXylkTB5cH5cexDHH/wBappZLb7KIpZ8bW6PgBj26nnrXXGmonK5NmVHrh8Ozfa7RCfOXyZInBZWyRjAxxj19K+1f2RfiAdc8C/2Jesy31izPFGwP/HuzcEE9cNu/AiviuXWreGdWcb5C67FMeQ3OM/ofyr0/wD42u/B+trJpzxxX9q68biYnTHzA8dCB06jA6dhS9jPmSMatP28HE/QMHPSnA1y3w/8AGlv448N2uq26+WZMpLDnJikHDL/h7EV1FerGSkro+ZnBwfKz5/8A2/AX/ZF+ISgZPkWvX/r7gr8UfiV9l/tqFor2S+k+ywiQkLtU7FG0MOuPoPTnrX7Vft/Fv+GRfiDtOG8m1/8ASyCvxl8b6tb2+vOL3SI3nbTkhjeObnc8SBZGBDKdozgAKcnOcitlsC2PPZOcYUAelFDKVJyeM0UCP6Y6KKKzICvK/jZ8RrTw7DbaCZJBcX43StF1jizjB9Nx4+mfWvVK+Kfj9fT3HxQ1aOaRgUuAkcuWGwBFwuB7d89qxqv3bdzswsFKpd9DM1qOGHe9pMZIW+aWMYGOv0GBkfniubj1CRpfIjmJEhJKeWwzjgj15x+Na2k2iGzhF1I2VYq3ltneCuQGzznJH5CuC1rWLldVeRfljjJSHHIHzEqcj6A/5xXHGF00e25cp3lnqJtpFvzMLWVRhjOCdw243AHjI9vWuV1LxVPD+8QxzW/mMqgk7s84PGOxHNZ+ualNqFuPtAaRl5AjUsN2B9eCQT+FZGm6oyTtBLGZH8z+AcsSM4AAxjg9ferhS6sJVdoo7e11tpYnMmPtAAKjsW6dPTj9TTI/FNu0Jtpl8t2ZnWT5mIVTnIP4Hp64rjLrVFuAIUkfYz7dz4UN1754qtG0UlvBH5QIt3IDDHJbDEbs44644qJ0VbU1hV10PQoL2HfHJBncQWB7FSMj39c1NaaxFslcId3ORn5R7nPUYz+dcba3HkwKryNvYsNzEErnjLAZ+nXFa0moJBbjzPlaRcxNuCg4xjnHsOPeuV0zqU7mzqXjGGeJEhhaFoFEanJDHpuyAO/P4AVg3eqSRXEbRxrIS2wxGMEDd1HI4wM89vaqkuy9MMh2yXCjh5DwwxtHA68g9+1YevakWV3RlmtYmCF4/lYuegHrjHb1qo01YUqluppalrU19arBbKEwxuHJG0n+6BnB4UdvXvWBceLStrJHKVcMWLgA7/T8B0rP1jxAbOz05hKr3AiP2pcfNHmQldpxx8pGc+ork21KOfTJ7lbiNZVG0xq4DtzjOO3Xt6GuynS5YnBUre8dBDrSGYkxKiqcLyfQ5HXuR36VfXVGvHjLQxeWq8sxJ2nnHIOfXj2PSud0XUtKdfs7Flv0yfLIILdNwOc4x+WKjm1qGXzIk2odwEaJgDZgHdnhicdcjqfwqnEUZ9zttFW11xr7ZP8A2UlzJxCpYx/w4HPPJGc+9Vf9E8N6lahJ/wC0hjM23cpjOBnksckcY7VgaZqFzDM8m7eXUR4bBC8HtyCfr78Vq21u80M8gRI5GLKWPDYGegxzx/U5rnasza90fT/7N/xPsvDvim305rmVrHWSlsq3DcxSKGKsSeuSWU+uQe2K+yIZNy1+Td00+krb3VhcecsbFmVBsLKSvyKucZBDHPrX2n+zf+01b+PPsnh7WQ8GrbRHBPMQpmwuQrf7XBGR1xyAevRRly+6ediqftPfRo/8FAD/AMYifEPHXyLX/wBK4K/GnxJ4b1PxNrDC0nNxbWel/a1+0T5KpHGpkCjqME9Mep96/ZH/AIKAyFf2QfiEw6+Raj/ycgr8XPiC08OvRyGZUkks4VkWFmxtEa8E4GcjBxzXoR2PK6HHO+XO75qKYw2tznAooIP6ZKKKKzJCvn748eFZNM1C51pLES2d2hSSZRuKttwMjBOcgn8fUCvoGoLyzg1G1ltrmJJ4JF2vHIMgis6kFUVmdFGs6M+ZHwA/2e3s1D3LiKIl3mXgMQegzz2HOK86vr64v9QjSB2lEZYryTgE9z3z/I19R/Hj4Mt4b0ue/wBMimvNOcgCFCC8TEY6Ec8ZI9T19a+X9IuJ9HjkmEDeYrjMjYLbhjgLz/8AWxXPH3XZ7nsXVRc0diNvM09TA7urqQRhc/wnI/l+Rqnqumm/hkmjaOMQjLDnn3xj1/lRe65LeXlxO8TL5kxfaBllyTgYPUViateNIxtmZscOJN2A+3JxjGQcj9a3UW2ZuS6lq0urhJFQAGXBVVb5guMcHvkcjnt2HWr1vFNbxo7KsZYFXf0z0H8vrzWPpcxjcJuOxjvwRlyeckZ/X8a0rya2huMzsZo5E+51GcY54689R0ycUSXQcH1LC61tupI05OQwVYxIFAxnk9B15/8A10681LUZpleSMB8Fkj8kAA44Ht/n6VjQ6ksckUECp9q52+YoG47sdTyRt47AHt3o1a+2s1u7vPcKu6KOMks/P3W57/5zmsuW3Q3U7rcq33i6+gsbxdi2rsNrysgUg4xgMCCBjOBznNYniLxcZW0yG1j2SwoCF6PliSc4XkkkcemB3p02oyC5jtrqSzR43COxXciEcc4XnacEg+9ZOrRjTY7hNKKzyF2U3xjZS0ZOMop+7uIJ6A49MkVSUb7amMpStuW7t1mmvridFmjkjEIkiJO3aAMgY6fKAMY+vWsnVo4dPhiihMqyttYhv4ZMZBUjj+vWp9JkEejytdo8dwSRHLx5TKOwHrkN83Ppxya5a+kuJLmSGZ3MKbggGcBcnjBPGT+HNUtzKW131NJGS3klvBIsjtuUuMghsdSc9ec8c81ueH4VvnkZipm4+aNgQcdVBx0zjn6etc3FHcSLBFGjNHuVjtJyMZ5I6A89cdK2tM0sWM07xHzdybAwbnBHIz25yOlTLXQuGmp0pgVmMkdykdvxubaR26dP8561q6NLPbWcck03lqmfmjYMQMgkHnuB9R6Vm6Do095sjAIm4KR55bGQM8e2T9K27P4feIPE0dtb2OmXWozSBHMMdvIdy+gAA3DHBweMCuZ9jq8ynaa1HDZxC5t0MFxuaK6/i3dBtz/s/gOtW/gv4F8V+LPHMEvhnSbm5aG5GL6MsAhBOJHckhccYPH1Ne5/Cn9hrxJq0lvN4uuoNK00Ak28aCS5IJJCjnCcnJJ5HYV9t+DfBOk+BNAtdI0e0S0srdcBVAyx7sx7se5rSNJttvY46mIjFWWrPDP2+tw/Y9+IHmbd/kWYb0z9sgr8evEt34etdXljubO7vi2lBEleYny5zEvlvg4ICnOQS3B4HFfsl+35B5v7IvxBUAf6m1PJ/wCnyCvxr+IGj65q2oK66W8iQ6fHP5lrbkgxIibnLBcsFLLk84z6V6Udjym76nm0zZkO3kdM96KdgAAnvwKKDM/pjooorIQUUUUAVdS0231exltLqMSwSDDKf514h4y/ZV0vVlun0e6W2eZmcwzqAC5xli6jPbpjrXvNFRKEZatGsKs6ekWfn54h/Zo8d+E1uI5dIk1aFvmWfT/3+ck8EAbs4z2715rqHw61/SIz5+jTWiyEzCOWApIOD0Hpye3av1Npk0MdxG0csayxsMMjqCCPQg00rbG/1h/aR+QttLJa3MaTxyRsFxtxhhnPTPTmprgx3kOxFWJ1OMsOv1/Lr7V+hnxK/ZX8L+OFnmslOk3bgnYvMO45+YL1U8/wnA9K+YvHH7O3iz4VpZwCzsb6xmlxJqiRrIpycKrbwNmBjAwM5PJpSlyq9jqpzjUdkzy3wTpqXGs2s0q3DxRgs0iqxA9CSAe59e4ql4u1eOw1CZUgWC1b5c+WGaRAxxyQAfx/TFdx4mu9W8L27Q37TLCoUKVRlDnI3LyBjg56Y9PWvLNQ1iPVpFMsEYEx+cmNWwBwACRxjv6+lYQbqvm6HTJKmuVblS/8VJqVvIsFulmqKBILdRGsiAYPGQC3ToOR196f2izsdG3RwuJpH3Yzkheoznv1596r6lYu+qJbQsHV/lhz0wSQAfQkeuPWoJJJFjmiRT5kS8jAyuOvI7deK15Faxl7R7szY7d7ydkkleCXIG7glcnJ7j5sdvr0qSfw+dPljkcveCQ7w0afe+brj0yPpmug0TwXq95HaalHYy/ZZ2MEEvLDeRjAUZJ6ntX1F8Nf2P8AxNr0lpd+Im/sC2jKjYSryyJ6bAML+PSok9fd1DRK8tD5R0Hw1L4g1B9kcypkFVUlQRkHHByOP519HfCz9lfxbrUiySWMmmafPx9q1D5TGg4GIzhicfhwOe9fYvw++B/hP4dxD+y9LR7rIY3l1+9myBjIY/d/4DivQ47fGOKfs3L4jF4hR+FHlHwx/Zx8KfDuFZEs49T1Hgm7uogdrAYyiHIX8PU9BxXq8dsFxxU6xhaeBWyio6I4Z1HJ3bGKgXpTqdtopmVz5/8A2+FH/DI/xD3EgfZ7fp/19Q1+Knju8bT9Y3affSCO4sYo5lV33bSi5Rs9QSBwCRiv2q/b8Gf2Q/iJj/n3tv8A0rhr8ZfF39kSa5cLq3mJdf2Whh8tiYzN5cfl9Bn7u7rxux2rWOxS2PN2ky2TwBwMUVDJwcUUiT+mqiiisxBRRRQAUUUUAFFFFABUN1aw31tJb3MKTwSLteORQysD2IPWpqKAPDvi1+y3oXjyyL6TjS75cbYmkf7OcDHCjOw/QY9q+d/Fn7GPizT7XbZWi3jqPMH2WdWjLDtghSD+FffNFZ+zW60OqOImlZ6+p+ROs+BNTsdQm0q7tprO4Q42vjJAOM5I6gcEY7V7H8FP2K9T8ewDUNbU6Vo8xzHc5BaZc5BROpB6ZO0c5BOMH7n8QfCnwl4p1YalquhWt7efLl5N2Hx03KDtb8QeOK6pY1RQqqFVRgADAAotJ7suVeNvcWp5Z8OP2c/CXwza3msoZ7+8twfKuL5w/lscbmVQAoY464yMkA4r0xbcDtVjAoxVpKOiOaVSUndsjWMDpTwtOopkCUtFFAgooooA+ev+CgH/ACaD8ROcfuLUf+TkFfit46spNS1zy9NtJboW9ikkjQxuz7VjBd2z0VRnngACv2r/AG/sf8Mh/ETccfuLXH1+1wY/Wvxf+IWt65ouqRx/a4/IudNS2EassqCJ403DY2dhOFOcA8AitI7FrY82K/MfXvminfeIGaKRJ/TVRRRUCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD56/4KAf8AJoPxE5I/cWvTr/x9wV+K/jeHSr7VFVLqaCRLBZG86FgvmCJSqA5JO48cgAZHOOa/aT/goS239jv4jE/88LX/ANLIK/Ez4gJdXuvRqLRWlhsYXka2DtlBEp3NknGB1IwK0WxS2OPOVJ9aKaxGf940UhH7feN/2kvEejq72es6fCiuYxvtwxYjGcce9eXa9+138SLO/wDssHinRoneNGTdYKeWK7cnb3DV4r4v15pLghnXaGzuY8Y/OvMvil4ys9cvJpdN0+LSIyXBhjkLDBlLL1GeAQvvjjHQezUpU46JGSbep73cftyfFTyZpYfG2kusJ3SKNKj3BPMCbgSmMZYe/NZV1+3h8V/OAi+IejrAwwJTo8RAfP3ceXnpznpXzHpfi6x0jSdTstQ0qLUpbrY0VyxVXhVVdSFLIxHLKcgg5jXqMivP/MaWMksCxbA9fU1xyjHsaH2jN+3l8XLW1tZ5fiLpatcDekX9iwnK+YybuI/9kmoLj9ur4vyatc2cPxS04eTG7kjQ7cj5AxYA+VzgKT79q+UfF/iuw8QQWItdEi0mSAkEwsn7xfLjUBtqLnlGbJycufqcTQvElpot+019pUeqxMseIZGC42yxueSp6qjJ06OfpUNR7DPrFf2+/jH9iW5b4p2A/eLHJGdCt8pncc/6nkYXt6j1FQXH7e/xghkVn+LVstvLHvikXQLfDfMykY8nIxt79c18YXV1uYBRsXqBn+dbnirxdZ+IdF0e0t9Gt9Nm0+AQyXUG0NcYVQWcBRk5GeSTyeaz0A+qV/by+M1zNaW6/FqH7XO8amJdEtsJvxyW8rbxkd6gH7e/xbuGugvxfVI4IlZZDokAMhJAIAMfXJHTsc9ia+S/COvxeF/ENlqlxYQ6pFbsSbSfG18qR6HkZyDg8gVkTTefOxULGCc7VztXNToFz7Ck/bw+MH2CyuG+LsiCaQxuBo0G5CFBbP7vnG5frn2qNv26fi6949uPjHNkhPKZdIhIcsucE7Pl6gHPT8K+WJ/FCTeDrbQv7Ot1lgu2uTf/APLVlK4Ef0zk57/L/dFY+m3kNrqltPc2/wBstopleS3LbfNUHJXd2yOM+9GgXPrZv25vi7IyJ/wuG8VgC05/sqECJQDnnbhuQBx1J4qJf25PivNb3c//AAuLUljhdY0b+zYgZCyk527eBlSO/b1r5P1C/F1dXEqK0ayuzbCQcAkkDgAH8AB7Crtn4mNv4VvdF+xwSfaZ0mF0w+ePA5A9zgcnoCwH3jS0C59KTftvfFlUs2Pxk1c+eu6QJZR5i+9xwOuRjHHBBpJP20vizFeXts/xl1kNCWCsLZNshUEnB+owPXivlSOQrIGHY555FavijxD/AMJNrt3qbW62rXDA+UjEgYUDqfXGfx7Uh3PpIftp/FWa1WX/AIXDrwwyiXEKhkyCflGfm5GPaqjftnfFPy5X/wCFyeJGOWESBRk4APzDPy8nH4V87WGvSWei6lpi21rJHfNEWnmhDSxbCSPLY/czuwSOoGKzPMCn+dIdz6im/bC+J6XVrA3xl8S/vApkkDYVNygjkN2zg+mDUB/bC+J1xb3zr8YvFQMC7ol80qZB8ox97rub8gTXzt4l8ST+J9S+2zxxwv5aR7Is7cKABjJOPpTtF8SXGg22pwQxxsL+2NtIzlsqpIJK4I54754470Cue+yftgfErFs//C4vGLK7Msqi4YMmACCBu5yTj8DUV/8AtcfEqITKPjB4zdtqmEx3z7WygI3EPwckgjtivnHzM1Y1C+k1SWKQwpG0cMcP7oHnYoUE5J5wBnFFx3Z7L42/aC8Z+OtF1DQdW+J/irW9MmjYzWepX0jW05TDoCpcggsoIyOoFeWWvjTWYWkRLx5hJbPabZvnCxsBkLnp91eR6VW0LXrnQPtwhERF9avZSeZk4R8ZIwevHfI9qNM/saOAtevefaVk+VYEUoyY7kkEHP8AkUXAz1jXbuz0/wA5oqWdoGuJfJZ0ti52eYPmC54zjviikI+v9eunlkc7pChYDp1/SvPNaZ7hbuRwxGP4j7joKKK9qoZROMugTjdtTHTkVm3Uion90ZJwOWP0oorikWZEkxJIxiqk4PynGQP8TRRWDAqtGWycZxTFXy1yWG/rgdqKKlDIJCXyce9NGVjPrRRSENGVQEHrURVmO3kn0oopAG7auKavORRRSYxyjBoLA9qKKQCbvTn8aVsqoyOooooGM3GjB69u1FFAD1HfODTXYtgk8dKKKQDW59xTsnFFFMYDjIPJ9qKKKCWf/9k=) | ASR 1275 X002 010402 A2 gods-rand
Rand
Nok fra samme kar |
![](/grafik/intetbillede.jpg) | ASR 1705 x021 010402 A2 gods-rand
Randskår |
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) | ASR 1589 x001 010402 A2 gods-rand
Randskår, uornamenteret, svagt facetteret. |
![](/grafik/intetbillede.jpg) | SJM 952 x143 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 11 x6092 010402 A2 gods-rand
A1 rand. |
![](/grafik/intetbillede.jpg) | ASR 11 x6927 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 11 x7113 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 11 x7099 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 11 x3015 010402 A2 gods-rand
POT note: 71 randskår af 6 randtyper. 3 skår fra skåle, 2 med udtrukket tud. 1 består af 2 sammenlimede skår. Enkelte er strøgede og har skrab efter magringens trækning henover fladen. |
![](/grafik/intetbillede.jpg) | ASR 11 x6088 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 11 x4576 010402 A2 gods-rand
POT note: umiddelbart forskellige typer, men er ret små. |
![](/grafik/intetbillede.jpg) | ASR 11 x5925 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 11 x3851 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 11 x3104 010402 A2 gods-rand
POT note: 2 hovedtyper af rand. Den ene kan deles i 3. En strøget eller rundet top, og en markering af før randen går lige op ved den strøgede version. |
![](/grafik/intetbillede.jpg) | ASR 11 x4975 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 11 x3208 010402 A2 gods-rand
A1 rand, fra lille kar |
![](/grafik/intetbillede.jpg) | ASR 11 x3926 010402 A2 gods-rand
A1 rand. |
![](/grafik/intetbillede.jpg) | ASR 11 x5828 010402 A2 gods-rand
A1 rand. |
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) | ASR 1357 x189 010402 A2 gods-rand
Randskår
Kuglepotter
Heraf et par stykker fra samme potte |
![](/grafik/intetbillede.jpg) | ASR 11 x6148 010402 A2 gods-rand
A1 rand. |
![](/grafik/intetbillede.jpg) | ASR 1357 x215 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 11 x3423 010402 A2 gods-rand
A1 rand |
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) | ASR 1357 x130 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 11 x1741 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 11 x6941 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 11 x6974 010402 A2 gods-rand
A1 rand. |
![](/grafik/intetbillede.jpg) | ASR 11 x7928 010402 A2 gods-rand
A1 rand |
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) | ASR 1682 x001 010402 A2 gods-rand
A1-gods ? MIA? |
![](/grafik/intetbillede.jpg) | ASR 5M74D D03227 010402 A2 gods-rand
1 mundingsrandskår af magret, gråbrunligt lergods, gruppe 4, fra kar med udadbøjet rand. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05044 010402 A2 gods-rand
6 mundingsrandskår af gråbrunligt, magret lergods fra kar med udadbøjet rand, gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D03926 010402 A2 gods-rand
1 randskår af magret, mørkbrændt gods med let fortykket rand, gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04099 010402 A2 gods-rand
2 mundingsrandskår af gråt og gråbrunligt lergods fra kar med udadbøjet rand, gruppe o. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04231 010402 A2 gods-rand
1 randskår af grovmagret gods med grå skærv og rødlig yder- og inderside fra kar med profileret rand, gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04232 010402 A2 gods-rand
1 randskår af grovmagret, gråbrændt gods fra kar med profileret rand, gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04362 010402 A2 gods-rand
1 randskår af finmagret, lyst gråbrændt ler fra kar med profileret, let indadbøjet rand, gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04377 010402 A2 gods-rand
1 randskår af magret, gråbrændt gods fra kar med fortykket og på indersiden profileret rand, gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04593 010402 A2 gods-rand
1 randskår af rødbrændt gods med let fortykket, profileret og indadbøjet rand, gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 43M70 D02294 010402 A2 gods-rand
Randskår af gråbrændt finere magret skærv. Hårdere end foreg. Udadbøjet rand med indvendig fortykkelse og indadskrånende kant. |
![](/grafik/intetbillede.jpg) | ASR 5M73D D02567 010402 A2 gods-rand
To randskår af magret lergods, gruppe 6, fra kar med markant halsfure og udadbøjet, glat, skarprandet munding. |
![](/grafik/intetbillede.jpg) | ASR 5M73D D02598 010402 A2 gods-rand
Randskår af grovmagret lergods , gruppe 6, fra kar med rundet halsfure og profileret fortykket rand. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D02956 010402 A2 gods-rand
6 mundingsrandskår af magret lergods, gruppe o, med udadbøjet rand. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D02977 010402 A2 gods-rand
1 mundingsrandskår af magret gods, gruppe o, fra kar med udadbøjet rand. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D02982 010402 A2 gods-rand
2 mundingsrandskår af magret lergods, gruppe o, fra kar med udadbøjet rand. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D02998 010402 A2 gods-rand
1 mundingsrandskår af gråligt, magret lergods fra kar med udadbøjet rand, gruppe o. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07255 010402 A2 gods-rand
4 mundingsrandskår af gråbrunligt, magret lergods fra kar med udadbøjet rand, kuglepottekar, gruppe O. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07363 010402 A2 gods-rand
1 mundingsrandskår af gråbrændt, magret lergods fra kar med udadbøjet rand, gruppe O. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07493 010402 A2 gods-rand
12 mundingsrandskår af gråligt og gråbrunligt magret lergods fra kar med udadbøjet rand, gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07541 010402 A2 gods-rand
7 mundingsrandskår af gråbrunligt magret lergods fra kar med udadbøjet rand, gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07583 010402 A2 gods-rand
Randskår af gråbrunligt magret lergods fra kar med udadbøjet rand, gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07584 010402 A2 gods-rand
2 mundingsrandskår af gråt og gråbrunligt magret lergods fra tykvæggede fade eller skåle med glat afrundet rand med svagt læbefremspring på indersiden, gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07616 010402 A2 gods-rand
1 mundingsrandskår af gråbrændt magret lergods fra kar med udadbøjet rand og læbefremspring på indersiden, gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 18M74D D07721 010402 A2 gods-rand
1 halsskår af gråbrændt, magret lergods fra kar med udadbøjet rand. Kuglepottekar, gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08173 010402 A2 gods-rand
2 mundingsrandskår af gråsort, magret lergods fra kar med udadbøjet fortykket læberand. Gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08207 010402 A2 gods-rand
7 mundingsrandskår af gråt og gråbrunligt, magret lergods fra kar med udadbøjet profileret rand. Gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08253 010402 A2 gods-rand
1 mundingsrandskår af gråsort, magret lergods fra kar med fortykket, udadbøjet rand. Gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08280 010402 A2 gods-rand
1 mundingsrandskår af rødgråtmagret lergods med stærkt udadbøjet rand. Gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08281 010402 A2 gods-rand
1 mundingsrandskår af gråligt, fint magret ler. Randen svagt udadbøjet med læberande mod ind- og yderside. Gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08328 010402 A2 gods-rand
Ni randskår fra kuglepotter |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08560 010402 A2 gods-rand
1 rand/sideparti samlet af to skår af gråbrændt magret lergods fra kuglepottekar med tynd, glat udadbøjet munding, markant halsfure, afrundet skulder og pæreformet korpus. Gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09026 010402 A2 gods-rand
1 mundingsrandskår af gråbrændt, magret lergods fra kar med markant halsfure og fortykket udadbøjet rand. Gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09337 010402 A2 gods-rand
2 randskår af gråbrændt, ret fint magret gods med grå til rødlige sider og grå skærv. Randen jævnt udludende og flad foroven. Gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10326 010402 A2 gods-rand
3 randskår fra kar med udludende rand. Gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10417 010402 A2 gods-rand
1 mundingsrandskår af brungråt, magret lergods fra kar med udadbøjet, profileret rand. Gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C0462 010402 A2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ASR 141 x006 010402 A2 gods-rand
9 mundingsrandskår af gråt og gråbrunligt magret lergods fra kar med udadbøjet og mere eller mindre fortykket mundingsrand ofte med læbefremspring på indersiden. |
