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) | GRM 402 X0155 0308 Hvæsse- eller slibesten
Slibesten
Længde: 26 cm.
Bredde: 12 cm.
Højde: 11 cm. |
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JTqbQMQ0lKaSgBKSlpDQUNpDS0lACU2nUlADaQ06mtSAaabTqbUgJRQaKQGpRRRWhAUUUUAFFFFABRRRQAUUUUAJSEGnUUAM2mgqafRQBHtPpTfLb0qaigZB5belJ5TelWKKAuV/Kf0/Wk8l/T9as0UBcq+S/p+tN+zv/d/WrlFKwXKRt5P7v6ik+yyf3f1FXqKLBcz/ssv9z9RRWhRRYLhRRRTEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q==) | ASR 1357 x108 0308 Hvæsse- eller slibesten
Hvæssestensfragment |
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) | ASR 1357 x002 0308 Hvæsse- eller slibesten
Komplet hvæssesten 7,0 x 2,1 x 0,8 cm, tilslebet på alle flader. Stenen meget finkornet, farven grågrønlig. På den ene side lille fordybning ('nålerille'). Ved den ene ende ophængnings-øsken i jern (ikke ret meget konserveret, derfor noget 'ulden'. |
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) | ASR 5M74D D03222 0308 Hvæsse- eller slibesten
1 kileformet fragment af hvæssesten af gråblålig skifer samlet af to fliser. Længde: 6,7 cm. Bredde: 1,5 cm. største tykkelse ca. 1 cm. |
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) | ASR 5M74D D04846 0308 Hvæsse- eller slibesten
1 fragment af slibesten af skifer. Største mål: 5 cm. |
![](data:image/jpeg;base64,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) | ASR 5M74D D04847 0308 Hvæsse- eller slibesten
2 skiferfragmenter Største mål: 6 og 5,5 cm. |
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| ASR 5M74D D04968 0308 Hvæsse- eller slibesten
1 flis af skifersten. Største mål: 2,1 cm. |
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) | ASR 5M74D D05003 0308 Hvæsse- eller slibesten
1 fragment af skifer. Største mål: 2,5 cm. |
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) | ASR 5M74D D03788 0308 Hvæsse- eller slibesten
1 fragment af en slibesten af grå skifer. Stykket er 3 cm. langt, har et trekantet tværsnit og er afbrudt i begge ender. Største mål: 3,8 cm. |
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| ASR 5M74D D03820 0308 Hvæsse- eller slibesten
1 flis af en skifer-slibesten Største mål: 4,5 cm. |
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) | ASR 5M74D D03863 0308 Hvæsse- eller slibesten
1 fragment af en skiferslibesten. Største mål: 4 cm. |
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) | ASR 5M74D D03914 0308 Hvæsse- eller slibesten
1 mindre stykke gråt skifer-fra slibesten? Største mål: 4 cm. |
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) | ASR 5M74D D05277 0308 Hvæsse- eller slibesten
1 fragment af stangformet hvæssesten ( ? ) af bjergart med glatslidt overflade. L : 4,3 cm. |
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) | ASR 5M74D D05341 0308 Hvæsse- eller slibesten
1 fragment af pladeformet hvæssesten af grålig skifer. Stykket har afrundede kanter og jævn tilspidsning mod den ene ende. L : 7,9 cm. St.br : 3,6 cm. Tyk : 0,6 cm. |
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) | ASR 5M74D D03943 0308 Hvæsse- eller slibesten
1 lille fragment af en skiferslibesten. Største mål: 4,2 cm. |
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) | ASR 5M74D D03965 0308 Hvæsse- eller slibesten
1 stk. grå skifer, 3 cm. langt og afbrudt i begge ender. Stykket har et trekantet tværsnit. |
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| ASR 5M74D D03966 0308 Hvæsse- eller slibesten
1 stk. lysegrå skifer, 15 cm. langt, 3 cm. bredt og ca. 2 cm. tykt, afbrudt i begge ender. Langs midten af stenens overside ses 2 ovale nedslibninger, der hver har et hul i midten. Slibesten for nåle eller lignende. |
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| ASR 5M74D D05698 0308 Hvæsse- eller slibesten
1 fragment af spinkel, stangformet hvæssesten af grå skifer. L : 4,2 cm. |
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| ASR 5M74D D05961 0308 Hvæsse- eller slibesten
1 stangformet hvæssesten af lysegrå bjergart. Stenen har uregelmæssig kvadratisk tværsnitsform med nedslidning på midterpartiet. Største tværmål : 3 x3,3 cm. L : 9,3 cm. |
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) | ASR 5M74D D06292 0308 Hvæsse- eller slibesten
Spidsen af en aflang hvæssesten af grå sandsten eller skifer. Største mål: 5 cm. |
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| ASR 5M74D D04097 0308 Hvæsse- eller slibesten
1 flis af hvæssesten af mørkegrå skifer. Største mål: 3 cm. |
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| ASR 5M74D D04315 0308 Hvæsse- eller slibesten
1 stk. af spinkel, stangformet hvæssesten af grålig skifer overbrudt i begge ender. Længde 4,7 cm. Tværmål : 0,75 x 1,2 cm. |
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) | ASR 5M74D D04395 0308 Hvæsse- eller slibesten
1 stk. brudt skifer. Største mål: 3,5 cm. |
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| ASR 5M74D D04722 0308 Hvæsse- eller slibesten
1 stangformet hvæssesten af grålig sandsten. Stenen tilspidser let mod den ende og har uregelmæssig rektangulær tværsnitsform. 1,9 x 2,6 cm i den ene ende og 1,9 x 2,1 cm. i den anden ende. Længde 19,1 cm. |
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) | ASR 5M74D D04742 0308 Hvæsse- eller slibesten
1 fragment af slibesten af skifer. Største mål: 3,5 cm. |
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) | ASR 6M73 D02729 0308 Hvæsse- eller slibesten
1 flis af hvæssesten af grågrønlig skifer. Største mål: 3,5 cm. |
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) | ASR 6M73 D02763 0308 Hvæsse- eller slibesten
1 fragment af stangformet hvæssesten af rødlig bjergart. Længde: 3,5 cm. |
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| ASR 6M73 D02791 0308 Hvæsse- eller slibesten
1 hjørnefragment af flad hvæssesten af lysegrå bjergart. Længde: 5,3 cm. |
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| ASR 6M73 D02792 0308 Hvæsse- eller slibesten
1 flis af stangformet hvæssesten af grågrønlig skifer. Længde: 8,5 cm. |
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) | ASR 6M73 D03093 0308 Hvæsse- eller slibesten
1 fragment af den ene ende af stangformet hvæssesten af grålig skifer omtrent midt i en dobbeltkonisk ophængningsgennemboring ca. 0,7 cm i diam. Største længde : 245 cm. Br : 2,9 cm. Tyk : 1,9 cm. |
![](data:image/jpeg;base64,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) | ASR 6M73 D06950 0308 Hvæsse- eller slibesten
1 stump mørkegrå skifer. Største mål: 3,5 cm. |
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) | ASR 6M73 D07181 0308 Hvæsse- eller slibesten
1 afbrudt endestump af tynd hvæssesten af grålig skifer. Største mål: 3 cm. |
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1 spinkel stangformet hvæssesten af lysegrålig skifer, sammenlimet af to stykker. L : 9,1 cm. Tværmål : 0,6 x 0,95 cm. |
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) | ASR 6M73 D07278 0308 Hvæsse- eller slibesten
2 fragmentstumper af stangformede hvæssestene af grålig sandsten. |
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1 tynd, stangformet, mangekantet fragmentstump af mørkegrå skifer overbrudt i den ene ende. Slibefladerne har varierende bredde og ofte skævt forløb. L : 3,35 cm. Tværmål : 0,4 - 0,55 cm. |
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) | ASR 6M73 D07637 0308 Hvæsse- eller slibesten
1 fragment af hvæssesten ( ? ) af grålig skifer. Største mål: 3 cm. |
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) | ASR 6M73 D07671 0308 Hvæsse- eller slibesten
1 fragment af spaltet, flad stangformet hvæssesten af grålig skifer med spor af dobbeltkonisk gennemboring i den ene brudflade. L : 2,45 cm. Br. 1,9 cm. Tyk : 3,5 cm. |
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) | ASR 18M74D D07716 0308 Hvæsse- eller slibesten
Endefragment af stangformet hvæssesten af lysegrå sandsten. Stykket har oval tværsnitsform med jævn tilspidsning mod enden. L : 6,1 cm. |
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| ASR 18M74D D07717 0308 Hvæsse- eller slibesten
Stangformet hvæssesten af lysegrå sandsten. Stenen har let krummet form, rektangulært tværsnit, rå ujævn overflade, hvor kun den ene smalsidekant viser spor af slibning. L : 16,2 cm. St. tværmål : ca. 3,7 x 4 cm. |
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| ASR 1M75 D07806 0308 Hvæsse- eller slibesten
1 flis af hvæssesten af grålig skifer, glatsleben på den ene fladside, overbrudt langs en fure i den ene ende. L : 3,4 cm. St.br: 1,4 cm. St.tyk : 0,3 cm. |
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) | ASR 1M75 D07820 0308 Hvæsse- eller slibesten
1 hjørnefragment af stangformet hvæssesten på lysegrå finkornet bjergart. L: 3,9 cm. Tværmål : 1,4 x 1,6 cm. |
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) | ASR 1M75 D07821 0308 Hvæsse- eller slibesten
1 fragment af tynd, pladeformet hvæssesten af gråblålig skifer, afrundet i den ene ende. L : 4,3 cm. Br. ca. 1,5 cm. Tyk : 0,65 cm. |
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) | ASR 4M75 D08081 0308 Hvæsse- eller slibesten
1 fragment af stangformet hvæssesten af grålig skiferagtig sten, der er spaltet således, at kun fragmentets sideant viser slibespor. L : 12 cm. St.br : 3,4 cm. Tyk : 1,4 cm. |
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) | ASR 4M75 D08401 0308 Hvæsse- eller slibesten
Del af hvæssesten, firkantet i tværsnit. Længde : 5,5 cm. Br : 1,5 cm. Tyk : 0,7 cm. |
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) | ASR 4M75 D08436 0308 Hvæsse- eller slibesten
Endestykke af flad hvæssesten. Mål : 1,7 x største bredde 4 cm. |
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) | ASR 4M75 D08557 0308 Hvæsse- eller slibesten
1 fragment af stangformet hvæssesten med afrundede kanter af finkornet grålig bjergart. Den ene sideflade er afspaltet. Længde : 6,9 cm. Bredde: 3,3 cm. Tyk : 1,3 cm. |
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) | ASR 4M75 D08823 0308 Hvæsse- eller slibesten
1 fragment af hvæssesten ?. Længde : 5,1 cm. Bredde : 4 cm. |
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| ASR 4M75 D08824 0308 Hvæsse- eller slibesten
Langt, smalt fragment af hvæssesten. Tværsnit næsten rhombeformet. Længde : 8,0 cm. St. br : 2,0 cm. |
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) | ASR 4M75 D08987 0308 Hvæsse- eller slibesten
1 fragment af stangformet hvæssesten af brungrå meget finkornet bjergart. Længde : 4,6 cm. Bredde : 2,6 cm. Tykkelse : 1,7 cm. |
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) | ASR 4M75 D09048 0308 Hvæsse- eller slibesten
1 fragment af sortgrå skifersten. Hvæssesten ?. Længde : 4,8 cm. Br: 2,6 cm. Tyk : 1,2 cm. |
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) | ASR 4M75 D09105 0308 Hvæsse- eller slibesten
1 fragment af aflang hvæssesten med næsten kvadratisk tværsnit. Længde : 5,6 cm. Bredde : 2,4 cm. Tykkelse : 2 cm. |
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) | ASR 4M75 D09135 0308 Hvæsse- eller slibesten
1 lille fragment af hvæssesten af sort, finkornet skifer. Af form som et knivsblad, og det meste af overfladen bortsprægt. Længde : 5,4 cm. Bredde : 1,2 cm. Tykkelse : 0,5 cm. Det sidste mål taget, hvor stenen er tykkest. |
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) | ASR 4M75 D09136 0308 Hvæsse- eller slibesten
2 samhørende stykker af fragmenteret hvæssesten af grå finkornet sandsten. Stenen er samlet 36,5 cm lang, af fladt, rektangulært tværsnit - største mål : 4 x 2 cm - og er i enderne brudt af i uregelmæssige brudflader. Smalsiderne fremtræder let bølgede, kun den ene er glattet ved slibning over hele fladen, mens den anden er delvis slidt. For de brede sider gælder det samme |
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| ASR 4M75 D09435 0308 Hvæsse- eller slibesten
