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jj0fDncCgcD7y9PagDH8TQTeWZLiGOKWObyj5bDpjOMdunH41gNCGbKqR712Hi8NHZWKsi7XPLKAM7QFXOOvHeuU3FsL3zwKEwIza7m3HJX0zViOFFHzdB3NOgUzb0YbTStvVtpX8aBhLGiwjac/QV7T+xr4Th8YftFeB7C7tluYDqEcssEv3XRMuc/gp4714sseyMbueeQK+xv+CY/gu08TftAHU7mbaNE06W9t4ehkkYiIfgBIx/Kn5B1P1soooruNQooooAKqap/x7J/13h/9GLVuqmqf8eyf9d4f/Ri0AW6KKKACqel/wDHq/8A13m/9GtVyqel/wDHq/8A13m/9GtSA8L/AGmb5obyzUAgpaExt15ZyDgfQCvje6tkXUtR1R/PuvMCDyWXBATJwvuSzH8RX2B+1Sr29xplzsEkb20ihAPmZ0OQB9d3P4V8oaxqEOj6XfTHdGsaNO43AYJBJHPrj8x718vX/jT73OjojtdP+Pl1rPw78eaHqk0JNrBZWumwIioIN7gvGmBnHlxkk+o5yTXz14mjY3Ms4Tcy4KqDjv8A4V5hb+ME0/xO99cyyOsjHdErEqM8Yz3AHH4dq9QTUBeoEH3VjBWXIKse/PfFbVoSg4yeuhlCSkmkcKtrcf2k0szmKDeXMS8bmHQk/Sk1KON18x0K4GQvTOOgyPY966ZrKO6m3R3Mcs7EkqBnr2qheaJPtIm27GO0qo68fX2rVVI3VyOV2PL9QjjPmPtYHfwoUYxmmx2rSFXJLErnaoHP+PNdBqHh2CzjmM8qvMPmLKCQhOcd8Disdbjy22xSgYz98bgAM56Z+tdykpK6Oe1tyxZ77OZGMRZv7vcemPzrTk0ObVFlvYVjW3jKhgzjcMnAwCcn6AH3rKXzoZuVy0ZyCxGP/r//AFq0I/8AjyDGWTzgVYqeg46ce1DWtx+RyvjKBrG8jtZQfJZVdSTww9cduS1c5PbLCAyglW5yB2ro/GVwLy6VpMl0XBBPAHsO3Q596wFV5sc5jU4x7UJuxRWicRyAgnrkMRWgyrcKN54JyNoqNoUiYFR8vcVo2qbfmX5+cFWFMRAumqeQVKNxnpXpf7PHxCv/AIN/Fzw54ktWLQ210qXKKfvwMdsi475Un8a4tVUKu1QFY5ZeoqWCM2t4JU5OVYDGRkUN6C1P34s7yLULOC6gbfBNGskbeqkZB/I1NXy1/wAE9fiDD4q+DcujSXVxLqekXTCSK4cMEjcZQR852cHr0JPavqWuyEuaNzcKKKKsAqpqn/Hsn/XeH/0YtW6qap/x7J/13h/9GLQBbooooAKp6X/x6v8A9d5v/RrVcqnpX/Hq/wD13m/9GtSA8P8A2ttPnbw/oupQni1llUr2ZmUFR/44a+GvihPLb+AdX8lWdbiRoiScEBmHqfcnHtX6V/Gbw6/ib4caxbQx+bcxRfaIVxklk5IHuV3D8a/N/wAUWH9teG5rNJfKmSbesiqONpHr355B4xXz+Kj7PE3ezszbeB8tXmjiSziu7iVbUSz+VEZFOOEycn8QBx6+lejeAhHb6LqVs11DdfYkdlkjfKLnnjPHY8D1rivEVnHb3xjkf7XDDJ5fzEDcSOo/UjjFVfD8LWN5fW8d20lpcR7ZYcEbyVJwD3x81dtSPtIWOWL5WeraHHaWPh/AOJ42G4tyTnqfx5qrrF5GcSpKxSHH7voQM4OAOcnNcJZ+LDHMdIkR1ONsjMASQeOCOwGK5+TUbhtTu/37K6Kz5Y/M/IwMnp0rkjQfM5SZs6itZG9r15HDOI4YJlhkyGRmGTzk96y7fUd6ySR2yxCRdpIOcLnnHGQf84pslus0a3bTvO4BKHOfUg471n6bLcx30DO4Rpn2MnK8EgcjI4ruiklY53uadq891eCKM+Y23cFdgenbpS6hrSWOltMqMoIMShskMcfXg9fyqjrDCzvmiadWaJtg2tkgADGexqHUTLeaHbxNNtjZ97KpHXBABz7E/TNXuhddSvJcNqFrbTXEYieVN31GTyaphQpODjjtRFI8wtlaTC+XtUM3HBOf1qUbFYsepHbpUlFY3BWYAlfm4INXVmjaMYyCDkFKpXNp582EGTng9KbDazWrMO2eV9KAZ0ltdLNDtUjJ9+QamjuEDEPjcO+fSsHcoZTlg/UMpxU0jfaLVvfghqLCuej/AA78e678J/G1hrumXcljqltIsq7WIDpxmNwOqkcEH1r9HPD3/BRz4cXvh9rnV7PVtL1WOHc1ktuJVlk7rG4bH4ttr8ooZJvLCqx82PkAnO4Dtmta31B5FQMys3900JuOzKTPvbxl/wAFMtR1SzNv4U8KxaPckn/StTn+0cdtqKFGfqT9K9S+G3/BQ7wR4njtLfxJY3nhzUHIjldU8+3D+oK/MF/Dj9a/LuK8eO4L7cBTyGAIrattSMkeyD52LBdwHBPXg9aTnNO6ZaZ+5mj6xY+INNt9Q026ivbG4XfFPCwZXHsadqn/AB7J/wBd4f8A0YtfnR+w38ZNd0X4s2PhS6ma40vWg0bxtztdUZkdfTpg+ueelfotqn/Hsn/XeH/0YtdVKo6kbvcouUUUVuIKpaT/AMer/wDXeb/0a1XapaT/AMer/wDXxN/6NekBcr88f2uvhO3gnxheTWY8jR9U/wBJj6KqcksAe20np6Fa/Q+vPvjl8LoPiz8P77SCqrqEYM9jMeCkwBwM+jDKn6+1cmKpe0jzLdFxfTufjNq3g+Wwhnm81J7fykl+fcrcjaB07EYPNc200FndWZhiMkisH+Y4BOOn869i8ZaHLazXUV8ZY7mJmt5kk4ZHVuhz9MYryrX/AA9c6DujuoyPn3RuB1U5PBFc0JqW7MZRsVp2GoarJLO6paykMqqo3DA9e3Sue1LWzBqU068HZ5ZJH8IPcf0q011Oshi8wZ6/73fP1rJ1NJFVg6/L97bgdxWyVibnR2usC1s7d3iXMjjYUcAbSOuDRrWuiS6UQoskSbg+7BDZIz/KuYt7x1kiLIGCEcdRjNWpvKkyEYHcfuj196nlsx36Dbxtzlow2wtuGeS319+tTwXb2wMLMyRyAZaM5K5Xr9eagbauCpLdSeeP1/CpLdt0JXnJ4OQDV30Jsal9p9rPa21vbTLMI1Cp/e8xucnPrWRbRtCpDMVOf4ulS6hbomlzsY2dSmDxycHIPXsR/KluLr+0JUkZNvmIj7exyozSGRKxVmkBIcdcHr9KtxzIzFNwbcdw9c1X8tJJht+U4/iNP8mL7SPM+U4x8vSkItNEWX5ApYepqCOQktG4x6N3/GrMOduxCZEZhk4GahvozDNuOOON2OopeQD/ADJMDauXBHOcY5/wqTau1+DnGM9xUFqgJLktsIwVParUkHlkMSWUDG4elGw7F3TdNe9jOHO0k/xcn61oR27WaiS5G8v8qjoQBmqNl5kcWLbaSR94dR9afZQ3FzNHG0cjTZwW6ZxWd2aJH3j/AME2fAcWreJNX8UX0RuJdJs0t7SSbkq8zPlh7hIyPo1ffmqf8eqf9d4f/Rq1+f8A/wAE9fH02gfEjWfCc7rHaasmYrbGTHLChIOewKBz+VfoBqn/AB6p/wBd4f8A0atdeHacHYouUUUV1CCqWkf8esn/AF8T/wDo16u1R0f/AI9JP+vif/0a9LqBeooopgfEH7dfwPNnMvj3SbcNbTyKuoRKOEmxhZMejDgn+8B/er4T1ZjeCezui8qD5oAeSmMnGfTrx05r9vta0Wx8RaTd6ZqVtHeWF3G0U0EoyrqRgg1+U37Uv7Plx8HfGc1o26XRr4tPpl0SeUB/1bH+8uQD9Qe9eZUpqnPyf4Mp3auj5cutOazuFijJkwN2D1AHfP41X1KPbbtHJEctyGHYf16102tApII8jdGnHqMHOPf0/KsKRo57cMhIIPIbrj0HrVXMTn1tg0IIG7nt+dXY4Y5oR/BKOp67jnrT7xGVtyqAR1OPpmp4YU8vzF+eRcZCjt6fp+tUxGdHavvcAgheB3oQeWGA3HnJIx1/zmrzWscu4L8h9z7VVkhFsyDJMbYVigHHPXk+tCBluONrpWR3ZPMBCshHHb/PrTryGeO3YzMpiicLDtQLwc88eoA/Oo4seZjc2GGAXGApp0tuy2Z3yByrKCAc9j+v0pbDKMe5iHXg5qaTfcEsQd304p0cMQb93yF6bhj61aiTbuDcrjjilcVivHI+NhBLdCy/1qYKJo/LdS23J2nJH4VIW8ndkkK3RgMkVL5IaaCbb8inkqxyfrUNlWKf2qVLiK32vsPPPTH1q/cKnkk7GCHIG454rQuLEXMYeKQRtwQGUEGql3CYbdgF+fb/AAcg1HNcvlsS2L/6CIxbiPvuH8zWrp9tNEz3Ma+dIpAKqOeuc49BTNAkjtrCSe7fERQAw+nuK09NspbjVbOS1CbWUyeUwLgAdSwyOnpmpci+XQ+lf2PZtWb45eFZbJ4ZZZZ5RcFoekPlMZCT2fB61+muq/8AHqn/AF3h/wDRq18Uf8E+vhybjXNb8a3kTLJbwCyhYA+W0kh3OV56qoUf8Dr7X1b/AI9U/wCu8P8A6NWuzCx9xy7iZcooortJCqOj/wDHpJ/18T/+jXq9VHR/+PST/r4n/wDRr0uoF6iiimAVxfxb+FOi/GLwbeaBrMQxIpNvdKoMltLjiRD/ADHccV2lFTKKmuWWw72PxM+LXwu1b4eeNtW0HWY9l1YybFbPyuuMhlJ6gg5Hsa8muFK3G0jbj5SQeRX7OftQfs36f8dPC5ntoY4fFdghayuS2wSgc+S59DzgnoT6E1+S3j7wLqPhXxBd2d3aTWl1E/lTWtwux43U8qR6/wBMV5tnCXJL/hxSXVHJSWqzQ/LlmUZO09qo26rays8jHI4DAYwPQ1qxwPEpSVHV1HT0HaibSftEMhgjKkrkBeOfatDH0KWwMxLKJc98+tKsKMo2r847kHj2qeO1niAjkxsOMMBlgcc5oktwzMisJd3JXGPxoGPh08tkOo9Qc9sHnnik1a1ex0+aW13zXEMiTKvmfKcAhgRzng5xUiyPY2MihPPctk7jnjI6fnV3T