![](/grafik/intetbillede.jpg) | ASR 141 x009 010402 A2 gods-rand
1 randskår af brungråt, magret lergods fra kar med udadstående skulderparti, kort let udadbøjet hals, glat munding med skarprygget randoverkant og fladrygget omkringløbende vulst nedenfor denne på ydersiden. |
![](/grafik/intetbillede.jpg) | ASR 141 x016 010402 A2 gods-rand
1 randskår. A1. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1215 010402 A2 gods-rand
Mundingsrandskår af gråbrændt lergods med stærkt fremspringende læberand på inder/yderside og hvælvet af rundet randoverkant. |
![](/grafik/intetbillede.jpg) | ASR 179 x026 010402 A2 gods-rand
5 randskår fra samme kar. Rødgul inder- og yderside, grå kerne. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1272 010402 A2 gods-rand
Tre randskår af gråbrunligt, grusblandet lergods: 1 skår med svagt rundet halsparti og kraftig fortykket, kantet munding med afrundet, fremspringende yderside, glat, let indadskrånende randoverkant og ganske svag læberand på indersiden. 1 skår med svag halsmarkering og glat, afrundet, let udadbøjet munding med skarpkantet yderrand, plan randoverside og svag hulkehl på randindersiden. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1273 010402 A2 gods-rand
2 mundingsrandskår af gråbrændt lergods: 1 skår med fremspringende, udvendig og indvendig læberand af afrundet lethvælvet randoverkant 1 skår med markant halsfure og afrundet, udadbøjet mundingskrave med flad hulkehl på randindersiden. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1281 010402 A2 gods-rand
2 randskår af grå- gulbrunt grusblandet lergods fra kar med svag halsmarkering og let udadbøjet, afrundet munding. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1289 010402 A2 gods-rand
Mundingsrandskår af gråbrunlig lergods fra kar med stærkt rundet halsfure umiddelbart under mundingen, der har skarpkantet, fremspringende ydre læberand, glat, plan randoverside med let rundet kant mod karindersiden. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1290 010402 A2 gods-rand
Hals/skulderskår af gråbrunligt lergods fra kar med rundet, markant halsindbøjning, kort opstigende hals og afbrudt mundingsrand. Den nedadskrånende skulder udviser svage, omkringløbende furer og vulster. |
![](/grafik/intetbillede.jpg) | ASR 179 x080 010402 A2 gods-rand
1 rand- og 1 sideskår fra samme kar. Rødbrændt med grå kerne. Sammenlimede |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1303 010402 A2 gods-rand
Mundingsrandskår af gråbrunligt, grusblandet lergods fra kar med skarp halsfure kort, udadbøjet halskrave, afrundet mundingsrand med plan randoverkant af svagt fremspringende, indvendig læberand. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1306 010402 A2 gods-rand
To randskår af gråbrunt, grusblandet lergods fra kar med rundet halsfure, udadbøjet munding med afrundet, fortykket læbe på ydersiden og glat, afrundet overkant og randoverside. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1307 010402 A2 gods-rand
3 mundingsrandskår af gråbrunligt, grusblandet, lergods fra kar med rundet halsfure og udadbøjet munding, der på de to af skårene har kraftig, fremstående, afrundet, ydre læberand og glat randinderside, medens det andet af skårene har glat, rundet yderrand og let fremspringende, rundet læberand på indersiden. Alle skår har glat randoverkant. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1310 010402 A2 gods-rand
2 mundingsrandskår af gråbrunligt, grusblandet lergods, det ene fra kar med svagtmarkeret halsfure, fortykket mundingsrand, flad rndoverkant, skarpkantet, let afrundet ud- og indvendig randoverkant, sidste med svagt læbefremspring, det andet fra kar med dyb, rundet halsfure umiddelbart under den udadbøjede , kantede munding. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1313 010402 A2 gods-rand
Mundingsrandskår af gråbrændt med ganske let afrundet, udvendig randoverkant og randoverside samt fremspringende, afrundet læberand på indersiden. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1316 010402 A2 gods-rand
fem randskår af gråbrændt lergods, heraf 1skår med kort, udadbøjet hals med kraftig, konkav halsfure på indersiden, kraftig mundingsrand med hvælvet overside og fremtrædende, let kantet ud- og indvendig læberand. Sammenlimet af to skår. 2 skår med fremspringende, afrundede ud- og indvendige læbefremspring, flad til let konkav randoverside, hvor det ene skår har svage smågruber. 1 skår har glat yderside uden halsmarkering med opstående, skarprygget ydre læberand og glat, indadskrånende randoverkant. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1319 010402 A2 gods-rand
2 mundingsrandskår af gråbrændt, finslemmet lergods fra kar med kort, svagt rundet halsfure under den profilerede mundingsrand, der fremviser afrundet, nedfaldende, udvendig læberand og rygget randoverkant med svagt læbefremspring på indersiden. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1338 010402 A2 gods-rand
randskår af gråbrændt lergods fra kar med kort, glat, let udadbøjet, fortykket, afrundet læberand på ydersiden, svagt hvælvet randoverkant med afrunding mod indersiden. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1344 010402 A2 gods-rand
randskår af gråt/gulbrunt lergods |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1361 010402 A2 gods-rand
Mundingsrandskår af gråbrunligt lergods med blødt rundet halsfure og fortykket, afrundet, let udadbøjet mundingsrand med ganske svag læberyg på ydersiden. |
![](/grafik/intetbillede.jpg) | ASR 184 x010 010402 A2 gods-rand
1 forvitret randskår af gråbrændt, magret lergods fra kar med markant halsfure og udadbøjet, profileret mundingsrand med læbefremspring på yder- og indersiden. ( Kuglepottekar ). |
![](/grafik/intetbillede.jpg) | ASR 270 x019 010402 A2 gods-rand
2 mundingsrandskår, ikke samhørende, men utvivlsomt fra samme kar, af brunligt, blødt brædt gods. Fra kar med tyndvægget, lige, øverst afrundet randparti. Skårene er dog så små, at en nærmere bestemmelse er umulige. |
![](/grafik/intetbillede.jpg) | ASR 327 x024 010402 A2 gods-rand
1 randskår af gråbrændt kuglepotte. |
![](/grafik/intetbillede.jpg) | ASR 351 x003 010402 A2 gods-rand
1 randskår af gråbrændt kuglepotte med udludende, profileret randkant, af ret grovt magret, noget blødt gods. |
![](/grafik/intetbillede.jpg) | ASR 366 x001 010402 A2 gods-rand
1 gråbrændt randskår af kuglepotte. ( A1). |
![](/grafik/intetbillede.jpg) | ASR 366 x014 010402 A2 gods-rand
5 gråbrændte randskår af kuglepotter ( A1 ). |
![](/grafik/intetbillede.jpg) | ASR 367 x001 010402 A2 gods-rand
2 gråbrændte randskår af kuglepotter ( A1 ). |
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) | ASR 1445 X0051 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 367 x021 010402 A2 gods-rand
4 gråbrændte randskår af kuglepotter (A1). |
![](/grafik/intetbillede.jpg) | ASR 367 x025 010402 A2 gods-rand
7 gråbrændte randskår af kuglepotter, deraf 1 med hældetud (A1). |
![](/grafik/intetbillede.jpg) | ASR 367 x027 010402 A2 gods-rand
2 gråbrændte randskår af kuglepotter (A1). |
![](/grafik/intetbillede.jpg) | ASR 1445 X0005 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 367 x033 010402 A2 gods-rand
1 gråbrændt randskår af kuglepotte (A1). |
![](/grafik/intetbillede.jpg) | ASR 367 x035 010402 A2 gods-rand
2 gråbrændte randskår af kuglepotter (A1). |
![](/grafik/intetbillede.jpg) | ASR 367 x040 010402 A2 gods-rand
2 gråbrændte randskår af kuglepotte (A1). |
![](/grafik/intetbillede.jpg) | ASR 367 x041 010402 A2 gods-rand
1 gråbrændt randskår af kuglepotte (A1). |
![](/grafik/intetbillede.jpg) | ASR 367 x044 010402 A2 gods-rand
7 gråbrændte randskår af kuglepotter (A1). |
![](/grafik/intetbillede.jpg) | ASR 367 x050 010402 A2 gods-rand
1 gråbrændt randskår af kuglepotte (A1). |
![](/grafik/intetbillede.jpg) | ASR 367 x051 010402 A2 gods-rand
1 gråbrændt randskår af kuglepotte (A1). |
![](/grafik/intetbillede.jpg) | ASR 373 x002 010402 A2 gods-rand
8 mundingsrandskår fra kuglepotter med tynd, udadbøjet randlæbe. A1. |
![](/grafik/intetbillede.jpg) | ASR 380 x001 010402 A2 gods-rand
1 randskår af rødbrunt, grovt magret gods. A1. |
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) | ASR 1445 X0131 010402 A2 gods-rand
Randskår
Heraf et med drejeriller (foto) |
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) | ASR 1445 X1106 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X1077 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X1135 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X0085 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1445 X1071 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X0074 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X0102 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X0098 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X0082 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X0164 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X0070 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X0087 010402 A2 gods-rand
Rand |
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mc8knseKX2lmOG3nguYXUuVMHziRcYHzAjGDnjBPQ5xiorvQ77TbP7TPbPKHOYpIvnjI5zhgTnGK9IvPDMbYMkm1Su4hWyOTg8f57VgXOho0jGOEQqUUEucPwSeBzxjJ/AcVZlY87uN88j7Y2CqTuaJCSePmIBx2GecdKx9PW4uo5pVJeON1Dq0gU5bOMA8nvyM4zXp11pSeW6MZP3mA7FsjbxnPr2PPGQKoxaPaXGoQPCNir85TbnzGx94jA7gfifQVOouXU87lZ7e5CuFJzz1wv6f41Y+1MrB0HnBBktgAN/nFdhqWgDU7kExDLSASGKMIGbPHAGM4/lT5fC9xbiG3e1DQr88YAB4OOpHzH6E/hzU3KUCnqHiKbV9JWJLSSG5mOzapB7du/c1hW9tIh/eRORg5XBH6V2WmiOykiZYvJuInLJIpKkEA8g5yDnkY71JBYx3TOxZXyN27HzE9PTr/hWatDRG8r1HeT1MvRrZ5bZpvs+AnCE7ipz1/TNRTybZdkXHc+3auxhsbia3+yIRFbblOdmRkHHAzkZ9PWshdF+1akxiXlnxwCR6cVKfMVKPKlY6D4HfC24+K3xK8PeG42fGoXSJNJGOYoR80j8+ihj+Ffttp1hBpen21laxLDa20awxRr0VVAAA/ACviP8A4J8fBW70XUtU8aX9nJbQCH7HZeYm3zGY5kceoAAXPqx9K+5VGaqLvqjnqaOxJCtXF6VFEtS1ojBgzcV+DPxD1afS/jZ8WLiK8ewn/tC/MbR3Hktnz3IAPnxZPTjD/wC6a/eR+lfgr49vzb/Gb4tSOTIov9QDx+bIiSgTyfKdk0eQemPm47VtHYl7HmVn8UNesdI8QWC300v9t+V9suZZXaVlRXXbnPIKyFTnPHHrRXKXkyy3EskcSQK7kiKMsVQegyScD3JNFK5kf030UUVmAyWJJo2jkRXjYbWVhkEHsa8b8Vfs4watffatL1drBFl8yO2mh8xI89Qp3DA5z07CvZ6KTinuXGcofCz4H+L3w7l3XkUgSDVtLDCQwdLmJRznjqBuI9jivPfCOmi6sXt7rUUsdLUiWdXPOM4baByThhgDrz6V9Y/GaSGw8fMzJHtk8snzF+X5lC44Hf8Aqa8N+Jlv4e1GRZLZ4bOby2LyWwTDOp+QbcfMfvDPQY9hXLGTpz9mloz2VarT9o3qeT+ILfTo7i4NlJi2WRgu9DkrksCflAzj/wDXXn99G0F7IIwpbkuMY2nJAJ/Af/qrstclmkupbW21qS7haUblaTcFdAQccfdIIHPeP05GF/wiur6hqEf2K1uzO0crmFYs5VSMMCQPUce9dqkkrs43F3sjFt9iqROkjTbg42nau5jkD8MZrDn09WkuMMzD5QkjdeDz9eK7i38G+IN1yDo90T5u04hf+96noef161p2Pwp8QalcLD/Z32BYh5pmZi8IAAHGM847Z7nOKUqsI7tFRpTlsjx+60bzo4+fLLEsVwPnz1B46Vaj0W3SGKWJpA7KfMWRBjdgY5Byc+nGMd88e0yfADWGW8mhuYZZwV2xYDKV3f3uw4PIHX865q8+GOpaRM51SNLCNMt5zD90AW6Ic5Zj0CnnoegJGCr05/DI39jOHxRPL7rRDGZiF5QliCOnAx9R1/8Ar1a8KaRe+Ite0+0ib7VCjh2QL8xXABwf/wBXSun1axiutQit7ESIsqhXkZuvAyWIz19OOnc1vaKI/Bqt9kRZNxI85vlbcQMKTnpwfzPqampN8j5VqaU6a51d6I4D4k+EItLNrPaoYxMzpJGOgII/LvXLQ2cdr5A3MByroVwE57Hv+VeueJLO/wDFFnAbay8xlcvIYeVQbcvn9c+m32zXLQ+DdQkYi4hkUFdys0bHeccAHGP/AK1RRl+7tJ6oqvD95eK0Zy0Ec0900NuHk81xHs7v6cd/pivq/wDY/wDgPY+OvGup3niPTJFstEURvaMhjDzk42vgkHADHg88dOa8O8CeA7rUvHWi6ZPDPavdXkcQbaARuYDIB4J/x/Cv1n8G+A9H8A6LHpWh2S2dorF2G5neRz1d3YlmY+pJrRxUnpscs5umrdWaNhp9vptpFbWsMdvbRLtjiiUKqj0AFW4/vU7yjjpmpo4a0scVx8dPoVadtqySJ+9fgl40/wCSufFhmSeWBb+/M3kK2SnnSZ5EUgXju20e9fvdItfgX40sU1T4sfFQTBQq318TPJA0qwjzpPnO23mKgeo2Hj71ax2FI8703/hGpPD3iJmjiivw8f2JL+SR5PLKSb9hjCruD+X94YwewBNFcrcRiG4mRJVmVWKrJGCFcA9RkA4PuAaKRkf030UUVmAUUUUAeB/Fqx/4uAXu/KeCTyXjjcA5CqAOvGQwJ/KvljxbpqWOq3MChtwmMaTQjPzFiCAvPOcnrz+PH158fvCfinUpLbU/Dlsb4LD9mlhhIEseWJ8wAg7gM9BzxXkGi/D7xba28+o6r4dml8g+YXa02Sbj0IGMk5yehGW61y1JTjLmSuj2KHs5U1GTszzCD4XGztree/kRpJJVWREcAxwkdWyOoyp2jGecGup0fwr9pvo7bTLOWe/ZlRYbeLDygliVZjj5fUnjHzE9SPWvBX7P1z4ouLK/14PY6REBIluVC3VweuW/55jgc/eOW4XOa940Xwjo/hyPZpum29mO7RxgM3+83Un6msY0p1lzVX8i6mJp0W40V8z5zuvgb40lsfMi+wMWX5rOS6dHGRjG4KQSMn+IDp06157rHgf4j6B5k9zpMwsoIy2beAyBSQMqOvAI4Jz+Nfcflr6UbB6VusNSjsjl+vVXuz4Zs9cisdNaTUZ0Jb5i7LsZ2z0wOSQOMD3rkfElvH8U7JNN0/TtQupiPMjOn2TytHzjOBnG7vk1+gN/4U0TVMfbdHsLzawYfaLZHwR0PI61ds9PtdPhEVrbxW0Q6JCgVfyFL6vBNNaF/XZWs1e5+aml/AH4l39ksdh4IvIoLeSSPzLyHyNxOdriN2BcAYO44546ddPWf2ZfiN4Dilvr3w//AMJC0se5vsqfaFiyQCBGpZtwyTx1z9TX6P4FLVqjBGbxdR+h+d+r/s6/EyxjjM+hTNp8ke8w2IVyqsANuxFJ3gZ5wDXJW/w98UTXPk2mj6vKkB2uzWXn7HycAgrx1PGM/qa/TzFLVezj2F9an1PnD4H/ALMK+D7y11PxFbW7T2v7y3tkkMm2UlW3Me4Ujgep9ufonyhUuPSlrRRUVZHPOpKbvJkPl05Vp1CkdM89aZmG2k2+1PooC5DIODX4E+KLddQ+JvxSh8mKa4lvr5YvOWMkMZpAMF1ODkjkFT71+/Egr8BfGki2vxG+KwMkaFrm9UBpFXcTLJwAZ48nPoJP9099ogzzJPA13JpmsXs91a2I0oqJI7hmzK7DISMqpVm4zt3A4BPQEgrKt/EWpadp95p1tdyw2d3/AK6EdG7fhkcHHUcGip0IP6Y6KKKzAKKKKACiiigAooooARqbTqTbQAlFLtpdooAbRTttJtoGJRS7aXbQIbRTsUUDuNop2KMUBcbRTqbQIbJ92vwF1zULjT/iL8UZrS8lsJFu7srJHO0TZEsh4xPHn8pP931/fqT7pr8Btbuprfx/8Up4oDcJFcXbNGPNKEebIfnCA8H/AGiB71tHYo8R1GaW4upJ5pWmmlYu8jklmJ5JJPU5orXfXrO40PWobixWO6vJ4JbY2xCxwGPeHBBy2CH6ZHIznjBKkk/pVor5z/4eBfBA5x4qm4/6h1x/8RUf/Dwr4HZUf8JTOdxwP+JfP/8AE1PKwPpCivnCX/goP8EIW2nxROT326fOcf8AjtRR/wDBRD4GyMQPE9xx66dPj/0GjlYH0pRXzO3/AAUW+Bitt/4Sa6JzjjTpv/iaY3/BRv4FqSD4lu/X/kGz/wDxNHKwPpuivmL/AIeP/ArBP/CS3eP+wbNz/wCO0x/+CkfwJj258SXh3emnTHv34o5WB9QUV8u/8PJfgZ0XX9QY+g0yb0z6UyT/AIKVfAqNgD4g1An/AGdNl4/SjlYH1LRXys3/AAUw+BS4/wCJ7qRycf8AIMl4/SkH/BTP4Elsf25qX1/syWjlYH1VRXyr/wAPMvgT/wBBzUv/AAWS0jf8FM/gYq7v7Y1Qr6/2ZJ/nvRysD6ror5Ob/gp78CVxnV9WJ9Bpj/40jf8ABT74FKM/2tqx+mmP/jRysD6yor5M/wCHn/wL3Af2pq/P/UNb/Ghf+Cn3wLKk/wBqauOM4Omtn+dHKwPrOivkhv8AgqL8Ch/zEtZ/8Fjf40w/8FSfgUP+YhrR/wC4Y3/xVHKwPrqkPSvkYf8ABUj4FsSP7Q1rj/qGN/8AFVE3/BU74Fg4+264f+4Yf/iqOVgfXUn3TX8+2swwTeOPibLcWsl5BHc3TyCFMsF82TOHNtMEP+0THj+96fqRN/wVT+BaqQLnXm+mm/8A2dfktN4i0XWfEfjK6uZ1tYdUmme1knt1kKh3cg4MUhBwR90off00johnnUxiaeQxKyQbjsV2DMB2BIAyffA+lFdfYeF9Dn8L67evqBnubUsIJY5ViUYCFCYnG+TzCzKNpG3Zk5FFTYR6je+OvC8emwGHQIWuZY5PMQMQYjtkRTnb83Lo/wDwACpJvGXhubTL69h0C1t7kXAigthJkqJVvSHU4/5Z+ZbDp/yyTpnjyhV+XqfTArv9H8caJp/wj1bwzLYO+tXV358d1GhwRugKh23jG0RTYGxj++OGX5g2qkMv2fj/AMMTTXzXHhu3s4WWSSIby4Lb5mWMYXjIkjXPQeUD34NF8a+GrzWNPtrjw7a2to11EJpnlG1E82Aktx2WOQHn/lqfTnyqViW2g8g4610Xw38R2vhHxlp+o6jFJPaRl/NWJdzruRlVlG5fmUkMMMpyBhgcEHNqBuWvjrQrZoBJ4ZgufLMW8mXBk2m13fw/xeRN/wCBDenMd1428O2u2KHQIL0fZ4w05bZ+8MMIfgr2dJOe+8n685441y08SeMtd1eztms7O9v5rmCAgAxxs5ZVIHGQCO9c00xcHgKoo5hHpeqeMdATTrdrbQbRp7qGV2VXGbdv9JRQfl5/1kL9v9UvrkQXHjLQZNNu73/hHbWGaSd44LdXB+VhdndnbxsM1sACPm8kY6HGDr2paHP4d8P2mlPdC5t4JDepNbIitMxyzLIJGLDG1QCq4CA4yTXM3km5QN24LwPbqaVwPStL8faBeSX0k/h+1t0iUzxQtICrkTFvKHy90bbn0Tp6UdJ8daA2o2CXegW8Vt5sInlzvwga23nbt5yIZeP+m7fjS+EnjzTvAeraldapYnULeezMSwKmfMberbGO9cIwUq33hg8q1cI0nzE+9O4HdW/jjSoBGr+HLaYqqqWLj5sC3BP3e5hkP/bdvTmbWPFWiWbS2tvotrOPKAW6VsfM0DKeNvZ3B69U/Lz+OYrIDjOCMCux+KnjKw8ceJI9QsY5okFuEk81NmX3ux2rvfagDBVG44CjoOAgLep+M9EkgDW2hW4kuI5WdRx5DM92FUHb82FmgbP/AExUfSx/wmehzafcXn9gWccy3ICWe4co5uWyDt6LvhXp/wAs1/DzlmA+ldTb+MrSH4by+Hf7Mt5b6S/a4F/JCheOMrF8qvt3g5i9duGbgk5BcDStPGmh/vpJ/D9qrRrHJFF94TMJbclCdvAKRy8/7ZHfk8O+KdGk1HTbe90W1jgMsKTTucgKDbBmIx3EMpP/AF2b8eC+6uTit7wD4mt/Cviq01O6jkkgiWVD5WS6l4nQOuGU5UsGGGU8cMDyFcDT/wCE201bcxHw9al/JMfmEjO7y1Td93rlS31aptT8aaN9qu47XQ7Z7cvKsUv3W2n7QFbG3gjzozj/AKYL+HIa5qI1TWL68V5HW4nklDTbQ5DMTltuBn1wMVRV8UXA9B1Txdoyx28sGiWcjXMckska4HkMZLoBPu9lkhP/AGzX8Iv+E20ZYUmHh+1MwuFLQYG3yw6P129wrJ9GP0qj408aQeItF8N6fbPeGPTLbyjHdMGRHKoG2HJYgshPJAAKqFG0luPZ88DpRcDu9N8XaQttI8+jWe+1iidY2wftDK9qrKfl43CKZj1/1rfjW03xhpX2i1ju9EtkhUIskoAY8LCC2MckmJz/ANtW/HB0nVrWx03Wra5tpJ5L22WKB43CiJxKj7jlTkYVhgY6jn1x+cZ7dKVwOsk8Y2Eyug0C1UuGUMMZXKygEfL2Min/ALZr+GJ4omtZPEWqNZbBZG6lMAjGF2bztwPTGKPDGrpofiHT7+VGkjt5VkPl/fGP4lz/ABDqPcCpPFeqx+IPEF1fQrJsk2jdLgySEKFMj4/jYgs3XljyaV9AMhFMjYA9/wAKK6xvh3qNisM0wkFvNII0aCBpGfPm4KLxuyIs9ejqaKVmBO7CNcL69TxVVpOpyMmiihlD+N0hzk5ye1Qy3Bklz365z7dKKKBMZIwVThs+9VG2juT60UUdRDVmz0GFHNJLwhBznCkZ+lFFMCBWPqaYzetFFADkYbc55pGyuT1oooAQAnrT9wVT3oooAiZt3f8ACmNmiigBP0xRu+XHWiikAhb5eOKb7ZoooAXavduPYUmYwOjN79KKKQDWkx0VR9Bn+dBYsoGScds0UUAJuPTPFFFFAH//2Q==) | ASR 1275 X008 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1275 X001,2 010402 A2 gods-rand
Rand |
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) | ASR 1275 X001 010402 A2 gods-rand
Rand |
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) | ASR 1275 X006 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1275 X007 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1705 x012 010402 A2 gods-rand
Randskår, 2 stk.