1 stangformet hvæssesten af gråbrun skifer. Stykket er stærkt nedslidt og har nærmest tresidet tværsnitsform og afrundede ender. Længde : 11,2 cm. Bredde : 1,8 cm. Tykkelse : 1,35 cm. |
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) | ASR 4M75 D09441 0308 Hvæsse- eller slibesten
1 fragment af stangformet hvæssesten af grålig finkornet bjergart. Længde : 2,8 cm. Bredde : 1,7 cm. Tykkelse : 1,1 cm. |
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| ASR 4M75 D09523 0308 Hvæsse- eller slibesten
1 aflang flis fra hvæssesten af mørkegrålig skifer. Længde : 5,2 cm. |
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| ASR 4M75 D09560 0308 Hvæsse- eller slibesten
1/2 hvæssesten af flad stangform overbrudt på midten. Midterpartiet er stærkt nedslidt med en dyb fure i bunden. Længde : 9,5 cm. Bredde : 3,6 cm. Tykkelse : 1,4 cm. |
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| ASR 4M75 D09662 0308 Hvæsse- eller slibesten
1 fragmenteret emne til stangformet hvæssesten af gråsort skifer. Svage slibespor ses kun på den ene fladside. Længde : 13,7 cm. Bredde : 3,6 cm. Tykkelse : 2,1 cm. |
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| ASR 4M75 D09770 0308 Hvæsse- eller slibesten
1 stangformet hvæssesten af mørkegrå skifer med afrundede flader og kanter. Længde : 5,5 cm. Bredde : 1,8 cm. Tykkelse : 0,9 cm. |
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| ASR 4M75 D09909 0308 Hvæsse- eller slibesten
1 fragment af hvæssesten af grå, finkornet sandsten. Stangformet med firkantet tværsnit og kun en oprindelig side. Længde : 5,3 cm. Bredde : 1,2 cm. |
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) | ASR 4M75 D10030 0308 Hvæsse- eller slibesten
1 fragment af hvæssesten af gnejs. Stykket er rektangulært med fladt, rektangulært tværsnit. Den ene smalside er glattet ved slibning, hvoraf der også ses ganske få spor på de to bredsider. Enderne fremtræder som uregelmæssige brudflader. Længde : 16,7 cm. Bredde : 7,7 cm. Tykkelse: 4,1 cm. |
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) | ASR 4M75 D10156 0308 Hvæsse- eller slibesten
1 fragment af hvæssesten af finkornet, grå sandsten. Stenen, som er den ene ende af en rektangulær sten med rektangulært tværsnit har stærkt hulede, meget glatte blanke bredsider, fremkommet ved slibning - måske af benkamme ?. Længde : 3,7 cm. Bredde : 3,1 cm. Tykkelse ved bevarede ende : 2,4 cm. |
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| ASR 4M75 D10257 0308 Hvæsse- eller slibesten
1 hvæssesten af grå, finkornet bjergart. Stangformet med flad underside, slidte, afrundede sider og ender. Længde : 11,7 cm. Bredde : 3,3 cm. |
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| ASR 4M75 D10258 0308 Hvæsse- eller slibesten
1 fragment af stangformet hvæssesten af finkornet skifer. Ingen oprindelige sider bevaret. Længde : 12,5 cm. Bredde : 2,4 cm. |
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) | ASR 4M75 D10259 0308 Hvæsse- eller slibesten
1 fragmenteret plade af finkornet sandsten med slidspor på de to bredsider. St.mål : 12,5 x 9,5 cm. Tykkelse : 1,4 cm. |
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) | ASR 4M75 D10354 0308 Hvæsse- eller slibesten
1 uregelmæssigt firkantet plade af finkornet, blød sandsten med den ene bredside glattet. St. mål : 7,9 x 7,6 cm. Tykkelse : 1,8 cm. |
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| ASR 3M70C C0112 0308 Hvæsse- eller slibesten
Hvæssesten, 7 cm lang. Rektangulært tværsnit med fortykkelse forneden (tykkeste sted 1,3 x 0,7, tyndeste 1 x 0,4 cm) Foroven lige afskåret, forneden tilspidset. Foroven gennemboring til ophængning. |
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) | ASR 3M70C C0113 0308 Hvæsse- eller slibesten
Fragment af hvæssesten, 3,4 cm lang og 2,6 høj og 1,7 bred. Slidflade på to sider. |
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| ASR 4M75 D10373 0308 Hvæsse- eller slibesten
1 fragmenteret, flad, rektangulær hvæssesten af hård, finkornet sandsten. Længde : 13,5 cm. Bredde : 4,8 cm. Tykkelse : 1,2 cm. |
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) | ASR 3M70C C0154 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Plan underside, hvælvet overside og afbrækket fra begge ender. Fra udvidelse I, nedgravning IV, nederste sandlag under bund. Største længde: 2,5 cm. Bredde: 3 cm. Tykkelse: 1,1 cm. |
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) | ASR 3M70C C0160 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Bredde: 2,3 cm. Tykkelse: 0,5 cm. Længde: nuværende 3,7 cm. |
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| ASR 3M70C C0195 0308 Hvæsse- eller slibesten
Afbrudt stykke af hvæssesten, glat overflade med afrundede kanter. Længde: 7,5 cm. Bredde: 4 cm. Tykkelse: 1,2 cm. |
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| ASR 3M70C C0373 0308 Hvæsse- eller slibesten
Flis af hvæssesten af skifer, tresidet tværsnit, med slibeflade bevaret på den ene side. Største længde: ca. 4 cm. Største bredde: ca. 1,3 cm. |
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| ASR 3M70C C0434 0308 Hvæsse- eller slibesten
1 flad aflang uregelmæssig flis af gråblålig hvæssesten med slibespor på den ene fladside og sammenstødende kant. Alle øvrige sider dannes af brudflader. Største længde: 5,7 cm. Største bredde: ca. 2 cm. |
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1 stump lysegrå sandsten glatsleben på den ene sideflade. |
![](data:image/jpeg;base64,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) | ASR 140 x016 0308 Hvæsse- eller slibesten
1 aflangt fragment af slibesten af lysegrå sandsten med rundet overside, ujævn brudflade på undersiden. Længde : 6,7 cm. Bredde : 2,4 cm. Tykkelse : 0,8 cm. |
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1 hvæssesten af tynd, flad rektangulær form, skråt afskåret i den ene ende. Stenen består af grålig skifer med en lysere langsgående midterstribe. Længde : 6,3 cm. Bredde : 2,2 cm. Tykkelse : 0,8 cm. |
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| ASR 141 x006 0308 Hvæsse- eller slibesten
1 uforarbejdet fragment af grå skifer. Længde . 5,4 cm. Bredde : 1,5 cm. Tykkelse : 0,4 cm. |
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) | ASR 152 x011 0308 Hvæsse- eller slibesten
1 fragment af stangformet slibesten af grå, finkornet sandsten, med slidspor. Største mål: 5,5x3,5 cm. |
![](data:image/jpeg;base64,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) | ASR 3M70C C0639 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af gråbrun skifer. Største mål: 2,2 cm. |
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) | ASR 3M70C C0646 0308 Hvæsse- eller slibesten
1 hvæssesten af grå skifer. Tilslebet på alle sider, afbrækket om en skråtstillet gennemboring i den ene side, og firsidet afskåret i den anden. |
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) | ASR 3M70C C0700 0308 Hvæsse- eller slibesten
Hvæssesten af grå stenart med blanke striber. uregelmæssig, oval form. Længde: 9,3 cm. |
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) | ASR 3M70C C0871 0308 Hvæsse- eller slibesten
Fragment af stangformet hvæssesten af gråbrunlig skiferart. Tværsnitsformen er skæv rektangulær og stenen udviser stærk nedslibning på to samstødende sideflader, henimod stenens oprindelige midterparti, hvor en afbrydning er sket. den modsatte ende but afglattet. Største længde: 7,8 cm. Tværmål: ca. 2,2 x 2,75 cm. |
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) | ASR 3M70C C0996 0308 Hvæsse- eller slibesten
Fragment af stangformet hvæssesten af lysegrå sandsten afbrudt i den ene ende. Kun den ene fladside og den ene smalside viser nogenlunde glatte flader, de andre sider rå brudflager med ganske svage slidspor. Den bevarede ende har en lerklumpformig fortykkelse. Længde: 4,3 cm. Bredde: 2,35 cm. Tykkelse: i den ene ende 1,5 cm, i den anden ende ca. 1,15 cm. |
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cnoQeO9S2+oW8ljcRsZpr6PAV/uBV67s5GRyD0NW9G1ZW8+GOa1m8xlDFnUsi85PHLZ9c859qfKS5aGrpPg+S1gN3a3kNwoJJRPLyDjrjpjI9uKJNHN5HNHeWjJdsm6FlTKsSWwDngnjtk81Asd5pMzx/aZlt2Qq20BzgdtwB9uDycYpbjWX0m1itp5ft1sVfy5rdi20DHygL0PAPHWpje5LasdNa29vDo9nAVm/cyL5hUq43Ag5wRyO2QB29qyG0N2vLmOK6m8qNdxSPILHGFD8YIweB049jWn4YjS42yvbLHZFPMQyuhUblySfmyD7DPT8TWkX7TqjItz5CyxBS853EoD23DtkDP/ANelcDC1LTZPDnlSAROhYP5dvLh+vIKkYJHX0/SqWpQRCBnmsfIjyskRBK+V0LNuH3j3xnqO1d3rnh3UtQ8iFblGjWRbgpHGCcAEb88NknHGfTjNc9PZ38EyRT2yoZiu61j3NtcD5ucEcEjr6VfMxWMaK7jby4rd45FwWaOMKCcjDfeIx83UdBwc1u3FxeRw24VYRZ3BCSyBAu4MCMbgcY5PJB+7zmp7PQ7SDS5obsN5s0ojDxn5yBwQc8dd3GcH0FbFj4fe3sQmnFYXhI2eQFZOGP3wSQBnn8Mc0tLj1sZA8N3t1BJeRXEM9huOIo2KfdGSOuGyOO+CK5+N9Tuo7cqV04fOYobyTJQ475zk5IP4ivT/AA9bn7LsiZZ2+4smZFCLn5sdO3rxxn69P/wiIa3xdwx2MaL5gWRVYlQuQWx93k/TnpR5BfqfOl1oOq+W81zcuqEhXeZsbzk7eF9fX/8AVXK6lbi31BmH79fmRpFcjC5JYDpgZ/U819O/ZdBjhDLYQyzeYWdpHO08kAnp6DHA/DNVrPQrSaRji1uLYtlUgTAySNw55Izn8s4oUmhaHh8cOl2unwF47i2uXRVAkJCspGWb6Ekj6Vc/tK303w5bzWWltPqUt3xcyJG6IRuzsJG7OCfbIzXvQ8O6DC9mb/SLZZLc7l8tjkqM4BXPP4cHjPaqV9Y6PeRyx21gEl3nPl5VSdxxgDGDnHXpSvfcd7Hz7frc6sslxuEUUQLLK4yDIzYUAjr+HYVnWNhNaXTyrIhmUnaZGPJ6HsB6Yz717D4h8AaNsMFpD9nkdVKQRtgl8nCL8xUliADzxkEVx11o8GnvPG7Pb3VkyZWYnBLcYZThjjkce3J6072Q1qc7Pa3G6WKRmjEcRyQ6KiAgnjn2APpjr0r0b9kHxctv8ap9PXeLe/s5IVVWbaGTDBj2OQp59x61wniG2k0/T3vpdo3pjyrWI7iMYxtyV/Mjp712X7H0UWj/ABWDz20jzzwtF5jKSIiwzjOOpyP1rWlLllGXmhNe67n3jmikFFfXpnnGb4z8NxeLvC2p6PLtAu4GjVm6K3VW/BgD+Ffnrrml3/gzWptGuo4YmWWWB23ovluPlZQSDwR0JA6n61+kleQ/FX9nLR/iTqh1WK6bS9RZcS4iEkUx6BmQ/wAWOM/T0qcywUq9qlJXfX0NKNRR0kfIWg6e63AlRpVITDRSOHidf54GBnAOe1dHFY6b5wlMi+cqsrCMPjaQQRn15PY8n8a7rxt+znr3g+GM6PBLq8GAPtFpnfHjJO5OT1J+7n3xXld/b3fnTRN5kU9uo3FoxgSDnDLxwcdz9a+SqQnRly1FY7FaWsWWNWTTriFbePbKypskjVQq7TnPPfjtkentUFvo9tb2/nRxRJsQAFTlI+QOpcZI9M9vxOnZ6TqUUcOpOmxipEUEADEepI6d+/bpip1F3CqPb7pJQ3mPbtywQnO5SOevt2rJN9BMQLPdSMTc+VJGvmySqRHhcj5sEHJ55/xFNvYbGQCUsuom2VWZY4UDlyc5JUgg9+RyMVbtZoLyaS2MlvI+wyQxxsRvzjAb3G1ug4Pp3ryaeLBJYY4FSRolMbRq8m8Kc4C9eNoOf8l83cmxqwXhjtYpZQsDMSTD5nzIS3BwBgDGc98EA45rlZ7gN4g0y9yoaFzDKJN0eUK8ggZwOFzjvzmteS1sbiTdNOLfjdtkDZZiCdq5Xdjv06/hmpa6e8NsGkdGC5YtI4jUqzEfe7k+3cj2qLlo9BsLyC5hnVJhNOuV8yOTO4naAV4JGD/k4qax0xWURvCbndLh5JGVyWzkkkjOcH0HArlNJ006axCTyWksbrlGj+Z8E/KT0ODjGM9/SujtNaJslikuI1u2yHhDFSeDuI9uvOO3ep2HuJqTQyJJpsUs1mHmKyMzKCMjOcE/dG4HjP0qz4e0Hy/tERkIKlg8w3AMpBwzFuWwwx17dhV0PFNLs1gpM0m0GT5EXIAIbPA7L34x17VtXDW9tdiG1u4ks2BS5TzeFXnJx1BwMZyetXHUmWhWkkis7A2trJlNuX8pdqZIB2rg4U5A5qj/AG5DLM0Es/lyRKzSLNEY4wQf4nwAxwcc9Sa17ZbPVNJ/0fTrmWKXcrNPGDhlVhn0BAIPQH39Me7sbTVI7lNsbXNxwVdWKgYHJ55xtPJA7c07oVmYtn4utbgiKCwjSGPdIsLIQWOTxtwB1JbdjGMCrK6hayJKpiEPlqfLAJTeOeOSeQR1GMZOOtbSeGYLPTY4LpgqqMb2VVCdiu5ck9OmB9ao674LuY9slqWiESk+e23czE4+UntgD8+nNLfyAyJtWaWaUwWU01oV8yRiwVvl5wOCSCeTznniuWuvEEFpqEst0sKzcMhAbeABnByMg8Hjg/UV2ej+C72PT2i1TVhbTSOX3RsN6k9AMHOCOwOOorWj8G/Z4rdGhd5pQF+0McmTJA+YZy2cd+MGlJ8qte5SOUbX4Netw72c5kyGintWIKYyeGXkcg8kDk4rmJLG91q4uGtpLu1EU5zNLC0kWSRk9skE9T6dfT0uXwbbaXeZgvJFmwAY22mJmY/KoTOfXoeqntTrbRV8N3t2NV1KO3mjZXkkaUfIzEfLjrgf3R+dTdlI47TPhzZ3V5LbSPd3dyUaUTDdGFORlgBK27r6f/X6n4X+Ff8AhGfHmnRy36NatcI0CZXzWkzjDDrjG7t396oeNFg8IN5lpI+o6hJtRHkcNCMkc9QWwc4/XOK1fgbHc+NPiRaX8xZ109pJJQcbM7SAVx/tMOOOvrWtGEqlSMerZM2ktD6mAoqXbRX38cO7Hm8w6iiivQICsfWvB+h+Im3anpFnfPtK+ZPArOAeoDYzWxRUSjGatJXQ02tjy+b9nnwtFZz2+m/atLjmzlI5jIoB7APn+dZU37ONpDYrb2WoqiqionmWy7hg8ncDknGeuepr2WivPlluFn9i3pdGntZ9zw5vgHfw6W2m2smlxwRPviuCrCdjndkuFBU7icYPespf2e9cUoBexrFGCFjL7hwRjOR0OP519DUVyyybDS2uvn/wCvbSPnmx/Z81S1uZHk+zzDAKZVcDHYHIOMdMjjNZur/s5arJftdQQSFtjInkX+wrkg9OPTpyOOlfTFFR/YmH3Upfev8AIft5HzZZ/AvxM0lubhGGCQXaVGIB7kBxn69a1R8Ar/7bb3MxW4nRGAkOPl4AGf3nORnntXv1FWsnw9rNt/16C9tI8N1L4QeILi3KpMu6EKYRGsahieucnt196x7r4D+JL7UHW4vJWs2QjfHKqE5GSCgIA5JGeegr6Koo/sbDdG/w/wAg9tI+eW+DPi23AtrSbfZREmNJpFRST1JCuSefU/4VcuvhR42vlhj+2RwQRjasa3bYUZyMZ3f/AKgOte9UUf2Ph+7/AA/yD20jzHTfBPiWOzt7e5i0mQRIVEkjuWyeM/d9OP8AOKqeIPhNrGpWYisbuyspSPnmLyM2SScj5cDr6dq9Zoqv7Hwvn94e2meOWPwj8UWkOwazpytwfN+zlm3AdeRxV67+Feu6gsP2nU7JnVdsrCNt0nJ5Lfj06V6rRT/sjC9n94e2mePXfwc1u4YSHUNPaUHG5UKZH/fJI/DFUV+BusG+a5nfSbt2Uh2keRC/T7xRQT09fzr2+il/Y+F7P7w9tM8UHwN1WT5TNpNrwFWaFJGkQZOQDx2OPX34rtvhv8MbX4fQzsLlr69m4aYpsVVznaq5OBnk+tdrRXRRy7DUJKcI6omVSUlZhRRRXpmQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/Z) | ASR 3M70C C1100 0308 Hvæsse- eller slibesten