7a3YmWaeTz25+UgLg8de+AKGBiRIqyB1wEYBlGc8HkVdVY5F3EBSvQ461BrV5baO1vDKCVZmCMsfXvjr3zV23t7W+tzJFON2393Gx5JyAPbHf8ACsZX3NY22IfscbP90F853EVKkJjyAQd38PUVa0qxlWaRbvyzz+7VBzjHc1ejhgtxiTDOp6MwbI9sVg5o3VNkS2MhUCEmQY645FMutKijESS5YnAbngD1rctfMWxu3KqIgu5WYhQPbJxz7VlW/iLQbXzPtNz595CylVkQ7H6HG3v3HJP0qE5S2RbjGO5TXTW1S8EcQbygQo6cHPHNeiWMsXh2yhhUIvkHM5eHc4YDOEPf6Hg1k/8ACWW/iOQwW9hHDas6sqiERhRnOAB1HB69q94/ZU/ZmuPjtrw1nUYZrPwpaSEXNxIuGuSD/qkPqRjJ/hB9SKrllLR7mTld6H2H+w1/aUvwUW5vbdre3ub6Wa28xCHdSFBbPcZGAfY17zq3/Hqn/XeH/wBGrUun6fbaTY29lZQR2tpbxrFDDEoVEQDAUAdABUWrf8eqf9fEP/o1a9inD2cFEzbu7l2iiithBVHR/wDj0k/6+J//AEa9Xqo6P/x6Sf8AXxP/AOjXpdQL1FFFMApG6UUhNZyloMTJxXz7+1D+yxpnx0sBqlhLHpfiy1jKxXLL+6uVHSOUdfow5Ge44r39m9aztQudqECvNqPm0By5Ufin418C6j4Q8QXmkazZy2erWbmJ4GB69Rz0II5BzjBrAuNPks1jk27BIMJv6EjoMg1+jv7XHwXj+Jmi/wBt6arR+JNMibyvLH/HzGDkxt6kc7fqR3r4AvZI0VmkwlxFkeXJkc9+Oxz1pKTjozNWlqjiLye5ST50jTLfKqkhhx79azpF/efIzFgASwJ9fb+VdLqQXUIWfds54UY4/HFZBW3s5Fjk3L5mfmiXjIrWMhSizOSSfcq724Ofm78+tXbOYyOBMrptyeD2xnNLJGit5qurRr93cBkj6DpzVKbVreyj824/c/NtxjPOeDx2NaaMjVGlfWsd/wB1DIMhyASRnHX1qC4t/IEDQxIJk2snljLED/62f5VMsZmjiLSLJG56x9iOf881Zt7NLGZZd6bAWyoBLHGeAB14qHZGiuzAmvNRuNYZj53nEh0O0AgHtnH6GtbRtBur5lu/tEojiYyCTGGGBzj/AA9qvx38kdxbutqzBnzjJXy1xyxODzx06811MOsRTWpWKIiJl3OMEk57n61lKVtkWl5nnEjahfakWMtxIHGG2rnzM9vfHAruvCfwrtrq6ivNVt0DKcm1XrnGOT+daGhLFbK0ccMcYYkrwATzn8Oa62xY2YcOd0fUmME45Gfzz+lY1JtaRKjHrI6HwT4P/wCEu8U6b4fsDBby6hcx2qlY+E3HBJx1ABHA9DX6qeA/Ben/AA98I6Z4f0xNtrZRCMNgAyN/E7Y7k5P418v/ALF/wg+yInjfVLfZPLEY9Oik5ZEOQZD7kcD2z619fr0rrwlOyc3uJz5nZC1S1b/j1j/6+IP/AEalXao6x/x6R/8AXxB/6NSvREXqKKKACqOj/wDHnJ/18T/+jnq9VHRv+POT/r4n/wDRz0gL1IaWkNKQDaazU6opOlcNRsohnl25rC1CTzMgc1rXOdtYl4pYn1rmSOSpK5yevW/mRue59K+Bv2p/hC+j61ceI9Mg22dy266jReI5Ocv9D39/rX6F3sO9SNufwrgvF3hCDWreWKWLzEYYIIz+FU9TOMuV6H5LyWcohZ4SWQfwjnOKw5NQFmfKlUsjEkDqR68fjX2P8U/2U7qG4mvfDzLFkk/ZXX5Pw9K+ZPF3w113w7cZ1DRrhHj+XzIxlWHrkU4pHVzqRxrO19IWMxSLPzMGwfyqWS4HmQqphlgJw+4jd6dakkhhVsMjK4PO9cfzqGZrQFj5aqucseOTV3YKxdtYrawaOFSETcXZCmcZGODV2ZUmjIjh3SRj5Wk7DIz+YrLtUhmV8sHJ6AHgVcsFhWVS6spzg7u/oetRYtM6HSYXjgKmRVYdIwdwyau2+2WcRsHbb82zZlvqTmotIaOa7iWOB2kAwRFGXz24x+FeieDfgn428ZXyNpugXEMDHPm3eVXr1x1xWXLqVzWRzemW4e8EKbc5ZlDELnjOAD/nNe7fAr4P3HxL1SKe4iY6Mkh81ihUSH+6p7j1NemfC/8AYg/eWl34nm+2zRfMIY02RjPqO/419e+EfANh4WsYra0gWJIxtCquBVRpmEqnNpE0PCOhxaJpNvaxRrFFEgREUYCgDAAro16VFFDtUVLXpU00VCPKhapat/x6p/18Qf8Ao1Ku1T1T/j1T/rvD/wCjVrcsuUUUUAFY2l6xYQQTRyXtvG63M4KtKoI/ev1GaKKTAt/27pv/AEELX/v+v+NJ/b2mf9BG0/7/AK/40UUrgIde0z/oI2n/AH/X/GmNr2l/9BKz/wC/6f40UVlJICtNrWlt/wAxKz/7/p/jVGbUtLb/AJiVn/3/AE/xoorncEc9SK3Kct1pb8f2lZ/9/wBP8aqSLpUn/MRsz/23T/Giis7LYwsUbjSNHushtQsj9Z0/xrB1L4b+GtUQrPc6e4P96VD/AFooqlFMdjjNW/Zh+H+sMWnTS2J6/vU/xrAm/Yq+Gt0ckaepPXbOo/rRRT9mjSN+4kf7CvwskYGSSzH0uV/xre0f9ir4P6a4ZobGYg5+e4Uj+dFFbqjA1Sfc9J8N/Bf4Z+FVUWFnpUW3vvTP867iyj8OaeoEE9hGB/dlT/GiitFTguhXKi+usaUvAv7QfSZf8aeuuaZ21C1/7/L/AI0UVVktkUO/tvTv+f8Atf8Av8v+NL/bOn/8/wBbf9/l/wAaKKdxh/bFh/z+2/8A39X/ABqvqGpWc0MaJdQO7TwgKsgJP7xfeiii4GpRRRVAf//Z) | ASR