Kan samles til eet stykke |
![](/grafik/intetbillede.jpg) | ASR 420 x002 010402 A2 gods-rand
18 gråbrændte skår, deraf 1 randskår af kuglepotte.. |
![](/grafik/intetbillede.jpg) | ASR 420 x008 010402 A2 gods-rand
Randskår, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x021 010402 A2 gods-rand
2 randskår r af gråbrændte kuglepotter, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x023 010402 A2 gods-rand
2 randskår af gråbrunlige kuglepotter A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x024 010402 A2 gods-rand
1 randskår af kuglepotte, gråbrunligt, med bred, let profileret randkant |
![](/grafik/intetbillede.jpg) | ASR 420 x025 010402 A2 gods-rand
2 randskår af gråbrun kuglepotte, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x033 010402 A2 gods-rand
4 randskår af kuglepotter, gråbrændte, ret groft magrede, grålige til brunlige, deraf 3 med udludende, profileret rand og nogen lågfals 1 uden lågfals, jævnt udludende og med afrundet randkant, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x039 010402 A2 gods-rand
2 randskår af gråbrændte skår af kuglepotter, deraf 1 med tresidet profileret randkant, A1 |
![](/grafik/intetbillede.jpg) | ASR 1301 x138 010402 A2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ASR 420 x041 010402 A2 gods-rand
1 randskår af gråbrændt kuglepotte med jævnt udludende, afrundet rand, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x054 010402 A2 gods-rand
1 randskår af kar med let indadbøjet rand, som er fortykket, med flad afstrygning øverst en svag fure på ydersiden under randen, af sortgråt, ret grft magret gods, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x054 010402 A2 gods-rand
1 randskår af kuglepotte med svagt skulderknæk og jævnt udludende rand, der er afrundet, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x068 010402 A2 gods-rand
1 randskår fra stor kuglepotte af ret groft magret gods med gråsort skærv på indersiden samt brun yderside. Med præcist afdrejet skulderzone på ydersiden. Randen jævnt udludende og lige på indersiden, kanten fortykket og profileret, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x092 010402 A2 gods-rand
1 randskår fra kar med ganske let udludende rand, hvis overside er skråt afstrøget indefter. Af blødtbrændt grågods med gulbrun yderside, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x092 010402 A2 gods-rand
2 randfragmenter, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x098 010402 A2 gods-rand
2 randskår fra kuglepotter med bredt udludende randparti, hvis kant er let profileret, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x098 010402 A2 gods-rand
1 mundingsrandskår fra kuglepotte med let udludende rand, uprofileret kant, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x099 010402 A2 gods-rand
10 randskår af ret groft magrede kuglepotter med tyk væg. Randene er jævnt udludende og uden lågfals med afrundet kant. Potterne har øjensynlig alle haft et mere eller mindre udtalt skulderknæk lige under randen, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x106 010402 A2 gods-rand
1 randskår 1af gråbrændt kuglepotter, ret groft magrede og med gråsort farve. Randskåret er let udludende og har tresidet afdrejning af kanten 1 stort sideskår er ca. 1 cm. tykt, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x108 010402 A2 gods-rand
2 randskår af groft magrede kuglepotter. Brændingen er ret blød og skårene er brune til grålige. Begge randskår har jævnt udludende rand, som er fladt afdrejet foroven med en fure på indersiden, med knomærker. Selve randen er antagelig efterdrejet. , A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x109 010402 A2 gods-rand
2 randskår fra kuglepotter med jævnt udludende, afrundet rand, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x110 010402 A2 gods-rand
2 randskår af ret groft magrede kuglepotter med sortgrå farve. Den ene rand fladt afstrøget foroven, den anden skråt indadtil. Begge let udadludende, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x115 010402 A2 gods-rand
2 randskår med jævnt udludende, afrundet kant A1 |
![](/grafik/intetbillede.jpg) | ASR 440 x0255 010402 A2 gods-rand
1 facetteret randskår, A1 |
![](/grafik/intetbillede.jpg) | ASR 8 x227 010402 A2 gods-rand
To randskår |
![](/grafik/intetbillede.jpg) | ASR 8 x232 010402 A2 gods-rand
Tre randskår |
![](/grafik/intetbillede.jpg) | ASR 8 x233 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 8 x238 010402 A2 gods-rand
To randskår |
![](/grafik/intetbillede.jpg) | ASR 8 x255 010402 A2 gods-rand
To randskår |
![](/grafik/intetbillede.jpg) | ASR 8 x264 010402 A2 gods-rand
12 randskår, A1? |
![](/grafik/intetbillede.jpg) | ASR 8 x270 010402 A2 gods-rand
Randskår, A1? |
![](/grafik/intetbillede.jpg) | ASR 8 x229 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 8M75D D14126 010402 A2 gods-rand
1 randskår af gråbrunligt magret lergods fra kar med rundet halsfure og glat udadbøjet rand. (Kuglepottekar). |
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) | ASR 1691 x009 010402 A2 gods-rand
Randskår
Kraftigt, groft |
![](/grafik/intetbillede.jpg) | ASR 10M71D D02078 010402 A2 gods-rand
Tre randskår af gråbrunligt, grusblandet lergods, hvoraf 2 fra kar med markant, rundet halsfure og udadbøjet glat, afrundet mundingsrand. Det 3. skår udviser fremstående blødt rygget ydre læberand med bred, plan randoverkant. |
![](/grafik/intetbillede.jpg) | ASR 10M71D D02088 010402 A2 gods-rand
Fem randskår af gråbrunligt, grusblandet lergods, heraf tre med fortykket profileret mundingsrand, og to med enkel, glat, tildels afrundet randform. |
![](/grafik/intetbillede.jpg) | ASR 1075 x001 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1200 x0019 010402 A2 gods-rand
A2 rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0030 010402 A2 gods-rand
A2 rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0052 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 7 x0063 010402 A2 gods-rand
1randskår af gråbrændt, magret lergods fra kar med halsfure, udadbøjet, nu stærkt afskallet yderrand med fremstående, indvendig læberand. |
![](/grafik/intetbillede.jpg) | ASR 7 x0064 010402 A2 gods-rand
1 randskår af gråbrændt, magret lergods fra kar med ujævn halsfure, kort opretstående hals og glat rundet randkant. |
![](/grafik/intetbillede.jpg) | ASR 7 x0065 010402 A2 gods-rand
1 randskår fra kar med udadbøjet, vulstformig fortykket og glat afrundet randkant, der fremtræder med rundet læbefremspring på indersiden. |
![](/grafik/intetbillede.jpg) | ASR 7 x0066 010402 A2 gods-rand
1 randskår fra kar med udadbøjet vulstformig fortykket, glat rundet randkant, der fremtræder med rundet læbefremspring på indersiden. |
![](/grafik/intetbillede.jpg) | ASR 7 x0066 010402 A2 gods-rand
1 ubetydelig randskårsstump fra kar med flad glat randoverkant. |
![](/grafik/intetbillede.jpg) | ASR 7 x0094 010402 A2 gods-rand
1 randskår af gråbrændt, magret lergods fra kar med udadbøjet, glat vulstformig rand med læbefremspring på indersiden. |
![](/grafik/intetbillede.jpg) | ASR 7 x0108 010402 A2 gods-rand
1 randskår af gråbrunligt, magret lergods fra kar med markant halsfure og fortykket udadbøjet rand, der har let rundet læbekant på ydersiden og skrå affasning mod indersiden. |
![](/grafik/intetbillede.jpg) | ASR 7 x0108 010402 A2 gods-rand
1 ubetydeligt randskår af gråbrændt magret lertgods fra kar med svag halsindbøjning og svagt udadbøjet let fortykket afrundet rand med antydning af læbefremspring på indersiden. |
![](/grafik/intetbillede.jpg) | ASR 7 x0118 010402 A2 gods-rand
5 randskår af gråbrændt, magret lergods fra kar med markant halsfure og udadbøjet, fortykket mundingsrand med mere eller mindre fremtrædende læbefremspring på indersiden. |
![](/grafik/intetbillede.jpg) | ASR 7 x0001 010402 A2 gods-rand
1 randskår af gråbrændt, grovmagret lergods fra kar med rundet halsfure umiddelbart under en opstående, afrundet læberand. |
![](/grafik/intetbillede.jpg) | ASR 7 x0001 010402 A2 gods-rand
1 større og 1 mindre randskår af gråbrunligt, grovmagret lergods fra kar med stærkt rundet skulder og svag, ujævn markeret halsfure umiddelbart under en opstående, afrundet randkant. |
![](/grafik/intetbillede.jpg) | ASR 7 x0001 010402 A2 gods-rand
1 randskår af sintret gråbrunligt, grovmagret lergods fra kar med indadbøjet munding og svag ujævn fure umiddelbart under den ydre randkant, der er glat med plan til let indadskrånende overside. |
![](/grafik/intetbillede.jpg) | ASR 7 x0001 010402 A2 gods-rand
4 randskår af gråbrændt, grovmagret, lergods fra kar med indadbøjet rand og indadskrånende randoverkant. 3 af skårene har svag fure umiddelbart under den ydre randkant, der fremtræder skarprygget. |
![](/grafik/intetbillede.jpg) | ASR 7 x0001 010402 A2 gods-rand
1 skulderskår af gråbrændt, grovmagret lergods med spor af meget svage furer ved overgangen til hals/mundingspartiet. |
![](/grafik/intetbillede.jpg) | ASR 7 x0007 010402 A2 gods-rand
1 ubetydeligt randskår af grovmagret, lysebrunligt lergods fra kar med glat rundet, noget skarprygget randkant. |
![](/grafik/intetbillede.jpg) | ASR 7 x0332 010402 A2 gods-rand
1 randskår af gråbrændt, magret lergods fra kar, med vulstformet udadbøjet rand med læbefremspring på indersiden. |
![](/grafik/intetbillede.jpg) | ASR 7 x0492 010402 A2 gods-rand
1 randskår af gråbrændt, magret lergods fra kar med markant halsfure og udadbøjet rand med udvendig og indvendig læbefremspring og glat rundet randoverkant. |
![](/grafik/intetbillede.jpg) | ASR 7 x0492 010402 A2 gods-rand
1 randskår af gråbrændt, magret lergods fra kar med markant halsfure og udadbøjet fremstående ydre rand med glat overkant. |
![](/grafik/intetbillede.jpg) | ASR 1588 x005 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 7 x2134 010402 A2 gods-rand
1 randskår af gråbrunligt, magret lergods fra kar med kraftig udfaldende halskrave og med udadskrånende skarpt affaset randkant. På ydersiden kraftig sodskorper. |
![](/grafik/intetbillede.jpg) | ASR 7 x2189 010402 A2 gods-rand
1 randskår af brungråt, magret lergods fra kar med halsfure og udadbøjet fortykket rand med omtrent plan randoverkant og læbefremspring på indersiden (middelalder). |
![](/grafik/intetbillede.jpg) | ASR 595 X011 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 595 X017 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 595 X037 010402 A2 gods-rand
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) | ASR 595 X040 010402 A2 gods-rand
Randskår, heraf en del med flotte drejeriller på halsen (foto). Flere sammenlimede af flere skår. 1 stk. med fingergruber på ovesiden af randen |
![](/grafik/intetbillede.jpg) | ASR 595 X052 010402 A2 gods-rand
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) | ASR 595 X086 010402 A2 gods-rand
Randskår, heraf et meget stort og kraftigt 8foto) |
![](/grafik/intetbillede.jpg) | ASR 595 X090 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 595 X096 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 595 X066 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 7 x2460 010402 A2 gods-rand
1 ubetydeligt randskår af gråbrændt, magret lergods fra kar med vulstformet, profileret randkant. (Middelalder). |
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) | ASR 1770 x15 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 471 X12 010402 A2 gods-rand
1 randskår af tykvæggede kar med indadbøjet munding, A1. |
![](/grafik/intetbillede.jpg) | ASR 471 x15 010402 A2 gods-rand
1 randskår af kuglepotte med afrundet rand, A1. |
![](/grafik/intetbillede.jpg) | ASR 471 x15 010402 A2 gods-rand
2 randskår fra kuglepotter, A1. |
![](/grafik/intetbillede.jpg) | ASR 471 x19 010402 A2 gods-rand
1 randskår, A1. |
![](/grafik/intetbillede.jpg) | ASR 471 x26 010402 A2 gods-rand
5 randskår af ret grovt magrede kuglepotter, af rødbrun farve. Randskårene er jævnt til let udludende, uden profilering eller fortykkelse af randkanten. Et af dem er delvist bevaret, udtrykket hældetud, det sidste randskår har tresidet profilering. |
![](/grafik/intetbillede.jpg) | ASR 471 x27 010402 A2 gods-rand
Randskår med jævnt udludende, afrundet rand. |
![](/grafik/intetbillede.jpg) | ASR 471 x28 010402 A2 gods-rand
Randskår, af rødligt til brun farve. |
![](/grafik/intetbillede.jpg) | ASR 621 x009 010402 A2 gods-rand
Randskår af lysegråbrunligt, grovmagret lergods fra kar med udadbøjet rand. |
![](/grafik/intetbillede.jpg) | ASR 621 x009 010402 A2 gods-rand
Randskår af lysebrunligt magret lergods fra kar med fortykket rand. |
![](/grafik/intetbillede.jpg) | ASR 621 x019 010402 A2 gods-rand
Randskår af gråbrunligt, magret lergods fra kar med indadbøjet rand og indadskrånende randoverside med skarprygget ydre randkant. |
![](/grafik/intetbillede.jpg) | ASR 621 x022 010402 A2 gods-rand
Randskår af brunligt, magret lergods fra kar med let udadbøjet munding med flad glat randoverkant og smalt, afrundet læbefremspring på ydersiden. |
![](/grafik/intetbillede.jpg) | ASR 870 x33 010402 A2 gods-rand
1 randskår. |
![](/grafik/intetbillede.jpg) | ASR 882 x03 010402 A2 gods-rand
2 randskår. |
![](/grafik/intetbillede.jpg) | ASR 882 x05 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 882 x10 010402 A2 gods-rand
1 randskår. |
![](/grafik/intetbillede.jpg) | ASR 882 x12 010402 A2 gods-rand
2 randskår. |
![](/grafik/intetbillede.jpg) | ASR 882 x13 010402 A2 gods-rand
2 randskår. |
![](/grafik/intetbillede.jpg) | ASR 884 x8 010402 A2 gods-rand
4 randskår. |
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) | ASR 1094 x003 010402 A2 gods-rand
1 randskår. Halvkuglekar |
![](/grafik/intetbillede.jpg) | ASR 1152 x002 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1182 x01 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1189 x36 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1234 x2 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1279 x1 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x319 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x290 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 565 x375 010402 A2 gods-rand
Et stykke indadbøjet rand. |
![](/grafik/intetbillede.jpg) | ASR 1843 x020 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1843 x023 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1843 x058 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x065 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x068 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x070 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x072 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x080 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x076 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x094 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x152 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x176 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x176 010402 A2 gods-rand
Rand |
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) | ASR 1843 x222 010402 A2 gods-rand
Rand
Foto viser eksempel |
![](/grafik/intetbillede.jpg) | ASR 1843 x227 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x238 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x150 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x229 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x244 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x250 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x251 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x254 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 2 x06 010402 A2 gods-rand
3 randskår fra jydepotte, A1 |
![](/grafik/intetbillede.jpg) | ASR 2 x11 010402 A2 gods-rand
4 sideskår af kuglepotter, A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x14 010402 A2 gods-rand
3 randskår af ret tykvæggede kuglepotter med afrundet uprofileret rand, A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x14 010402 A2 gods-rand
7 randskår af tykvæggede kuglepotter, grovt magrede og med afdrejet let profileret rand, A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x19 010402 A2 gods-rand
11 randskår antagelig fra 7 forskellige potter, ret grovt magrede og ret blødt brændte med afrudet eller afdrejet, tresidet randkant, A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x19 010402 A2 gods-rand
4 randskår med profileret rand (lågfals) , A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x22 010402 A2 gods-rand
1 randskår fra kuglepotte med afrundet, jævnt udludende rand uden profilering, A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x23 010402 A2 gods-rand
1 randskår af halvkugleformet kar med rest af udvendig påsat svaleredde, som har beskyttede en nu forsvundet lodret stillede øre med ophængningshul, A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 010402 A2 gods-rand
1 randskår af tynd væggede kuglepotte med afrundet rand, A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 010402 A2 gods-rand
2 randskår . Randskårene kun svagt profileret, A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 010402 A2 gods-rand
1 randskår med afrundet, fortykket rand, A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 010402 A2 gods-rand
2 randskår, det ene med afrundet rand, de andet fladt afdrejet , A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 010402 A2 gods-rand
1 randskår, antagelig af halvkugleformet kar, af rødligt gods og med fortykket afdrejet rand, A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 010402 A2 gods-rand
1 randskår af kuglepotte med fortykket fladt afdrejet rand, A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 010402 A2 gods-rand
1 randskår af ret grovt magrede gods med kraftig profileret rand, A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x29 010402 A2 gods-rand
1 randskår af ret grovt gods med profileret rand, A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x29 010402 A2 gods-rand
1 lille randskår, A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x54 010402 A2 gods-rand
1 randskår fra kuglepotte med afrundet rand, 1 randskår med profileret rand, A1. |
![](/grafik/intetbillede.jpg) | ASR 3 x01 010402 A2 gods-rand
1 randskår af kuglepotte, A1. |
![](/grafik/intetbillede.jpg) | ASR 3 x01 010402 A2 gods-rand
1 randskår af jydepottegods med glittestriber, A1. |
![](/grafik/intetbillede.jpg) | ASR 3 x02 010402 A2 gods-rand
1 randskår af jydepottegods med indvendig glitning, (A1). |
![](/grafik/intetbillede.jpg) | ASR 3 x04 010402 A2 gods-rand
2 små randskår med fortykket kant , A1. |
![](/grafik/intetbillede.jpg) | ASR 3 x12 010402 A2 gods-rand
1 randskår fra kar med ler indadbøjet rand, A1. |
![](/grafik/intetbillede.jpg) | ASR 3 x18 010402 A2 gods-rand
5 sideskår, A1. |
![](/grafik/intetbillede.jpg) | ASR 3 x19 010402 A2 gods-rand
1 randskår samt 1 halsskår og 35 sideskår. Af ret grovt magrede gråligt til rødt gods. Randskåret er let udludende, uden lågfals. Kanten fortykket udadtil og vandret afdrejet. Skulderskåret uden furer. Kan evt. samles, A1. |
![](/grafik/intetbillede.jpg) | ASR 3 x20 010402 A2 gods-rand
1 randskår fra ret blødt brændt kar med næsten lodret rand, fortykket indadtil og skrådt afdrejet indad, A1. |
![](/grafik/intetbillede.jpg) | ASR 3 x20 010402 A2 gods-rand
1 randskår af kuglepotte (?) med let udludende rand, afdrejet skråt udefter, A1. |