Fragment af stangformet slibesten af lysegrå sandsten. Stenen har uregelmæssig, rektangulær tværsnitsform og en ujævn, noget arret og forvitret overflade med kun enkelte spor af slibning. Begge stenens ender udviser brudflader. Største bredde og tykkelse: 3,2 x 2,3 cm. Største længde: 9,4 cm. |
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acMj2kboxLeWcgK2RX0x+yh45ig8YS2E8vlR6jbBUVuAZVOVH1wWr5asbrzMZ2kdDt716J4C1+PRde0m86G2uY5Dt4OFYE/pUTTg1LqjPdWP0dFOzUUMizRK6nKsAQfapK+opyvFNHAx6mikU0V6NOpoQ0No+tJS49q85a6FjStN2+vNS+tJ2rOVG+oXPz6/ap+3Nc+J1uIkYQag5iUFs/M3BOeOnPA/Pivmu0hWNWlf+DnbjIFfW37aeuRWes6nBAUHmywwzZ65Eanj8xXyhJqhmjEDeWqAj5dgGTxz0rw6UXFONurPRhLQ+nv2CPDWk+IviPrWq3Vv9qm0u0WSzaRcqkjtguB2IAwPTJrV/ac/at8aeHPinLoPhq6OiWOjy7XxGsjXUgPLPkH5OwX8T6De/4J/wCnQW934qnEo3tBbiOJRxgs5ZvzCivGPEXgXXvip8dtb0/SbRrjWLnUp5Z/PwqwqJD8z5HAAwOnoBya9hVHDCwVPeTexhZOq3PoZfx+/aGuPj4vhtLzSYdMm0iOVZZIpCRNI+zcwBGVX5B8uTjJ5r079hX4V6B4z1vX9Z122i1GXSfIFpZzoGjBfefMII+YjYAO3JPpXjHxa+HepfC/xdJoOt21tDcLGJVa1H7uVGBwyscEg8jnuDxX23+xx8N9N8J/D9Ndhv4r7UtZijaZYJhIlvGu7ZHwT8wyc578dqWHU62JXtFe29/IdTlhT908Q/b20O20z4g6JeW0SJ9u08efEgADNG5UMf8AgJA/4CK7ofBzwd4K/ZOvbzVra2/tbVtPjvDfSRqZTOwDwxxkjIHRcDqCxNcL488J6t+0x8etTtbKdI7K1lMK3Uj7o4LSNthOMcEtkgdy1et/tAaXJeXvwz+GlglzJaLLAZpFbAeJAIlVyOgKiQn8MUScZTrV4x0Wi9diNUowufMHwj/Zr174vahHdW9pPZaC0ojl1WY/IAOW2qSCx7cceprrPjh+ya3gHT49T8IzzarosVmbq5uLmeN3JU87VVRxtIbjPCt6V9gfGHQ0s/hBqul6Sh0uCK3WGH7HhBAuQuccDaM89+45rlfihPbeE/2Yri33wzgaPBDbSMuPNfagDgep+9j1oeHjSvCW9r3/AK/Mn2s21bY/OzQPD1/4iuxBbW0k2XWPakZKlj0yccdO9WfEPgzXfAciQavpU+nz3Q8yFbhRllBIJGD0yOG74r7L8P6tF8Jv2WV8TeGba3vdeulSa6kmiU7XZ9rswHUKBgKfQVW8EW0v7YXwu1CLxSILbVtJvEW31a1gCNKm3cVIxwOSOOM1zU6cZpJ7y2NPayu+yPiFtanePZ8yqvB5Jwc0+zvpJZJNp/d4yVxnHvUusNGt5PD821ZGVTg5Khsc1HIIY4yVX51OVY85FYtLaxvF8y0NW31cBcpuKkdegJ9Kc140jFmj+RiASTwKy9NsZr6YfIx6kLHWtp8i2s3lyWyyEjD7yQB9OnSueSjF2RS1J7GY73wdqsONvIrpLKYWqxyq23a+M+x71zq7ILtTCxCAl8qQ2K0o71LhmPmDbjIDL2+lZSjzIXXU/TX4d3kmoeA/D1zK2+WWwhZm9TsGTXRiuY+GdjJp3w78NW0oIlj06BXVuoPljIrp/wClezhb8kb9kcE92OFFFFemjMSjNJzS1iMXIpkkgijZyMhQTTqZIu+NlPcYpOTtoB+Zn7TnihvFGsTXLsPNubl5iq4G0cBQSeuAABXiv2iRIURgre6gAkcdxXo/7Qg1DQ/Gl5o15Yy2csEgDeYhAfaMKVPcEdx615t/aUY8t7mIxyAbfkwQemBivEpRlyJtHpppbHb/AA5+Jmv/AA/1611bQ9R/s29jyhK4ZZI+6Op4YHjg+gPWveNL/bv8RafaTTXPh7RrvW5AYxqBiaNio6AhfvD8R0r5LutePmHZEGX+eM9PT8KivPFCtIgSJgO5yT25zmuqm61PSDaIkoS1Z6P8RviVrHxc8QXGv+IZ45rx1EaR267EiUfdRV9ASfXrXu37N/jWP4O/s+/ELxddOsdzczx6fYcfM9wImKjHoDICfYGvj1vEDhT5K5AHIxxipF8RTTWP2aUzy2gPmCHzcRiQjBbb644zVwU4z9p1/wAyeVSXL0Pe/wBlFdS8UfGzw7HFO0kS3Bu7rzHzlY8tz6ktivZfD/xyvtf/AGzGsZp449OW+m0qONgGASNJFXB7FnGeO7V8R6T8QtU8F3kd7ot1caRe7GRbm2lKPg5yAw5GazrPxNf2+oRXtvM8d0r+YLjcVdW65BHOc96lRlGFl3T+4HaUvlY/UT9oH/hYPi7VIvBeh6MW8P6oI/O1aN8eUFIZhIc/KMgdue2apfHfxp4e+Hnwffwc+vWNv4gtdLhS2huCGlkVCg6Y4L7T/kV8W+Df2wviR4V1F7p/EtzqKOu02+onzoxhcKRnkH8ee+a858afEfUPHniC61XWLyXUb27/ANZcXA9ugA4UDsBit5ylKcp3d3p8jGMHZLsfX37L3xgi8S6u/hPVtAs9Xtr9MPHbxxkhlIZWkBOCvH54x6V6j8Qde8N/s2+BPEtnY6rZWWpaoP8AQbKEETZY7S5Oc8K3oACPU18Z+Df2kJvh34EtdG8OaRZWmsK7O+r4zISeh2kkEgdz6cCvPdb8Qan4o1R9R1O8mvr245eW4ck/r0HtWVP93Hu+nkDjzPyNK7urCG9jF1DNPF5mNsT5yCOuSOvvVO6ntLC7kRoZAjLmPLA8/wAsZrLZZHmAmc4GAoBzUcd5DJcNBtmkIB29gMZ6VCijddjX03WriKZVglaObOMKME/Std7pr5RNLKxeMhVHp7dKw1aPzQYojDgYLZJ5pY2MNwFBCRj7555+lYSit0rFR1NyCbzvNQZUcYb2ruPhXo58VeO9A0wWwuftl3FG6A4Pl7sucegUE151GqySRkbwf7rDC+x5r71/ZL+BNr4W0Kz8Y6lEJdZvo99tuGPs8LD0/vMP0NYyjzLkXUmUuXU+kI0EahFGFUYAHapBzTadXr09DhYtFAorsjckXbRtqXbSba6vq5NyLbRUu2k2+1ZPD22HcpXlhbahGY7m3iuIzwUlQMPyNcH4l+AXgHxNFILrwho3mMP9ZHZRo35qAa9I2mk2VyTwjkVzHyP41/Yw8I+Y72OlTWueQbWdyPyJIrxzxF+yPbWbN5FzeRDkFZY1fHb0Ffow0ftVK80u3vFIlhR8/wB5a82pTq0elzSMr6Nn5bap+zZfWe429+rAD7skJX+RNcnefBPxBZ7wptZxjgbmBI9siv1Wv/h7o17u32ceT7Vy2ofBHRLpsi32n2OK5XinF+8mbxu1bmR+W918MdehjCGwdz2ZHVufpmsq88DazGwL6ZcAjj5UPHvxX6b3/wCzxpkmfKaSPnI71gXn7NcTBmWfv0ZPaqWOgX7Ofl95+bd14W1OGQf6JPt6Y2sOfxFUm0u+hhLNasuM5U5Jr9Gp/wBmy4ViEmjbv8ymqsn7N98ycLE9bLGQ7omVOfSJ+ccel3akOQzDOQJOoFaVj58EzZbcT789a/Qj/hm2/wBw/wBFhYZ6cHFWYP2YzIymbRbSQ/7USH9SK0+tU5b2I5ZRWx+etxdXRi86PaSG246Nz1I/z3qXRbt2mKiRvtH3d7MSVU+9fo3Yfsq6RuVrjw3p78/Nm3Suisf2S/BEzhrvwtp4PfapX+Rq/axkrRRHPy7o/OG1jljklDhJVf5Q+/kcdcf/AFq1LfQ764ljhtrWa8uHO2NLdC7uQOwHJ6+nev0ltP2SPhbAct4Tt2Oc48+bGfpvr0jw34H0HwjbrBouj2WmIq7f9HgVWI9zjJ/E040KlR3sX7aKWiPgX4C/sw6/4+8VWl14h0m/0jw/akSTtfQtC02DxGgbBOT1OOK/Q21tY7O3jghQRxRqERFGAAOABVnZS+XXTTwUk+Z6mMqnNuR49qXFSbfSjbXbHDNGXMNVaKkC0V1xoJLUnmHUUUV3EhSUtFACbaNopaKnlQCFQaaY/an0VMqcZboZA0YpnkirNG0Vw1MDCfQpSZS8kelJ9nHORV3ZSeXXnyyqHYv2jKJtVPO0UgtVXGF/Sr/l0COsv7JjcftGU1tVznb+lPWEelWtgpdorqhldOL2JdRkKw1IsYFOpa9OnhqdPZEczExRS0V02RImKWiiiwCUtFFMAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z) | ASR 3M70C C1109 0308 Hvæsse- eller slibesten
Endefragment af stangformet hvæssesten af grå sandsten. Stenen har rektangulær tværsnit med glat tilslibning i den ene ende med en but ægkant, medens den er lige overbrudt i den anden ende. Omtrent midt på den ene bedside findes en knappenålshovedstor grube,- rest af påbegyndt indboring til ophængningshul. Største mål: 2,4 cm. |
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) | ASR 385 x001 0308 Hvæsse- eller slibesten
1 stk slibesten af rødlig sandsten, ca. 9,5x9,5x2,0 cm, afbrudt i den ene ende, jævnt afrundet i den anden ende. |
![](data:image/jpeg;base64,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) | ASR 385 x003 0308 Hvæsse- eller slibesten
1 slibesten (?) af lys bjergart, 9,0x4,5x1,5 cm. |
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) | ASR 19M80C C2090 0308 Hvæsse- eller slibesten
Hvæssesten. Største mål: 9 cm. |
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) | ASR 19M80C C2091 0308 Hvæsse- eller slibesten
Hvæssesten. Største mål: 3,6 cm. |
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) | ASR 19M80C C2092 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Største mål: 7 cm. |
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) | ASR 367 x025 0308 Hvæsse- eller slibesten
1 slibesten af finkornet skifer. Hul i den ene ende. Længde : 8,7 cm. Bredde : 1,0 cm. |
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) | ASR 367 x044 0308 Hvæsse- eller slibesten
2 stk. glimmerskifer. Længde 5,5 cm. |
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K1GUf66UxtgHH7wFP5sKyPDeoTeHLi1vbGEWs96JImZrkPuCoCVMTfwlgDnGMcc9a9D8IWtl4ou4ZxGbO9tLyCWMQEbJAJFZwR16MCMdK0Xu1EVvE8A8YW7R/ErUUKlj9vPyjqfn6V6d4iQ2PibW4ShTZfzxgHsBIeKXXvA0n/C/tN+2A29ndanC4mK/KV3KePyxW18XrVrP4neKYscC/kkAI67gG/rU4mLjKKYUXzXOWKmSIrjb3NQmPpu7HikW88tPTnJyePpT47gMuCck8ZArnN7CLtVgGJwT2r7R/ZxuvtPwo0pCctBJNG3/fxm/wDZhXxW2VkBA6c19Xfsl6w154T1mwkffLb3onJP92RAB+sbfnWlP4iKnwn0n4PITVP95TXdCvPvDcnlapD7nFegLW0tznQ4U6kWnLSQxy1KtRrUq0xD1FFKtFMg6JjTTQxpjGtyhGqJqezVExqQGMc1FJg09vaomNIQxjUbGnMaiY0xFa6jDZB6MK+d/wBqjwu994LivgmWsLgF2xnEb/KT/wB9bK+jZBvXFZ9/pVvqlrLbXkEVzbyKUeKZAysp6gg9RUyjzIadmfjR4g1y80Ge40lCY1W4+0qyvJulQgkoQWKgewA6D0r0X4Qx3Gu+O9Lgs2kjdpkldV+6I1GXJ/4CAPrX1z8T/wBgPwl461aG/wBL1a58PlZA7weSLhCM8quWUgEepP8ASu/8B/su+FPh5pzQ6ZJctdy8z3ku0vIfTpwvoB+tEVqmy+ZWdjzvT/hrF4m1SztJYY7oCVX/AHiZ2YOdwPbFaXxU/Y8tPHniW41vTtcOlz3ITz4ZrbzkLKoXcuGXHAHXPNe7eH/Cdl4bV/s+6SV+Gkk649K2aqq1UM43jsfG0n7BdwqEjxVG744H2IqP/QzXOar+w14tt3DWOr6TdJxxK0sbZ9fuEfrX3Wabx3rncEaqcj88NW/ZD+JWnybYNGh1JP8Anra3kePycqf0r0z9lv4U+MvC+teIl1jQ7nTLeaKLD3S7AzqzYC5+9wx5HFfYVJQo8ruhubaszjrHw/f219ExiGFYEsGGK7VaYKcKbdyB608UwU4UiiVakWo1qRaoRKtFC0UzM3GamFqGNMLVuUBNRsaUtUbGkA1jUTGnM1ROxpCGsaiY0rMc9KibPrimIUtTG5UgHFJz/ez+FNNABnjGc01jSE01qQCE+tNoJpM0mMN1Jmms20ZNIsgcZFSUOopN1JuqWA+lFMFPFSMeKeKYtPFAyRakXtUa09aBE60UIaKog1WamM1DNTN1bDFY1GxoZqjZqQgZqhY05mqJmpiEY1EzU5mqMtTAQtTGpS1RsaAA000Gmk1IA1NoNNzSGKTTNoDMR1PWlopDCkUUvOfaioYxy05aZT1qRj1p4pi05aRRItSrUS1ItAiZKKRKKZBvnRb3/nj/AOPr/jTP7Evv+eH/AI+v+NdZRXpexiZczOROh3//ADw/8fX/ABph0HUP+eH/AI+v+NdjRR7GIczOLPh/UP8An3/8fX/GmN4d1H/n3/8AH1/xrt6KPYxDmZwp8N6l/wA+3/j6/wCNM/4RnU/+fb/yIv8AjXe0U/ZRDmZwH/CL6n/z7f8AkRf8aafC2qf8+v8A5ET/ABr0Gij2SDmZ55/wiuq/8+v/AJET/GkPhTVf+fX/AMiJ/jXolFL2Me4czPOf+ET1b/n1/wDIif40f8Ilq3/Pr/5ET/GvRqKXsY9w5mecf8Ijqv8Az6/+RE/xo/4RLVf+fT/yIn+Nej0Uewj3DmZ5x/wiWrf8+n/kRP8AGj/hEtW/59P/ACIn+Nej0Uvq8e4+ZnnP/CJar/z6/wDkRP8AGnf8Inqv/Pr/AORE/wAa9EopfV4d2HOzz0eFdU/59v8AyIn+NOHhbVP+fb/yIv8AjXoFFL6tDux87OBHhjU/+fb/AMiL/jUi+GtSH/Lt/wCRF/xruqKf1aHdhzs4lfDuojrb/wDj6/40V21FH1eHcXMwooorqICiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k=) | ASR 440 x0001 0308 Hvæsse- eller slibesten
2 hvæsstensfragmenter/slibesten.Største mål h.h.v.: 3,4 og3 cm. |
![](data:image/jpeg;base64,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) | ASR 440 x0002 0308 Hvæsse- eller slibesten
1 slibesten med to huller, beregnet til at hænge i bæltet. Mål: 2,6x1,2 cm. |
![](data:image/jpeg;base64,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) | ASR 440 x0007 0308 Hvæsse- eller slibesten
2 fragmenter af slibesten/hvæssesten |
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Kjazbh/IGtCRZrU286wOqumMb9xB68/j9add3DSWxTqicK3U49OmKkWXzkkidw6quUyueSR3PrTJra48mVzvVB14wB+fep9RlVo1eHzVX9+HyCEzgd/r1/SqNjrup+GdRiv9HNxDeQyeZDMjBMnHOeOh57VYUs7DMytzncTyP1p8LJPIF3JG2fvEdegz+tXfQR91/s7ftQQ/EPSbfS9bgFr4jijbfFGwKyKuBuX8CDg++M4r37TdYg1LhCVf+63Wvyo8L6lP4X1631KFmhnt2IEkf3hxglfcdR9K/QL4T+PF8XeHrDVRtW6UKtwiEFd+0Elf9k5yPrjqDVaMT0PZRT1qKCZZolkU5VhkVKtAh609aYtSLVEki0Uq9qKCTo801jQxpjGt2UNao3pzGo3NSBTvV8yMgc8V8x/tfaLNJoWi6xHEWhtJZIZpFBJQPtKkgdsoR+Ir6glXcOKyNV0W01ezmtby2jubaZdskMihlcehBrKcOdWBPldz8uLy8ikmwY7lz/eVQuPp0xWNfXjszMbUydgzTZJ+mCc/lX0z42/Y78Zx6lcy6Hd6ff2rOWi3SeVLj0YEbc/Q1xo/Y5+JKzMfsFrs6g/bU6/TNc0aTRtzo8Fn1Rps7LVQeOZXJH4DAJpyeILvAVWghx1MUOD1xxkmvdof2K/iQzLvTT0XP8AFdKcfTg+tXF/Yc8bSTL5s+mbNuM/amBH5JWvsyeY8GbVL1rfc00k6nJwWCgex4HNVZtSuEyYN5YHByckE19FR/sN+No4TEuo6Ouf4muJO3TpHT7L9hTxhGT52t6MB3xJK2ec8/uxRyC5kfMkbXF1Ikbu+8gl2bJx/n+tMvtUmgZYoJnwoAwo4/8A119VT/sKeJLgKH17SF2qVVkjdTyxPJC8nnGT2ApI/wBgbWHQrL4osYgRj93bu2PzIp8vkHMfKOoa1qGtNG1zO0vlxLECwGdqgBR+QH5UkUcZU79qgLnkHn9K+uIf2Cb6Fdo8VWwHRsWZ5H/fXFNk/YHvfK2p4uhzgj5rI4/9DosFz5FaQKh+TLHoecipoV2uro27Aztb69K+pZP2BdbXHl+K7F/961cfyNNb9hfxPbqi2+s6O+P4pBKnP4KaTRVz5kt7VpW3MvXoSeeK9P8Ag78X9Q+GviC2SQG50Rj5V1Dj5kQnO5fUqckD3PrXosf7EXjyNCP7Y8PlyCMmWfH/AKLq5o/7EPjCKQfatZ0SJG+80bzSHPrgxrn86nW4aH1l4T16C8tLdoplntLhFkhmQ5VlYZBB9CDXVLXA/Dr4ayeB/CumaNNqTagbNSvn+XtLfMTgDJwBnA68AV3q1qQSipFqJalU0CZKoooWiqIN1m5pjNQzVGWrdlCs1RM1KzVGzVIDWaoWb3pzNUTUgGu49ahaZemac3HFMY0yRPMB6VG53KcHFOY1GxoAO3Wms1BNMY0gDNNJoJpu6pGG6kprNt5NNVw/SpGPzRmo8nNOFSUOp61GtPFIZIKetRrT1oAkWpVqJakSmIsLRTVopmZrs1MY0jNTGatyhS1Rs1IzVGzUgBjUTNSs1RM1AhGaomalZqjY0yQZqYWoJphNAATTWNFNJqRiUmaQmkqQCm7QrE9z1pc0jfN1HFIoXilptFSMdTxTBTlqRki08UwU9aBkimpEqJalWgCZaKRaKZB0B0O//wCeH/j6/wCNMOg3/wDzw/8AH1/xrsKK9L2Me5lzM41tA1D/AJ9//H1/xpjeHtRP/Lv/AOPr/jXa0UexiLmZw7eG9RP/AC7/APj6/wCNRt4Z1M/8u3/kRf8AGu8oo9jHuHMzgG8L6p/z7f8AkRf8aYfCuq/8+v8A5ET/ABr0Kin7GIczPOz4U1X/AJ9f/Iif400+E9W/59P/ACIn+NejUUexj3DmZ5v/AMIjq3/Pr/5ET/GkPhHV/wDn0/8AIif416TRS9hHuHMzzX/hD9X/AOfT/wAiJ/jSHwfq/wDz6f8AkVP8a9Lopewj3DmZ5n/wh+r/APPn/wCRE/xoPg/V/wDn0/8AIqf416ZRR9Xj3DmZ5n/wh+r/APPp/wCRU/xo/wCEP1f/AJ9P/Iqf416ZRS+rx7sfMzzT/hD9X/59P/Iif404eEdXH/Lp/wCRE/xr0mil9Wh3Y+dnnI8J6t/z6/8AkRP8ad/wieq/8+v/AJET/GvRKKPq0O7DnZ56vhXVP+fX/wAiJ/jT18L6mP8Al2/8iL/jXf0U/q0O7DnZwi+GdSH/AC7f+RF/xoru6KPq8e4udhRRRXUQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q==) | ASR 440 x0010 0308 Hvæsse- eller slibesten
1 hvæssesten. Længde: 10 cm. |
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) | ASR 440 x0011 0308 Hvæsse- eller slibesten
1 fragment af hvæssesten |
![](data:image/jpeg;base64,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) | ASR 440 x0017 0308 Hvæsse- eller slibesten