M7190 7190a 0103 A1 gods-kardel
Fragment af urne med flad bund, buet side, og kort udadvendt munding. Højde: 14 cm., mundingsdiameter: 13,5 cm. Desuden tre løse skår. |
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) | ASR M7190 7190b 0103 A1 gods-kardel
Urne med rundet bund, buet side og kort, udadvendt munding. HØjde: 14 cm., mundingsdiameter: 10 cm. |
![](/grafik/intetbillede.jpg) | ASR M7190 7190c 0103 A1 gods-kardel
Urne med rundet bug, buet side og kort, udadvendt munding. Højde: 14 cm., mundingsdiameter: 11,5 cm. |
![](/grafik/intetbillede.jpg) | ASR M7190 7190d 0103 A1 gods-kardel
Urne med rundet bug, buet side og kort, udadvendt munding. Med fure- og stempelornamentik. Højde: 15 cm., mundingsdiameter: 9 cm., |
![](/grafik/intetbillede.jpg) | ESM 1917 x0631a 0103 A1 gods-kardel
Tapøre.
|
![](/grafik/intetbillede.jpg) | SJM 311 x098 0103 A1 gods-kardel
|
![](/grafik/intetbillede.jpg) | ASR 1000 x044 0103 A1 gods-kardel
Bugskår og enkelte bundskår
Mange små og flagede skår |
![](/grafik/intetbillede.jpg) | ASR 1273 x020 0103 A1 gods-kardel
Skår af samme kuglepotte |
![](/grafik/intetbillede.jpg) | SJM 1013 x064 0103 A1 gods-kardel
4 Randskår og 19 sideskår fra kuglepotte - flere af sideskårene har fastbrændt madskorpe |
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) | ASR 1000 x044 0103 A1 gods-kardel
Karfragment, Halvkuglekar
To rækker dybe negleindtryk under randen.
Særpræget kar med specielt lille 'svalerede-øre'.
2 randskår, 3 bug, 1 svaleredeøre sammenlimet til et fragment |
![](/grafik/intetbillede.jpg) | SJM 348 x656 0103 A1 gods-kardel
|
![](/grafik/intetbillede.jpg) | SJM 348 x671 0103 A1 gods-kardel
Stort fragment af lille halvkuglekar, diameter 10,5 cm, højde 7 cm |
![](/grafik/intetbillede.jpg) | SJM 348 x801 0103 A1 gods-kardel
Keramik - uspecificeret |
![](/grafik/intetbillede.jpg) | SJM 348 x801 0103 A1 gods-kardel
Keramik |
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) | SJM 348 x361 0103 A1 gods-kardel
Større dele af lille koplignende kar med høj, ret udfaldende rand og rund, umarkeret bund. Højde 8,5 cm, randdiameter 7,5 cm, største bugdiameter 8,5 cm, let ovalt, horisontalt tværsnit.