![](/grafik/intetbillede.jpg) | ASR 3 x20 010402 A2 gods-rand
3 randskår af kuglepotter med jævnt udludende fortykket afrundet rand, A1. |
![](/grafik/intetbillede.jpg) | ASR 3 x22 010402 A2 gods-rand
1 randskår af kuglepotte med let udludende og fortykket rand, A1. |
![](/grafik/intetbillede.jpg) | ASR 3 x24 010402 A2 gods-rand
2 randskår af kuglepotter med let profileret rand , A1. |
![](/grafik/intetbillede.jpg) | ASR 3 x25 010402 A2 gods-rand
2 randskår fra kar med lodret indadbøjet rand, og sansynligvis halvkugleformet. Det ene skår har afglattede yderside og let fortykket rand som er fladt afdrejet. Det andet har en lille læbe på ydersiden, A1. |
![](/grafik/intetbillede.jpg) | ASR 3 x25 010402 A2 gods-rand
5 randskår af kuglepotter med tynd afrundet hank, let udludende, A1. |
![](/grafik/intetbillede.jpg) | ASR 4 x02 010402 A2 gods-rand
2 randskår af kuglepotter samt 1 sideskår hørende til det ene randskår. begge skår er af ret grovt magret gods, med skulderknæk og let udludende rand som er let fortykket og fladt afdrejet foroven, A1. |
![](/grafik/intetbillede.jpg) | ASR 5 x03 010402 A2 gods-rand
4 randskår af kuglepotter med let udludende rand med svag eller ingen profilering, A1. |
![](/grafik/intetbillede.jpg) | ASR 5 x06 010402 A2 gods-rand
4 randskår af uprofileret kuglepotter, A1. |
![](/grafik/intetbillede.jpg) | ASR 5 x07 010402 A2 gods-rand
6 randskår af kuglepotter med uprofileret afrundet rand, A1. |
![](/grafik/intetbillede.jpg) | ASR 5 x07 010402 A2 gods-rand
4 randskår fra kuglepotter med let profileret rand, A1. |
![](/grafik/intetbillede.jpg) | ASR 2089 x001 010402 A2 gods-rand
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![](/grafik/intetbillede.jpg) | ASR 2089 x012 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x012 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x013 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x008 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x020 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x021 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x023 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x024 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x031 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x015 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x045 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x046 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x044 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x051 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x047 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x049 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x070 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x067 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x085 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x011 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x038 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x025 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x002 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x008 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x039 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x043 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x046 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2088 x001 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x048 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x050 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x030 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x031 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x024 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x018 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x017 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x014 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2104 x007 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2104 x010 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x120 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x122 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x118 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x118 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x051 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x052 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x053 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x019 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2163 x025 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2163 x022 010402 A2 gods-rand
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) | ASR 1958 x12 010402 A2 gods-rand
|
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) | ASR 13 x0144 010402 A2 gods-rand
|
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) | ASR 1906 x002 010402 A2 gods-rand
Randskår
Fra halvkuglekar |
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| ASR 13 x0186 010402 A2 gods-rand
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) | ASR 13 x0075 010402 A2 gods-rand
|
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) | ASR 13 x0103 010402 A2 gods-rand
|
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9U+Af8Agodo11axR+MtDu9MvGk2fadNQS2/Q9Qzbl6H+9XXTxUJrXQwdJo+1mmHrTPOArjPCfxD0XxtpaahomqW+pWrAHfbyBimQCFYdVbB6HBFbq32ea673M+U1mkz3pu4VnC7BxzT1uqLisXTTWAYHPXHaoFuOtO87d70AOjuI3keNW/eR43L3GelShc//qqLd3FSRk4GcE0gJVGO1FJG+4DtRTA/nn46VPb31xZ+cIJGiE8Zik2/xIcEj9BVbBzxT9pZQcV5Bqd74Ua4ufBPiMymWaOJIwuUd1jBJ7iJgo+rJ+NfrR/wTXXy/wBlnRPe8uz/AORTX5K+GWkvfA+tK9tC6WarsmWzUsu5iTukFu5+m6RPbPb9bv8Agm6P+MWPD/P/AC9XX/o0110t16GE9j6n/hzSN0pewFI36V0GZn6tqlrothNe3sy29tCu55G7D+p9hXx98bPEi+LNYvLvzCkcUqiLcMHy+Rz6Y46ete1/tBaxHax6XZSTskeWnljXJ3fwoMd+c/lXyJ8QPFVxp94HaBpYp9yyM5wFAJAHB5xgc15ONq3fIelhaf2jlmilmm8rLLGzlU3EblU5xyeoxism60YfZruRbpUjySYWAzgccY9jWgPFGjXG6Ga3htmjwzqj8u2egHUdvy96sf8ACaaT5X2K20qG5kfjJAIUHueenTvXit+R68Yi6fZwIsd00YmXCgKy4z1Jzg+nQ+2K5q/0yNdSlWUxbsZjVT0HrwPY8e9auuePIbW4W0ntlRXALJBIclQTgZ7etZzfETS9LgV4dP2zxHC5UEtkAf4/mRVxi5apEylGJV1C606FoLK2Zmhjl3GBOATg/XoC9cbrJh+x3O1xcQYJEhUHnt0645/Ougb4n+H45LqaPT2WaVNoht12IGAGDgkj1qhdeP8AT202QDSFke4zjzY1G0dMAjkgk/XjrXVGHL0OSVTm2ZiWcM0awxtIEvUYFInO5SpBYPnoBj+dYOp3X9sXBtpLW2hZZmAdIUQsc7cbgACBkVY+0SXFvcIkKxrJ1hVuSR93g5z1xitXQ57yxlj+1xRW8aoAZZY1WVVzwVzyT07EV0e6jn957npX7MnxGtPhb4+k0bULiW0024tCgZTuiZ/MG1nweONx3dMGvue115Xx8361+Z+raN9pR72S4iEvAzI330GdpLd+g7e+a9O0/wDaO8Z+HdJsYdOtrfX4lBgE11E6sSqjB3Arkcdxnnk11UKyguWRMo31PvWHUA4BzzVqG9z3yK/P1f25vG9tcW8DeE9NhkYEOrvKxDAdOCP8nFegWP7ch01oDrnhR4YGcI8tpdbjz02oyjJ6Dkge9df1in3M+Q+yhdZ74qeO4DN0IwBz2rg/A/j7S/Heg22r6TcCe1mXOMjejDqrDsQf/rZFdVFOFUDdxnua3TvqjNxNpJe2amWYZUEfQ4rLjuB6/hVmOXP0qhWNONsLxRVeOXjrRQTY/n3XAY5rsPBPiDTfD+k+IEv0ma5urYw2yC0jljLMrqS7MwZQNwI2/wAQUnO0A8d/EakVuCvY15cdHct9ju/D/wBguvA+t/Z7LyJ444xLJLIsm9vVcx5TvwGH1r9Z/wDgm3n/AIZV8Og/8/V3/wCjmr8lvDrWUPgPWvLvCbqRV8yCQrGAcnG39+pk45P7tsfrX61f8E3c/wDDKvh0n/n6uv8A0c1dVLf5GU9j6lYuFGwAnI+8ccd+1IzEDpzS0NXQZHxt8bvGzap441S4u90Nppr+TDG/DSbWA2KM5yW3MfavnbxBq1xql1czyrsDMwVcjCd8Z/L8K+jf2qPDLab48guFLfZ7+LzkWJRu35ww59/THUeleH2+lqzW4khO3q0Rb5+eD647/lXzNZS9rK/c+ho8qppo818QeH30uUNPBILieMOOwwRkEkjnPFVbeCTRziKY2/mxgqqYYtnoD6Gux1yxmm1DbKd8igYJGR67TkdBntWXJJ9ut0QIuZ5Qo2kB8kkqD09O3rWMrmsbdDAmthJua4DTOyYRpFyd+QSevXAx3/wxdTsngZ8RM6MTn5cZxz261191pV3ZtLMvEw+RFzgj3Puc+vaqmoaXJdCMTB5CMlgzAhSTknqMf/qpqpYJU/I4aHT4yjZjeAsQvzL69+PapW01YUJLO82AYlUcLzyW/Dpiuhkt0jmljeNJfJXPlkkbh9R/SpWtzNM32lo7VDlthDYGBkDA7Z+vWtPaOxkqaucvb2c0jMpCCY7hliFAwDkZ7H2qlcSTz4znHXGc5OccfkPete4817Ob9wCvUZHCk9SMHGT+PFOt9Oj+xwux2DBD7+nTI6dT17dxWkZESiYsJE0blMMI2VGWUjIOCcY+v8hWzDqNx5aQOFjSPcVYg9cggHJ6AVXsdLSR5JlUAONy5A5G3PTr+Na1qi/ZBC5Upw5DD6AdOtbGDIxp8WoX0V1MhuJLVQBnA2hgNw6fjVq4ggvYTE9opZvutwSFzkkY45I/PFWHuIfOTy32qvMm1sKTtxz+VRSTBVM9qD8gyFVu+aZFj1H9nfxt/wAK98RTW893FFpGoSBZrfBHluMgSZJ68jccc8egr7Hg1DapkH7yPG75Pm446fhzX5vWupXVvdCYxqNpwwI9/b8q+1/gb4il8WeBrK6uSGeBvKPPzbl4GeB24ruw838BEl1PX4ZuPWrcVx71hxSFW9asx3GOTXcZnQ283SiqdnJuwKKZFj8EGXvXWeB/A6eK7XWZnuLi3NhavcIyW++NmWKSTY7bhtyIyB1zz6Vyhb92oqaO6lhjdY3dBIu19rEBh1wfXtXmKyeoHeaBYy6T4J1wSXluqXaRukUF+jMw64aNblTnno0bn2FfrJ/wThx/wyt4eA7XN3/6Oavyc8L299b+AdfnMdxHaXCRkNiQJJgkHowU4PqDX6yf8E4/+TWPDp9bm7/9HNXVS3Mp7H1CPujvSGj+EUxZEZiA3KnB+tdJkeY/H/wXD4n8HvfiIG+0w+dE+MnYcBx+XP8AwGvkPUNLZZFKAK4O7jq3ru/zxX6AanZLqVhcW0n3Jo2jP0II/rXxJ4m0t9HupbOchriGZkWNVBBYHaeT7E8V4OYR9nNT7nt4L95Bw7HlusSwzbhO0mcbItgViWUngZ5Azjp71FY2xvsTT26gKVAf+IHB5Hpx1/nxWlq+ilryQqQ8eByQQeCM44+o/H6VkRWrWcsdu6l7cNnbE2QWODjOPQ/rXlylzLc9OFPlZU1AG6nlCQbQXzkkncecHn/PNZ2p2cawl3X73I8wEljx+Hr+Vbs0Z3yyD7i4AU444zjH4dao6ynk3kJkJlh4PrgY6fmc1gpa2OhxOPvLM28mYlPzEMv+fUelV/s9zc2bzEYGCCzAbsjHAPbp+hrtdPsTq18YkxufaFEmBnPQDPYf41gXVjH/AGhJbBfLXfj92cjjjAPetOdmSgjnvLP2E2/mpG87fvN4DdMY5xkfhWZNFBCiwAmQM2GlXnA78V0eoaNCrFQxywOV6bT0ODWVFpv2W3lthh/MZJNzE/KRnPP0JH41pCoZzpmXatJaW7mJ2VGyP+A+n05q3b2/mW87ZLl+SRxir/2Gy+ytIq+U+NhUtnPORj8Kz449seV3Y4BGeP8A69bRnd6GMqfKtRjWZ8kMpK843H2H/wCurUa+TbosLh2bqAeC3Y/lU0Nm3KKitwMeq9h2561NJamGYLlXKgElSMA+vHeuiLOWSKJQqVXfhZDyFYg/j+tfaH7Ndp9n+FGnkoyl5ZWyRjPzEZ+nH6V8ZJHtUjexU8YJyQRzX2J+zL4pGteA/wCzHAE+lyeX1zlGJZT+e78q7cNL95ZmFSOlz11QKnjAPFRYqeFfmGK9U5zV0+PGDRVrTkHGaKCGfgY2G3ADGOaktdPub/zPs0ElwYo2lfy0LbUUZZjjoAOpqFVOeevSt/wv41vPCdpqtvaw28sepWz2s3nRgsFZGT5W6jG/OOhKrkHArzVbqI3vComm8B6+cSSpEEwfKZ1jyT/F5TBc/wC+n41+s/8AwTh/5NV8O/8AXzd/+jmr8n/Dt5Nq3gXWRLa25WzjjjSWGwjVgM/xSLbMSeOrSIfc1+sP/BOIf8Yr+HR/083f/o5q6qW69DKex9RKvYU369aevX0pjfe/GukyGHoc+leXfFL4S6fr1jearptuINZUmcspJ84heRjOAT6gdevWvUm+6c1GRmsqlONWLhNaGtOpKlJSjufn9fWKOzBwFLPuKj/P4/jWRJNBHdPbklXSQ5fGccADP4Yr7B+LHwZsvFljd6hpkKWutIhYYHyTYHQjsfQj8fb5Mu7UR/aopLf96cFQ3fBG4exGcV8hicPLDy5ZbdD67D4iOIjzR36mTcRDy5ZEt1QDad0gAwD1J/Ksq4jXUd8kpUCFm5HU5A6/571pXmpJHHqDSR7o4SFfaSM8nt9MfnWVLcQruQkDY6g45xgjIPoTx+VcSR2tlKJt7CeNQQvyjnJHvyaydSheGYyxQ+aRy7Lzhs/p0rftRBJIGjZTIu3ymGMFiM4IOM9P1qptZI5SSofb83l9MYP8xk1aj1MZS5dGc5NeC5ZiYWR8/Kq+pIz+lZlxKRMxj4boGbp9Pr9a19Yt44ZJNmC67WH4+nrWbdxwRzKMBgwyWx1OK1W5no1cjtbWOSGQBE+0MzEvydgHYDvTP7LkkXhtq4AORg47gD61STzoTGQSjg4zu5zV6S6eKNZAzK6jht+Bk8AD866afmc9TyES1/s2ON2lWYH+Ht9CKSSwCrEJFCPjcG9R15/Ssu4upZrgOy5d8kHtn1/lSTapP5mHb92yj5XXv7V0xcdzjkpaF37Oby8i8tSJ2bbhfuk9O3evsH9nXwbL4T8LXZuE2zXUiSMSMH7v3cYzxn9a+T/D8YkWW9SRi8KZj4ynmYJDMfbA/MV9jfA/xlbeK/DM8SGT7bZzFLkOu0ZOQNvthf0rrwkX7S/QxrSSjyrc9EC81Lb/AHxz+FMWpIYx5gYEjjGM8V7ZwnQ6avyj1opNObCrRTIPwMuFCy5HIIB4qKRQOT+VSP8AMuPTiur8F6To2qaPr8mpzQw3MNqWtXmlCgMFduF8xSzEqqjAbG7lSOnmWu7C2NHwvNZzfD/XAlvHFdRqu+SSVC0hLHG1SuRgcfKa/Wf/AIJy/wDJrPhs+txdn/yM9fk74ek0618C6ytnqE0lxIkbSwzKkIDeiD7UDIOvPlt9Bmv1i/4JyZ/4ZZ8OZ6/abv8A9HtXVS3XoZz2PqHnimtkU/8Ah9TSN+tdBiRNTfpUjYpu38KYyEgdO9fKXx4+FN3oetX+uWQRNNmYzJgkbXYjemOxz8w9uO1fWO38qyfE3hfT/Fmi3Ol6jD5trMu09mU9mB7EVyYigsRDlZ14etKhPmR+c11jzZG2yW+0qXhbOQM5BIPfP9KwLqNZrc3KyZ3SLHI442EnIz9RkDjpXv8A8Zvg7e+DI45Zr0XMbxlIb3bsWRgR8kq9icdQcV8/qksdu8i5likbmT7y7s9/Qgnj8a+Pq0p0JOM0fX0q0K0U4MihRftMSO26KbIj8tuQRn3/AE9vxqnDq0kCvHLI2zAUlThlYEhg316+9MvpjEbi3HzeW+Q31xVeWMRzQOzDEiiNgedzE469utZqS6Gko33G3kzXJJyk5R/kPIYAkAHH9Pas7UIvKWQSPtmCRtGpHBHcfkB/jVa4kjiuorQsHV2y0kYJ4wSCPxz/APrrOuLqb7QwaRZV27n3DuP/ANVdEbnLKK6DL25MUe14yXjJLtuGOMcfmKJLy2aNEmMgJztOd2CTx/T8KqyXTXPmxB9gaQh42AwgPf6d/wARWU955irBIFMcbhg2cHsQf5V0JNnPJo3bq5gOwLM25kzjB7E8/rVS4AYErudGwCcEndzkH9azbO6kh2bmEYY7Dt659SP61Ys7PUtWutqBgsx+XzjkvkgZyfoBW9jlv0Okt9dn0TwxNaxL5s3m7RHtOV3Ac/KeR0z9BXXfsq/Gq/0HxcLW/Bey1Vo4pkLDKvuI8w88EZYn2464rC8KaJNZ6+yW95Jban5TpEZYchGJ25xnJIPQEDNeo/Cr9ly7k1rR9X1COVbX52mMg8soBgD5SSSzcn06/Suyip3XKjkqNNn2Avzc9RU8XaoUURqFUYA4qxH2r2zlNWyk245xRUNtJtopkM/BWPLKR3FGPl+Xp1FNik2SA10fhvwRqniTT9YvbCDzLXS4vPnkJwFUhiB9SEb/AL59cV5iVxHQ+F7d7LwDrRN1EqXSoRDHeLuOGIO6MXCke26J/UYr9ZP+CdeT+yz4d2nBM93j/v8AvX5S+FNL1Sw+HviGSWzvLW2nSORXZJEjkXPBB+6w5HWv1Z/4J0cfss+HAeP9Iuv/AEc1ddLcynsfUKZ2gMcnHNGRRQx5xitzIY/zUmPzp2KTHU0xjcUnb1pfam5oGch8VvBcfj3wRqOklf30ih4nX7yspB+U56kAj8a+F7zQbbw7cS2lvFNbut7turWYGLoQT975ugGeMHmv0UNeOfHX4Fv8S1tb7SZ4bTVIXDOlwzLFcADjcVBII6ZA6fSuLEUfaK6OmjU5Wfnnq08umm9mYBjFOwYjkYHHT2GD9frVcXxudjodjbTI2FyS2B0Hpg16J8dPhPq3w98QbNQSJIrhQ0n2ckxZxjcmQOG6dBgg15asxZWhKtbykEAHhlHGOfTk18jOi4S5WtT7SnUjUhzplaeYQLHeFF8xz+7A6beMjcPU85qjPcNi4t8K0ysQ7oOvXnOOnT9e9BiuLl0slVvMDcRqv3jx2rtdF8KxeHYpb7VxDeu0aoImb5YmY4yzA9s/iTXZSptnn4irFHnMmGmhCoQCScc9z9OmM8Vdg8Kza3NbiwtZpZ3/AOWKqcAggkknjp/Mdq9Qt/Dt1NdNHploRI6t5TrD+8z/AAhUUDJOBx+vWvZvht+zfqq6X5uq3B0hpIwVVEDTZYfMWzjB9j06c4ruhhnJ6HmSxHZHz9pfgH+yIorRls21edyZJJQZBAoB+4BwxHpXf+C/ghq3iTW1vBpoi8pBAb+QFIowM5CIeoIIzj9K+pvC/wAM9B8IwKLLT4zcE7nupwHmZvUt/QYFdH5e2vShhktzklNvU8k+GnwD07wLq0ur31yNX1NsLCzxKqWwHTZ3zjufQfWvVJFZlJjID9twyKkx+VAU12RioqyIbuNFTr6VGkffP4VYjU1QiaFttFOjXbiigD8FJPlcjHSug8OeMNT8P2d5a2NwsMN2uyVWjV8/K6ggsDtbbI4yMHDH1rBZQVVtw9DSw53Y454rzVdMk9F8JxyT+BfEkrRyTJGI1DGIuIxzxu8h9v8A38j/ABr9X/8AgnPz+y34dJ/5+br/ANHNX5U+F5JNS+HeuI1tbstoFCyLaReYu45JaQQMx/GRfQZr9Vf+CdIMf7Lvh5WGCLm64/7bNXXS3RjLY+olORS01TQx4roMhemabuwtJu4o9KAEzUZPWnFgKjZu9BQZJamtJg4IP5U4NuA4xSE0hnGfE34W6L8U9BbTdWjdGAPk3EJxJGSOx9OnHtX55/E7wA/gXVItMgtJmnhkaOS4mw2VzkADGcjuCQOlfp4cVSv9Ls9TVVu7SC7Vc4WeNXA/MVzVaEamr3OinWnT0TPzL+Hvw9v/ABNqcXkWMl7OrkJDbxZIweA5A44wTk4HSvpHw3+yS1xcPN4s1MXNtLt3abak7MDkDdxjt0GfevprT/D+m6HC0Wm6fbafGxyyW0Kxhj6nAp8kNKGHjHccq0pHn3h/4X+GvCPlHSdFtLSSJdqzLHulx3+c5bn61sy2vHNbs0YUZ6dqpyRlmYYIFdKSWxFzCltuenFVZIT/AHeK3Jbeqrwc570yjF8sbckEfUYojh+bPYCtRoB3FMW1G7IPagZSWHtjjNTRwlW6VZW3xUix+gpDIVj9aKtLHRTEfniv/BG/40LwfE/gPB6/8TC9/wDkSug8L/8ABJP4x+H7PW0k8QeALiW8tDBCsk9zKquxALEtZ5XCF8Fed209q/W6ivHU5LUdj8qNP/4JR/FKy8L3mnpq/gm2vJ0QNKmoXsiyMOpO61G36Ad6+0f2VP2d/EXwL+DumeE9cvNLutQtZZpHk06WR4TvkLDBeNT0PpX0NRVxrTjsS4pnOL4duV/ji/M/4Up8O3P9+L8z/hXRUVX1ioL2cTm/+Ebuv+ekP5n/AApP+Ebuv+ekX5n/AArpaKPrEw9nE5n/AIRm6/56Q/mf8KafC91/z0hx9T/hXUUUfWJhyI5f/hF7v/npD/30f8KT/hF7v/npD/30f8K6mij6xMfIjlP+EUvM582H/vo/4Un/AAid5jHmQf8AfR/wrrKKPrEw5EckfCV5/wA9YP8Avo/4VG3g69b/AJaW/wD303+FdjRR9YmHKjiW8EXrf8tbf/vpv/iahfwDfMCPNtv++m/+JrvKKPrEw5UeeN8O9Qb/AJbWv/fTf/E1E3w11Bv+W1r/AN9t/wDE16RRR9YmVZHmbfDHUz0ntP8Avtv/AImmf8Kv1T/nvZ/99v8A/E16fRS9vMZ5h/wrDVP+e9n/AN9v/wDE0q/DHU1z+/s/++3/APia9Ooo+sTFY80X4Z6kP+W9pn/fb/4mivS6KPrEwCiiiucYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/9k=) | ASR 13 x0233 010402 A2 gods-rand
|
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) | ASR 13 x0346 010402 A2 gods-rand
Skår fra kæmpekar, mundings Ø 20 cm |
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) | ASR 13 x0488 010402 A2 gods-rand
|
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) | ASR 13 x0468 010402 A2 gods-rand
Fejlbrændt skår |
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| ASR 13 x0469 010402 A2 gods-rand
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) | ASR 13 x0498 010402 A2 gods-rand
Ser ud til at stamme fra tidlig kuglepotte. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C0796 010402 A2 gods-rand
2 mundingsrandskår af lysegråt lergods fra tyndvæggede, miniatureagtige krukker med udadbøjet munding. |
![](/grafik/intetbillede.jpg) | ASR 2427 x003 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2425 x002 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2427 x010 010402 A2 gods-rand
Randskår fra kuglepotte |
![](/grafik/intetbillede.jpg) | ASR 2 x10 010402 A2 gods-rand
1 randskår A1 |
![](/grafik/intetbillede.jpg) | ASR 2 x11 010402 A2 gods-rand
2 randskår fra kuglepotter, A1 |
![](/grafik/intetbillede.jpg) | ASR 2 x38 010402 A2 gods-rand
1 randskår af jydepottegods med glittet striber på ydersiden, A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x31 010402 A2 gods-rand
3 randskår af jydepottegods, A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x19 010402 A2 gods-rand
1 randskår med let udludende rand, A1 |
![](/grafik/intetbillede.jpg) | ASR 2 x19 010402 A2 gods-rand
1 randskår med tyndt afrundet rand, A1 |
![](/grafik/intetbillede.jpg) | ASR 2 x19 010402 A2 gods-rand
Svagt profileret randskår, A1 |
![](/grafik/intetbillede.jpg) | ASR 2 x54 010402 A2 gods-rand
1 randskår med fortykket let profileret rand af gorvt magret gods, A1. |
![](/grafik/intetbillede.jpg) | ASR 2 x54 010402 A2 gods-rand
2 randskår, A1 |
![](/grafik/intetbillede.jpg) | ASR 1 x028.01 010402 A2 gods-rand
180 skår af gråbrændte kuglepotter, deraf 8 randskår . Fra såvel tynd- som tykvæggede potter, deriblandt en del grovt magrede. Randprofilerne grovt udarbejdede, A1. |
![](/grafik/intetbillede.jpg) | ASR 1 x042.01 010402 A2 gods-rand
2 randskår , groft magret, blødt brændt med sortgrå kerne og gulbrun til grågullig, flammet yderside. Simpel rand med flad overside, afdrejer. Let udsvunget læbeformet rand |
![](/grafik/intetbillede.jpg) | ASR 1 x044.03 010402 A2 gods-rand
1 randskår af sortgrå kuglepotte , A1. |
![](/grafik/intetbillede.jpg) | ASR 3 x02 010402 A2 gods-rand
1 randskår med afrundet rand, 1 randskår med profileret rand, af rødbrun gods, A1. |
![](/grafik/intetbillede.jpg) | SJM 176 x01 010402 A2 gods-rand
Kuglepotterandskår af rødbrændt gods, datering 1100-1400. |
![](/grafik/intetbillede.jpg) | ASR 941 x46 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ESM 2151 X0001 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 2151 X0003 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 2151 X0008 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 2151 X0009 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 2151 X0012 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 2151 X0025 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 2151 X0026 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 2151 X0035 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | SJM 200 x038 010402 A2 gods-rand
randskår af usædvanligt lille kar. |
![](/grafik/intetbillede.jpg) | ESM 1251 X0000 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 0130 AA1 010402 A2 gods-rand
Randskår, lodret, ikke fortykket. Groft sand (?) magret, gråbrun til brungrå keramik, men sandpapiragtig overflade. |
![](/grafik/intetbillede.jpg) | ESM 0130 AA2 010402 A2 gods-rand
Randskår, groft sand (?) magret, gråbrun til brungrå keramik men sandpapiragtig overflade. |
![](/grafik/intetbillede.jpg) | ESM 0130 DV2 010402 A2 gods-rand
Randskår. Groft sand (?) magret, gråbrun til brungrå keramik men sandpapiragtig overflade. Randen fragmentarisk, ubestemmelig. |
![](/grafik/intetbillede.jpg) | ESM 0130 AOP1 010402 A2 gods-rand
Randskår. Groft sand (?) magret, gråbrun til brungrå keramik men sandpapiragtig overflade. Randen fragmentarisk, ubestemmelig. |
![](/grafik/intetbillede.jpg) | ESM 0130 ATM1 010402 A2 gods-rand
Randskår. Groft sand (?) magret, gråbrun til brungrå keramik men sandpapiragtig overflade. Randen konkav, skråtstillet og udadbøjet. |
![](/grafik/intetbillede.jpg) | ESM 0130 AVM1 010402 A2 gods-rand
Randskår. Fint magret, gråbrun til gråsort keramik. I enkelte tilfælde, er der sket en iltende brænding, hvorved keramikken er blevet rødbrun. Randen lodret og ikke fortykket. Kakkel. |
![](/grafik/intetbillede.jpg) | ESM 0130 AVQ1 010402 A2 gods-rand
Randskår. Groft sand (?) magret, gråbrun til brungrå keramik men sandpapiragtig overflade. Randen lodret og ikke fortykket. |
![](/grafik/intetbillede.jpg) | ESM 0130 AVR1 010402 A2 gods-rand
Randskår. Groft sand (?) magret, gråbrun til brungrå keramik men sandpapiragtig overflade. Randen fragmentarisk, ubestemmelig. |
![](/grafik/intetbillede.jpg) | ESM 0130 AZØ1 010402 A2 gods-rand
Randskår. Groft sand (?) magret, gråbrun til brungrå keramik men sandpapiragtig overflade. Randen konkav, skråtstillet og udadbøjet. ÷fundoplysninger.