2 fragmenterede hvæsesten, ca. 3 cm lange. |
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) | ASR 440 x0024 0308 Hvæsse- eller slibesten
1 hvæssesten (2,5 x 1,2 x 1,3 cm), afbrudt i begge ender. |
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1 flad, rektangulær hvæssesten af gråsort, finkornet skifer, tildannet på alle sider og med ophængningshul ved den ene ende. Længde: 5,2 cm. Bredde: 1,5 cm. Tykkelse: 0,6 cm. Hullets diameter: 0,4 cm. |
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| ASR 4M75 D11024 0308 Hvæsse- eller slibesten
1 afslag af finkornet grå skifer. Mål: 3 cm. |
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) | ASR 4M75 D11224 0308 Hvæsse- eller slibesten
1 fragment af hvæssesten eller polersten af grålig finkornet bjergart. Stykket har flad tilspidsende form med afrundede kanter og er afbrudt i begge ender, hvoraf den bredeste er nødtørftig plant afglattet. L: 6,15 cm. Br. i den ene ende: 4,65 cm. I den anden ende: 3,35 cm. Tyk i den brede ende: ca. 2 cm. I den spidse ende: 1,7 cm. |
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) | ASR 4M75 D11255 0308 Hvæsse- eller slibesten
1 splint af stangformet hvæssesten af finkornet grågrønlig bjergart. L: 3,9 cm. |
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| ASR 4M75 D11330 0308 Hvæsse- eller slibesten
1 stangformet hvæssesten af grålig sandsten med let aftagende tykkelse mod den ene ende. Endefladerne er delvis afglattede. L: 5,85 cm. Br: 1,2 cm. Tyk: 0,75 - 1,1 cm. |
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| ASR 4M75 D11405 0308 Hvæsse- eller slibesten
1 fragment af flad, tynd stangformet hvæssesten af grålig sandsten. L: 3.2 cm. Br: 1,1 cm. Tyk: 0,25 cm. |
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) | ASR 4M75 D11490 0308 Hvæsse- eller slibesten
1 tresidet afbrudt flis af hvæssesten af grålig bjergart. L: 3,2 cm. St. Bredde: 2.05 cm. |
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tWUZm2pCyqGbzH3AyBcAHBbI5PI9+afePJYzRy2TRxyecyxwxjY/wAwBzuHYdvpnvWJDrpZY2LNaxTP5zwyDAZcbRsAHOcDjuAe9aFxcLdSN5yMJFcBrcBQ+3AGQ3qQOh/wqloS0er+A/2jPFHhFYLW5u/7btQ20W90C0gODlQ4+bt1bIr6W+HP7SvhDxVLHZ3N4uk6i42/Z7pwFZiOz/d/A4Jz0r4ZhZX8uRVICligkbYGYLwpIH+c/jSaR9okmV5PMnLYkDTN93sDnP5fTp2rSFWUdjOUEfqFFN9ohyWYKQNpjbPBPFT3Msqx5gAYZUEs2O/P1xXxD8H/AI/a34SksbUGTWNDk/1luxyYFyRlG4weny9Oe1fZXh/xJYeLtGt9R0yVZ7aQjPZkYdVYdjmuyNRT06mDjY2YW3NiTIUjBOe9FPtwZGJPPGOOcHv+tFbCPyo1hVTdnk4rx34kLutbcKCSblf5HGfxr2PWNu18k49hXjnxKnjjsVjP3pJQFGcZI5/wrw8J/ER9NifgZ1Phe3lTSV86WFFYYwrBfQ7f/HR6Vox26XH7yQK4ABMm3AKnI79uO471i+GNctWsUHkzb1t2ZiACrMASSoAO4DK5HXqeldLpd7purazZWl5OunWl0266v77JhhYkhWKjBxkjPHHviupp8zPGYyCTdNuggaXy2xGVxycEngrz9BVO30+9kvormaORxCSRE2BkYzg45z398V9Q337D/jGTRba90vVdM12F7dbhFjkKMxZd2FfAVwCeGJGRg8dK8I/4RnUbPxh/wjWpW8un373aWk8MikPESwGFHXkdMetZ2dx3Rz0TXc237Snm+UDIFZl+THOeh9KtR2LtBco0QjJZdrk8n39sdele7eIPgJFJ8cdB0i3cWWia9bJdmOBir7Au2QMc9ypPAAO7tisS1+BO39oS3+GlxPNPYed5f2yJFRgpg83dg8HAUZx79M4puLFzI8mhh+zFVkCyeZ8rNMRxgHnaR82P6VfMYa589UZBt27WIRWznPJwcDHT8O9e6/EL9mPwf4N0nW2t/inpsuraOHcaZeeWspIBcxEK5YucnovcA14Zo1naXk0Sahri6ZCwG3fA1xls+icjv7fNSaaYKzGjcbqTY7WjxxlgrbXUHHIBJ7nPbvVn7Qum7FuJmhnZHkQpKB8ucEAcj3x7gV654o+BOg+H/hYPGl34g1SzvJ0WKwtJtPW2a4YnI+TcSoOSdzYwCDg5ArjvAPwi1HxV4W13X7y9istOsIWkjnl489lz8i55GP7xHJxgHsWYaGFbyHUFEsCSxg8/6QxKkk5wSf4cDr79OTWf9lktlkeKOMxKpAKsc7iM8deeMcDofwqouxZJA7ysu/8A1bS4ZTkHkgdeOn1FXBdW02myLMfLm3YRdwxMAOSSDxjgdOTUlFuab7K6xTo3mJH5iybAcIT0zk59cYB5H4Z5vjdyzQtcYEZ3L5RKgnk/r04PGaVmEPkQxjfLgiSQQuGHHIy3fJHPHQcVFdW0MEmBNIpEZaBd+BkE4AB54IA9PzpJKwyDUGO95Irea3QKQ4k6pg5wCfmx04PHFVbdkS4ldY7WKV5FmZVwpyQDjHcHkcfzolhmxeSXU/kXEbH9285UMTkkHH8Iz098+tQXEDXnlxqRAFZ2lVGEgJ4OOnIwOo7n2qkguOuNQQyW4aMmEsoR1CxpzyAV7k4HUc/XmpZtSmkZMsqtJJtCOqqcgZz97nqfToaLWPRrFmjvITPI5URosoyBhgWxn5Tj69cHjFAa2uHFvFAsU8j7YJpG3EgE5GzAwxz1OP6U1G4rm1ahL6aaOSQuYoWSJJI9oLADJwBz94dwevtWrpunn+zIre6VoLmOAp5RYHA9B3BIHT6ZrM01m0rR40eQNcRoUePYMnKk4Ykc5YDrxx6kVqWup6pdTKtsgMBx5kkeWxhvm6HPODn2/CmQzbsFfNrHH+/Lyq37t+nIyDg9gv15PY17v8A9c1HwxrFqzF202/uEgdTnLKxKhseoY9fQGvFfBFnqGqafPNJKDF5hJEUgyDuGVKcc4I444yfr9A/DHw8LfxFpSbmkn81VZoZDt25GC2c5PsD+Xd3tt0MWfUK2u7KoSOeaKuJGI+5xnrmivTMT8itckKxZyRxXiXxMkEt1YwAM0xLMAoyeeM49ete6+ItPdYycYOOM14j4o0+5u/GEflnYkUIYn8SSK8jB257n0GLl7hr+EALPRLKe4aS5b5jEsZKmJyrJsxwc4xnqBk+grq7Hd4i1RtP0vTJrq6kYiO3RS7SbQOB+R468Vy+nQwRxm7lZxMqZ8mIERqQuMKc5Ocepq7Z6pcWN5aahYZsr23lWa3vQQHSRSGDKD1wQOvp710SV5XZ5qtY/QHxdovibxt+zP8LoPC1ldSa7btDbyW0UwtmhCRshZsuoG1o19ef14L4kapafEz9p7wVoNksd1q+mRRQanexlcedEXlkwy5B2cj65HavBPEX7VHxH8WaFJoN/4kvIraU7JDbww25lAwQpeONW5AGeRnvkcVyfhH4ga14N16z17R5xZX9orCO4bDK2UYMCCOcq2MnvVOOtzNH6JXnhfTrr49aHcGUSHT/DchVVIDruuQinjp1avDPHV5qfiD9tfb4QurFdZt7uJUlvHUQFo7dVkjY8kkAOuAN27jjGa+e/CPxw8aeB/Gcvi63vPt+rzDy5n1CRpRdRsSSsgJ3EAjICkYIGKzbXxBqOoeJTr4u2t7+W8e8+1W6sVSYtuLZ5x8xyAP6UntcEfpD4w+A3hP4sT358QaMdH14SqpvtOfY0jlVffkYEq7mxlgDwelfnvYE+Avikt19lXWF0TUTJLA7DZP5MhyTnoCF64PWvYLr9ujx/daDLp9vp1jaaiyeX/asdq7TjORvCF9u7gdQRznHFeH+FYfEFj4gi1u2ivRrFvKJvNlhLB33fMGzywIJyDnOcY60pcu9xxufRvjDxPa/tHfCzxP4zu9PbStT8NNbjT5Unk+zzI0gDoQx2kjAOVAyWWul+JVv4f0nwn4d+GcfiH+wbu4WKdDJaebHcDcyqHYMNu+VGYn1xXiXxC8ZeMPHGiw6M+mWPh7RLRvta6TpVt5Fv5m0nzXVWJJzz/TqT2XhDxtp/ijUPDlt8R/DkN7DpsDQxa4s00cuFyYQ6rjIzjOf7xIHYq8e4WZ4r8TdGv/AHieTSdXRhKmJS8bhknUj5Cv8Ah14PNYMmq2zKU8pvPkVVBjYsVXOCD833hjqD1616/wDtK348eePrfVLe3hs9Lt4I7KGWYbWmxuJfHbO/GAf4R3JFeVWOm6lfXK7YfLSCQReb5q8jAySO30JND5ehS1RLC3l2u9pVWNcruD5ySCME59s/zqndXEccZja6824eQRqY9pDMwzjI7deo79TWjeaSbcNb6pPeRWkm4PLCo8y2UqQQqkjcw4IBIBz2zxmWuh2V1aibbJpkKwbPMaUmSckrubgAcYOFA4x75Mb7F6dSxaRzWt4ssjPNb+WGWNoiF4wDk8bsZ/lTrmB444ZHcjlgJCrFjk9SRwenf/GmR3lusGGty0Uu1YkV8suQAWJI+8eT25NMk0mPT9EMtnMYJYAygyf3iTxkMcD+VUSZlqsX9uSo9oPNIYENh88AZPOB61r6TvtZGvEs3iMc/wArTcqvdcD1Jxwa0rHQZP8AhHLX7UW1GV8SKsURyCeWwUzkdeSffpXoOgeHprq9sVk8N3F4uxkS3WMorZ2n5mK46qWH19zSclYXU57QdJkmQ6ldQTNHclSNxKIzDgLyx7jPLc5PevRNB+HuueKJHtrPTLXTLZInzdXEpAGGzjAJ3HrkdsDjvRb+Fbz7ZDDqskmmxxSLJD9kXzDHuBBjZeR+Hoefb3Dw9rGm25Al3WtnAiySRSLsZXJbB4H8XBwOvvWDlvYG7HAWfgWy8J28ZuobrVYE/dtJHH5MUkmcbQu4ljnvjBz17V6/8A/Dt1rPiW61iS1e30+3IKbnyCwG3YB04/pUuk+BLv4qa9BftF9j0yCRt1z8yllwAFAzgnr+fNe+aTodnoOmxWVlEsFtGuAox+fuTXRSpuXoYSfUnZt3qG3YoqZISzEhtvPHFFd+plofnB4g8DuwkGzoOeK+Y/i9pDeH/FQF1aLLaNCAzKSXQkN0UEcYzzjtX6bah4DjulZVUAsAeRmvj/8AbS+DeteG5LLxZpfmf2ayfZrryxkxOocqeOzBiPw968qlHk1PYnU9pozwvwVI11pMaxWqzgOwic7jxjhWwQOB79vwOxHa299eW0D3UMciHCyNJsEfyk9Mc4yPyrH0O3t7zSNPS0tRA8OGbyy6LIx67snp8xrUtY5E1BrlSI0kzG0caL+7J4Yjj07V0yTucHMi7H4es3hljn1C0jSJOLtSuZOct8o+bjdjLf4Y0bHwrp/+jrJOZoU/eAeUc457Y/Gl0uxu0vGZWnmgVcbljJ4H19d3pW/p1n4heYvbW15cFl2x+WjscZ6HjpyfyrJ3l1Hcpaha2Fna3xWCXdbDb5ezHznknB9/6YqS38S2S6CwjsX+zlhgn92cjPOSc449+v1roJvA/i/UpJpj4e1K4klXbj7K+MA5/u/5/Wrdv8C/G+oQqqeFr2NT/D5G0PjGM0rJPVhdtbHMR+JLe61CPNnZvbgHCmR1LAgjqBg/w9ueTxU0ni6WS9iu45LeBoGKMkIdsgZwG3Djp1B789q7S2/Zt8f3EcLHQG3gYHCoB7E5z69/ar9r+yX4+ZmA0iELK5OROhI/Av0P1707QD3jz+D4hKkEqyrb3VxJu3XC2m5gQ2eATnGO4PelsPG7XUaW7OxZkDeVJZr+6yM5OHGR3r1q3/Y78YSTKZ7a3thnJ/0kZycZxg8c8fStfSf2M/E7Ipub+wtpVJC+WzNlcjBLevHoe1P3V0/APePGr/xxeSaTAEt5LaNfl+WziRSS3BZ23H0x2qGDxRfTefbtb7ETeN8nlrI2MgjKpkdOPbHSvftP/Yh1raiPqengxOZAzNKeT3rqtP8A2LZluRJd67CyfdKR25GPcHPf9cCjpog1PjaKW/1VLg3Nq1z9omDBbuSNxFtGDtwFO3GM5PcetdhpP2a40KZZtNt4lgI+VYYg2Tg5XPJGOv8A9evrWL9jvSFkO/V51+XG2GFVzxgjOe/WtKx/ZB8JWzFnvtRYMQx2S7ccYz37Zpcsuw7nxnb6vZ6depJHYJ8rqpmhijJXpzgqcDAx7flV2Lxlc6Xpv2cL+7aQ+WLtEYtIQd2Plz37fgK+2of2V/h9arCr2E8qrwN8xJxzwcdfxrpbP9nn4fxhWPhy3uGU8NMWYjjqOeKv2cn0J5rHwnpPja4a6QxqskqqF2sRujIzyMKBjrx/+uuk8N614gvdVmlgtvtN6p2R+SHdo1GAoA3Y6Ac9OM19z6b8JfBul/8AHv4b01ec/NArHPrzmtu10bT9PINnYW9sf+mMSp0+gqvYy6kOaex8ueBvhD4r12a3u9QtG8lWV1t7kGOMY5HHQD6AmvZNB+A+nR3QvNbmN/OTn7NADFboP7uAckfU8+leoK3TPXvQWcyArt2d/X2reFGO8tTNyY23s4bOBIII1hhQbVSMBVUdgAKdJ07/AJUkbMyjcv15p27LnnNb6W0JE4bPHvRRvG5h3ooA4f8As35jheO/+e1SXnh2x1Kze0vLWG6t5hiSK4jDI31B612n9kWn/PHH0Yj+tO/s22/55fqf8a1+oT7r+vkae2R4vD+zf8Po7uW6/wCEVshK5O4Lu2/gucfpW5YfCnwrpIC2/hzS4AP7ton+Fen/AGOHps9+po+wwdPL/U0v7Pl5f18he2OGj8L6daHZBp1tFxnbFCoA/SrUemrCzBEjHOMAY+ldb/Z1vuJ8vk+5pDpts3WP/wAeP+NP6hPy/r5D9sjlv7LUjDruOeeTUNxZpGXK4HP+f6V2D6bbyLtaPK9fvH/Go/7Hs/8Anj/48f8AGh4Gp3X9fIPbI5X7KrREHoQMcVct7dIWIHD9h346Vv8A9k2pGPK4/wB4/wCNOXS7ZWyIvm9cnP8AOj6hU7oPbIyBbj5GIK44OaVbZHUnH14/Ktr7JEP4P1NH2OLj5f1NX9Sn3RHtUYgh8tGxwuc/pxVl2EagAZG7FaH2GDAGzgf7Rpy2kSdF/U0fUqndB7RGQ1u83LHbjps6mpY7dG2oQBt9etaZt426r+ppFtYl5C/qaf1OfdC9oiituEU7QFX24qT7vzZwPSrnkp6frR9njznb+pp/U590LnRU2jduycYwRT8c9MjGKseSn939aPJTnj9TT+qT7oXMiv5Y9OnSl27ckDk81Y8tR2o8pT2/Wn9Un3QuYqoG/iAA/wBmlkz1zgCrPkp6frSNCjKQRwfej6pPug5kU9pPJPPB6UVdEKL0GPxoqfqc+6HzIfRRRXrmQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=) | ASR 4M75 D11536 0308 Hvæsse- eller slibesten
1 endefragment af but tilspidset form fra stangformet hvæssesten af grålig, finkornet bjergart. L: 4,8 cm. Br: 2,3 cm. St. tyk: 1,1 cm. |
![](data:image/jpeg;base64,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) | ASR 4M75 D11580 0308 Hvæsse- eller slibesten
1 afsprængt flis fra stangformet hvæssesten af mørkegrå finfornet bjegart. L: 2,4 cm. |
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) | ASR 4M75 D11922 0308 Hvæsse- eller slibesten
1 endefragment af stangformet hvæssesten af gråbrunlig skifer. Nær den ene ende sees et påbegyndt ophængningshul i form af en konisk nedboring. L: 4,7 cm. Br: 1,55 cm. Tyk: 0,9 cm. |
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) | ASR 4M75 D11944 0308 Hvæsse- eller slibesten
1 spaltet fragment af stangformet hvæssesten af grålig skifer. Mål: 4,3 cm. |
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) | ASR 4M75 D12072 0308 Hvæsse- eller slibesten
1 aflangt fragment antagelig af stangformet hvæssesten af grålig, ildskørnet sandsten. L: 3,5 cm. |
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) | ASR 4M75 D12185 0308 Hvæsse- eller slibesten
1 fragment af stangformet hvæssesten af grålig skifer overbrudt på midten L: 7,8 cm. |
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) | ASR 4M75 D12186 0308 Hvæsse- eller slibesten
1 stangformet hvæssesten med rhombeformet tværsnit af grålig skifer. L: 13,3 cm. St. tværmål: 1,7 x 2,4 cm. |
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) | ASR 4M75 D12349 0308 Hvæsse- eller slibesten
2 aflange fragmentsplinter med slibespor fra stangformede hvæssesten af grålig skifer. L: ca. 6,7 cm. |
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| ASR 4M75 D12398 0308 Hvæsse- eller slibesten
1 stangformet hvæssesten af finkornet, grålig bjergart. Stykket har rektangulær tværsnitsform med tværgående brud i den ene ende. Den modsatte ende samt hjørnekanterne er glat afrundet. Den ene fladside er nedhulet ved slid og på den modsatte fladside sees nær enden en ca. 5 cm. lang, nedsleben fure. L: 18,2 cm. St. tværmål: 3,6 x 3,8 cm. |
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| ASR 4M75 D12614 0308 Hvæsse- eller slibesten
1 brudstykke af hvæssesten af grå skifer. Slidflade på den ene side. L: 4 cm. |
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) | ASR 4M75 D12772 0308 Hvæsse- eller slibesten
1 hvæssesten af grå sandsten af kort bred, flad form, især glatslebet på den ene fladside, hvor der tæt ved den ene ende findes spor af en tværgående slibefure. Den modsatte ende er tilslebet som en glat skråkant. Stenens langsidekanter er ujævnt afrundede. L: 8,9 cm. Br: 6,05 cm. Tyk: 1,5 cm. |
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) | ASR 4M75 D12864 0308 Hvæsse- eller slibesten
1 ubetydelig flis af stangformet hvæssesten af grålig skifer, glatslebne på den ene fladside. L: 2,9 cm. |
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| ASR 4M75 D12896 0308 Hvæsse- eller slibesten
1 flis af stangformet hvæssesten af grålig skiferagtig bjergfrt. L: 3,65 cm. |
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) | ASR 4M75 D12925 0308 Hvæsse- eller slibesten
1 fragmentflis fra fladsiden af stangformet hvæssesten af grålig skifer. L: 5,2 cm. Br: 3,5 cm. |