Samlet af 3 randskår og 6 bug/bundskår fra dette x-nummer, samt 4 bug/bundskår fra x586 |
![](/grafik/intetbillede.jpg) | SJM 952 x194 0103 A1 gods-kardel
Skår fra formodentligt samme kar. Mindst to er sammenhængende. Mulig vakkelbund. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0182 0103 A1 gods-kardel
Sammenhængende skår fra kar med uadbøjet rand.
2 randskår, 1 bugskår. |
![](/grafik/intetbillede.jpg) | SJM 914 X12 0103 A1 gods-kardel
Lerkarskår. Hårdt brændt. Groft magret. |
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) | SJM 1202 x001 0103 A1 gods-kardel
Lille halvkuglekar, fragmenteret, samlet af otte skår. Hertil tre ubetydelige, løse småskår. Randdiameter 10,5 cm, højde 6 cm. Bunden kun let markeret og helt uden overgang til bug. |
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) | ASR 1171 x030 0103 A1 gods-kardel
1 randskår, halvkuglekar, 1 tilhørende bugskår, |
![](/grafik/intetbillede.jpg) | SJM 3 x1857 0103 A1 gods-kardel
|
![](/grafik/intetbillede.jpg) | SJM 3 x1874 0103 A1 gods-kardel
Overgang til hals. |
![](/grafik/intetbillede.jpg) | SJM 3 x1473 0103 A1 gods-kardel
Meget tykt gods. |
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) | SJM 3 x1304 0103 A1 gods-kardel
Skår fra antageligt samme lave kar med lodret rand. Meget varmepåvirket. Flere glasdråber. Muligt afspændingskar. |
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) | SJM 3 x1152 0103 A1 gods-kardel
Sammenhængende skår fra fint, glittet kar. |
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) | SJM 3 x1250 0103 A1 gods-kardel
Samlet til næsten helt kar med flad bund, kraftig bug og tyndere, udfaldende rand. Groft magret, mørkegråt gods.
Store dele af indersiden med kraftig fastbrændt og forkullet skorpe af madrester. Bunddiam: 9 cm. Højjde: 13,5 cm. Randdiam: 14 cm. Største bugdiam: 15,5 cm.
Samlet af 3 randskår, 4 bundskår og 6 sideskår |
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) | SJM 3 x0135 0103 A1 gods-kardel
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) | SJM 3 x0723 0103 A1 gods-kardel
Alle 3 fragmenter passer sammen. Svagt udadbøjet rand og mulig vakkelbund |
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) | SJM 3 x0819 0103 A1 gods-kardel
1 stykke med indadbøjet rand og 1 sideskår. De 2 skår passer sammen |
![](/grafik/intetbillede.jpg) | SJM 311 x215 0103 A1 gods-bund
Vakkelbund. |
![](/grafik/intetbillede.jpg) | SJM 1013 x080 0103 A1 gods-kardel
To sideskår med overgang mellem bug og hals fra en kuglepotte - der ses tydelig drejespor hvor karets hals og bug er forenet og man kan se indtryk på indersiden af at kroppe er trykket ud. |
![](/grafik/intetbillede.jpg) | SJM 311 x139 0103 A1 gods-kardel