|
![](/grafik/intetbillede.jpg) | ESM 0130 AZØ2 010402 A2 gods-rand
Randskår. Groft sand (?) magret, gråbrun til brungrå keramik men sandpapiragtig overflade. Randen ret, skråtstillet og udadbøjet. ÷fundoplysninger. |
![](/grafik/intetbillede.jpg) | ESM 0130 AZØ3 010402 A2 gods-rand
Randskår. Groft sand (?) magret, gråbrun til brungrå keramik men sandpapiragtig overflade. Randen ret, skråtstillet og udadbøjet. ÷fundoplysninger. |
![](/grafik/intetbillede.jpg) | ESM 1251 X0000 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 1251 X0000 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 1251 X0000 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 1251 X0000 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 1251 X0000 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 1251 X0000 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 1251 X0000 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 1251 X0000 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 1251 X0000 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 1251 X0000 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 1251 X0001 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 1251 X0002 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 1251 X0003 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 1251 X0009 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 1251 X0009 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 1251 X0013 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 1251 X0018 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | SJM 424 x08 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | SJM 424 x21 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | SJM 424 x22 010402 A2 gods-rand
Udadbøjet, flad top. |
![](/grafik/intetbillede.jpg) | SJM 424 x36 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | SJM 424 x39 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 152 x002 010402 A2 gods-rand
Randskår, kuglepotte |
![](/grafik/intetbillede.jpg) | ASR 13 x3349 010402 A2 gods-rand
3 randskår af mindst 2 typer. |
![](/grafik/intetbillede.jpg) | ASR 13 x3356 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 13 x3362 010402 A2 gods-rand
2 randskår |
![](/grafik/intetbillede.jpg) | SJM 311 x028 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | SJM 311 x031 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | SJM 311 x169 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | SJM 311 x177 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 327 x001 010402 A2 gods-rand
Randskår fra kuglepotte |
![](/grafik/intetbillede.jpg) | ASR 373 x005 010402 A2 gods-rand
Randskår, indadbøjet |
![](/grafik/intetbillede.jpg) | ASR 420 x001 010402 A2 gods-rand
Randskår, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x011 010402 A2 gods-rand
Randskår, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x040 010402 A2 gods-rand
1 randskår fra kuglepotte med udludende, uprofileret rand |
![](/grafik/intetbillede.jpg) | ASR 420 x043 010402 A2 gods-rand
Randskår fra potte med udludende, afrundet rand. A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x049 010402 A2 gods-rand
2 randskår af gråbrændte kuglepotter A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x053 010402 A2 gods-rand
1 randskår af kuglepotte med litte skulderknæk, jævnt udludende randparti og afrundet randkant. |
![](/grafik/intetbillede.jpg) | ASR 420 x055 010402 A2 gods-rand
2 randskår af gråbrændte kuglepotter, af gråligt til sortgrå farve og med temmelig grov magring. Let udludende, afrundet rand - i det ene tilfælde med en rille på indersiden under randkanten, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x066 010402 A2 gods-rand
1 randskår og fortykket, profileret rand, A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x089 010402 A2 gods-rand
1 randskår med glat afstrøget rand , A1 |
![](/grafik/intetbillede.jpg) | ASR 420 x114 010402 A2 gods-rand
1 randskår, let udludende med flad afstrøget kant. |
![](/grafik/intetbillede.jpg) | ASR 438 x002 010402 A2 gods-rand
Randskår, kuglepotte |
![](/grafik/intetbillede.jpg) | ASR 438 x003 010402 A2 gods-rand
2 randskår af kuglepotter |
![](/grafik/intetbillede.jpg) | ASR 438 x006 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 438 x011 010402 A2 gods-rand
Gråbrændt randskår |
![](/grafik/intetbillede.jpg) | ASR 438 x012 010402 A2 gods-rand
Randskår, gråbrændt |
![](/grafik/intetbillede.jpg) | ASR 13 x3579 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ESM 0086 x0030 010402 A2 gods-rand
1 randskår, brun, grov nubret 2,0 x 3,0 cm.
ESB x0030A & B mulig middelalder. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0038 010402 A2 gods-rand
1 randskår, 3,0 x 3,5 cm, brunlig, nubret gods |
![](/grafik/intetbillede.jpg) | ESM 0086 x0088 010402 A2 gods-rand
Randskår af sortbrændt keramik vikingetid ell. middelalder. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0090 010402 A2 gods-rand
Sortbrændt randskår. Muligvis middelalder. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0092 010402 A2 gods-rand
Tre randskår af sortbrændt keramik, muligvis middelalder. |
![](/grafik/intetbillede.jpg) | ASR 13 x4248 010402 A2 gods-rand
Randskår, halvkuglekar/lodret rand? A1? |
![](/grafik/intetbillede.jpg) | ESM 2731 x046 010402 A2 gods-rand
1 stk. rand med hals 2x2,5cm, 0,7cm tyk. Fint magret, gråbrun, ensartet og lettere hårdt brændt. Randen er let udbøjet, randafslutningen er rundet foroven og let fortykket af af en læbe som spidser let til på ydersiden. Halsen er forholdsvis lodret med mulige spor af efterdrejning. Tydlig overgang mellem hals og bug, på ydersiden. randskåret sammer muligvis fra mindre kulgepotte |
![](/grafik/intetbillede.jpg) | ESM 2731 x047 010402 A2 gods-rand
1 stk. randskår 5,5x7 cm, 0,8 cm tyk. Mellem-fint magret, lys gråbrun, ensartet og lettere hårdt brændt. Høj udfalden rand, uden tydelig overgang mellem rand, hals og bug. Rundet randafslutning , med indvendig læbe og og afsats til lågfals, overgangen til bug er tydelig på indersiden af skåret. Overgangen mellem hals og bug er på både inder- og yderside aftørret med klud eller strå. |
![](/grafik/intetbillede.jpg) | ASR 1015 x0100 010402 A2 gods-rand
A1 randskår med udadbukket hank/øre el. lign. |
![](/grafik/intetbillede.jpg) | ASR 1015 x0100 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 1015 x0101 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 1015 x0102 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 1015 x0102 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 1015 x0104 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 1015 x0104 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 1015 x0104 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | SJM 431 x010 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | SJM 431 x014 010402 A2 gods-rand
Randskår af varierende størrelse. Relativt groft magret, mere eller mindre udadbøjet rand. |
![](/grafik/intetbillede.jpg) | SJM 431 x015 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | SJM 431 x018 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | SJM 431 x019 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | SJM 431 x044 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 537 x0005 010402 A2 gods-rand
3 randskår, A1 |
![](/grafik/intetbillede.jpg) | ASR 537 x0007 010402 A2 gods-rand
13 A1 randskår |
![](/grafik/intetbillede.jpg) | ASR 537 x0008 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 537 x0015 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 537 x0016 010402 A2 gods-rand
4 randskår |
![](/grafik/intetbillede.jpg) | ASR 537 x0019 010402 A2 gods-rand
3 A1 randskår |
![](/grafik/intetbillede.jpg) | ASR 564 x014 010402 A2 gods-rand
Randskår, heraf et stort stykke inkl. bug |
![](/grafik/intetbillede.jpg) | ASR 564 x017 010402 A2 gods-rand
3 randskår |
![](/grafik/intetbillede.jpg) | ASR 564 x018 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 564 x021 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 564 x024 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 564 x028 010402 A2 gods-rand
randskår, det ene indadbøjet |
![](/grafik/intetbillede.jpg) | ASR 564 x032 010402 A2 gods-rand
randskår |
![](/grafik/intetbillede.jpg) | ASR 564 x035 010402 A2 gods-rand
randskår |
![](/grafik/intetbillede.jpg) | ASR 564 x036 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 564 x040 010402 A2 gods-rand
rand |
![](/grafik/intetbillede.jpg) | ASR 564 x043 010402 A2 gods-rand
rand |
![](/grafik/intetbillede.jpg) | ASR 564 x013 010402 A2 gods-rand
rand |
![](/grafik/intetbillede.jpg) | ASR 565 x291 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x334 010402 A2 gods-rand
randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x336 010402 A2 gods-rand
A1 rand |
![](/grafik/intetbillede.jpg) | ASR 565 x341 010402 A2 gods-rand
A1 gods. Ekstremt tyk og kldset randskår? |
![](/grafik/intetbillede.jpg) | SJM 431 x022 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | SJM 431 x037 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 1200 x1021 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x1056 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0064 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0061 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0087 010402 A2 gods-rand
Randskår |
![](data:image/jpeg;base64,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) | ASR 1200 x0107 010402 A2 gods-rand
Randskår, heraf et med drejeriller på halsen (foto) |
![](/grafik/intetbillede.jpg) | ASR 1200 x0139 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1200 x0146 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1200 x0152 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1200 x0199 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0208 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0245 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0247 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0272 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0311 010402 A2 gods-rand
Rand, heriblandt 1. stk. meget lille og spinkel rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0314 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0333 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0356 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0407 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0422 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0503 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0522 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0557 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0567 010402 A2 gods-rand
Rand, heraf en med flotte drejeriller (foto) |
![](/grafik/intetbillede.jpg) | ASR 1200 x0570 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0571 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0575 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0586 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0591 010402 A2 gods-rand
Rand |
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) | ASR 1200 x0589 010402 A2 gods-rand
Rand med drejeriller |
![](/grafik/intetbillede.jpg) | ASR 1200 x0603 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0617 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0640 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0655 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0732 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0752 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0753 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0757 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0777 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0788 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0791 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0796 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0809 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0842 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1200 x0843 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0853 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0867 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0881 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0886 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0888 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0893 010402 A2 gods-rand
Rand |
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scAnp3PFctJql1cst1OkaBZTKkigufmPYjg4x9f0q3oupXaytsht5xGjHyyoJKhueAeCecDqOeKrlW9yb9Da1aOxncWcEKqwAMZiPDHaAB16nLfpxS32lStJbpbWEkNxAWaVIeTubaMZIH8QB9snFTWlpqkaG5eC2hMb7MGMsW2jHGT0OT7kj3qvqF5qI1kwRyq0mRIQw5X5TjncT0b8qFF3smg5lbUF8Oo06XqRSRNuxtY5OdxP5n19u/Sui/syJtNgQxzhIlLw7j9zJGe/UAe/aqOjanqltJJtiJYorEqTuH5A8cd+2eldx4K0e+8Ra9a2RVbqydluLyRm3KIwVYqeByxyvTufeuiKldJmMmuh774N02LRvCuk2MKbFitk3cYyxGWP1LEn8a3/wCEetVLY7iDnirn61rJkRPPv2gmEfwN+ILH+HQL4/8Aku9fiXoSiT4d+IpfID7ZUAlaAOV6fx/Zn29e0sfXv3/bD9ok4+BHxDHX/in74f8Aku9fiV4euYNN8I6vctBaS3EcqmOO7iifd0B4Y7sc9h2ropbHNW3Rzmm+KNQ0fS9SsLeWOO0v1CXP7iNpHUHIUSFSygkc7SM980Vj3EhkJwoVc5AAxRXQcZ/TdRRRQQFFFFABVXUtPt9VsZ7O6iWe3nQxyRsOGUjBFWaQ1I0fMPxQ+GNz4KmbUdo1ewllcx3Ey5aBjyBIBgY/hDfn1543TlZbPEyxMdp3SybefmwMH024xn6V9jXlrDfWstvcRJPBKpR45FDKynqCO4rwT4k/CY+G2uNU05pJdKcbJIAuTarxznPKDHp8vfI6eTiaFlzQPYw9fm92e55Jb+H42ZjcrDcXEzsguEZQVALMUyc+mBx261Vk0A2Cpa3FzaxwliZAF3FUByQccE5J9fwre0u6kktwoeOXkRwoG4+7znPQgA5OM/0SXTBeR3EkrGNdwATYzhMA56LjGPlzjnJryKlRp2sepGC7nDLFFM0tzbDyVjjULuIyRjbkKMZzjPOOD9MUtSstJv7OO0SIwSNGXkkjBAfAOBtAP16jsOa6Hw/oEl5JqUty+6ItIRCwwr/LjJHpknv2554rG1mxvrPXbg/boVtJGVJ4oW25OemOqjvn9Oa205uW+pl9m7WhhzaGLWGK1h86aVWDxTGFiwZdpCYwAAPrk4HvVWazvbyznQrJ93ay5blgc5UHBHdeo6da6RZIo7WZ7R/tAR3UxRbSPmBY44IAwDzzj61mX2njS7VLyG4h83cM7ZRtKgcBj1Jx2H49K0i7tXIlonYz49NnFm0Fqbry1jDR2hcKmCMEkE+vXGR9c5rWuNHWE2t48LwpN8w2wbAH4+UtnoBnp2P0rd09rPWLSWS7it5EaXA2qWkdGAUY4APpjn8MiquoWsMd9HC81ytosnnCKXIRW/vAd89D9AO+aXNeVloOztdlmzksrzRw2xmlhQNHAckEZKlm4zwT7cnpxRp9hZLbozxKJdiiXapyXIxtLZwcttqbRtL/ALSZZBHEkpTH7ttmRgfeJJz8uBjnr9RVi80kNJDbx3HlyM52RRggMFIKk+mcfl6Gtae7VzOeydizDDb2KtLlm3jam8EsxXqBwMjkj8K9m+FOkxWPheO8C/6RfsZpGxgDkhVHsB/M145o+hXmsapDotlhrgR7jNI2UX7wZzjqME8evvX0nYWcNnbx28EaxQRKERFHCgdBXdDa5zPcv2q7R0q3/hUMI7DgVN9KV7lHnP7RX/JC/iEOudBvh/5AevxW8O3WnyeC9ct768msLWSZAyWzh5CBtxiE3cQfn/pk+OeRjj9pv2kOPgH8RT1x4fvv/RD1+L/hazvNS+H+u2Nl50jzTr+6WV1RsbDkjz1Tt/FG31HGOylscdfoZdnofhWbwH4i1GfULlNTtbyOLT49yK86Mr43RZJA+XLMGIXgZJIyVxTJjcGHI/IUV0HEf010UUUEhSUUUAFM705jimVJSEqOSMOrKwDKRgg9DUlNapZaPn74nfC2bwjO+u+HLYPpZLte2EasWgDAlniA/hyBlQPl5xx04Kz1wXEc8ts0dzA0alhu2rHkhRjHRic5zX1yy/lXhnxX+DMlra3eseE7dRKw33OlxqNsoyCTGMcNx90fh6HysRhVU96O56uHxLj7sjgEX7butDgSOqt5iglipfP6Y6Dg5HauY8ReH5tO1yGS2ls/s3mkFYywb7pHlnp36keo6ZFblrrHnfZ0G1vOzGrOmG3jIVRnnqv4Yp7TXFwVubhWij+6ImXGeCDyOhA9fwxXh88qctUeryqa0ZwUtvBpcNxBbxqqNIvyRy7yV5GCvU9/XrzWJc3VpNMIwI5Gkj8lNp3MFGSAMBfmPPP6nNdneLZx3kjjbFO8Y3OygM/OOACPrz644rIh8O2sSySyo8LbnfZ52Tgn5dyg+vA+mPSuqM1L4jNxa2IN9tb2S2lrBtlCBFAkwJNuAc7T8qgfyNNXRQ80l0x+0RqxWNGY5AxyfmHHI4GT16805rH99PNJqKxGUqVik5wXwCCc5B4HGD0IrbWxikkjW5iYCORsNwC+dvXOOmD06/jWiap2sZNOW4xlls4bK5tUeLA2gE5R8cc/mAR7VLqGn+U0FyIpJGTO98Ha2f4SPX+ePetbUHttQhijSFTKil41bG5mIzwMev06+xrPuLFLFTJIP3WdpWUBlLduMHOMc4A4qoS1V9AlHRna/Ay3WbUtZvZS0l5hIiccKCSSM+vA/KvaoU2rXm3wT0E6b4fubos0jXtyzKzf3FO0cfXd+denqOBXoy0VjiXckj+7mp413fSoYxn6Vchj9eaURs81/aUXb+z78R2PH/FPX3/oh6/FHS4Zm+FuvzqkjRi5QPIschUfMn8QhZR17yofY9D+2f7TMWf2efiQOu7w/fDrj/lg/evxa8NySaP8N9Y1KG0t5ZobkIJbjTo7lFBKDBMlpIvfoZk6/dP8XoU9jhrbo87h0fULvTLnUIbG5l0+2ZVmukiZooiegZgMAn360V1Efj6JvA9/oU1m/wBqmvJbyK6tZUgjUyiIOhjVOUxEPkUquSMg7QKK2OU/o3oopKRIUn60tJSGI1NpzUypKQhptOam1JQ1uKa2PSn5plQyzxP40/C0S28mu6RbNNcJIJZrXd8jH+/t9Rzz1Gfy8SvPEVsJFWRF8+LLG23FZzIDw3zA8ADk479+32tJGk0bo6q6MNrKwyCD2NfNvxb+Cl1purPrui2++MxtE/lgECP72JB97g/xL2615tfDxl7yR6eHrv4ZM81kX7ZG0s7JIdhMbltojyy/KoySTno2Oce2KxtQ2whHjuGaeVskSt97gDBwo9WP49O9W7a5ijtYo9SEguRtU+QxJcbiQRjhh1/+ucmo73w/C9nBcwbhLI5TzmI3MvReB3K44B65rhivZtJ7HdL39epy9xNPqDW4+QIrCRt3ZweBgjbnP5dfr0unzStaxRvOwtpnx+9ZVxxyOOOce/XpUOm2U91NG4tGurhj5iRy7VABKjJPvj9Txzk3L3S/7P1Kc3UWJ4MeZFGBtAHHyg8cjuCei/WtpSi3ymSi7XNPTb+GaNVZSZ1QkqFI+YnnDYx7/wBOtWtUWW6hlP3hDET+8xuzjofp6Y/+uljNb61brbwzzFYmVo9yFU+XaCSMDHXv6MOKzfFt5NZ2N5bWu1Yoo/LMgfiTJxxzjONp4HFFOPNNX3CbtGyPffhKrHwHpBZi58tjuP8AvtXaKvSvNv2fdQk1D4d2aykF7eSSE4x2ORnHswr01VG71ruluckdiWCPpxitCGOobePgcVeij4q4omTPLP2pBt/Zz+JRxn/in73/ANEtX4m+H20seANVOqW5kX7SOYGhWcfcxtLoWxn0OMZ96/bP9q35f2a/iYR/0ALz/wBFNX4seHYJdW+GWraZDd21vLPeKyw3Wow2yNjyySRJdoD06+S3T7393up7HFV3R5Y3zNjoe1FdjD4Bi/4QvVtfudQ+zTWdwbeG3WNJY7plaMOEkWQ/dEgJbaU+6N2XUErQ5j+jqkpaSkISj3paT8M0mMYTSGnMKaakobSUrdqSkWIRTetPpnHpUsaEZcU1lBB4p+T6U2oZR5B8V/hDBrUDXtjZeeVJZ7eLh1JBy0XTBOeVB59K+e7qzu9JjSJ4ZJ7DcysJGbz45APusvPyg464yOor7hIzWHrng/SPEXOoWEc7f89OVf8A76GDXDVw/PrE76WI5dJHx7P4jtF8+RJMSQ5EahyxJxk+vqo6Y6ntWdNcFtLjvJme/WQZe5ZtxQsSeoJ6Y9DjOK918bfsu6ZrRln0m/fTbnO5d0YZWOCMNjGevU5PvXi3jzwX4t8FItpNpU8lmqh5LiD9/G7KzHeCEG0ZIyp5GKxVBwsdHtlM2dJt3sGRpdvktFvyrhA53YUdRyR3/lxWDrv2a3XUbeVzJM2WjfbymcMp9ep59cZ+mRBr032a1OXIKtG5WMcDcOwwe2fTIBrUjt7nWtchtN0txBI6xtvGdykgbye/+fSnTpuMuaQTkuWyPdf2f7BbX4c2W1GAkllcllwW+bGf0/SvTkU54FVfDulwaVpNpZ2qgW8MSqmO4x1rWC46DFdclqc0WT20fyjNXFWq9v8Adq4g4rSKM5M8l/at/wCTbviT6HQrodcf8szX4nWlxLD8H9Yg82VInvVYwiVwjcx87PtIU9Opgb/eGPl/a39r3A/Zk+JZzj/iR3A/8dr8YPD+o6rpHwn1K+sJ57VFvdhkj83byEBziMx857sD7dM9kNjkqdDziHxPq1voc+iw6jdR6RO/mS2SysInbKnJXODyif8AfK+gorPZiSQD+lFUYH9NNFFJSEBpBRSUDEam0402oKCmGn0jcUFDaQDFH4UUrFBTduc0tFKwxu2kK0+ip5RkLRg1WuLUODxV7bTdtKxSkcvJ4ZsWm8z7Hb+Z03eUufzxVXUPCGk6pIXvNMtbiQqqGSSJS21TkDOM4BJ/M12PkgjkVA1uOeKTiWpGRBbrCoVV2oowAOgqbbVxrfFRNERms2jRSQkPBq6nIxVNVwatx1USZHkP7YDCP9mX4ksQWH9jT8D6V+L2jJZL8KdQvNS0q5u7Bb4IWtFWF84TA+0NZSAdfu+euc/d55/Zr9syQp+y38SiOv8AY8o/UV+L+j6fHqXwtvllmsLN/tZYXN4i5GAp2hvs7Pz0wJQOenr1w2OWockI9Em8E6pKssdvqyalD9lt5SzTPbFJd/zKoU4Pl5Jx7DqKK5zABPb60VRif0z7vejNfhpca18Q/wCyWvz8SdQP7tpG26lNhtsMsm3hsAkR4+rCnXjfEK1a6C/Eu+ufs6XDssepzkssX24nHzdxYH/v6lIrQ/cjcPWk3D1r8LWufH8F9LEfidev5MroT/ak+DtmliyPm6Hyifowot7j4h3E0MTfEu+hNw0SAPqc4273s1B+90/01T9I3pWHofuhvHrSeYK/Ci3vviHLY29wPiRqKJKsTAtqk/8AGlm2373VRern/rm/tUDa58QvsbzR/EfUZCsEk5RNTnzhIpZDxu9ISPqwpWHofu6ZB/k00yD1r8KNV1Xx7YLdIfiZfy/ZzNlo9Vn+by/tmcfN3+xHH/XVPWjULr4hWd5c2snxH1BpIZXjf/iZTjBjlmiP8XHMRP0ZaLDuj91two3D1r8Hobz4g3Elqf8AhYt+qzypErtqk+0FmtR/e7fa1J/65tUNrqXxCu4YZU+IeoBJEic/8TOf5N4s+vzcYN6oP/XN6LBzH7zeYPWk8wetfgoPEXj8Rlh8RdS/1Xm7Rqk//PEy4+91wNv1NWL7WPiFY/alf4jaiWt/OLL/AGpOD+7F3kfe6n7Gf+/iUWDmP3j8wetHmD1r8HL7UPiFZ3M0b/EW/bYZcONUuMPsluYyR83IJtWP/A1pLW8+Id5OI0+It+B5qRFzqk+1d0lvGGPzdM3Cn/gDUcocyP3j8xQvXmnBwe9fg3pl98QtSks0j+IuoB7kwhVOqz5BkNoAMBu32xc/9c39KSHxB4/kjik/4WLqAzEsm3+1J+hhjlwfm9Jdv1U0cocx+824etIWHrX4P3GtfEKGG5uJPiJqAKpJIF/tSf5lVbs8fN3+xsB/vpTr+/8AiNZreH/hZGoyJbvKjsmrXGCU+2f7Xf7E+P8Aronvh8ocx+7TbT3qJgK/CSPUPiLcXkVsnxG1BneVYlI1W4OS0wiz971YH6UafrXxFvPs2z4k36GYxAbtVuON5tAM89vti5/65v6VPIUpn7sbR7U5WAr8Hf7W+I06QO3xD1JPPjSQqdUuAQHit5Bnn0uVH1RqhOtfEWGwmuv+Fg6oY40Zj/xNbg9EnfH3upFuw/4EtL2Y/aH6+/trTbP2V/iSQcH+ymH/AI8tfi1Awf4SXcIlRpGvg3kiSLefu87fO34/7ZEe/p0Wvr481Gx1GzvvHd3qdmizedbSalPJHKsf2sn5ScEEWTEZH/LRPXjznSfHXiPw/aG10vX9T020Ll/Is7ySJCx4J2qwGeB+VarRWMpPmEi8E6vceF5/EMdsjaXC5R385A4AZFLeXneUDSIu4DGWAzmirv8AwsLUV8J3WgusEsVwWD3ThjcFGkSVo92cbTJEj8jOR1wSCUEmZHrd2umnT/OY2Xmi4MPYyAFQ35E16N8A/AuofEbxbcafp2oR2FwLKZXkeIS5SYrakBSyj/l4JPPABIDEBSUUkM8xvo3tLqeAyCQxOyb0+62DjIzRqGp3Wq3RuLuVp5iqIWbrhVCqPwCgfhRRQI6KW1vk+H+kzXM0Udi+qT/ZICp8yRvLhEr5/ujbEo9Tu9DXOWWpXWmSSPazNE0kUkLFe6OpVl/EEiiikA/Q7F9W1ixsRPFbNdTxwia4bbHHuYLuY9lGck+ldd8bfDGoeFfHE51G5+03GqJ/aW8w+S/7x2yGj3NtO5W4yeMHvRRTA4uTVLl7OKykl8y1geSSOM/dVnChiPqEX8hXafC3wrd+LbTxJb2t55H+hrHLFHbm4ldfMWTdtBBCK0S7nGdoI4OaKKYjgluCkoZWOV5BxU93fz6leXF1dSNLczyNLJIcZZmJJP5k0UUwO18aeD9T0jwL4M1y6vrG40++tZI7OOF8TRgTSs6spHOGY5I4G5R9ePg1Ge1huoY5mjiuUEcyA/fUMHAP/AlU/hRRSGdF8MNNuda8eaHb2M0dtdC5WaKWVdwDJ84+XIyTtwASASRkjrWR4lsItJ1u6tre8N9Ajfu7jymiLqQDyp6EZwRkjI4JGCSigRTutRuLxbdJ5WkS3j8mENj5U3M2PplmP412Wg+Hnvvhb4h1CXU1sbaO5ikjt5LfcbuWMFQqNuyCq3DM3ykAbckFlBKKYHGaZd3dlqVtNYtIt7HIrQtGMsHzxgeuaguI5be4kiljaGWNijxuCGVhwQQehooqBm/42tb2z1iCPUGWWb+z7FlZFKjyzaxGPr3C7QT3INY/9ozrp8lkJWEEkqyvHxgsoYKfwDt+dFFMDsPhX4SuvEV5dzW9/FYsU/s+NpYjIJJblXhVMD7oIZ8t/DjOD0riRvb5FXOOPpRRTDqPjhJbsffPFFFFMD//2Q==) | ASR 1200 x0910 010402 A2 gods-rand
Rand, fra gråbrændt kande |
![](/grafik/intetbillede.jpg) | ASR 595 X087 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 595 X102 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 702 x01 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 765 x05 010402 A2 gods-rand
1 randskår |
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) | ASR 865 x1 010402 A2 gods-rand
Randskår, det ene med et par fingerindtryk på randoverkanten (foto). |
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) | ASR 1025 x047 010402 A2 gods-rand
Rand |
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) | ASR 1025 x051 010402 A2 gods-rand
Fra et meget stort kar. To sammenhørende skår |
![](/grafik/intetbillede.jpg) | ASR 1025 x057 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1025 x082 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1025 x085 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1025 x095 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1070 x043 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1074 x008 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1074 x009 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1074 x039 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1074 x048 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1074 x054 010402 A2 gods-rand
Rand |
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) | ASR 1074 x067 010402 A2 gods-rand
Rand, heraf et med kraftig grønfarvning/ir ved randen (foto) |
![](/grafik/intetbillede.jpg) | ASR 1074 x068 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1108 x036 010402 A2 gods-rand
Rand |
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) | ASR 1123 x003 010402 A2 gods-rand
Rand. 2 stk. med drejeriller på halsen (foto) |
![](/grafik/intetbillede.jpg) | ASR 1123 x008 010402 A2 gods-rand
Randskår |
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) | ASR 1123 x012 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1158 x040 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1158 x046 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1158 x073 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1174 x40 010402 A2 gods-rand
Kuglepotte blødt brændt. Rand |
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) | ASR 1222 x104 010402 A2 gods-rand
Sortbrændt randskår. |
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) 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) | ASR 1222 x133 010402 A2 gods-rand
Rand
Med rester af klinkhul? |
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) | ASR 11 x0946 010402 A2 gods-rand
A2 rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X0033 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1445 X1037 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X0005 010402 A2 gods-rand
Randskår |
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) | ASR 1445 X1083 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1445 X0057 010402 A2 gods-rand
Rand |
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) | ASR 1445 X0120 010402 A2 gods-rand
Rand |
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) | ASR 1727 x012 010402 A2 gods-rand
Randskår
Med fingerindtryk på oversiden |
![](/grafik/intetbillede.jpg) | ASR 1843 x155 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 11 x6090 010402 A2 gods-rand
A2 rand |
![](/grafik/intetbillede.jpg) | ASR 11 x4569 010402 A2 gods-rand
A2 rand |
![](/grafik/intetbillede.jpg) | ASR 11 x1926 010402 A2 gods-rand
A2 rand |
![](/grafik/intetbillede.jpg) | ASR 11 x1957 010402 A2 gods-rand
A2 rand |
![](/grafik/intetbillede.jpg) | ASR 11 x6020 010402 A2 gods-rand
A2 rand |
![](/grafik/intetbillede.jpg) | ASR 11 x5788 010402 A2 gods-rand
A2 rand. |
![](/grafik/intetbillede.jpg) | ASR 1357 x192 010402 A2 gods-rand
Randskår
Meget slidt |
![](/grafik/intetbillede.jpg) | ASR 11 x1104 010402 A2 gods-rand
A2 rand |
![](/grafik/intetbillede.jpg) | ASR 11 x4844 010402 A2 gods-rand
Har et enkelt fingerindtryk på randen. |
![](/grafik/intetbillede.jpg) | ASR 1644 x003 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1M73D D02370 010402 A2 gods-rand
Randskår af gråbrændt lergods fra kar med markant halsfure og tynd, afrundet udadbøjet mundingsrand med læbefremspring på indersiden. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09095 010402 A2 gods-rand
2 randskår |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09172 010402 A2 gods-rand
11 randskår af gråbrændt, ret grovt til grovt magret gods med farven på sider og skærv fra gråsort til brunt. Randene alle udludende og simpelt afrundede eller profilerede. Gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09216 010402 A2 gods-rand
2 mundingsrandskår af gråt og gråbrunligt magret lergods fra kar med udadbøjet profileret rand. Gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09351 010402 A2 gods-rand
4 randskår af gråbrændt, ret grovt magret gods med grå sider og skærv. Randen udludende og profileret. Gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10381 010402 A2 gods-rand
1 randskår fra kar med udludende, profileret rand. Gruppe 0. |
![](/grafik/intetbillede.jpg) | ASR 141 x006 010402 A2 gods-rand
1 hals/skulderkskår af gråbrændt, magret lergods fra kar med omkringløbende furer og vulster på halspartiet. |
![](/grafik/intetbillede.jpg) | ASR 141 x013 010402 A2 gods-rand
3 randskår af kuglepotter med lågflas og profileret rand, samt 30 sideskår. Den ene har fingerindtryk i randen. A2. |
![](/grafik/intetbillede.jpg) | ASR 141 x014 010402 A2 gods-rand
1 randskår med uprofileret rand, A2. |
![](/grafik/intetbillede.jpg) | ASR 160 x001 010402 A2 gods-rand
1 rand/skulderskår af gråbrændt, magret lergods fra kar med let udpuklet skulderranding, markant halsfure og stærkt udadbøjet, glat afrundet rand. |
![](/grafik/intetbillede.jpg) | ASR 366 x006 010402 A2 gods-rand
1 gråbrændt randskår af kuglepotte (A2). |
![](/grafik/intetbillede.jpg) | ASR 366 x014 010402 A2 gods-rand
5 gråbrændte randskår af kuglepotter ( A2 ). |
![](/grafik/intetbillede.jpg) | ASR 1445 X0051 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 367 x021 010402 A2 gods-rand
2 gråbrændte randskår af kuglepotter (A2). Sammenlimede |
![](/grafik/intetbillede.jpg) | ASR 367 x025 010402 A2 gods-rand
3 gråbrændte randskår af kuglepotter (A2). |
![](/grafik/intetbillede.jpg) | ASR 367 x025 010402 A2 gods-rand
1 gråbrændt randskår med spor af fingerindtryk (A2). |
![](/grafik/intetbillede.jpg) | ASR 1445 X0003 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 367 x027 010402 A2 gods-rand
3 gråbrændte randskår af kuglepotte. (A2). De to sammenlimede |
![](/grafik/intetbillede.jpg) | ASR 367 x029 010402 A2 gods-rand
1 gråbrændt randskår af kuglepotte (A2). |
![](/grafik/intetbillede.jpg) | ASR 367 x035 010402 A2 gods-rand
1 gråbrændt sideskår (A2). |
![](/grafik/intetbillede.jpg) | ASR 367 x035 010402 A2 gods-rand
1 gråbrændt randskår af kuglepotte (A2). |
![](/grafik/intetbillede.jpg) | ASR 367 x044 010402 A2 gods-rand
2 gråbrændte randskår af kuglepotter (A2). |
![](/grafik/intetbillede.jpg) | ASR 367 x048 010402 A2 gods-rand
1 gråbrændt randskår af kuglepotte (A2). |
![](/grafik/intetbillede.jpg) | ASR 367 x049 010402 A2 gods-rand
1 gråbrændt randskår af kuglepotte (A2). |
![](/grafik/intetbillede.jpg) | ASR 367 x050 010402 A2 gods-rand
1 gråbrændt randskår af kuglepotte (A2). |
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) | ASR 373 x003 010402 A2 gods-rand
58 mundingsrandskår af gråbrændte kuglepotter. A2. Foto viser eksempel med drejeriller på halsen |
![](/grafik/intetbillede.jpg) | ASR 373 x004 010402 A2 gods-rand
2 randskår af gråbrændte kuglepotter med drejefurer på halsens yderside . A2. |
![](/grafik/intetbillede.jpg) | ASR 374 x001 010402 A2 gods-rand
3 randskår af gråbrændt, hårdtbrændt gods, det ene med udpræget lågfals og furer udvendig på den keglestubformede hals. |
![](/grafik/intetbillede.jpg) | ASR 1445 X0066 010402 A2 gods-rand
Rand |
![](data:image/jpeg;base64,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) | ASR 1445 X0116 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X0089 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X0037 010402 A2 gods-rand
Rand |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKa3FLTSaBiZptLTSaYxCaa1G6m5pjFptGaSgYU2ikzTKA03NFNboaBgTTWpN1N3UDBqikPFSMahlPFUI/Eb48Czl/aR+NJvwiw/b75fMaKCRk/eEbkWV0JYDpsJb0ryTw34P8N6xpjSza19mke/+zRyXE8MH7vMQBaJiSuRJI2/dtHlEHk8erfGyYyftDfG5GuFtY5NRv43mkdwiqZnGWCRSEgeny/WvmibEczqriRQSA65w3uMgHH1ptmL3YyT92xHBwccHIoqNz6UVAj+n2iiioAKKKKACiiigBD0plKzVGzUxgzYphNIzUwtTKHE03d1phem76Ch+6k3VEZKTzKLjJS1NLVEZKbuoGSFuKQt1qLdSbvemMezU3dTd1N3UAPJqGZvlNP3e9QTt8pqgPxA+MVq998dvjhm6a1VtV1BS+ycpg3En3zGwCr7uGHsa8ak8AvH4HvfEa38UyW961oI4VJV9ojy+4kf89VwMZPJ4xXq3xdhivvjf8ZI5Bb+e+s36xG6e2QBjcyYw0zAr9U5rwGcsm+IOQobJUNlSR344NDMHuVW/QUUjN81FSI/p/oooqACiiigAprNS1BLIFzQNCNJUTSVE01QNLQXYnaSozLVdpqiaY+tIqxbaSozMPWqrSk96YXoHYtGbrTDPVVpKjMhouFi759Hne9UPMNL51Ay95lM8yq3nZ70GSmBZ30eZVbzKTzfxqhlnzOtV55PlNJ5tVrib5etUgPxB+JzXt/8WfjLBZLNNJcaveKUhd/nJuZeCFjYH6Er9a8buvBOr2/hubXZbfytOiujZOzthllHVcevt19sV6n8QLW61P4kfF5LKGa6kfVrr5IIpHJzcS/3XUfmr/QV47Lr2orof9itcldN8/7T9nIH+sxtznGenbpTOd7mUxHHGR7UU1mHYkmipEf1BUUUVAGL4w1ubw74bvNRgjSSWEKQsmdvLAc4I9a8ln+OWuhf+PewjP8Asxufx+9Xs+tacur6TeWTAYniaP5hwCRwfwPNfIt7dTWN1LbzR7JYXMciyLgjBwR+Y9KlnRSSluj0ZvjZ4jkZgXs0GePLgJ/maqzfGbxA0hxNDtB5zAP6f54rzqTUjjaiZPrjHUcmqqaxIvmReXhGxwMZ65/wpW8zdRXY9Hk+LniOPc73EaoRuA8hen5VTk+MHiWRj5d3bgH7u6FSenORXDXGqMxAlOdq4OTnj61TN5uQj5pC44HHGB9KnUvlj2PQY/jB4t4BksZG7l4CP5GpY/jX4o3MGsdNcA8fI4yPX71ebLf/AO1IFx/CetQSXkjXIZTJCit90dH6HJx0HWjUORHq1r8dtXfeZtKtSq45jZxn9T/kVdt/j03lgz6Jz/0zufbpgr+FePx6r9nciNmZmG1mcnHGfrzUr6jE+VXYGzk98c0tQ5I9j2e3+PWjyRCS6sLy1j7thGA/8erQj+NXhWRsPeSwcZzJbvgfiAa8MWaCaILldmeFOCevtVV5oTCylUPl5U7gQpz+HSndh7NH0jZ/ETw5qDBYdasy3UBpAh/XFbVvfQXSloJo5l/vRsGH6V8tFoU6bX46A8jpms281C3028hWOVreeckQlWIBYcgcd6XMxez7H16suOKlDbhXyrp/jbxBYqrwazeBRniRiV9OjZxXUaZ8ZvEluMyNa3oyQPOi2E/98kVojNwZ9AlutN3c15HZ/tBWcQ/4mmlzQYGWa2YPj8Dj+deqwXCXUMc0bbo5FDKR0IIyDVENNbkxY7TVa6Y7TUzNVS5b5TVAfhX8RJ4D43+KcjPGk7apcGL5od3NxJnbvG//AL4wfWvI3sp2s2uzG32cSCLzO28gnH5CvXPEmpXen+I/ifc2clzbyf2lIRNbzTRlD58nXYhU9T95l9s15feeILu/0mLTp1jkjjnkuBMU/el3xuJbqc4Xr/dHpVHM9zHOOtFLgAjNFIR/UHRRRUAFeDftA+Gfs2rWesQKqpcp5UoUdXXufqCP++a95rnPiF4dj8TeE7+0ZN0yIZoD3EijIx9en0JpPU0hLlkmfJLfM5OGIPHIIGOap3FvBP8AMDOjxngqxHOMYPr3qZnlklkRkGEGRhv0Ix/nNVbprmQYh2oOuCDn86izO+5JtXaA3mdu/WopliVS5BxnqM9aRZZ0QedCAwGd27/GmyXB2sGwqEd/U96Bi/uU7n2B6cU1oR5ZcENjknjpimKuRwq4bk7gDjHenHBwvy7sZPSk0xpoY1qoUAvjp3/w+tJJZxhmBk/2c+9OZSeSXwCOhpjZ2nCbt/ByM8elZ2LuVoY1khkETgow++V7cdD+FVLyyuZkXyJ/IfcrGRV3HHHHPr0/E1oKhjwqjKqMDjHSo7hpVbAGRxjngcUbDKsP2uLP2hnl38+w9gM+1FxG0jJLIFOB8qlRxxjOPWleWROXdhg9qgvUS62eYrlUOSqNjJ9T+X+c1orohsLm/Nr5bgSyhm8sqi7+vqPTPf3qVdWG2M48vgbiRyM+vekVoFOUTy4schuhHXmmSRRsuFLCTcFyGwO/GKalbcTinsTLdC+bZjzJXAVQx6du/PWvrbT7mCK1jhiIVI1CKPYDAr5M0PTxceI7CI9DcRjdyAfmFfR8MzL0NXF3VzCorOx2Pmbh1qvcH5T9KybfUG2gE1Za6DofpVozPw1165urTVPiReWjyRNHqLfvI1c4zM45IkUDr3VvbFeTva3C263DQyCB2KLKVOwsACQD0yMj869L1a/gtLzxzdBbeS7F+zQ/aIraXOZWB+WVSx4P8P41ymoeObi+8GW/h9raERRXAnMyooY4MpVRhRgZnkOMkcjAGDmjme5y+O56UUnOeaKQj+oKiiioAKSlpKAPmb4ieDZvCPii9FvJ5FldK80O0lVZWPKemQf0ArhXtWhK8b/m5C88V7v+0FM0dpoiAY3SSnd3GAvH6/pXi0l8VO3v03ZqNnod0HzRTZnPZrIu4qjnPHfjPf8AGqclrGqswjz1BAGM9D3rUe4G7CsDkcDH8v1/Koft0S7vNQNuXCnPT/H/AOvTLMtoZFlIO3YRjOMnP1pTCvJ27s/xAZNSyXXQbc+g+tV5J1JBHTPH5UkFxqW+JMqSfUKc/pT9pxlGKjBBPFRC5XzjkY7YzUkjmb5GPy9yMED8KWiKuVjDnDZYE88imbT1Cg8+mM1ZG1FwH+bGTk/ypFkR8qNxIGCB2pOSRSi2UjGV2nII65I4qCYdMJwBycfr/n0rQLI2DtyMkH1qL5GA8ti645XHQ+nNHOnsHK0cjrHw/wBE8QX0OqXenpLqELK0cyuyvwQRyDyAVU4PcVqx2728ZBdjn5t2f8+lbLK3l/KBk/LwP0qC4hLlTsBOeR3FTexSVyvpbTSaxZCF9s3nR4J/hO4Y/Wvo+POwZ5NeG+EtDbUfElnGxEQVxKR7IQcD64/Wvc416CtIbHPV3SLMalsVcwVjP0qKzXNXJEAhb6GtoowPwom1BrbT/Gkot/Pje9+ZZDL5fMhxuVV2nrkbnXnpmvMt1ejQzbdD8UX0tol9D9sXekwk2HL8ZZJVxyf7p/Cud1LX7C88H6dpyWgivbeZ2kkSFVDKWYj5slmY7wCeBhFHOM1TOc5fdRSNyaKkD+oSiiioAKKKKAPN/jlpMN54btbyQZe1n45xww5/UL+VeBXItpFlj+eIbcB0OCCa+jPjMYV8CXJl5kE0flf727n/AMd3V85TwnqRuGcc+tB00/hKskVsiDJeQhOZCeTxjNUpVsVtzIzzSIseWf72RjOeOp/Crc8LyLjlTyBzUHky2rtHI6lCOCwwRwMA+v8A9cUtDa7KdvJZXsauruI2wVcnO4HofbqeDTpLK2aTIuec9CBj8KR1ZZAOoxx6A46VUurSK82+dEWCvvGGIIIHB4/GkUWP7LjXG2ZSBxkYzj+tQtpczRnZMjP6ngdKYzfMdgwMjjvx/wDrqv5z8sqFQvZvl9Of50gJJLG6UFiAxU9mxUe+WGREmjZXkJ2YH3h17Z7U+S4bnypCOMgFjj8qZNcOikLJk7TjcOO2f60NXGnYVplUiRlw+dvIwRzQt0pzyoHRWH8X4fhUZvnWPLLG3AIJHtj+lVbp4rxY3XdBKvfA