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) | ASR 4M75 D12974 0308 Hvæsse- eller slibesten
1 fragment af stangformet hvæssesten af sandsten. Stykket har kvadratisk tværsnitsform og er overbrudt i begge ender. L: 3,3 cm. Tværmål: 1,7 x 1,9 cm. |
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) | ASR 440 x0958 0308 Hvæsse- eller slibesten
2 fragmenter af hvæssesten med sliberille. |
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DSrhALyG5RlBLQSBiPUHBPPNWsTTbtcn2M97HDNafNnOVHtVmG3LTLLL0yTuxjJrr7fwfEbYFp4cuQu3LZA7nA//XzV+T4fx6XdMlzJJJbsPMglwUDjrnnt0pfWae1w9jLexzUlv5kSKpQH+6F5/PFadrpo4VipPUGNcA59/auk0nRbOGQPJb/aABkIMgOe2T6ZB4GD7121roum/wBhk2lkWMjZuQE3NE2W2BSV4B+vO3msp4qMeglSbOO8P6XEzBXTfjnA55xx9OTXpPhHRUE0BKBfm5VBjv1qnpvhrSpo5BZ3V086JvlSZUVVG4DGSwyenGK9B+G/h+51LVLS0tl855ZEizkfxMFHA+o5+nrWLxMWrol0nsfaXwDtHs/hfpaPu+YyOCxyTljk/nmiu40nTYdG0u1sbcYht41iXPXAGMn3or6OlFxgosyPjP4g+DLrUPD9/bW/35IXRQfUqRX5qRzT2l5Pazq0csTlJIzwQwOCCK/ae68NxynDID9a+c/jh+xHofxQvbnW9EuP+Ed8SNkvNHHm3uG9ZE6g/wC0PxBr5XCy+rtprRnuYj/aIprdH57RalMqcqBz78Yx2q1/bUu0qqgg9e59MV6h4h/ZB+Kfhi5kgbwvNqkSnAudMdZ0k9woO4fioNcndfBfx/prM03g7XYADn95ps2F/wDHa9X2lOWzR5nLOJzKXs1wzbYi743EgE4UdTS22py3EbbITM2ckKnpXqHwdv8AVvg340PiC/s/EGnstlcW/wDodlkO0sToBIHdAVVikmDkExgYHUXNA+M1t4U8dXeu6PYXvh0NrQ1KBbJV+WLBVomClRtYMSVGFzgYwMUcy6K4terPJDqx3EtbgjGOtR/20y/KIhtA4OfT/Ir2Xw/8adAt5oLLXNHk1m01B7+DWLu6RVnMVzcwy+bGVBHmBYfTALHHrXHeMvF2g694ZlaLTrW21i7vjdMsMG14SzytJ84ABQh4VVBwPLJwDyRecQ+ZxcetLE2JYsrj+E9OvNTR+IxE27a/U855xWSYxN0BI68c5p3k/MoZdmTgcHNacsWRzM118TK4bMbHp147/wD6/wA6d/bUMXnP90Lk8ruH0ANQyQ2htolgVWk3NmR8LgDp/F1/w4zWdqshhsZFCqyk7MocEe1S4RtsVGTbNaK9ikt1GWRic5LZGP8AOac14qx/uyI5CeWUnPX61kWNhcW9nFJMjIhUbWY8sMdh/Sr8cdvC8ZR0dlx94ZHX0I5ocYhzM3tL15rfCLIfKx93d3IxmrrajG3Im2FvvNu68/qf8KwLXT/OY+SVcsdwVTyfp9MdKsXGjz2cKNPbtGDkLIwO0nJ79P8A9dZuEL3Hzy7mzeeIproyO9zhm3KUU4BGRxx/Kol8UPHZG2jfyo8fNswPMwRj8Rj9a577OfLOTGiMAd3BJ57fnTI7WLy928bmyBg9hzml7KFrND533OysdUgTQbazij+zs0vmG5ZyWK4wFwR9TmrkmtNaSr5WrvOYDuJJKdeNoGeeMfhxXEr/AKQqB5mKphVXkjHTH0p1rDCJDuIwegPHHT9M1n7CLK9q0dpH4rinlkwqwxyDhd7EAcep/wA5rtdN1qz2qtvKt2AAXa4+RR8pyo55wOhP4YrySGK2WZicBDzgH/H863dNiQYLMVVwct6e1Zzw8WtCfas9Rl8VWqoFsEihEsgIUjdIcZAOfT73THbqa+kP2VtJk1Hx3aTPEypbxSTyhj1YDA/DJBwc9q+b/BOn2TNAyxgzY3AdWJr9Af2fPh6/hbQDqt4jR32oRKBE4A8uMZII4z83B59BRQw6dSMV0M5VHI9booor6UxOJcBm+XJ3dDUqW6Z2kBST1xUn2K44H2eUZ/2Tx+lSR20/AeCYkH+4cfyr5n2b7HpKSKxsU5IGG9hVRtPTzCCoPetY2s/aGUf8AP8AhSR2VxI/MMgH+0hrCVF9i+ddyhFpMUgKqoJ/SsnWvhd4e8RRMNT0LTr8kcm6tUl/mDXZ2dnJDgFGwf8AZ5qx5LcDy2wevFL2De6JdVrZnzv4o/Y9+HXiCOT/AIp2KwlK4EtgzQsPwB2/mDXz38Qf+CdOqw+bP4S1qG+T7y2mpL5Mn0EigqT9Qor9Dvs5VcCM+vINH2XdjKH8quNOrF3i2S6kZbo/IvVv2S/id4dmK3ngvU5EH/LSwjN0nXg5i3VX0/8AZr8d6xexQp4M8Qbj/F/Z8gXj1LABfxIr9gVhPQLgfSnGM9Av6V1WrdfyOduPY/OHwJ/wTw8V648c2uvbaDbkgss0iyysp64VMgH6kV7j4f8A+Cc3w3srVF1W71TVZ1OWdJFgQ/8AAQCf1r6u8s+hpwU+hqlTm37zZPMuh83L+wD8ItyltKv3C9mvWH8qmP7A3wfwMaLeA9f+P+T/ABr6NwfSk2k+1b+x03ZPMfNcn/BP34RNkrp+px/7l+39QaSP/gn38J48/wCj6u6k52NfnH6LX0vt9qXFarD+b+8XMfMF5/wTx+FF0pEa6zaZ/wCeN6pH5MhrHuf+Cbvw/kZhBrWtQIx+6WibHGOuwV9cBce9FarDLu/vFzHyLD/wTX+H8a4bXNdf/gcQ6d/uU24/4JteCnUi38R6xEx/ikWN/wCgr69orVYeHn97FzHxlH/wTa0i3lVovGUxVTkJLpoYfjiUVtaf/wAE+9Gt9guvFlzcIv8ADHYqn83avrOij6tSe6/FhzM8i+HP7L3gn4c3S3kFtPqt6uNsmoOHVCOm1AAPzzivXaKK1hTjTVooVwooorQQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/Z) | ASR 4M75 D13140 0308 Hvæsse- eller slibesten
1 hvæssesten af finkornet mørkegrå bjergart af flad stangform med uregelmæssige, afrundede ender og sidekanter. På begge fladsider findes to langsgående flade furer afgrænset af afrundede ribber. L: 14,85 cm. Br: 5,7 cm. Tyk: 1,85 cm. |
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) | ASR 4M75 D13143 0308 Hvæsse- eller slibesten
1 fragment af hvæssesten af glatsleben finkornet, mørkegrå bjergart af flad stangform overbrudt i begge ender i skrå uregelmæssige brud. L: 7,4 cm. Br: 3,8 cm. Tyk: 1,4 cm. |
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) | ASR 8 x404 0308 Hvæsse- eller slibesten
Slibesten. Granit. Ca. 6x5x2,5 cm, slib på én flade. 1 stk. glimmerholdig slibesten, meget fragmenteret. |
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Hvæssesten. Natursten med slib. Nærmest trekantet, afrundet, glat. Mål: 6,3x4x15,2 cm. |
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) | ASR 8M75D D14483 0308 Hvæsse- eller slibesten
1 fragment af stangformet hvæssesten af grålig sandsten med to vinkelret sammenstødende sideflader bevaret. L.: 6 cm. |
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| ASR 19M79D D14864 0308 Hvæsse- eller slibesten
1 stangformet hvæssesten af finkornet, grålig bjergart. Stenen er mejselagtig tilslebet i den ene ende, ujævnt overbrudt i den anden ende. Tværsnittet er uregelæssigt rektangulært. Længde: 11,7 cm. Tværmål: 1,5 x 1,8 cm. |
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| ASR 19M79D D14865 0308 Hvæsse- eller slibesten
1 stangformet hvæssesten af finkornet grålig bjergart. Stenen udviser brudflader i begge ender, hvoraf den ene er lidt fortykket. Tværsnittet er uregelmæssigt rektangulært. Kun to af de sammenstødende sideflader er tildels glatslebne, medens de to andre sider fremtræder som næsten rå brudflader. Længde: 12,3 cm. Største tværmål: 2,2 x 2,4 cm. og 1,8 x 2,9 cm. i enderne. |
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sIbiRT9nz5g2Rs/yggccepFRSRTQqyRwLsDYwX4Axnr+dTfSyKHaUptbpJGRmiZMK0UYYL6kkdAanv7po5ZXT7vTLHlh2/ycdaliugkKhlZGH/LNWBAHQn2PNJdTLMqvE/lyn5YmIGPoc1Glh63MHCWcilWaORuQWQMGOQSG55H+FWILy7uCxjG1iyMPKIUrtz0wRjk+gHFN8ud5pDsGTlS20egyfpyKl+wusCbwyhgfmxjI/rS5mUomjprLKrIH86UPt+VizFu+TXuVnHd6R9gsoJ57NliUTNg7Tuwdo45OOM/1ry34d+F0bxLZtPBiFCJSshCKQANpPsTj9PSvZdP8Opda1dTxXTXsyTFQIc4wQB37nIHAwcdaiT03F1PrnQ1jOi2Aj3bPIQDf1xtGM1bWFW5JHNENqIYI1UY2KFCnnAAp0ce9stlcHjtXoRVkkZt7tFmFFGAOfwoqSFcqMDmiuuMdNjkk9TKb7vBBHWsq7UMrgckk1q7TtwOh68VnXkRYn8fxrzT04nxj+0V4VFt8Rbq9t2KPeaeDv7qVbDEfgo/WvJPA+tRaDqUzTTuIZFKMBGSWz93nOOuOK+l/wBprR5Y7fTNUgX95bvLG3+0GjJ2k+h24P1r5Qgjin1AxyMyDarEA7iM/h/nHXmuea1KjsXvF2oW91rN3efZxcbwrIrghjgYAyOewzj061m2ts9wCkbJBJjI3Nx+vfOeayvF11NYaiy+eqiHBhGw/OOxPvkY/Ct3w7rFre2sE8iO7gfOEO4Z6n+tTGLiroUpX3HxKYbe6jcrCAmGaUA84xn9f17Vz3iJrQafbm8SOJFO4y233kxkYxjkHOMHHWuv1C3SS3muILfZbR5YMcZGec844HHNcNrzSWzRyo85MhDPuj4BPIK8dO/HUVcbMjVEnh1ZN0upw2cttaNFwzIAg3cdznbn69qgu5JLfUpGc+dFv2edcJhQvXBz0x9OcmotMvtRt7hGkZpYYVwYdoVDkYxg9ee2O57VftZr6SzaZrUja5DeY20Y9Rk84x+vvT0TuU7vQS40O8kvLma6tEntZVXEMboSm4Y3DkYOc/keK6/SNFi0+yj1BoZEvWByrZwuC3JUdQNo6HADZrB0ttT1JZbm3WOK2SUCZ7mTDyAckBeDjn1A49qty65JdbbSHdczMwDyo25GHGFPIJ25HsP0oUtSXHQ6zWLUNbafdxQQpC7NCDHuU8DBzyfUYzjPpzTI/Ds0ar9nyN65PljcgJ9/XgGiO6kkaK3nKyFCWVo2DBuoIwOuQASO2DyK6O41WFdPYQTXBY8NbyKAC+ST8meMHPXJ59KroZ9Tlr6zmihaC63RyQMVV9hIYEbtoByQSf8APPFC3jjtwshdsOARvQfL15A6df5Vv3uoi7mlF0wuZ2L7HumdtibQBtXd1HYHpx1rIjtYJtLa4aWRrkHMaFxsVOcA56Zz09qlysikuZjLeANp/nTu3lSllDIMBSBknGMdv049Kx7wxx3CPvPksVIym0Oecj19Pzq/PNHDbqZD5TqCP3YyvUZGM4zz/nvSecyXHlbj9mBwvABOe/Q9qBqwkIkkYs/Cj76HAI5zj5j9f/r06S8aYIUDLFzgbRg8AdT6VBbvKshKpkdT/f3ep9BkdvStuys7e9Kl5FMm1vkLYKpkep9+3vUcpXN2O++Hcy3Ec9xIWklREhSRnO3aSG+bgggYPbkjHpXqPg/VkvPEukrHIWg+2Q7pG/5afvFwq49Ovb1rwvTJBZw3tvakQrcn55QcnAPOD9CT+Vem/DmO/m8eeHYFuZLqVr6NQq4CJGjnLkdN2CT/AIisWrXHu7s+4hllUfTvTlhDLnPNM2hkOTt9cdaevU44r2ThZPGCODwO2KKZDMGmeIbtyAE5U45zjBxg9O1FdEdjF7lee024IOBnJrLvlEeccmujZN3aszUdNEkbFeO4rlqU3HY6qVTW0j5+/aGjZvBFw6w+aFlTk/8ALMZwW/I4/Gvihj519tt4EaNlIxK+N2F/vdOT29q/RXx9o51DQL+0bH72F0G7p93H86/PrUJrqNo4VgVkSbZIJIQQeBwvHGMdsHBrhqLVM649Tm/G1qf7KUx+W23nbydp9P69Kr/DucLZmSaNDFbkoWYtnceRt54P4Vr/AGbTtUmWXUZLr+z9+10skHm4CnG0Nx1HU9OfpXeTfDnwlpl2fDnh2512LWms0voVvVj8mfNstyI9ygbSVyATnnjAzmnTfutEzV2c1eeIIUUKqxKm7JaQgsQvcEdent1rN1rTx4y08iCe4tlYEqATww4GBk9s/wD6q6rwj8O49a8JahruvTiyjj0+e6sbbzB5l26cZ2n/AJZg5GeMnp3xt2vwh8R2HgW3vLDRdVup5yZpVaB9gjk4jWMYyz/eZiDhVZR1zS5b6xQr20Z4tY+CdR0XUDMdTmvLgcOGVgwJ6sPQEfzrp9U08S2Yg8xW8rLKIudgzyCM8jP8q9T8K+CbO9stJubvR767jv2eO71K2uVWHTNrlP3ikHDbQH+cjg4HNb2jeAfDVvfWWma/9pkv9U1KfSLWeykVI4Ujl8sysGBLnzP4fl+UdeaqUW7NhzdDwq60m+uYlMgjSFhmNQ2duM5HPfj8zWZb2d1HC8j24aZWIUSSqqIOoPQfh0617ha/DM6bothPfWRvn1CeaK3M2qJaK2yVo9kAf/WOSrNjp8y9zXk9zIoutr2+wLI/EjbXyCRyex6/pUtW3Gty9pVxLFDbpqEKzgDrkKOd2SOevTpzWlpUVwsk/lKlu5yQ4bJUE4Xn/wDXwKybdIo5vNeIXJB3BPmkUnIGB6n3/CibVGmt5o428wyMCrMdmMEDgADnnv2H5q/QVi/stba6mSTM9xHhFaNsoTxu5z9PTmqn2qK6h2W3ysGAkPTd0xjj9SKhN9HYb2+SWXYwZVXPXOSfoO49KrWepLe26ymHauMrhMAdDkjH1HXvzSdxpEl3CzYudioRjh1+9wCfmwCfoKpLHJaSKYQWWRsbXG7GOgx2H/1vWtGPUkjgK3486BXLokRAIJUZ4J6Egfl3qKzkW1YuJEQOu0qSQQO/OP8ACjTqGpauJftTblcxl3JCxYTuAcgD61r2ZT7OfNlKzICAh6HnpnoTz/nFYtvH9ouPKOxEXDKsrbYzyDw3r2+tb1jL5ipFHGqLu3mQqcEd+e2P8aUthrcptbh7jdJG7xRSbnkQEsVHJA7E817x8B9Wm1L4ieG4hbrACWk/elSw/dyEg478Dv614ksiafC8MbPKrFnXgg4yODkc9uRzXtH7OrSTfETTrlreCGJCyrJ1bmNvlz6kjvj8axW5cj7R4UcAU2PHmAgH5hzTlcsvTFHDOOmQa9o8wnUfLiihT2orojsZE+2mtHxUtGK92VGMjG5iavoMWoQspGCRX5pfEq2m8L+NtX01hOghvpLdVVjjAJALAeo6V+pG2vE/jF+y/o/xQ1g6zbXbaVqrKBL8m6KYjoWAIIPTn2HFeNjMvk0pUlfyO2hWUW1M/O1poY9VVbgM9us29hBhXYY+baWyBxntXY3XxI8O22oDVNIsNXu9bhtVsbY30sSxjbB5KytsUklRzjIGcc4FfQVr+wbqbagJbrxLZxwrnasMbtn8CP6muq0f9hXQ7JB9o1kySZJLJa+p7Zfg4ry44PEPRUzqdan/ADHxp4d8VJ4clvSzRyTXFnJZiKRz8ocfewe3GfzFbFn4rltPDV9Yzs10L/yRbeZISsIQsfunI53ZGPQ19pw/sS/D/cGuhd3D45ZWVCf0Nan/AAx78O/MWQWt6pUhhicdun8NbRy7Fbcv4kvEUj4hbXobXyLe40Gwm+xj91fojReZznEiowEmGzye3fpVvTfiPqmgx211dWVtqzW95Jf21xcI5kt53IYsApGQWUNtbI7jqc/b0v7J/wAP5bWKL7HdI8TblnWf94PbOOn4VFa/speC7O3eHN7coxBVbmRXCY6Y4GfxzR9Qxi6L70Ht6J8S6V8R9UuNKs0vNJttWk0OaSexuLiNxJbF3LMCAwVxvO7aw4J9OK5ST7RqVwykI7Sy/vJZn5Xdk5wfcj19TX3p/wAMjeHI4rpIdQnT7QDuZolYjPpz6cZ61xWp/sS3Ml5cT2viWB9wzGklr5QBzkBgnBH4VlLBYtLWH5FRrUu58cw3BW42SS/LDkFVJQc8dql3La3bNEFeADyypTcoU9Mc88/0r6zt/wBiU6dJGftC3QYjzGjC7l6ZK7iPTuD6e9Txfs13Gm6S9qugSid2CSSb0ljdQxKn5QGHGOg7jjisJUK0VrB/cUqkG9GfJE0kUMbSuyzY+YoseNnP3ix4xTLK4gs1Cxg7mw4GC3AJyPQD/DpxXvHxD/ZzvtKtjBpGhakWfcvnMDsjAOeABggg9+49zXlF58N9Rt7xZGsLmA7gW3ISVwPmPAHf0/WueXu7qxpHXY4XWryKQM5HlOmcJ94E84bJ65qlbaiiKAE3RlQVCdjnrnH1/Kuz1z4dXEN84ukJjU43bCd3GQRx39wO9Mh8BzWfF9E8SqxLrMvlq+OgA60uZbFW6mRY3i3Vv5iyKdg3/N0z0HHYVuWIkhjlGDMh+/5mQOc44H4f5zWvb+F5GW3Z7eVYggQFFPPfAyevXrXWeFfh3qPiJ737HZNKipvG2QMuckYHY8560cy6EWOUt3iijQfaFWWUZJVBz045GRz/AFr074IaykPjHS0jDSMt9EWIGAqFgASM9T7Z/SuIu/hf4h/tKG0bRLxWmG5W2MOueuQMdf0r1j4b/Czxha3VudM0K4snVlBluEKqNrA/ebgdOCCaSjKTtFXCTSWp9kRxttXPXucVIIu3ap44zsG7AbHOKfsr6qODk0eQ5kEcO0k9CTmirAWiu2GFUUQ5C0U7bRivS5DO42inbaNtPlYCcUUuKNtPlYDaWl20baOVgNop22jbS5WA3FAp22jFHK7gFFFGKuzEJ7VHNbQ3ClZYklXuHUEfrUtGKXLpqMyZ/CeiX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| ASR 8M79D D14906 0308 Hvæsse- eller slibesten
1 fragment af hvæssesten af finkornet, grå stenart. Rektangulær med glatslebet over- og underside samt ligeledes på den ene bevarede kant. Længde: 6,3 cm. Bredde: 3,4 cm. Tykkelse: 1,1 cm. |
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| ASR 2M80D D15127 0308 Hvæsse- eller slibesten
1 hvæssesten, formentlig komplet, af brunlig porøs jerninholdig bjergart. Ildskadet/flad trapezformet med afrundede kanter og hjørner. Den korteste side er en gammel bredflade, delvist afglattet og lidt skadet ved opgravningen. Højde: 8,3 cm. Største bredde: 6,4 cm. Mindste bredde: 4,2 cm. Tykkelse: 2,0 cm. |
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| ASR 2M80D D15150 0308 Hvæsse- eller slibesten
1 endefragment af fladt stangformet hvæssesten af grå, finkornet bjergart. Stenens bevarede ende løber spidst op, idet der der her er gammelt brud, i den anden ende er den brudt tværs over. Rektangulært tværsnit med afrundede kanter, hele overfladen tilslebet. Ved den oprindelige ende er et hul efter en ikke afsluttet gennemboring af stenen. Længde: 4,9 cm. Bredde: 1,8 cm. Tykkelse: 1,2 - 0,8 cm. |
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| ASR 2M80D D15152 0308 Hvæsse- eller slibesten
1 fragment af hvæssesten af brungråt, meget finkornet, skiferlignende bjergart. Stenen har to bevarede flader vinkelret på hinanden, begge afglattet. Længde: 10,3 cm. Tværmål: ca. 3 x 2,7 cm. |