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wD16+6tWtbXVrWS2u4I7m3cYaOVQyn8DXz78TfgW9qlxqGgwtcg8+TvJaMd+P4h+vSvPq0bu8TqhUsrM8OW5EUYiIATIdZ1A3Icnp7dP0qlfXXnzTRqTCCeMMDlc5HPXueB60XRuNNuWtZbfa+cHYhHHp16flVO+WRpeIAECkhyeVOOh+oNZKFtGNy1KGpyLdSRxM7SFG4XA2Y9B702a1t7G5jRC32g/vNjoGUcE8nOR0NOkvLaO5it33RkHjaPvtxz9evX86jk1IQ3DRswMjKRt2H5hjPX86uzsRcdHMDeqZpWXAZmbflegOOnOeRmr6XFpb+U6MmAxdie2ccbvwPasW4vory3As4XdkwMMON30wT79O9Q27R3ETNNJ8nZAMgjp07Hijl6hc2hdJeXDYDQrv3xycgd+Bjp+VRyo89vI+YvlbOQoxgDpnA/ziqsczWrMzOUB+VgwGeBnG0c/wD6zUFvcB53jfzNgJxvJIIx1+tSrrYehBeaabpTKT+6ZfmwcYOeuevpWHHdSeFpptQKzGNCRJGxCh8/L369eldrpN9Pb7lES7MENuJye2ACMHt3x1qv4wsbfxDYy2zQbHVd4dXxlh0OAMHmt41Xez2MZQW6I/CauziVA29trNGWBjjOScfl0HfFdjdNfahGhDZiQbtsi7UBxjIHT8a5zw3q1kNPgRTsj24aLd8w4II46c57fjWjpa6p4o1c6b4fsZr+6bAbDZCj1YnhRz3Nc8nOUrI2jypXCFbaS43u/wBntoyRLcEAkAAHCj15HT+9X0n+z38MZLWKLxRfW7webFiwtpT8yoc/vWHYsDwPQk9+MD4bfs4w2psr7xndJqU9ud0Wm2/ECHJOXbAMh56dO3Ir6KhvUVQFwABgCu2lDlWpjN8zPzo/a28Gy+GfjjrLyKoh1QJqEJX+642tn33q9cf4WkNtFJtJRyoAycDjvX2n+1h8G4viV4V/t+yfyta0WCRwuMi4hHzMh9xgkfUjvkfFfhtjvx5YY7e49K1lqiI7ns3w917fpqW7BozaksZJCBvyDtHckgED8K+uPg74uTxP4Zjglf8A02zAjdG+8U/hb39Pwr4N0W4mtfEULyu0UMyhGZTx2wDnPv8Anivb/hz4s/4QfVLa783c0cwWZVcYMbEBlxx1HPI6jjOK4oy9lV8mdTXPD0PsLZ7UU2K8SVVdSCrDII70V6lzkK7I4qNg/vW9JprelV5NNfsKQGPucVGznua1H01+eM1A+nP/AHadibmc0hHeq8kxPTNaMmnPz8pqtJYuvY07IltnB+Lvh3o3iqJvtFstvck7vtEKhWJ9/X8a8A+IHwd1fQ0aawc30S/xQD58Z7qT/I19W3Fo/PB/KsXUNGa5UgqfyrKdKMxxm4nxFdaUVhZDCsc0ecM6ENkcY5PX8KoR6GYWChkZ2+YKCd47jGevWvrHxJ8K4tY3F7cMxH3sc/nXnWq/AO9UsbWWZPQEZx9O4rmeHfRmvtjydbOWEyI7LbpISV24L7u2QB26/wCRWPJDEAgfTd8kYIDr2znp0zn3r0q6+D/i2zjKRP54A2hpA2R9Dmuem+E/jOORiLMOcYzuIx9MdKn2Uuw/aLucrdWMZ8tmSOJscCLg/TnOKgkEccZAld48gf1212Mfwn8a3DENZxpu4LHcT+fWtCz+AniSRcTSiLOMlUyePc5oVGTE6i7nANfCOTDlVDLu2HOB+nXHvUyXE2oSItrGq9d0kzELz/Pp6Gt3/hXOl2N5JFcTzvIrY8wr8rHvz1rUt9B06HaLcPID0wc/5/KoXInZsv37XsV/Bvw18NwS+bq2q3Fy7tvaK2AjGSckFjkkflX0L4K1bwt4Z09bPRoILCE8tt5Zz6sx5Y/U14ha2OnyOqGVomzj54yB7c10+neBLq6gE9s3nQk8PGciulSj0M+V9T3+x8RWlzjbOjf8CrXjvEflXH514Da+GtSs2HzSY+prTh/ta05S6mXHuanm1NFHQ9vlbzoXjb5kZSpHqDX5y3OmyaB4q1HT42zHbXU0BJHJ2uV/pX15b+Ltbs+s/mAdnXNfPnjT4f3kut6hqto8l79ruZJ5YRFt8rcxbI5O4ZJ7VerJdinoUSz2TxSQqHbY6N2YA5OSPbNdBDYyWs8C20zjddsCkPWQAlueBgD5uvrWToemx3sAjiBiZdyseTjPAOe1dDptvcXUkMWmb5byZwI4YUBlJwfl49s8nHvXJOOuhtF6an2Z4fuUXRbBEcui28YDHqRtHNFZnhO3v7fw3psepKsd+kCLMqkEBgMUV2J6GVj3FrVfSo2tFPatAxU3y62MjNaxB7VG2nL6VplR+FMbFAGW2mr6VXk01OeK2WWo2Si4rGDJpMbfw/pUTaLF/drfZR6VEVFFxcphf2JD/cFIdDh/55j8q3fLHpS+TT5ieU5yTQYCP9Sp/Cqs2hQKP9Sv5V1bR1BNb71Io5hcp53qkEVvnbEM/SuA+IGtXOl+Gb+e2Vo5doVXiXLLlgCR6YBPPavYtW8PvdZ29a4fxN4JvLqxuIDGWSRGQ8Z4IxUNtmiikfL9rqVt/ZouJLaO5jjzH88fmsxwWOAOeg6461nm7tmytsu+XK/JuAbGRnH/AOr8a6TWvBep+HNthqMfmn5jFMq4WQhTgc8Bvajw38LdU8ShfJg8uMcF9gKDn5gPXqfbj1rzXSfMdftNDAm1S6hgjW3hjt/MfYq5bjBPAIBwfx9a9/8AhraS6T4Xs7e+UPcEF2AXG3PbH8/cmr/hf4ODT44meDfKo/1jAZ/+tXoGneCfJxuWuqFNR2MXJvcy7XT7S8wGgH5VaPgWxul4iAz7V1dnoSQYG0VqxWIjHAreyIuzyvUvhWjKxhAHsRXJH4W3NvcbvJDDOeK+gZI+3aqslmN2QKaVgep5J4b+Gul6ba3FuNLiSK6YtOm3KuT1yD/KrfhX4J6F4T1Jr/TYJFnKFFEr7wgJySuRkHHGc9K9O+yjqeBVm3hDKCMEHuKp2e6Ek0cg2jzK2NnH0oruRbL3XNFZ8ppc6VlFeD/theNdQ8GfDO2/sjULjTtRvL9I1mtZWjkCBWZsMDnqFH417RfNcR9DxWn4c+F/h34laZNL4p0e21qO3l2263SbhGdoLEfXI/KtluRY/KVvjN8Q1YAeM9eHr/xMZv8A4qvRf2ffG3jnx38ZvB2iaj4r1u80+71GL7Rby30pSWFTvdWG7kFVINfRvjLwH4a0PRbth4M8Mi9k1bUrazuf7NkMcgtlAjt1jEmTJLLlQc9A2B0rqP2mvh94V+BfwcXxd4S0C08MeLkngitr+yyJLd3/ANYFJJ6oHX6E1toSfTEXwz8MKo/4k1r/AN805vhv4ZVTjSoB9Mj+tfkq37XPxdjOF8d6pj3ZT/7LU1l+1l8Yb2eKAeOtULSMFAync4/u0uURN8cvjJ4u0v4t+L7LQvE2q2Gl22qXMFvbW924SNEkZVCjPAwBXBL8cPiK3XxnrQ7/APH2/wDjX6O+P/gz8KvCGpeGLO98DaXqWta9I/mX+pXz20RdQpkZpPmzIxb5UA+Y56Yrg/BPhn4YeKvEGj2MnwasLGz1GW3jW7XU5JGRZ4ppIm2YGeIHyM8Aqeegdhml+wCt98Rvh/4g1bxXfXet3EepfZoXvLh2KKIkYgc+r19VL4B0LH/Hiv8A38f/ABr8+v2pvHurfsz/ABOHhX4YX0nhLQpLGO7nsrPDI1w5YGQ78nJVUHp8tePr+2T8YlXH/CcX3/fqL/4ioaHa597ftj2kPw/+A+s6voUk2l6ok1ukV1bzOHXdKobHPdcivzh/4X58Ro2OPF2q/jNn+dfRf7Lvj7xP+0z8Rj4R+JGsT+JvDP2OS7k0+4Cxo0iFQjEoFPBbPWvrz/hi/wCDrf8AMl234XE//wAXRa4bH5iWPx++I0txGr+LNSKsQD8w/wAK/XOx+Gfh6axgaS0kZmRSSbqXnj/erz66/Yr+DyQu6eEI0ZQSCt3cDH/j9fDtl+2F8arrxBDo2neJ2nmluBa28X2C3Ysxbaqj9364FHwlW5tj9FdW+A/gfXI1TUNEjvURg6rPNIwDDoRlutfDX7XfjTXvgr8Wv7D8IX50rSPsMMyWyxJKAx3AkF1Y/wAPTOK6z9oD44fGP4PNotxZ+JrmfT7tJLWaW/0u3U/a4WKTbMRj923DIe4PtXT/AAF+F+hftd+DpvG3xJSbV/EMV2+nCe3k+zqIUVWUbUwM5kbn3pS10HFcurPkmL9pv4lK3/IxZH/XlAf/AGSvoX9jv4i+Ifi98Sb7RPFWrSXlnHpslzFHDFHCRIskYzlFBPDNxXvL/sDfCZuU06/Q+16/9a474sfB7Rv2UfBd78Qfh99ottdtTHan7bJ58RikdVYFSOv3efas1Bxd2y+aMlZI+hF+FelYyJbtf+2oP8xVDXvhnbQaNfSWd1dJdrA5h3FCA+07eNvPOK+EY/2/Pimp5l0lvrZf/ZVYi/b4+J1x8j/2OQeD/obf/F0ueI1Skcc37UPj5GKm+tW+ton+FLH+1D48ZgDdWn/gKtfV/hn9hr4c+KPD2m6u91rIe+to7k7LmMLl1DcDy+nNaZ/4J/8Aw77X2uD/ALeY/wD43Ucs+5fPT7Gj+zlYp8VvhTpev6reTf2lLJNHceQERAyyMBgbePl216iPhTpq9Lq7/wC+k/8Aia+YPij4z1r9jCbTPC3gwwX+h38b3u7WEMsqy7trqGQoNuApxjOSea4df2/fiF0On6F/4Dy//Ha05lHR7kezctVsfXfirwfB4ft4ZoJpZVdtrebt44zxgCivmXwL+154p+Jnie00LWrLS4bSbeytaxSK+9VJHLOR2PaipckTytbn01NZrKMEVDHZ3lrGUtNRurOMnOyGTAz64rT8vimlaozMSWy1diMa9fjByPnB59elc346+HK/EbR003xJf3WsWEconW3uGBUOAQG4HXDH867tlprLmkB4A/7IvgJumkIPoTRa/skeCLS6iuIdNCTRsHRgx4YHINe++X7UeXTGYFxD4luFQS+Ip5QpBUPBCcEdCMp1qNIfEsZUx+IJFK42n7JBxgYGPk9CfzromWovLoA8W+IH7O+kfEzxA+teJnl1XVGjWNrhmKHaowBhMDp7VzH/AAxr4H7aef8Av7J/8VX0eY6Xyx1pDPGvht8ArH4U+IG1nwtK2mai0LQGYjzf3bFSVw5I/hH5V6qNU8bjp4iU/Wzi/wAK0AoHanZoAzJNW8bshU6/EQRg/wChx14JpX7JekaD4gtta027ubPU7abz4bhGJKSZyGGSRmvo7JpNo9KAPEPGHwN1Dx3o6aV4g8SahqunpcG7WG4IOJSCCwbGR948ZxzXWfCPwbrHwY8OT6L4bvIFsZrlrphdQmRt5VVODkcYUV6IyihVC0wKn/CXeOl6XOln62rf/F1yPxR0/wAT/FTwXf8AhrWp7BdOvNhka1gZJBsdXGCWI6qO1d1imsueKLsD5Lf9i/Tu2oXWf98f/E01f2NLONsrqFz/AN9r/wDEV9Z+SPSkMI9KjlRfNLuYfhXxH4z8K+G9L0a2t9MnttPto7WOSYSF2VFCgsQQM4HYVrf8LG8cf9A/SCf+2n+NWVAp+32q7kHjPxw+Hur/ABym0qXWY7ewk05ZFjaycjcH253bgem39TXlqfsfp1a/m/B1/wDia+tmhDdRSfZ19KlpPVlKTWiZ81+D/wBmCPwv4gstVi1GYyWz7wrEENwQR0HY0V9JfZx6UUuVC5mdJ/Yl/wD8+Vx/36b/AApP7Dv/APnxuP8Av03+FFFa2Mrjf7Dv/wDnxuf+/Lf4U1tD1D/nxuf+/Lf4UUUWC43+w9Q/58Ln/vy3+FN/sLUf+fC6/wC/Lf4UUUWHca2g6j/z4XX/AH5b/Cm/2BqP/QPuv+/Lf4UUUWC4n9gaj/0D7r/vy3+FJ/YGpf8AQPuv+/Lf4UUUrDuJ/YGpf9A+6/78t/hR/YOpf9A+6/78N/hRRRYLi/2BqX/QPuv+/Lf4Uv8AYOpf9A+6/wC/Lf4UUU7BcP7B1L/oH3X/AH5b/Ck/sHUv+gfdf9+W/wAKKKVguL/YOpf9A+6/78N/hR/YOo/9A+6/78t/hRRTsFw/sHUv+gfdf9+W/wAKP+Ef1H/oH3X/AH5b/CiiiwXD/hH9R/58Lr/vy3+FOXQNR/58Lr/vy3+FFFFguL/YOo/8+F1/35b/AAo/sDUf+fC6/wC/Lf4UUUWC4h0HUf8Anwuv+/Lf4UUUUcorn//Z) | SJM 311 x310 0103 A1 gods-kardel