59senX8qnlS2Lvfc0kuI/RWJOcgYxzxSF4wvzbQeSufyqvEI5ELMSr4HyhuOnSmPbs2W80MQMDcoOR3zUMpHcfDW3c65JKrb4lhYMTjgkqR/I16kvSvNfhTC32i/d1AZUjUMp9S3+Ar0pe1bR0RyVH7zLtmTzV+b5bWQnsp/lVS1XgVY1J/L025b0iY/oa1iZn4L27aePDWuPeRmV/tK7ESWBH69RuVpMA/3eD3rhpecgD5a7+wurePwjrP2y2up7NrtQwtbh4uRjGcxPGf+BEH0Fc9rSaAfDeif2d9oOtMkh1Dc+YlPmvsABUfMU29CRgDuThnOc4q0VIQMgA8d6KQH9P1FFFQAUUUUAcV8X9Nl1LwTcGIZa3dZzgc7RkE/gDmvmvyZYtmZ2Y4ZsKCB6cewBr7GljSaN45FDxuCrKwyCD1FeD+NPhncaLfO9rbTXFpJu8uS2QuUyD8rKBxj16GkzppSWzPKJ5WjUlmwwPy4PQHpVb7XuO1gxDcls5HI6fXp+dadxZncXLN5uMeQ67G5HcEetUYdPu23wJb4J4BYjHpjr6enpUnTYrSXbmPAOMtjI+Zcdv8AH8KrXFx5flsAXGccc9h/OtqPwXqRhLblSMbgSpB/lTB4H1dI5HmhjZdxwEY59uo+vGKqz7CMiWTyU3fuzknKoSSMAYPI75/SqrSiXB2fI2PvDHXt7VYktmR2WQfN0w31PWog3kkFk3oOoJ9feotbYZRvFdVG1dgHBzx2qu6Myja2+NuOMng/061p3A8+MIo2/Nhh6jHI5pbq2+zopcYdlBCgjnn09/6UX1sOxjTWrMM7toHLKORjkYx9aFs5oisaI0oXJYpjC49vp/KrS3PzYI2N97JwR3oaYYbgZAOKqwrlfEkbMSuTnjbTxdSLgsWJO1QSMYx/SpBNuVSQM8ZC84/+t/jTTMGDZdcA46fpRyiuei/B+6NxJqkeAQoibI/4FxXpix9K8z+CbeZPq6KDt2xnOOOr8Z/GvVRD7VaWhhL4mT2nQUzxA5j0PUGHUW8h/wDHTT4V21S8XyeX4U1lxwVs5iP++DVRJPwrt4Y5PAuryTyTRQfawAYYXdS+AQCfNVB26qT/ACrhWYrwK7O0i06Twjei9n8iU3fyyRxQSPjA4wWEmOvT5azfEGjaZp+g6JdWdx9oubuJnuB9pRyjA42mMDdHj/aJ3AgjGCKZznN52+9FLxRSA/p/oooqACiiigBKQ0pptNAQzwpKMOiuP9oZrndV8G6NqQbz9MtyxOS6IEbP+8uDXStVaVatDTscHJ8O7KHIt7q6gXqI94dcjp1Gf1rK1vwXqEenSCzeG9mY8q48ske2cg/p3r0SVaqtVaWsaqUrnzp4j+HOs28ktz/Z7Q7iSREPMQdSSducflXASLPDIiPCw8xiAx5X15PYfWvsRhWXf+H9N1Fg11YW87c/M8SluevOKzcOzNVV7o+UI/tDfIEKvk9Rzx9apzP5bbXBHmD7x7n1/P8ArX1HcfDnw7cSI8umo7KMLud8Y+ma5zxB8DfDerMz28T6fIRgLGd0WfUof6EVPs3uX7WJ87tNG+7lRgDH1x3/AFpypG2CWZducKwGOvNeq3nwf1HSIzElnBqVkRjEJw6gdDhuc/TNecax4XlsNSnjiSWN0OWhm+V05OOP8al3W5orS2Mp1G1DHuywPVuBjAx+tQyp5WRnjOT6cZ/rU6vLaq5ljKqqkDepAGe/+fSqbTeW4+YFWO3bjv2qebTUfKep/AW8VdU1WzdGDzRJKjEcEIcHB/4GPyr2ZoPmrzL9nmzgmt9XuioNwrRw9PurySM+5/kK9fa3FdUVeJxz+MzRCRWL48Yw+B/ELjqun3DflG1dSYa5T4pfufht4rf+7pN0f/ILU1EVz8MU/f8Aw9v0e7W3QXxcLI0mHYIMKFWIjcfUuPp3rhWyB14rvreza9+Hc265W1iF+WzOJhGxCDgMGKbvbbn3xWH4n8Jnw7pGi3jTTNLqMJmMUkGxUGEZdr7iHyHB4wRxkAnAixic3n1opdvrRSEf0/0UUVAwooooARqYacTTGNUgGtUUgqQ1G1WBVlSqskdX3Wq8i0yii6VCy9utXWSomj9qBlJl/nUbVbkj61C0RoGQ7azNa8J6T4i8ttRsYrp4wVSRgQ6g4yAwwQOB37VsKm2grQF7bHEXXwj8OzpIot5Y2b+ISk4/A5B/EV5v4m/Z7kSRpdP8u8QkHYQFIOR2Jxj6EV77tpm3tScIvoWqkl1PNvgx4OvfCuh3ovgUluZ9yoylSFUYHHbvXoRWpitIy1pFWViG7u5AVrifjIwh+FPjNzwF0a8P/kB67nFef/HhzH8GPHrjqug3x/8AJd6oR+GclpHceApTH9lE6XhkZ5Gt0fYF6AlxI3b5QuK40szAbmJC8DJ6V2rW1xffD8QwSRy+XetM8XnqCAEOW2lAf/Hz/u965G80+axjtZJQAt1F50eDnK7mX8OVNYsgrbdxx1opei0UhH9PlFefP+0J8MYywbx/4cUqcHdqcIwf++qB+0H8MWcoPiD4Z3DjadWgz/6HU8r7DPQaaWrgf+F/fDQ4/wCLg+F/Qf8AE4t//i6c3x1+HKtg+PvDAPXB1i3H/s9PlYzuiaYTXDr8cfh1J9zx74Zf/d1i3P8A7PTv+F0eAWOB438OH/uLQf8AxdUkFmdoTTCa4/8A4XD4FOMeNPD5zyP+JpB/8XR/wtvwS3TxhoJ+mpwf/FU7BZnWMaiauZ/4Wl4OYZXxZoZHtqMP/wAVSj4k+FJFYr4n0dgOpF/Ecf8Aj1VYLM6BlFRMtYTfEXwt28S6R/4HRf8AxVA8eeG3+74g0tvpeRn/ANmphqbLLUZjrM/4TTQG4Gt6cf8At7j/AMaP+Eu0T/oMWH/gSn+NAamk0dRtHVP/AISjR26arZH/ALeE/wAaQ+ItLbpqNofpOv8AjQGpZZKYVxUH9tae3S+tj/21X/GkOq2Z6XUB/wC2g/xp6BqTEU1hUf8AaFs3SeM/8DFI15B/z2T/AL6FA9RzdK8z/aMkEPwH+Irn+Hw7qB/8lpK9Ga6iPSRf++hXlX7T14kf7PfxJIdc/wDCO346+tu4pgfiTc2dzcfDmGSGC6ljjvGkkZUnMSLgjcT/AKockDj5ua5W51C5vYbaO4uJJorWPyoEdiRGm4ttUdhuZj9Sa6a6027uvh/ZzQ2BkjS5kd7iK3BYKAc7nDlto90A9zXP6v4fv9DW0N7CIluohLFtkV8g4ODtJ2tyMqcEZGRzWLIKG6ikUZYUUgPp+48TeDGs5bmTTpSkNxChthcHzJQTOXYc/dAEK59R71zL+IvCz6VcSvbXS6goCqDO2XZoCpYc4wJQWOezAe1Sap8StLuPAEehyaTJJcrZtBHcCVAsMhmifeg2k4IjbcM5JbgjnPljyMkm4sfXOea7JyISPVV1zwbdLcXMVhdwx24MwhkufmkBuIQqr83UIZfr17ZrOs/EHg+6mvXuba+jQESKrTcsvnPuUc/e8powO2Ub15x/CXjLTdB8M+JtOvNO+13mpxKlvcfxR4WQEZ3DALOjdG/1QGASGXiNzbgAckHisXIqx6PYah4ZurfyVhvILtLeSRpZJQEZ1tXJHXvKFIH4VXj1TwjNeSRxR6haxSBwrzSAKv8Aqiu4gn+7N+JT8M74ZeMNK8F69cXOtaYNUt2tmjWFolkxJuRujEDBCshPYOeGGQeKeQHOCynHHvU82gWPQdNu/COpazBaBdShWa6jjjkkkVVVWuGyWOeP3Rj/ABDVSiv/AA1cfZ4Y49UN3IqqeV27/JYHHPTzth/3c965vwreaZa+IrC41lZZNNik8yWOCJZGbHKqVLKCpIAPI4JqjdXEaXUjwSM0e5tjMgRiMnBKgkKcdgTilcZ2mo6h4Str65ggOoyxoZESQOpDEeWFI9v9d+a1JqE/hTT9TvbKWbUWMNwYQ8bqVKi4YMQcc/uQMf7XtXAWNxHb6hbzSxLPDHKrPGwJDqCCQRkcEe4rZ+ImuaPr3iy6vdCs2sdNaOJI4pIo4mLLGquxSP5FLMGOF45pAas8nhm1kgRrnUJCYIXlaFlZQ7QszAcdpDGPYbqfqC+HbCSaM3Wol2t1miwykbnhidA3H95pAfovvXCLJtB75/Sum8da3o2tPo7aPbNaeTp8cV2jQxxr54LbtuwZZcbfmclyc5PSgDWmfwrD9ndr7UXSZi5CMhZU+0FcEY4bygWx6kdjSzDw9DDpry32oCK4gErbdpIP75W7f30ix7FvavP91dDrmraLdeG/D9rp+mi21W2hkGoXm5h57GVigALEcIR82F64x8uSgNaT/hH1083A1G+8xhIsceVzvWKMjcMZCl2cZ9F9jUskGgLZw3f9o6h5Elw8JPGQFlTnGP8Ank2f96uF3H1ro21PSP8AhAUshCBrf25pHcwgloSibSJOowQ4K8g7hxkZoA1bcaA0cc0uq3yWytGkuMbwzLKTtGOQNkX/AH0faoVj0mbSJ70anemSHarAjje0BZR0/wCeqsv0wa4pnLYBPA6c10Wj6hpVr4R12C5SOTVJzEtr5kAfaAwLFW6qcDHJxg4wScqAaLJoUnmtFq955ceWbeMEp5sargY5O13OP9mnWMOjXTXBXWL4RwgOzbTkR+ays3TsvlnHqx9K4fcc9ea0NKlsFt9TW9Mgka1xatGm7EvmIeeRgFQ4zz16Gi4G9B/ZlxD+71i6FyImkKtkLlYGcjJ/6aDb7g05bXSdQkuoLfWryXbBPKiuhAfYisoP1Ak/75HrXG7vmG4kDvjrXQeCbrR7bVJX1tBJbeVhVZWP8abh8pzkx+YoPQMVPHUCDUwvtUyqY1ldU7qGOKt6prt9ri2ovJvOFtEIowEVcKPXAGT0yxyTgZPFQ6fpk+rXiW1snmTPkqucdASf0FXLrw9d2dtJLKEXy9haPd8wVlVlbHphl/OlqBnLhewJopVxk0UxnYzS5zsyoHc1TuNiqSD17nPHPaiitWJFFnIyQT6dKPMCqx9PXvRRWQyuZCx+Y/j3qNmXacgk59aKKAI2k29B+dNyTnJ7Z60UUAMZvmPYZpGbtRRSAbuo5oopAJ3FKWAHqaKKBCN97g5o3UUUDFVlB+bn2pm7NFFAhenpn60qgYyW4oooGJ8uepP6UjN7YoooAmt7qa1mWWCZ4JV+68bFWHGDyKnuNUvbxXW4u551d/MYSSFgWAxuOTyccZ9KKKAKpooopiP/2Q==) | ASR 1445 X1106 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X1039 010402 A2 gods-rand
Rand |
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) | ASR 1445 X1047 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X1063 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1445 X0098 010402 A2 gods-rand
Rand |
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) | ASR 1445 X1080 010402 A2 gods-rand
Rand |
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) | ASR 1445 X1115 010402 A2 gods-rand
Rand
Nærmer sig noget, der ligner jydepotte |
![](data:image/jpeg;base64,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) | ASR 1275 X001 010402 A2 gods-rand
Rand |
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) | ASR 1275 X008 010402 A2 gods-rand
Rand |
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V+0F4m8QskN14jvHtzIA6qRECD2Kr04H868/wBZ8aaVJHcR3F6LwkMI8MSG6jAJP+PQ0czGsPF6tn2d4o/bE0mGQW+g2guGYlVnuj3A/uL+H8XcUvwf/aavvF3ja10PX0srdNRRhZNbowk8wZIVvmIwQr++cV8E3njCOz0+O3gDzvI21I8AAYwcjAz1PXPOK7z4C+HfFHir4n+HrnQLV2vdPvYrqbbGI44Yw53tI3ZcfmTgA0/mN04JNJHlP7dxgm/ab+LSXUc6wqljmeABjH+4g5Kl13en45r5D1eyt7WOyNtcrdNJAsk+w8I5J+T8Btz757YNfW/7eDwRftQfFzz1uWTybH5LdioYm3gxuOCMDg818h7VVM7eTzWy2OKe5XVPw5oqSTAUt+FFBmf0yUUUVAgooooA5z4i6Jb+IvAuu6fdJ5kMtnIcYzhgpZTj1BANfnHNbpYxyIDuwR95uDz/AC5r9PmUMpVhkEYINfnB+0H4dXwH8RtZ0xIJbbTPN326rkkRsARjJ5HNK1zuw0+W6OLudSjupJmmlLDZiJYz935eoPfqaypr4rDM/khB90pgsR2x7nH/AOuoFubeK9ZfODRY+XcMFQfc8dP5VWleWSALD+8WRd4OM8DJ6dqlxsegp3KbW7SxmQSFyeBu7AfXpxgd+tQW5e5vIbSJUd5JPLjfsWJxjJFMkkMFwpI+YttO4+/U5/P8Km8O6KfEniCx0mzJS4uJ0hVmYH5mIC9/XA9807aEOR+gv7Mnwbt/hp4Jju50Da5q4W5u5MfcUjKRr7AHP1J9hXtWuaU+reF9UsISFlubWSFCeBuZCBn8TVfQ7VorW1gYs5jjVSznLHAAyT610KrtXFRFdTzaktbn5reOtU1Pwz5trc6etk6sY224bBHccjnrx1rw3x58RzNbz2Lx3G11BE3yrubI5x7YHfn2r7B/aw8PJo/xKleHDw6hbpdPFImVDMXRh9CV3fU18xeJfAa6tayQ2cSSpHJgiNwVz9Ox57+lKMEmej7Rzjc8Mm16ZcsrF0CjIXg9ePyqNvEV1c4Ehkdm+9mRvX0/Kt3VPh3cLqH2aKCa1k8wKfNHyrk9cjsKxpvB1xZ+IG0+5bfGJjH9qwdgA6HcAeCB/WtdjLVk1rezRwM8j3iiQ7mRHYKRnkZ9jn9avQ3ckuntbvezJbM28oztszj6deOtEHhvUboFFbZFFhVy/wB4cgcnGBwT0p0fhiZcZifn5tyknnPepvcdrFuxvNOmuBPJC14uNoEk+QceuRjmleZLmNcWjLKx+WO1j3A98ZPt79q3NM8Dn7KVERF4cMm5c8HJHfjjnpXWXHgVbaSW2j/fzCAO6lsmPjJIXB59gai5aTOV0HTJrjUIbiUh5dp2xNgE/U9/5V+rfwJ+Ftj8KfAlpYxxIdVukWfULkD5pJSPu5/uqDtA6dT3NfnX4P0iz8Na9brdRrI1tMszRlSSdpXGfbIPT07V+pscodVdTlWGQaqO5hV2SPx5/bwvhY/tRfFlkmhWXyLDbFPEkiyn7PAdu1gQeOelfKPiLxVdeIrXSYLiGGJdOtVtIzCm0sqnILHuef8AOTX1n+3EbqT9qj4tR2U0cDNb2AdnkERI+zQcBiQBkHvXyL4g8P3Ghw6fJNJDIl7bC6i8picKWK88dcgjjPSujocU9zLUhkO71oqFXyQF+lFBmf02UUUVmIKKKKACvAP2vPha/jDwUPEGn2wl1TR0Z5FX70kHVvrtPzfTdXv9MmhjuYZIZUWSKRSjowyGUjBBHpQVGTi7o/GbVreVZpVmkYtNudkX5h3xgY/zika+1Czs7i6gu/JtplQNCr4398HA45/lX0T+0j+z1D8OPFjPaJLJod8jS2bu2dm3l4mPtk4PoR718/apoKXGnSNAzRJL8/kbTgcHPPrwKd7npLVXRzl/rl9qV00txJ5rgKg5CkgA46dTgda90/Y/0cal8ZdBu7+0kvIt8rR7v4HSMssh9QGx+XtXmul+DYWCwI7PcSKVaRlB25ySFHsP55r68/Yl+D81jqV94skunuLPyms7Qrny3Jb94R6hdoXPqW9KmW1hS0V2fYGmQ/xdq0qjhiEKBRUlKKsrHnSd2fH37Z+qXGl+PNEaEunmaYACB8pxLJ1/Nf8A61fPkeuFmLv5b3I6uqjD84zgAYxnHI7V9Pft1aPENB8O6ztKSxzSWjTKM4DAMufxVvzr4vm1C4aTBBGBkMVwfXGP89RTsz0qLXs0dPqfk3k2xoo2Zh83zfmfpWH/AGDHHuT7PGseNwG3APqaqWuqPGxSVpMNyGUAk884q49xG0WYp364KF8cd/rUvubK5Ug0pJLxl8jcijgqpH9T0x1FNjtoo7oskEQypGXXJPP8tw7+1b+nXdo0Krc7I3x+7njjPOOgIxg/XvVnWLeytbe3jieOZp0AZ/LBx7g4yPyI/Ko5i+Ux7e3u1aGIfZ4p1w4kkBGQeNzE/wCefete6SQyR5ntWljJjE8Th2IOBxtOMZPHHrSyaTZ+VEz7izEIGZsKcjPJ9v8AGrWiyQSTrbK8chAwW2B92OeDt6jGck/lRfmQW5TGvNUsdT1TTmxPa3EceJJAuUk4PzHv1bGMY4yTnJr76/Z98bp4y+HdojXH2i+0z/QrhucnaBsbn1Uj8QfSvj6TTbG+hi8nyl8xwW2hc8AnJ/Enp3PNeofsy+JB4d+KU2gwyE2GrW7BI1H/AC1jUyByf93eP+BD0qYtbIzrRurnxb+3TEJv2pvi4rrFt+z2B86QZMX+i2/I4zk9Pxr5AuOuwHIB6+tfYH7djWy/tVfFRrq1ubiFbawJ+zzeXjNtb8knIx/wE/1r5V1qTSJo9PbTobmJ0twLzz3DK82TkpjouMde+a61seXPcyIohHyw4HP/ANaigk7SfvFv0FFMzP6Z6KKKzEFFFFABRRRQBz/jrwLpHxE8Oz6NrVt9otZPmUgkNG+CA6kdxk+3Y18R6z+yT4//ALdudMg0qK5twS0N+lwgtyvr8xDA89MZzn619+UUGsKkobHwh4D/AGKPHKeNE/t64ttM03BeXULG4EpIxjy0XhskHqRgdevFfbnhvw5YeE9FstJ0y3W2sbOJYYo17KBj8T6nua06KBSqSluFFFFBmeRftT6fYXnwf1Ca/h8xLSeGaNgf9WxbZux34cjHvXwXdaEl0gYomG+XqFKjB5HsM/kK/Qr9ojS/7W+DfiSHYX2RRzFR6JKjH9Aa+EEjt7i6WBJGSL5VO4EkEkdueOvas5aO56mF1pteZy9j4PnujcKJ7e1SJXcS3En3gOcLgZJPYe9VL/R1tNJ853PmE7QgHtjJP09K6/UYY5L6SGK4SSMBeQeTwegyDngdu4/GtJDJBGFRVt0kVmPmLvGMnOOBgjih3OiNjglmnsirLEzIwIATgf1zj1rStdQur9hLelYEiQgBsbc5GCR74/PNdBqXh9NRsIcS7yybny3zKACAucdPb9a56+8NhY4IzK7B0GCCcjJPTg8ZHNCSYNtGo2rRXKyROwnWNQ+0ElclSDj1PA71ZkaKOBI4kaKdgvO4knjOM9sH0x0FSeHdLt7ORQ6hVD/N0xn+936DFaNwLV5pBAyyxSfd3AZ6c5I69B3H4VN9R9DN0y4lmaQib7O3ysh29cH0x0zgYGetekfs9wi8+NvhxFlZLiPzZpDndvjED4wT78Y9Ce1cQq22h2scRcpMVHBPyg5wOentyK98/ZF0O31LxP4g1/a5eztIbKNn5zvJdvbICKOP71JbkVNIs+Gf26LryP2p/iyTIQwtLBVjKhlfNtb8EEH1J+tfJWoabd2Mdu1xazW8VwgkhaVCokX+8uRyK+wv24JLq0/ar+LJsb2OxuPsentueQRs3+i2/CtuXBx9fTvXyDrGuXWqw2aXb+cbeEQRNsVWEY6AkDJx75NdS2PKnuZrSHrnA6j6dKKZ94gY9qKDI/puoooqACiiigAooooAKKKKACiiigAooooA574hqreAfEoZdy/2bc5B/wCuTV8BXVrZNZ/vmWOdkG87zkj8DyRn8a/RDXdLTXND1DTZTiO8t5Ldj6B1Kn+dfD3xD/Zn8X+EVkvhatrNvHGCZ9OPmbF/iBUgNwAOgIx+VRKNzuw9RRTTPGV1QLqs1xFHNhEKssyHYVHAPOMnp+tbMevWNwrLL5ylY8AgjAJOcKByeM9qzY7Cx02V3A3yOjxs7jAHbd09zWtofhO/vGL2dpcTuf8AnjbM2SOQTgc9/wAjSZ2X6kF1bwzSQiGdkVoysgwFwvoOv6/TpVN7y3FvGjLJLJGQu1mAGOPu4PJ6Z/GujvPhz401AxpH4W1qYlseZFp0rfXJAx/kUtv8CPHV0yyDwbrRfkBDD5IA/wBrd/n3pWYOcbbnDSavBJGLe4uiq7mcy4O3OTgADtg+meOtSaBeWkk8cMLRbUMhWVievQNjoD3z/hz6r4W/Yx8feJNn263tvD1qXLFr6YO5X/cQMc9ThtvWvc/Cv7D3g/S7RBrN/qGsXO3D+W/2eH8FGW/Nj06U+UxdaK6nyjF4Pv8AxpqkVro9pPe6ix2R20YO7OMFwOgA65z0r7n/AGf/AITzfC/wLFYXpVtUupPtV4ytuw5UDbu74AHPTOcV2/g3wBoPgHS00/QtNhsIFA3FBl5CO7ufmY+5JroQtOMbHNUrc2x+Nv7eVqJv2qvi1G4gjhaz07dcT7j5QFrbcgBSSc4HFfIXiTS7LTodMe0v1vJbm3E0yoVIhbJ+Tgk5AxkMAc+owT9hft8rbzftV/Fb7TaTXKJY6fhreQIU/wBGt+ST9fQ/1r4lmXy2I98c1v0MJBHj5u/B5opBJsXGOTRQZn9NdFFFZgFFFFABRRRQAUUUUAFFFFABRSbgOppjTxr1kUfVhQBJSVA2oWqfeuYV+rion1rTo877+1XH96ZR/WgdmVoPCWiWt7JeQaPp8N3I7SPcR2qLIzE5LFgMkk9609vtWe3ibR166tYj63Kf41E/jLQI+X1zTVH+1dxj+tA7M1ce1FYL/ETwrH9/xNo6/wC9fxD/ANmqGT4oeDY/v+LdCT/e1KEf+zUBaR0mKXaa5Rvi54FjBLeNPDygdc6rAP8A2eq8nxu+HUWd/j7wun+9rNsP/Z6AtLsdptorhG+PnwxT73xG8Jr351y1/wDi6qy/tH/CeJSW+Jvg8f8Acdtf/jlAcr7H5Yft+akNO/au+KciybZFstPKxNGHSU/ZrfhgQQRjnn0r441a+hvrexCQLE9vCYpJF/5asZHfcfcBwv0UV9W/tp+M9O8Y/tPfE7UfC3iPS7yxvLOxjt762vIzFcbbaBWWOUOFyCGB5PQivlfXPDtzoNrp01w8bJfQ+fGIycgEAjOQOxHIyOozkEDToVIyD3zxgUUgBZT6Z5opEH7y+KPHDafZySvqN8u08hZSMjnpz9K+evHPxcvYftEo13WkLviOOO6I2oNvJ575bH0qb4i+MjePIC7RIOiAY/nXh3xA+IVzqmnCyZF+URIGUHd+7Vwp+8RyHOcDnA/H3/ZqKuzHmu7Il1z4tX11fzRQeK/FMm6NfJ8m+P8ArCCSCM84yOg7H2rn7n4zNDqksEnirxYYVWQOf7QJDvj5NvfB/qOnNcFJr93oetW2q2gie5tiGT7RkLuIPPBBBGeCCCCAa5HxN4im1K+N1KYTOIoomdAVUhECA9euFH1rjlZGl2eiyfFh5LETP4n8WK0coE6nUW+ZSG5Q+x25z61kXHxiaGz3jxN4saV5z+7/ALRb5YcryfcgsOPTntXnS+Nr3TdIvNJjWCS1nL7vMiBb5tmcE9OY0P4Vyj6g63YmVsyI25W9TnNcsmi+ZnsPiH4lSaTcXMD6v4pSRoo2iE18ylDsGVYHByGJBx/dqvD8RLbWNWuLa31PxNdRLDKYtt87NIUV2zgDOCFHbjOTXnfjTxrf+OryG6vxDugiEMawR7cKCSAepOMnqTWf4b8V3vg7VPt2nOiXPlvEd67l2sMHI7/ToehyCQY0uPmZ3/8AwtCynjU3N7r25Uwy/wBoN87cfd/ugcnmorrxpAui2V9KuutDJdSRlmu3CFQAQA2MFsMM8/wn1FeV7hIxJJC+taNx4s1G48NW2gvMrabbTtcRx7BneQR164GW4/2j7Uri5mdde+PNJJkEa6pIWZGRmvSNi4Xcp45Od3PvT9S8VaRHqOp2wt9QSGNJFhkku3BVkDAEqQD8zbRg4xmvNLe6e0u450VWaNw4EiBkJBzgqeCPY8VNq2sT6zf3N7cbWuLiRpJGRQoLEkk4HuaVwuz0LT/FOmX0d9dx6JqMltZW4dxHdSP8xdQCzhfkGNx544xWR/wmWii3tG/sy4knV2E6m9YB12/Lg445P/jvvxyuk+KNS0Sx1K0srpre31CLyblFAPmID0yRx1PT1IrLDFmwKVxXPRNU1ix0yCzaXQ7uNrpVuUaa5kQGIucKuR8wKgfOPWnafrGna1q11ZadoN3O8yyG18meSSVQsZOdgznpk+gz6VxmqeIL7WIrGK9nM8djbi1twygbIwSQvA55Y9efyFQ6Xq93o98l3YztbXKBgssf3l3KVOPwJ5pAdK3inRPOuHfQWGYgsUYvJCA+7kk5B6H36D1q3/aljDoFlqf9gb4RO9tNI1y+2Rwikd+vJJAGOnrXCMw5xz6mrLa1eNpKaYZibFJmuFh2jiQqFLA4zyFHfHApBc6ZfFemMsCJoqPJ5hZ2e4cdWYhBz90AqM9eD9at69qdnoutanp9xoUcO2Uqv74s8YwMdGI56nk9TXCwzSW8iSxuY5EYMrKcEEcgiptQ1GfVLuW5uZPNnlO52wB+AA4A9hRcLnXWviazmjv5hoNtiO3XCqzFVPmBdxye+78wPeqH/CX2iQ22NGszLFuD7txWQYABPPXOfzrn4bq4ginjhleKO4Ty5VD7RIu5WCt6jcqnB7qD2qDyx3YfReaLjN7xdDJb3Vm72a2P2m2S4EcbAqQxPIwTj0weRjkVjKpaMMTuOcBfSrDaxPdSWslzI98bZVjjW4YuojX7qf7vUYqzqWvR31r5Eem2lkm8NuhU7+A3GSenzfoPSkIzpditgDiik84KpUIQ397dx+VFAH6K+KNRabzCpiX37fyrynXplVpC7I7f3B3oor6Ko9DnitTzfxJqC7iqjzZPYYVf8a4m8uWmbDNz0Az2oorzJvU3Mu63LIxyBuHU/rVRrVihZcjPAPT6/wBKKK52Mik2Qx7VYuw6noKoyAvk9aKKgRGcrGR/Ef8AP+fpUe0hRg9e1FFICBo23be+etN3bRiiikBHjrwaFXDUUUAOZsEjqKTdz6UUVICqp2k8Z7CmfNk9qKKBgqn6etOVTuAPNFFAC+i03seKKKAFVSKVlLd8UUUDF27yTRRRQI//2Q==) | ASR 1275 X006 010402 A2 gods-rand
Rand |
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) | ASR 1275 X007 010402 A2 gods-rand
Randskår
Foto viser eksempler |
![](/grafik/intetbillede.jpg) | ASR 420 x005 010402 A2 gods-rand
1 randskår med drejeriller på ydersiden |
![](/grafik/intetbillede.jpg) | ASR 420 x043 010402 A2 gods-rand
10 sideskår, A2 |
![](/grafik/intetbillede.jpg) | ASR 420 x046 010402 A2 gods-rand
1 randskår af kuglepotte |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12583 010402 A2 gods-rand
1 skulderskår fra kuglepotte med udadbøjet rand. Gr. 0. |
![](/grafik/intetbillede.jpg) | ASR 8 x232 010402 A2 gods-rand
To randskår |
![](/grafik/intetbillede.jpg) | ASR 8 x233 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 8 x238 010402 A2 gods-rand
Tre randskår |
![](/grafik/intetbillede.jpg) | ASR 8 x270 010402 A2 gods-rand
Fem randskår, A2? |
![](/grafik/intetbillede.jpg) | ASR 8M75D D14138 010402 A2 gods-rand
1 randskår af gråbrændt, magret lergods fra kar med udadbøjet afrundet rand med kraftigt læbefremspring på indersiden. (Kuglepottekar). |
![](/grafik/intetbillede.jpg) | ASR 10M71D D02006 010402 A2 gods-rand
Randskår af gråbrændt grusblandet lergods fra kar med markant halsfure og udadbøjet mundingsrand med plan randoverkant. |
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) | ASR 1200 x0001 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1200 x0003 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 595 X036 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 595 X052 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 595 X078 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 595 X086 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 444 x001 010402 A2 gods-rand
1 gråbrændt randskår af kuglepotte (A2). |
![](/grafik/intetbillede.jpg) | ASR 444 x002 010402 A2 gods-rand
1 gåbrændt randskår af kuglepotte (A2). |
![](/grafik/intetbillede.jpg) | ASR 471 x09 010402 A2 gods-rand
1 randskår med lagfals, A2. |
![](/grafik/intetbillede.jpg) | ASR 471 x14 010402 A2 gods-rand
5 mundingsrandskår fra kuglepotter med profileret rand og lågfals samt 14 sideskår, A2. |
![](/grafik/intetbillede.jpg) | ASR 471 x16 010402 A2 gods-rand
2 randskår med lågflas, A2. |
![](/grafik/intetbillede.jpg) | ASR 471 x21 010402 A2 gods-rand
Randskår af kuglepotter. |
![](/grafik/intetbillede.jpg) | ASR 471 x25 010402 A2 gods-rand
Randskår af kuglepotte med lågfals. |
![](/grafik/intetbillede.jpg) | ASR 471 x26 010402 A2 gods-rand
3 randskår med profileret kant, af gråbrændte kuglepotter. |
![](/grafik/intetbillede.jpg) | ASR 471 x27 010402 A2 gods-rand
1 randskår, A2. |
![](/grafik/intetbillede.jpg) | ASR 471 x28 010402 A2 gods-rand