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) | ASR 96/67 D01198 0308 Hvæsse- eller slibesten
To fragmenter af stangformede hvæssesten af lysegrå sandsten. Begge stykkers form er meget uregelmæssige med rå afspaltningsflader og kun den ene sten udviser et større tilslebet overfladeområde. Længde henholdsvis: ca. 14 og 16,3 cm. |
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) | ASR 47/63D D00558 0308 Hvæsse- eller slibesten
Fragment af en stangformet hvæssesten af sandsten, glatslebet på de tre sider, afspaltet på den fjerde. Største længde: ca. 6 cm. |
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) | ASR 47/63D D00654 0308 Hvæsse- eller slibesten
Fragment af flad, stangformet hvæssesten af lysegrå sandsten. Længde: 4,8 cm. Bredde: 1,7 cm. Skævt trapezformet tværsnit. Tykkelse: 0,4 - 0,8 cm. |
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| ASR 47/63D D00655 0308 Hvæsse- eller slibesten
Splint af hvæssesten af lysegrå sandsten. Kun en side er glatslebet, alle de øvrige er brudflader. Største længde: 4,7 cm. |
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) | ASR 47/63D D00676 0308 Hvæsse- eller slibesten
To fragmenter af hvæssesten af lysegrå sandsten, det ene af bred flad form, 6,5 cm. lang, 2,7 cm. bred, 1 cm. tyk, det andet afspaltet på langs af større stangformet hvæssesten stærkt nedslidt i den ene side, således at tværsnittet her er blevet trekantet. Længde: 11,2 cm. Bredde: 2 cm. Tykkelse: ca. 1,5 cm. |
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) | ASR 1747 x360 0308 Hvæsse- eller slibesten
Mål. Længde:13 cm. |
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) | ASR 1747 x361 0308 Hvæsse- eller slibesten
Mål. Længde:13,7cm. |
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) | ASR 1747 x362 0308 Hvæsse- eller slibesten
Mål. Længde:8,7 cm. |
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) | ASR 1747 x363 0308 Hvæsse- eller slibesten
Mål. Længde:5,4 cm. |
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) | ASR 1747 x364 0308 Hvæsse- eller slibesten
Mål. Længde:4,2 cm. |
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) | ASR 1747 x365 0308 Hvæsse- eller slibesten
Mål. Længde:9,8 cm. |
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) | ASR 1747 x366 0308 Hvæsse- eller slibesten
Mål. Længde:9,1 cm. |
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) | ASR 1747 x367 0308 Hvæsse- eller slibesten
Mål. Længde:19,2 cm. |
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) | ASR 1747 x368 0308 Hvæsse- eller slibesten
Mål. Længde:10,0 cm. |
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) | ASR 1747 x369 0308 Hvæsse- eller slibesten
Mål. Længde:10,1 cm. |
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) | ASR 1747 x370 0308 Hvæsse- eller slibesten
Mål. Længde:13.9 cm. |
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) | ASR 1747 x371 0308 Hvæsse- eller slibesten
Mål. Længde:16,0 cm. |
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) | ASR 1747 x372 0308 Hvæsse- eller slibesten
Mål. Længde:17,2 cm |
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1 afspaltet flis af grålig skifer. Længde: 4,3 cm. Bredde: 1, 3 cm. Tykkelse: 0,4 cm. |
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1 flis af grålig skifer skråt overbrudt med slibeflader på den ene side. St. mål: 3,2 x 1,2 x 0,7 cm. |
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) | ASR 7 x1111 0308 Hvæsse- eller slibesten
1 fragment af svær stangformet hvæssesten med omtrentlig kvadratisk tværsnit og let affasede hjørner af sandstensagtig bjergart. Stykket er overbrudt i den ene ende. Længde: 9,7 cm. Tværmål: 3,4 x 3,0 cm. |
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1 afsprængt flis af bjergart med glatpolering på den ene side (hvæssesten). St. mål: 1,7 x 1,4 cm. Tykkelse: 0,3 cm. |
![](data:image/jpeg;base64,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) | ASR 7 x1289 0308 Hvæsse- eller slibesten
1 endefragment fra hvæssesten af brunlig skifer. Stykket har flad rektangulær form med brudflade i den ene ende og iøvrigt med glatslibning på de øvrige flader. På den ene fladside ses en svag fure nær den ene kant. Længde: 3,6 cm. Bredde: 2,8 cm. Tykkelse: 1,5 cm. |
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1 ubetydeligt fragment fra hvæssesten. 1 parti af slibefladen er bevaret. Længde: 1,7 cm. Tværmål: 0,55 x 0,3 cm. |
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) | ASR 471 x16 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af grå, finkornet sandsten, afbrudt i begge ender med trekantet tværsnit og tydelige brugsspor på den ene side. Mål. Længde: 13,9 cm. |
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) | ASR 501 x1 0308 Hvæsse- eller slibesten
Hvæssesten af lysegrå skifer, afbrudt i begge ender. Kvadratisk 1 x 1 cm. og 5 cm lang. |
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) | ASR 621 x001 0308 Hvæsse- eller slibesten
Fragment af stangformet hvæssesten af finkornet grålig bjergart med slidespor på den ene smalside. Længde: 9,7 cm. Bredde: 4,0 cm. Største tykkelse: 2,2 cm. |
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Fragment af hvæssesten af brunlig skifer med spor af påbegyndt gennemboring til ophængningshul. Længde. 3,0 cm. Bredde: 1,7 cm. Tykkelse: 0,5 cm. |
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Ubetydelig udspaltet flis af grålig skifer, antagelig fra hvæssesten. Længde: 2,2 cm. Tværmål: 0,7 x 0,2 cm. |
![](data:image/jpeg;base64,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) | ASR 621 x094 0308 Hvæsse- eller slibesten
Afspaltet flis af grålig skifersten antagelig fra stangformet hvæssesten. Længde: 5,7 cm. Tværmål på midten: 0,3 x 0,9 cm. |
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Hvæssesten, knækket, gråsort bjergart. Stenen har flad, trind form, ovalt tværsnit og er afrundet i begge ender. Længde: 7,9 cm. Bredde: 1,7 cm. Tykkelse: 0,8 cm. |
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) | ASR MD89 D00136 0308 Hvæsse- eller slibesten
Fragment af hvæssesten fremstillet af glimmerskifer. Slibeflader på alle sider; den ene ende afbrækket, den anden afrundet. Mål: længde: 9,1 cm. bredde: 2 cm. St. tykkelse: 1 cm. |
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| ASR MD89 D00137 0308 Hvæsse- eller slibesten
Hvæssesten af glimmerskifer. rektangulært tværsnit, afbrudt i begge ender. Ingen spor af slibning. Mål: længde: 14 cm. bredde: 4,1 cm. St. tykkelse: 2,3 cm. |
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| ASR MD89 D00138 0308 Hvæsse- eller slibesten
En hvæssesten. Mål: længde: 11,5 cm, bredde: 1,7 cm. tykkelse: 1,5 cm. Slebet på en side. Afbrudt i begge ender. |
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| ASR MD89 D00139 0308 Hvæsse- eller slibesten
Hvæssesten. Mål: Længde 12 cm. bredde 3,1 cm. St. tykkelse 2 cm. Afbrudt for begge ender. Delvis tilslebet på den ene smalside. |
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| ASR 51/64 D00323 0308 Hvæsse- eller slibesten
Tre fragmenter af hvæssesten, alle med rektangulært tværsnit. A: længde: 18 cm. og 3 x 3,5 cm. B: Længde: 8,5 cm. og 1,5 x 2 cm. C: Længde: 5,5 cm. og 2,5 x 1,2 cm. Grålig glimmerholdig sandsten. |
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) | ASR 24/66 D00415 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af grå sandsten. Mål: længde 9 cm., bredde 3,5 cm., tykkelse 2 cm. Glat på de tre langsider, på den fjerde grov med spor af tværslibninger. Enderne afbrudte. |
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) | ASR 565 x038 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Største mål: 5 cm. |
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TkU8GsCwv0ureC6t5N8UyLIjjoykZB/KtxW6V3NHITA05TUIanq1QBJmm7qQmm5oES7qM1GDTqQmOoptFSSZq0oNRq1OBrZmhJRTc0UhjJm+WuT17JY/Wuscbqx9Q08zcgUhHnXizwrpnjXQ59J1e3+0Wk3bOGVuzKexFeB65+yFMt2J9D8VNEE+5FfWoYjHT51I/8AQa+qJtGcfw1WbS3XsaylSjLVoFKUdj5ej+CfxF0cBY7rSdRhGQFW5dDj/gUdTw/Drx5GzLJo0Lrngx3kXHA9SK+lv7NftmmnTX9/yrP6vAv2sj53/wCEF8YIpX+wBJ0GTeRDp9HrN1T4b+LNQkkc+HZAWBGFvYRn8d9fTX9luex/KnLo8rfwtUfVo+Y/bSPlpvg/4skh8qPSEgDcb5LyPI9yATn86LX9n3xDKQ00VnEduMpIAfrkD619VL4fkb+E1Zh8Mu55GKf1eAe2mfLWkfAHxJp9+kqSWIjXgIs7KzZ65Oyum8I/sn681xFLPf21jbSTeZK0UrOQuc7VUr6Dua+lLHwqkcgZ+faujiRYYwqjAFWsPAftZFWx0i30+1gt4lPlwosaAnsBgfyq4DRmkzXUZD6crVHmlVqQEm6kzTc0UAPBp2ahDU7dUiZLmimZoqGQzN3UqmowaUNWpoS7qWo80uaBjs0hUGkpaBDGhDdqY1snpU2aM1QFf7InpTvsaelTbqAaAIhaJ6U8WyDtTwaXNIBqwr6VIqgdqbmlVqAJKdmoi2BSq1MB5NApKCcUAOzS7qZuozQA/NFMozSAfS7qj3UoapYiYNRUStRUMhmdmlDU00ZrQ0JN1LuqLvTgaAJN1LuqOjNAEm6kzTd1GaoQ/dRupm6l3UDH0U0NRmgB2acpqKnK1ICXtzSiow1O3UwJM0hpu6gtQIM0bqbmjNAiQNQTTAaXNK4xc0tMpc1LBjwaKapoqCBf7Bv/APnh/wCPr/jR/YN//wA8P/H1/wAa7Ciub2sjPmZx/wDYN/8A88P/AB9f8aP7Bv8A/nh/4+v+NdhRR7WQc7OQ/sLUP+eH/j6/40f2Ff8A/PD/AMfX/Guvop+2kHOzj/7Bv/8Anh/4+v8AjS/2Ff8A/PD/AMfX/Guvop+2kHOzkP7Cv/8Anh/4+v8AjR/Yd/8A88P/AB9f8a6+ij20g5mcj/Yd/wD88P8Ax9f8aP7Dv/8Anh/4+v8AjXXUUvbSHzs5L+w7/wD54f8Aj6/40f2Hff8APD/x9f8AGutoo9tIOdnJ/wBi33/PH/x9f8aX+xb7/nj/AOPr/jXV0U/bSFzs5X+xb7/nj/4+v+NH9i33/PH/AMeX/Guqoo9tIOZnK/2Le/8APH/x5f8AGl/sa9/54/8Ajy/411NFL20g5mct/Y97/wA8f/Hl/wAaP7Hvf+eP/jy/411NFHtpBzs5b+xr3/nh/wCPr/jR/Y17/wA8f/H1/wAa6mil7WQc7OX/ALHvccQ/+Pr/AI0V1FFHtZC5mFFFFYkhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//Z) | ASR 565 x102 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Største mål: 6 cm. |
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) | ASR 565 x104 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Største mål: |
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| ASR 565 x114 0308 Hvæsse- eller slibesten
2 fragmenter af hvæssesten. 1 stk.: største mål: 5 cm., kvadratisk tværsnit |
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uLiMXcQ+z4LCKFAEZCPmOO4OOfp7VlzK+he6H2S6ffBvIv2ZU3FY4yOTtbqCfl6Lk4wOfSqa2Nzrd4kVvGXmJJOyTzGYADk4wMA5Of1qO18IzX15NeaFFNMgXzFJkQKq4GcgH0I6kfU1qQjVPD80f8AY8lraSwr5sszSIzSE7SRknnAHAX1NU7PqGux0F8Dpd1pun6rcTRrInmRRsVVPJk4+7nAJIJ4I9q7Xx18BdT0nwZYazot/p32e50yLWrvRjI0F5b2zNsSVt2QyAsMkYI3EYP3q8X1PxHcawoa/fUr+RcDzZgHYx9MfexnIHbHy9sc/bnxKu9M+KGh/Ezwx4Pj0nUdah0PSINJuLOYPc39mGWSaEANgFCgJVefmXI6VrFLldiXufEFjZz+INatdMgkX7RdypFDHhWUyu6qoLMenzevGenJroPFHw5u9Gt7Zr8rA895d2SzuAP39uypMjZxx+8Tlc5OfcDjIzdeGdVDktZ6paz7gImKzROrctx0IIxgnIINfRfx2+IWheIPgp4Bmm0nSb/XtStbq9a+smMLw3ZnAn3RJlCWypIbGSM9gKd046MWzPF9B+E/iTXWW/tdI+0SXM72UMUc6pL5wVTtSMtubl1HCnPPWubfTLzSby7aZJo/schV1kjIOScbQDgnkHI/rXrfwy8RXWo+BLuS7X7IfB1je6haXyuyFri5EcFsDjjekg3KQM/Ic8Cug/Z3mM2m6ppXhq70/wD4TnWLqO1c6tArx/YmQs6xJNtjZml2gr1IC4HU1WugHleh+PNR0W3NgsSzRP8AvY4JIgqhmw24Y74A/Ln0rpdU8UWusaP9quzHb3DTK8kFjtUybEwQcHcFKjpwMk4HUDvfDPwz8P8AxS/ac8XaTZXEcfgPTXmuprq2leOKG2iwGVX5CqG4HbCjjFcV8W9N8AaIdV0rw14evbu3jdYrPxLdXriSd1wzbYvLRDxlSuM554ovJbiaRzF940tZLdbaDS4mkdWWW8mI3pldoYD2LEYJ7joRk40WoR6hcwm4sYwY1DNJFCDkYI3sPTgZI+tZkd1byW6i4RiCCROzZPGMdRk+n3iB26itC3mhsZkL2d4VZh5iwMyOVJQnDfNjt/D/APWXN3CxbjvJbgxndMLeJfk3YkTPULgjHPJHHOai8ba0NW8v7Xpdro7WipM0sK7TJyB8uOBnB4A6irFjYWlreQtAzafewTAG4umzEoO4KDgZZcYycDA7d6wPGB+2aobRbpLpsZmlt8glsjcQDj5QTWEko6oer0M/WdcmmhWO1laGKVVkCOVVm4x0+oPTPavrf/gmjqVyPiBr1m8fmxSaRvMrEkx7ZYwAPY7j+Ir4uvDJJcmC9mcMpVI2Yk4G37vPTBNfoR/wTR8B3GjaN4w8QSSRy2l1LDZ27KMligLuc+nzoPqD6U6W6K6n23RRRXpCCiiigAooooAKKKKAOW8ZfDPw947s5LfVtOhuFkHJeNWB9yCCDXw5+1z+zX4a+GegWGo219JALy8FvDaJPgYwWchGyygAAfKcfMOBkV+hleY/Hv4F6V8dPDVpp9/K1rdWMzT210i5KkqVKn/ZPyk/7ornqUov3ktRH5X2OsWsEMkKD7JHECkUgY7pFHO1yBn5s9gB9KmtUsrpRPeXci7pNghG9ti56/cPAAJK5zgYzzXqXj79mPxF4J8SX+lt4b1m6slkzb6pa2slzbyJgnJaMfKegwQPcVlXWh69GI7XT/h/ru61RS/n6YZI5CMDgiLv68Ec855OF49GXdnl7bo2m8yJ1t3bBWEZJwRwDzjjPt+VUrLQX/t6IWkiujNvzvB9/U89fyrq/EOl+INLuLu71jwzqNvYuyxpNc2MsCx7QADkp3IH5EcZrEsYYtS/5f47WbBZZJomALZ5AIVs9R2BHNO9/MkNQs5rHzJHSNvKYEBUABbnbkgA9Md8cj2FYn+pkjkx9nZVOVMh27upGMgjJGMfrXQxx67pd0X+zXWo28byDMdqWQnHPzEn8jXPyagG3xNbwgqT80lrhxznsRn8eaXu7BqXrO91C10u9sIL50sNQminmghYbJni3bMgjPy+ZJgZ79+DXf8Awx8aWfgTSfEmpWi+b4tuIxY6NPMTvtBJuEtxu7OEUKuCCC5PavPY7oxxtFG1uoVVJ8qGRZeSfVjjg8nnsOlaVjfSeZC9vZW7vuwZvtGS2OQdhOD05GMVaaWorNnqnwd8a2Xwuj8TaJqGpLBaeINO+zNqFrA0rWkitvUmNvvxsQysBz8wP1T4qeOvDvijQvDmgR63fX1jotg6MsCmGCW9aWR2lAkKtgqyKCV4GQB6eXXV1a+Skn9nPHeLLm5WS43pKo5xwOOhGOuB3p+seINNvWEj6dcWsSjasZUFDjHVgRyQAenORVcyatcLNMg1HTZpbyQSyfaFtW5KqjrnPIwowRx1HHXrmkayl155JMK6W8aRASKwEZCgKvQbRlR1/GtE6lpV/azITJpu8qsEfmoeVI+/jGQSD948ds4rPjvZrJrswt9ogzh2dsbyCORkYx1HfnHTrWNkXrYpXvh37Q909vHtgd9oePngLkBTnvjjPJ4z15z/AOyY9NKSRS3EEzorE5wy855x0xnPHseK6LXfEJja2lktJDE0gkMTuQhYdgQOAOOAeN3WoFvpLe/tb2W3j+wnHyA7RIQCFLd+CPfisLNy12FsjirqzuL/AFZIHQtvlZI5M8E8fxEf/Xr9jv2afAFv8OPgr4Z0uCMpLLbLeXG77xllG9s/TOPwr4H+FPwLg/aA1iKy0eyu9PsLURtqd9cDIiYsxwvIXcUOAAOwyAMmv0+0vToNH020sLVPLtbWFIIkyTtRVCqMn2Arrox1v2J3LVFFFdgwooooAKKKKACiiigAooooASk2j0p1FKyYEM1rFcRvHJGskbDDIwBBHoRWRJ4G8PSSeYdD03zP732SPP54rdoqXCL3QGW3h2y8pY1hRI1GFVVAA+grF1L4b6bqm4TQQTIRjbLEGz9c111FZujTfQnlR8+ePv2N/BXjLTLmCOzOhzud63Wk4iYNjHKY2kdO3bqK8YvP+Cfeu2lqTYeLbLU2QApHqNnJFuwckMwduSOOn4Zr7qpKh4ddGNXWzPzU1z9jH4g2N88w8JRata7t3mWWoRZK44A3MrcY9O/aubX9mP4n3l0sdh8O9TSJVO8XMsUSsR/d3OMAgAfeyetfqhRVeyfca0PzR0f9kP4ma9aSQz+AbHTVdlH2i+uYVdMd8rIzc/7v0rtYP2CfF/8AZ0bHWtIivU+ZYCjvFuCgJ820EYwP4T05yMg/fNJWbw6lux3fQ/M/xF+wj8U9Ct5Lm1t9P11VGFt7e9Z3Cnr/AKzYDzzjHOazvhj+xT8SfGHiIwa1pU3hjS4nBkuLwgIc9SiBiSeuOMcjJFfqFRVLDpdRHGfCX4VaL8G/BFh4a0RG+zW4LSTyAb55D96Rsdz+gAHauzoorpjFRVkAUUUUwCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==) | ASR 52/64D R04796 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Største længde: 8,7 cm. |