Større dele af især bund og bug af mindre halvkuglekar. Hertil løst randskår, der ud fra udseende og fundsted antagelig stammer fra karret. |
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) | SJM 311 x321 0103 A1 gods-kardel
Inderside af munding på kuglepotte med udadbøjet rand. |
![](/grafik/intetbillede.jpg) | SJM 311 x071 0103 A1 gods-kardel
|
![](/grafik/intetbillede.jpg) | SJM 311 x140 0103 A1 gods-kardel
|
![](/grafik/intetbillede.jpg) | SJM 311 x161 0103 A1 gods-kardel
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) | ASR 1085 x028 0103 A1 gods-kardel
31 skår, muligvis fra samme kar med udadvendt rand. Flere er sammenlimet til skårflager |
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) | SJM 934 x067 0103 A1 gods-kardel
Kalvkuglekar, fragment af to dele, med komplet profil fra bund til rand. Lille koplignende, højde ca. 7 cm. største bugdiameter ca. 10 cm, randdiameter 9 cm. |
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) | SJM 3 x1377 0103 A1 gods-kardel
Dekoration. Lille kar, udadbøjet rand, geometrisk fureornamentik. |
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) | SJM 3 x1172 0103 A1 gods-kardel
Dekoration. Rand- og halsskår sandsynligvis fra samme kar med stempel- og fureornamentik. |
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) | SJM 3 x0179 0103 A1 gods-kardel
Fuld profil fra bund til rand. Vakkelbund og indadbøjet rand. 6,3 cm høj. |
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) | SJM 3 x0244 0103 A1 gods-kardel
Fuld profil af lille halvkuglekar med indadbøjet rand |
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) | SJM 3 x2174 0103 A1 gods-kardel
Dekoration. Lille, næsten komplet lerkar med rund bund og let udfaldende rand. Hele overdelen er ornamenteret med en sjusket udført frise afgrænset af en øvre og nedre omløbende fure, hvor imellem der er med mellemrum er bundter af delvist skrå furer. I de uregelmæssige felter mellem disse ses ligeledes sjusket placerede indstemplinger.
Dele af bunden, samt mindre del af randen mangler.
Højde: ca. 7 cm. Største bug-diam: 8,5 cm. Randdiam: 7-7,5 cm. |
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) | SJM 886 x047 0103 A1 gods-kardel
Næsten alle fra større karfragment af stor kuglepotte. |
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) | SJM 952 x091 0103 A1 gods-kardel
Fuld profil af lille kar med indadbøjet rand og mulig vakkelbund. Ornamentik, dekoration i form af prik krydser. |
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) | SJM 1011 x007 0103 A1 gods-kardel
Kardele fra mindst to kuglepotter. Det ene stykke et en komplet rand uden brud, den anden større randdele bestående af 4 randskår og 1 skulderskår.
Hertil 32 sideskår, hvoraf flere er samlet til mindre skårflager. Ingen af de løse skår passer på randdelene, men formodes dog alligevel at være fra samme et eller to kar. |