1 lille randskår. |
![](/grafik/intetbillede.jpg) | ASR 471 x29 010402 A2 gods-rand
1 randskår, A2. |
![](/grafik/intetbillede.jpg) | ASR 471 x30 010402 A2 gods-rand
Skår, deraf 3 randskår af kuglepotter ( de 2 med lågfals). |
![](/grafik/intetbillede.jpg) | ASR 471 x33 010402 A2 gods-rand
7 randskår, A2 |
![](/grafik/intetbillede.jpg) | ASR 487 x1 010402 A2 gods-rand
Mundingsrandskår med profileret kant, lågfals og fingerindtryk i kanten. |
![](/grafik/intetbillede.jpg) | ASR 808 x040 010402 A2 gods-rand
1 randskår af gråbrændt lergods let udfaldende randparti og fortykket randkant. |
![](/grafik/intetbillede.jpg) | ASR 808 x044 010402 A2 gods-rand
Randskår af gråbrændt lergods, indadbøjet randparti tilspidset randkant. |
![](/grafik/intetbillede.jpg) | ASR 808 x060 010402 A2 gods-rand
Gråbrændt lergods |
![](/grafik/intetbillede.jpg) | ASR 621 x002 010402 A2 gods-rand
Randskår af gråbrændt, magret lergods. |
![](/grafik/intetbillede.jpg) | ASR 808 x070 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 808 x070 010402 A2 gods-rand
1 randskår af gråbrændt lergods. |
![](/grafik/intetbillede.jpg) | ASR 808 x075 010402 A2 gods-rand
1 randskår af gråbrændt lergods. |
![](/grafik/intetbillede.jpg) | ASR 808 x097 010402 A2 gods-rand
Randskår af gråbrændt lergods, fortykket rand og lågfals. |
![](/grafik/intetbillede.jpg) | ASR 621 x026 010402 A2 gods-rand
Randskår af gråbrunligt magret lergods fra kar med glat, let rundet, indadbøjet munding og let indadskrånende randoverkant. |
![](/grafik/intetbillede.jpg) | ASR 621 x026 010402 A2 gods-rand
Randskår af gråbrændt, magret lergods fra kar med glat, let rundet, indadbøjet munding og indadskrånende randoverkant med læbefremspring på indersiden. |
![](/grafik/intetbillede.jpg) | ASR 621 x026 010402 A2 gods-rand
Halsskår af gråbrændt, magret lergods med omkringløbende furer og vulster på ydersiden. |
![](/grafik/intetbillede.jpg) | ASR 621 x030 010402 A2 gods-rand
Randskår af gråbrunt, magret lergods fra kar med udadbøjet munding, skarpryget randoverkant og svagt læbefremspring på indersiden. |
![](/grafik/intetbillede.jpg) | ASR 621 x047 010402 A2 gods-rand
Randskår af gråbrændt, magret lergods, det ene med halsfure og udadbøjet, kantet rand, det andet med rundet skulder, der umiddelbart fortsætter i en vandret udadbøjet rand med fremstående ydre skarprygget læbe. |
![](/grafik/intetbillede.jpg) | ASR 621 x140 010402 A2 gods-rand
Halsskår af gråbrændt, magret lergods med omkringløbende furer og vulster på ydersiden. |
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) | ASR 990 x1 010402 A2 gods-rand
Rand
Heraf et par stykker med flotte drejeriller (foto) |
![](/grafik/intetbillede.jpg) | ASR 621 x213 010402 A2 gods-rand
Ubetydeligt randskår af gråbrændt magret lergods fra kar med halsindsnævring tæt under den udadbøjede, fortykkede let rundede mundingsrand. |
![](/grafik/intetbillede.jpg) | ASR 1025 x076 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1025 x096 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1094 x001 010402 A2 gods-rand
1 randskår. |
![](/grafik/intetbillede.jpg) | ASR 1158 x061 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 1234 x1 010402 A2 gods-rand
Randskår |
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) | ASR 1222 x080 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x388 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x312 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x392 010402 A2 gods-rand
rand |
![](/grafik/intetbillede.jpg) | ASR 565 x441 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x310 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x318 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x322 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x393 010402 A2 gods-rand
rand |
![](/grafik/intetbillede.jpg) | ASR 565 x382 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x354 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x357 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x380 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x364 010402 A2 gods-rand
Randskår, heraf et med flotte drejeriller |
![](/grafik/intetbillede.jpg) | ASR 565 x367 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x375 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x373 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x374 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x386 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x394 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x400 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x404 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x405 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x429 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x432 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x432 010402 A2 gods-rand
Rand, skål, med indadbøjet rand |
![](/grafik/intetbillede.jpg) | ASR 565 x433 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x437 010402 A2 gods-rand
Randskår fra kuglepotter. Heraf 4 større, sammenlimede randpartier med flotte drejeriller. Den ene med fingerindtryk på randen |
![](/grafik/intetbillede.jpg) | ASR 565 x439 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x448 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x468 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x451 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x456 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x454 010402 A2 gods-rand
Randskår, heraf flere sammenlimede, større dele af rande, nogle er sammenhørende. 1 stk. med fingerindtryk på randens overside |
![](/grafik/intetbillede.jpg) | ASR 565 x461 010402 A2 gods-rand
Rand, heraf en større del af rand, sammenlimet af to skår |
![](/grafik/intetbillede.jpg) | ASR 565 x467 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x473 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x481 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x487 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x483 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x484 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x420 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x421 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x355 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x423 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x274 010402 A2 gods-rand
A2 rand |
![](/grafik/intetbillede.jpg) | ASR 565 x422 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x452 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x435 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x273 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x356 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x379 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x361 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x160 010402 A2 gods-rand
Rand, A2 |
![](/grafik/intetbillede.jpg) | ASR 565 x173 010402 A2 gods-rand
A2 rand |
![](/grafik/intetbillede.jpg) | ASR 565 x155 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x164 010402 A2 gods-rand
A2 rand |
![](/grafik/intetbillede.jpg) | ASR 565 x321 010402 A2 gods-rand
A2 randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x378 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x308 010402 A2 gods-rand
A1/A2 rand |
![](/grafik/intetbillede.jpg) | ASR 565 x133 010402 A2 gods-rand
A2 rand |
![](/grafik/intetbillede.jpg) | ASR 565 x181 010402 A2 gods-rand
randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x241 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 565 x466 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 565 x132 010402 A2 gods-rand
Randskår, mange med flotte drejeriller |
![](/grafik/intetbillede.jpg) | ASR 565 x142 010402 A2 gods-rand
31 stk., heraf randskår der udgør toppen af kande |
![](/grafik/intetbillede.jpg) | ASR 565 x437 010402 A2 gods-rand
Næsten intakt mundingsrand af kuglepotte. Med drejeriller |
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) | ASR 1843 x015 010402 A2 gods-rand
Atypisk randprofil. Måske fra kakkel eller gråbrændt kande. |
![](/grafik/intetbillede.jpg) | ASR 1843 x030 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x023 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1843 x046 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x054 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x063 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x065 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x073 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x076 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x236 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x238 010402 A2 gods-rand
Rand |
![](/grafik/intetbillede.jpg) | ASR 1843 x239 010402 A2 gods-rand
Randskår |
![](/grafik/intetbillede.jpg) | ASR 2 x14 010402 A2 gods-rand
1 randskår fra tykvæggede kuglepotter med uprofileret rand, A2. |
![](/grafik/intetbillede.jpg) | ASR 2 x14 010402 A2 gods-rand
63 randskår fra kuglepotter med profileret rand, A2. |
![](/grafik/intetbillede.jpg) | ASR 2 x19 010402 A2 gods-rand
1 randskår fra skål med jævnt udludende randkrave, hvis kant er skarpt afdrejet, A2. |
![](/grafik/intetbillede.jpg) | ASR 2 x19 010402 A2 gods-rand
3 randskår af let profileret kuglepotter, A2. |
![](/grafik/intetbillede.jpg) | ASR 2 x19 010402 A2 gods-rand
8 randskår fra kuglepotter med lågfals og profileret rand, det ene skår med små fingerindtryk i randen, A2. |
![](/grafik/intetbillede.jpg) | ASR 2 x22 010402 A2 gods-rand
8 større skår, sikkert af samme kuglepotte, med profileret rand og drejefurer på halsen, A2. Enkelte af skårene sammenlimet |
![](/grafik/intetbillede.jpg) | ASR 2 x22 010402 A2 gods-rand
13 større skår af samme kuglepotte af gråt hårdt brændt gods, deriblandt 4 randskår med kraft profileret rand og drejefurer på halsen, A2. Flere skår sammenlimet |
![](/grafik/intetbillede.jpg) | ASR 2 x22 010402 A2 gods-rand
1 randskår af kuglepotte med jævnt udludende rand, A2. |
![](/grafik/intetbillede.jpg) | ASR 2 x23 010402 A2 gods-rand
2 randskår, det ene uprofileret , A2. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 010402 A2 gods-rand
8 randskår af kuglepotter med ret svag profileret rand og lågfals, A2. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 010402 A2 gods-rand
1 randskår af hårdt brændt kuglepotte med afrundet rand, A2. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 010402 A2 gods-rand
9 randskår af kuglepotter, A2. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 010402 A2 gods-rand
1 lille randskår, A2. |
![](/grafik/intetbillede.jpg) | ASR 2 x54 010402 A2 gods-rand
2 randskår, A2. |
![](/grafik/intetbillede.jpg) | ASR 2 x54 010402 A2 gods-rand
7 randskår af kuglepotter med profileret rand A2. |
![](/grafik/intetbillede.jpg) | ASR 2 x54 010402 A2 gods-rand
9 randskår af kuglepotter med lågfals , A2. |
![](/grafik/intetbillede.jpg) | ASR 3 x21 010402 A2 gods-rand
1 randskår af kuglepotte med let udludende, tilspidset rand, A2. |
![](/grafik/intetbillede.jpg) | ASR 3 x21 010402 A2 gods-rand
1 randskår af kuglepotte med let profileret rand, A2. |
![](/grafik/intetbillede.jpg) | ASR 5 x01 010402 A2 gods-rand
1 randskår med lågfals |
![](/grafik/intetbillede.jpg) | ASR 5 x07 010402 A2 gods-rand
4 små randskår af kuglepotter med let profileret rand, A2. |
![](/grafik/intetbillede.jpg) | ASR 2089 x003 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x001 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x002 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x013 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x008 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x025 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x011 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x015 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x045 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x038 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x046 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x050 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x010 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x051 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x047 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x049 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x061 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x071 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x073 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x075 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x107 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x084 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x092 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x093 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x098 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x038 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x027 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x026 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x034 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x032 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x024 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x022 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x002 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x015 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x009 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x039 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x040 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x046 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2088 x001 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2088 x003 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2088 x004 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2088 x005 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2088 x012 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2088 x017 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2088 x018 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2088 x018 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x048 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x050 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2147 x263 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2147 x351 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2147 x305 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x030 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x031 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x019 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x029 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x026 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x018 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x017 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x016 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x002 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x014 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2104 x003 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2104 x010 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x120 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x119 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x122 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x122 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x121 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x118 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2089 x111 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x051 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x052 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x052 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x053 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2162 x002 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2163 x009 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2163 x016 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2163 x026 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2163 x024 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2163 x025 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2163 x023 010402 A2 gods-rand
|
![](/grafik/intetbillede.jpg) | ASR 2163 x022 010402 A2 gods-rand
|