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) | ASR 565 x145 0308 Hvæsse- eller slibesten
Fragment af stor og kraftig hvæssesten. Største mål: 17,5 cm. |
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We80exuGTGxZIVYKRyDg16XRGLjuNyuh9JmkzSVViB24UhNN3Ubqoli0U3NFAiuDThUamnitWaD6WmZpd1SA6ik3UZpCFpMZ60bqTdTAXaPSjaPSk3UbqNQFwPSl49KQGloAML6UbV9BRRQAu1fSjA9KSikAvFLkU2igB1LmmZozQBJuptJupKAF3UbqbupN1Ah5NFM3UVJJXU1JUKmpK2Zoh+aXdTN1LSGOzRuptFAhc0mabminYQ/NFMozRYB6mnbqj3Uu6gB+aXcaj3Uu6kBJuo3VGWpFalYCQn0ozTc0UwH7qN1M3UbqVgH0hNN3Ck3UrAOzSbqbSbqAH7qKZuoqSWQA08GoqdWxZLmlqPNLUhcfuNKTTN1GaBC0bqbRVgOzRmm0UAO3UtMpc0gHUU3dRQA+im7qWgB+6kpuadupAFFJupKQDs0E02kzQAtIWptJuqWA4Gimg0VAiX+zLn/AJ5f+PD/ABpf7Nuv+eX/AI8P8a3qKy9rIx52YP8AZt1/zz/8eH+NL/Z11/zz/wDHh/jW7RR7WQc7MP8As+5/55f+PD/Gk/s25/55/wDjw/xrdoo9rIOdmF/Ztz/zz/8AHh/jR/Ztz/zy/wDHh/jW7RT9tIOdmF/Ztz/zz/8AHh/jR/Z11/zz/wDHh/jW7RR7aQc7ML+zbn/nn/48P8aX+zbn/nn/AOPD/Gtyij20g52YX9m3P/PP/wAeH+NL/Z1z/wA8/wDx4f41uUUe2kHOzD/s65/55/8Ajw/xpf7Puf8Ann/48P8AGtuij20g52Yn9n3P/PP/AMeH+NL/AGfc/wDPP/x4f41tUUvayDnZi/2fc/8APP8A8eH+NJ/Z9z/zz/8AHh/jW3RR7WQc7MP+z7n/AJ5f+PD/ABo/s+6/55f+PD/Gtyil7SQc7ML+zrr/AJ5f+PD/ABpP7Nuv+eX/AI8P8a3qKPaMOdmD/Zt1/wA8/wDx4f40VvUUe0YudhRRRWRAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/Z) | ASR 565 x157 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Største mål: 7,5 cm. |
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) | ASR 565 x164 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Største mål: 9,3 cm. |
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) | ASR 565 x165 0308 Hvæsse- eller slibesten
Fragment af stor, bred og flad hvæssesten. Største mål: 17,5 cm. |
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) | ASR 565 x169 0308 Hvæsse- eller slibesten
Fragment af stor hvæssestenStørste mål: ca 16,2 cm. |
![](data:image/jpeg;base64,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) | ASR 565 x193 0308 Hvæsse- eller slibesten
Næsten komplet, fint formet hvæssesten med kvadratisk tværsnit. Største mål: 7,8 cm. |
![](data:image/jpeg;base64,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) | ASR 565 x223 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Største mål: 5,5 cm. |
![](data:image/jpeg;base64,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) | ASR 565 x238 0308 Hvæsse- eller slibesten
Hvæssestensfragment. Største mål: 12,3 cm. |
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+5+orRoo9ow5mZ32Wb+5+opPss39z9RWlRR7RhzMzPss39z9RR9kn/ufqK06KPaMOdmX9jn/ufqKT7HP/c/UVq0UvaMfOzLNpP/AM8/1FFalFHtGLmYUUUVmQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=) | ASR 565 x248 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Største mål: 3,6 cm. |
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n3ag3VMv3atmDH5oplFTYgifpWLqlqZMnFbVRSxBxyK1Rsj5s+NnwnuNSVdb8N2atqqybrq3RR/pC4+9jIywx25Oe+BXznrF3qNrPcR38X2K7AAMEwMbr9QwBH+Ir9D7jTVk7Vg614PsNah8q/sLe+i/uXESyD8iKlw1uitz8/bjVGs2Rk2yDaG+Uk7eO/Gc+uOKoS60ZZhJOx55CyHAA6jj3r7W1L4CeDbpix0KGNun7mSSPH02sK5fVP2afCVwv7qC8s3HKyQz7mU+o3hqSjJE2R8mtqhLiSNmw3bcD+OK09GuWaR/KKlMYZSACR0464P+Nev+IP2ThuabSdYXzP+ed1GUB9ty59T/DXmniT4f+Jvh1DeXWraVI+mKVIuoHWSNT0HI5AJwOQKq9t0RYqXtqYZFU3SBcDO9gCwIzggZ5+nrWbcW6w4ETJG27aW3/KeeQcdOM1lW/iKLVNQZrhDbrOSBvG7HsB6+/1Na15L5lrbbdoWbAVYzlevTJ9cjn26UpDRNpKx3kiRLLvdyV3AbucEkfL/AA5/mK0rOa9s8QmLGOVf7238+ox61zNlfy6DGZ7iGHehygLnnr2/DqOKl/4SjdHJJcTKWZlYJCMbhjPOemM9OvFZjR0El59nn2SiQvjdvMYHHoM5PQA/hUP9vbbWOMXDA5LhznjP4+w7fgeMcT/wlDTySPHJ5oI5+Vvl6YP3eRVUa40j/OLcmM4EcsgTBBHT/PSqSC56dHrT6hECJ9ghI+6SNwPBJz+FVbrULVbmZLqBXZG3BWGOfTkge+OOvrxXC/8ACXRqJcwbmOEby8NGAePvfifzFW7jXLK8t0ZpgZFjARlYKTyQOvYDv7VdgudjD4hhaTZI/lAcKqoN2cdM4Ht7flWJrHipvtzRRQ7Tg4kcnJ+o9P8AGuabUPtksaFGyw2IxXBweASeM/WpZvNhulhe1kcBVCsnJwTzuA7d+nak0uo030NT+2p4LdkMyiNiPuA4HbHP4UltqguJJBOBhsYxHnv1I649/wClU5WbU7GAwxogWT55Nwyh642j2Ht9a7Dw14Hv9Qgij03S7vVmcktHDbPIxbsSV+6MZ74rCVjWNz6L/Y91yO6vNcslZPMSCNyvfAZhx7ZJH4CvpvdXzR+yr8H/ABD4P16+13V7G60mCa1a3FtdOu92LqQcDnAAPJx2x7fTW0DtWtPYme4kfzc1NupmaXdV7mTHbqKZmipIIw1O3VHml3VpY1FpjRg07dSZoArSWqt1FU5tNRgccVqbqbVDObu9G+U4GawL7QjMkkUkayxOMNHIuVYehBrv2QGo2t1bqM1Qjwu7+BfhK4uhcN4dtY5R0a33RAfghArOvvgD4TuXDtpDrIDuDrcy57f7XsPyr6CazjPVR+VRyabEw+4KdoiPl7WP2ZvDN8s4je/tXl5JEgfnt94Z/XtXIyfsjW/nIYfEUkcS9UNkGJ/HzP5g819iSaHC/wDDiq7eHov8ip5IhqfIlr+xvof2ozXms6jcBhhliREz75IYiup039mHwBpyKJdGkv5Ac+ZdXEmT+ClV/Svo9vD6AcVWm0H0ANVyRFZngUn7N/w8fOzw6sDEYLQ3My/yepbP9nf4f2YXy/DqFlXbua4mJx1/v17bJobD+Clj0Jz/AAU+Vdhanl9v8KvCtvHsj0C029tyFsfTJ4q3b/Dbw3CysnhzTS6jAZrRGb8yK9LXw+/oBViHw/yN1Q4oepw1j4P063UrBplnAp6rHbooP5Cu58MaSbeQSFcAdK1bfR4owPlzWjDGsa4AxUcqKLCtS5qPdS0rASA0u6owaXdSEx+6imbqKCBm40u6o80bq0LJN1ITTd1JmiwxS1JSZpuaYCk0bqbmjdVAO3UmTSbqTdQA6kNJuoJpgJjNJ5YNG6lU0AN8kHtSrCo7U/dRuoATyxShQKM0ZpMB3Ap2ajzS5qGA/dS7qZuo3VIEm6jdUe6jdSYEu40VHmikQS/Ybj/nn/48KPsNz/zz/wDHh/jWzRWXtZGXOzG+w3P/ADz/APHh/jR9huf+ef8A48P8a2aKPayHzsxfsFz/AM8//Hh/jSf2fc/88v8Ax4f41t0Ue1kHOzD/ALPuv+eX/jw/xpP7Ouv+eX/jw/xrdop+2kHOzB/s66/55f8Ajw/xo/s66/55f+PD/Gt6ij20g52YP9m3X/PL/wAeH+NH9nXX/PL/AMeH+Nb1FHtpBzs599NvMfLFz/vD/GlXTbr/AJ5f+PD/ABrfoo9tIPaMwv7Ouv8Anl/48P8AGj+zrr/nl/48P8a3aKPbSDnZh/2fdf8APL/x4f40f2fdf88v/Hh/jW5RR7aQc7MP+z7r/nl/48P8aP7Puf8Anl/48P8AGtyil7WQc7MP+z7r/nn/AOPD/Gl/s+6/55/+PD/Gtuil7Rhzsw/7Puv+ef8A48P8aBp9z/zz/wDHh/jW5RS9ow52Yv2C5/55/wDjw/xoraoo52LmYUUUVmQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z) | ASR 565 x244 0308 Hvæsse- eller slibesten
Fragment af stor hvæsstesten af uregelmæssig form. Største mål: 16 cm. |
![](data:image/jpeg;base64,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) | ASR 565 x277 0308 Hvæsse- eller slibesten
Fragmenter af hvæssesten. 1 stk.: største mål: 4,1 cm. |
![](data:image/jpeg;base64,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) | ASR 565 x301 0308 Hvæsse- eller slibesten
Fragment af hvæssesten, ret slidt. Største mål: 7,2 cm. |
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) | ASR 565 x306 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Største mål: 7 cm. |
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V6R/wAKEMaxf8TKOV4+VaaMnDdzgcDnngcEVV1D4C3OoQsk97bvlcfIXjPXI6A1H1Wr1Rf1in3OdsdTlvm8ssuIWyHX7u49xjvzj15P1qSO3+3RzR3cv7snLLIcpuB4OM8fQ9u1aVj8E9Z0GJY7CWz8oAZVZnLHjHUqPQdzV1PhV4uvJt1vZCRhkbRcJtfIwN249AcHj0/Cp+r1F0H7aHRnGz/2rqmqDTtFgi1GZwUDAkhDyAGI7depAGOete9/B34B2nh68j8Q+Iwmr+Idq+W8qhlgx025HUcewxxzzWr8Dfgk/gOxurvVjE2p3snmtbwHMVvz91TgZ9a9ijhSNQFUCu6lTjTjeS1OOtWu7R2EgXHJqbNNorRu5xvUXdS5ptFIVhS1JRRQMXdSUmRRupki0U3dRRYRUNVLyHetW6Rl3V0I2OZudOEjZxVb+yzzXWG3U9qT7Kuc7au6Hocsum9qX+yc9jXU/ZV/u077Ov8Ado5kI5VdH9qRtH9q6z7OPSk+zj0p86EcgdH9jTToxz7fSux+yr6Un2VfSnzoVkcY2i/7PNQvop967n7KvpTTZp/do50FkcTDoJZxnNdbo2lraqCRg1cjtETkCrCjaOKzlO+wbEq4FLuqPd70VhYRJupNxplG73osA+l3VHu96XdRYB2aSk3UmadgHZFJupKSnYB+RRTM0UiSClFMDU6tTUetOqKl3VNh3JKM0zdRupCH0U3NKDQSLRSUtABRRRQAUUUlAhaKM0UAFFFFABQGpGNN3UDJN1GajzS7qBjqKZuo3UCH0UyigRBmnA1HSg1sWSA06o80uamwD6KbupaQC0obtTd1JuoJJM80Z6UzdS7qVgH7qXdTB0pRSsAre1IOKKKYh3alpm6jNKwD6Q03d70bqLADU2gmkzTAWik3UZoKFpM03NJuoAeDRTQaKkkf9huP+ef/AI8P8aT7Dcf88/8Ax4f41s0Vl7WRlzsx/sNx/wA8/wBR/jS/Ybj/AJ5/qP8AGteij2sh87Mj7Fcf88//AB4Uv2Kf+5+orWoo9rIXOzJ+wz/3P1FH2Gf+5+orWoo9rIOZmT9hn/ufqKPsU/8Ac/UVrUUe1kHMzK+xz/3P1FO+yT/3P1FadFHtGHMzM+yT/wBz9RR9km/ufqK06KXtGHMzL+xzf3P1FH2Of+5+orUop+1YczMv7HP/AHP1FH2Of+5+orUoo9qw5mZf2Of+5+opv2Of+5+orWoo9qw5mZP2Of8A55/qP8aPsdx/zz/UVrUUvaMOdmR9huP+ef8A48KT7Dcf88/1H+NbFFHtGPnZj/YbjH+r/wDHh/jRWxRR7Ri5mFFFFZEBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//Z) | ASR 565 x309 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Største mål: 7,8 cm. |
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rQoo9ow5mZ32WX+5+opPss39z9RWlRR7RhzMzvss39z9RSfZJv7n6itKij2jDmZmfZJv7n6ij7HP/c/UVp0UvaMfOzL+xz/ANz9RR9jm/ufqK1KKOdhzsyjZz44j/Uf40Vq0Ue0YuZhRRRWZAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/9k=) | ASR 565 x316 0308 Hvæsse- eller slibesten
Splint af hvæssesten. Største mål: 2,3 cm. |
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) | ASR 565 x318 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Største mål: 11,5 cm. |
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) | ASR 565 x326 0308 Hvæsse- eller slibesten
Fragment af flot hvæssesten. Største mål: 13,8 cm. |
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) | ASR 565 x327 0308 Hvæsse- eller slibesten
Fragmenter af fire hvæssesten, heraf tre store. Mål h.h.v.: 29 cm., 12,6 cm., 13 cm. og 5,5 cm. |
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wBnm/ufqKb9lm/ufqK0qKXOw5mZn2Wb+5+oo+yzf3P1FadFHOx87M37LN/c/UUVpUUc7FzMKKKKzICiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k=) | ASR 565 x350 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Største mål: 4 cm. |
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) | ASR 565 x364 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Største mål: 11,5 cm. |
![](data:image/jpeg;base64,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) | ASR 565 x433 0308 Hvæsse- eller slibesten
2 Fragmenter af hvæssesten. største mål h.h.v.:´7 og 3,8 cm. |
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| ASR 565 x449 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. største mål: 6,7 cm. |
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) | ASR 565 x384 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Bred, flad model. største mål: 8 cm. |
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) | ASR 565 x246 0308 Hvæsse- eller slibesten
Fragment af hvæssesten med kvadratisk tværsnit. største mål: 9,3 cm. |
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) | ASR 565 x452 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Største mål: 3,5 cm. |
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) | ASR 565 x045 0308 Hvæsse- eller slibesten
Fragment af hvæssesten, længde: 2,7 cm. |
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ZWwxw3mFvTOQFqleaHqU0bC5ntN7Dgxsw79CSvpmr1rqGk3SHat7FI2A29sKflGSOTnnI/EcYqvEm9gCiv0w0khLHuf0rOUbFxlqVLPw7FZXscz3MMwT5hGTkHI46k//XzT7jXII7pEKIS3ygRR8j3z/UfpVm4sPOZjs2qvBwx9PQ9apzWItF3NHiLBXauF4I7VzW1OpNWI7e5tdTJa2mUTZKujwdfbntyKv6fbvDC5kfy8rtMXkAEDHQENgfhXIax4bjvbxLqKWewljUnzIFBIzjI69eOTS6ZJq8Dq0uuTTInG2SMHORx1xk5qmvMhS8jtGsYZoxGCAh+UAKwIGPrxXvPw/v4rzwrZRxyCQ26+Q2Oo28D9MV8zQ61f2XltcRPcg7g6m3AYZztZeg7dOv8AOvSPhD4lvIPEy2ssTCG+Xa6NjKuoyDwcdMjFb4aXLP1Ma654eh7nmlpuaVVLV7Z5BLFTyaYq7RS1BAUUUUEsjU0NSUq1RqVZ7fzKoTaf7ZrZK0xowaq4HLXWn9eMVkXVuGBSRAw9GGRXbzWokFZ1xpPmZ4zTA8U174L6Nq13Lc2zfYHkOWj8lJIgfUKcEfnXLSfBPULOZjCdIvYXHzmSFon6H7oww/OvoWbRR/dqrJo+OxqHSg+hfNI+aPE37PlzrmmiKHT9PsrsNvFxbSbHVh0YHb/WtLRPh74ztdHt7W7Fm13Gqxvctcn5wvc8E5PfivoA6Vij+yfap9hAftJHisXw216Tc81xpscrDDbTJIPbqB/Ksq4+DGvzTHGuW6W5GDH5bHPvz/SvoH+yB6Uf2OP7tHsIC9pI+fI/hb4us8iLVrSVcYAdmA/LZWXdeEfHun3qxW1q10jsczxXMSoPUnIB/Svpb+xx/dpjaOP7tL2EB+0kfN0fgHx3fT7pxDa7iNzm4Tdx0ztBz1P50t54V8f27mFYmvIh0cSQhf5j9RX0Y2jj0pn9kD0pfV4h7SR82P4a+IM2EOm/Nz+88+MY/X/OagsfA/juG4SeS2aQgEeS7xmPk9cAqcivpj+yaVdI3dqzeGgV7aZ4JH4Z8aSCNTpsKyDhWiCLxnOCS5788+lepfCP4b69b6hBqOsvHDFbyb0jU5djg+nHU16NougIrh3Tj3rqY41hUKowPQVKw8Iu6G607WuKI1HalzRmkroOcXdRuptLQSLuopu6igRGDTgajBpa1LJN1LkUzdS5qLDDFJtFLRTAiaEVE1up6irNNqgKhs0/u0q2i/3RVqlp3EVvsq+lL9lHoKsUvFK4yr9lX0pptFP8NXOKMCi4FE2KHtTW09PSr5FAFO4amd/ZqelPj09F/hq/tFJjFK4ahFGIwAKkpm6lqBDs0maSk3UALRmm0lIB+aKZRSIGbqXNMpQa2LH7qWmZo3e9ICTJoyabuo3UALSGjdSUALuo3UlFADqKTdRmgBaXdTSaAaAHZpabuozRYB1DGm7qKVh3CikzSZoYh+aSm5oJpALupKQtTaAH0UyioJZL9hn/ALn6j/Gk+xT/APPP/wAeFa9FR7RmXOzJ+xXH9z9RR9jn/ufqK1qKPaMOdmV9jn/ufqKX7JP/AHP1FalFHtGHOzL+yT/3P1FH2Sf+5+orUoo9ow52Zf2Sf+5+oo+xz/3P1FalFHtGHOzL+xz/ANz9RR9kn/ufqK1KKPaMOdmX9kn/ALn6ij7JP/c/UVqUUe0Yc7Mz7JP/AHP1FH2Sb+5+orToo9ow52Zn2Sb+5+oo+yTf3P1FadFHtGHOzM+xz/3P1FIbOf8AufqK1KKXtGHOzK+xz/3P1FJ9jn/ufqK1qKOdhzsyfsdx/wA8/wDx4Un2G4/55/8AjwrXoo52HOzI+xXH/PP/AMeFFa9FLnYc7CiiioMwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z) | ASR 565 x380 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Største mål: 9,5 cm. |
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KYHDkZGD1pha/QlhZ281izYPTFSNGhkRjMzAkduBxTpLdILdiDuLcmhZEkIAA257CnchxLH2FWhZBuYqcg/WqVvZzWbOoiTJOct/KrzBfspZDg7sZ79KzrmZeN7Fj3bP6UrsaSZM2xoDlUJYn5gKqRx20kZ+YI4b04pYWUo3C7cnGDxzUBAijYKm/JzSHy2JpIU8wsyk8Z3UlvNFJ5aYDkjbmqkcryM53bRtxg05bcqqsMZOcHHtTuybK4Dy0385KmpreVVXIbGRjLdDWbJiMBQBuydzE8davRyKI1B5XpQ22VyqwGEsG2svcls9qdBDIV/1ykA8D098f5/wFZIk27ck8nFRW7lGHv93mncFEmWOZ5B84OOoH1qJ7ZmmJLBEHXt/SpI1ZpcliD3wcHmo7kqrkkNnd3PSpuPTYu22beaNmfzEzxuPFFJHIJpoRs+VecYoqitRislr5kjSbmIztpsd8rKd0m0kjCmv0tP7H3wiYknwguT/wBRG7/+O1Gf2Nvg8zZPg8E9f+Qlef8Ax6vF/tSh2f4f5nb9TqLqj85LW6hkIDSYyeOKvtMGULnA75r9EB+x98IlOR4RGc5/5CN3/wDHamk/ZJ+E8oIbwpkdP+Qjdj/2rR/alHs/w/zF9Tn5H5tTXSSTAbvu4G0in31uqsu19wODgfyr9HW/ZA+Ebybz4S+b/sJXf/x2lX9kL4SKSf8AhE+vrqV2f/atP+1KPZ/h/mNYOouqPzcgtSZNxDbVBxz0qKQKZgF4KnJJH8q/Stf2RvhMu7HhPG7r/wATG7/+O0v/AAyR8Jg27/hExn/sIXf/AMdo/tSj2f4f5i+p1O6PzT4ukdnAGOjYxTPMFvbucckY4781+lrfsi/CVwQfCYIJyf8AiY3f/wAdph/Y++ETDB8IjH/YRu//AI7R/alDs/w/zH9Tqd0fmjcXJa3KhcIxxxnIpvzwsGjGBxjngV+l7fse/CFhg+EeM5/5CV5/8eqQ/sjfCYjB8Jgj/sI3f/x2j+1KPZ/h/mL6nU7o/NOO8dkwz42sfbNUpPMlYk7QD69q/Tdf2QfhGoIHhLA/7CN3/wDHaa37H3widcHwjkf9hK7/APjtL+1KPZ/h/mDwdTuj80h8tuoD5GcYqCSRtoUE7WGetfpmP2O/hCpBHhEcf9RK7/8AjtDfsd/CBlCnwgMD/qJXf/x2j+1KPZ/h/mP6nU7o/NKC0SGN97/N1Gamt4w3oyqOuK/Spv2QfhI2d3hPOeudSu//AI7Sr+yF8JEQqPCQC/8AYRu//jtH9qUez/D/ADF9Tqb3R+Y8kytMyeXwRj5cetXVZFkTEOCDya/Sdf2O/hArbh4QAP8A2Erv/wCO1I37InwlZtx8J8+2o3Y/9q0/7Uo9n+H+YfU6ndf18j82f3TceV94E5rNiTyrz5wVQ5x61+nQ/ZH+Ew4/4RT/AMqN3/8AHahP7HfwhaXzD4S+f1/tO8/+PUf2pQ7P8P8AMPqdTo0fmhH95SFO4MPm749KS8D/AGhFZSFz64r9Mk/Y/wDhFG2V8JYPX/kJXf8A8dpZP2QvhJL97wnn/uJXf/x2j+1KPZ/h/mL6nU7o/M9pWW7hVQNq4zzRX6WL+x18IFbcPCPPr/ad5/8AHqKX9qUOz/D/ADK+qVO6PZ6KKK+YPXCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | ASR 52/64D R16460b 0308 Hvæsse- eller slibesten
Hvæssesten. Meta siltsten. 8x1x0,5 cm. |
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) | ASR 52/64D R20713 0308 Hvæsse- eller slibesten
Hvæssesten. Firsidet, næsten kvadratisk tværsnit, facetterede overgange mellem siderne. Længde: ca. 4 cm. |
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) | ASR 52/64D R24738 0308 Hvæsse- eller slibesten
Hvæssesten, fragment. Længde: 5,3 cm. |
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) | ASR M2836 2928-29 0308 Hvæsse- eller slibesten
To Slibesten af kvarzit, 10 & 14½ Cm. lange og c. 5 Cm. brede og 2½ - 3 Cm. tykke. Slidte og aftrundede Kanter. Paa den ene Mærker af Slibningen af et spidst Redskab. |
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) | ASR M4518 4518 0308 Hvæsse- eller slibesten
Fem slibesten af kvartsit og sandsten. Største længdemål: 31/29,5/26 cm |
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) | ASR M4635 4635 0308 Hvæsse- eller slibesten
Slibesten af Kvarzit. Firsidet regelmæssig Form med afrundede Kanter og Endeflader. Længde: 14 cm., bredde: 5 cm., højde: 4,5 cm. |
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) | ASR M4635 4637 0308 Hvæsse- eller slibesten
Fragment af slibesten. Har otte Slidflader, der alle går i samme retning. Betydelig tyndere på midten end ved enderne. Længde: 13 cm., bredde: 4 cm. |
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| ASR M4635 4638 0308 Hvæsse- eller slibesten
Hvæssesten af skifer. Regelmæssig firsidet Form med glatte Sider og afrundede Endeflader med et tragtformet Hul ved den ene Ende. Længde: 5,5 cm., bredde: 1 cm., tykkelse: 0,5 cm. |
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| ASR M5142 5166 0308 Hvæsse- eller slibesten
Hvæssesten. Firsidet tværsnit, med hil i den ene ende. Længde: 13 cm., tykkelse: 1,4 cm. |
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| ASR M5772 5774 0308 Hvæsse- eller slibesten
Hvæssesten af Kvarts, 12½ Cm. lang og 2½ Cm. bred i quadrat. Aflang firsidet Form med afrundede Kanter og hulslidt paa Midten. |
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) | ASR M5700 5700a 0308 Hvæsse- eller slibesten
Slibesten af Sandsten, 22½ Cm. lang og 9 Cm. bred og c 10 Cm. høj. Firkantet form med Slibeflader paa alle Sider. I den ene Ende er der et fra begge Sider indboret tragtformet Hul. |
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) | ASR M8682 8706 0308 Hvæsse- eller slibesten
Slibesten af granit, hulslidt på den ene side. Mål: 36 x 19 x 19 cm. |
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) | ASR M8682 8709 0308 Hvæsse- eller slibesten
Slibesten af granit, hulslidt på de to brede sider. Mål: 37 x 18 x 8,5cm. |
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) | ASR M8682 8711 0308 Hvæsse- eller slibesten
Fragment af slibesten af granit, slidt på kanter og flader. Mål: 14 x 10 x 10 cm. |
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| ASR M8789 8789 0308 Hvæsse- eller slibesten
Hvæssesten. Aflang, en flis mangler i begge ender. Påbegyndt boring af hul fra den ene side i den smalle ende. Længde: 17,5 cm., bredde: 2,1/2,7 cm. |
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| ASR M8789 8790 0308 Hvæsse- eller slibesten
Hvæssesten. Mål: 15x2x1 cm. |
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) | ASR 1 x050.01 0308 Hvæsse- eller slibesten
1 stk. hvæssesten af grå, finkornet skifersandsten. |
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) | ASR 43/64D D00938 0308 Hvæsse- eller slibesten
Fragment fra endepartiet af stangformet hvæssesten af aflangt rektangulær tværsnit. Bredsiderne plant tilslebne, smalsiderne udviser kun svagere grad af tilslibning. Største længde: 7,2 cm., største bredde: 3,5 cm., største tykkelse: 1,3 cm. |
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) | ASR M7042 7042 0308 Hvæsse- eller slibesten
Slibesten. Finkornet stenart. Hulslidt. Længde: 39 cm., bredde: 17 cm., tykkelse: 4 cm. |
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) | ASR 3 x14 0308 Hvæsse- eller slibesten
1 stangformet hvæssesten med rektangulært tværsnit af lysgrå sandsten, L: 7,5 cm. Tværmål: 2,0 x 1,3 cm. |
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| ASR 5 x07 0308 Hvæsse- eller slibesten
1 fragment af hvæssesten af grå skifersandsten, med tresidet tværsnit, L: 7,7 cm. St.B: 1,8 cm. |
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) | ASR MD7710 D07710 0308 Hvæsse- eller slibesten
Hvæssesten af gråbrunlig sandsten af omtrent kvadratisk tværsnitsform på midten, der er indsvejet af slid på alle fire sider. På to af de modstående sider findes en dybere indsleben fure. St. sidemål i enderne: 2,6 x 2,6 0g 2,2 x 3,2 cm. L : 6,3 cm. |
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| ASR MD7711 D07711 0308 Hvæsse- eller slibesten
Stangformet hvæssesten af lysegrå sandsten af rektangulær tværsnitsform. På to af de modstående sider i stenens ene ende findes nedslidte indsvejninger. St. sidemål : ca. 2,4 x 3,0 cm. L : 18,3 cm. |
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) | ASR 6M73 D07218b 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Største mål: 3,6 cm. |
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) | ASR 6M73 D07695b 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af skifer. Største mål: 3,1 cm. |
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) | ASR 2360 x012 0308 Hvæsse- eller slibesten
Eidsborg? 27 cm. lang. Slid på alle fire sider. |
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) | SJM 154 x010 0308 Hvæsse- eller slibesten
Fragment af mindre hvæssesten af lysegråt skifer. Længde: 33 mm. |
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) | SJM 154 x016 0308 Hvæsse- eller slibesten
Fragment af lille hvæssesten af lysegråt skifer. Længde: 21 mm. |
![](data:image/jpeg;base64,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) | ASR 1689 x222 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysegrå stenart. Længde: 80 mm. |
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) | ASR 1689 x225 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Bred, flad. Mål: 18 x 35 mm. |
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Hvæssesten af skifer. Længde : 7,5 cm Tykkelse : 0,6 cm Gennemboret i smalenden - konisk fra begge sider - fundet sammen med og dels rustet fast til dolken 1185 og 1186. |
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9k=) | ESM 0047 AH1 0308 Hvæsse- eller slibesten
Skiferhængesmykke med hul. Mon ikke det er en hvæssesten? Længde: 9 cm., bredde: 1,3 cm. |
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Skiferhængesmykke (slibesten) med hul opfyldt af hårdt materiale. Længde: 10,5 cm. |
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| ESM M0947 947 0308 Hvæsse- eller slibesten
To hvæssesten. Den ene lysgrå. 10,3 cm lang. max 1 cm bred. Nedslidt i den ene ende til 4 mm. Den anden: Aflang finkornet sandsten med nedslebet hul i ene ende, Længde 13 cm, bredde 3,5 cm, tykkelse 2,2 cm. Ene ende afrundet. Bredeste ende med slaggruber. 3,5 cm fra afrundet ende er få mm dyb kegleformet nedslibning. 0,7 cm i diameter. ? type hvæssesten men anvendelse uvis. |
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) | ESM M0967 967 0308 Hvæsse- eller slibesten
Slibesten, længde: 57 cm. Bredde: 30 cm. Højde: 22 cm. Dybt nedslebet kvartsitsten, med kantfacetter. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorxz/hcetf8APrYf9+3/APi6P+Fx61/z62H/AH7f/wCLpXK5Wex0V45/wuLWv+fWw/79v/8AF0v/AAuLWv8An2sP+/b/APxdFw5WexUV45/wuLWv+fWw/wC/b/8AxdDfGPWl/wCXWw/79v8A/F0w5Wex0V45/wALi1v/AJ9bD/v2/wD8XS/8Li1r/n1sP+/b/wDxdAcrPYqK8cPxi1of8uth/wB+3/8Ai6P+Fxa1/wA+th/37f8A+LoFY9jorxz/AIXFrX/PtYf9+3/+LpP+Fya3/wA+th/37f8A+LoCx7JRXjf/AAuTWv8An2sP+/b/APxdH/C5Na7W1h/37f8A+LoCx7JRXjP/AAubW/8An1sP+/b/APxdH/C5ta/59bD/AL9v/wDF0wsezUV4z/wubW/+fWw/79v/APF0f8Lm1v8A59bD/v2//wAXQB7NRXjP/C5ta/59bDP/AFzf/wCLo/4XNrf/AD66f/37f/4uiwHs1FeMf8Ln1v8A59bD/v2//wAXR/wubXMf8eun/wDft/8A4uiwHs9FeL/8Lo1sf8ulh/37f/4uk/4XTrn/AD66f/37k/8Ai6LCPaaK8V/4XVrn/Prp/wD37k/+LoosBxlLjNO20o57VBuMxTtvanKKXbTEMVaNuak7elVrjUbO0/19zDD/ANdJAKCSXZRtqkPEWlMwA1K1P/bZf8atR3lvMuUnicHurg0wHYzSVKFDcjn3FLtFOxNyEr6Um3ipcYpNuc07Bci24o2n04qXb7Um2gLkLCjAqUj1pNvNMRFt9KXFP+tLt68UARYo21JsFIVoAZt60mKk20hoAjK00ipPp1pGXPGKYEZA70U7b1opiLqjjNOA9KXbilVaxNDg/ih8W9K+F9lE12j3V9OCYLWL7zY7k9hXzp4g/aW8Za5M4spodHt84VYEDN/302aP2ndQOrfFCWCIs0dnbRxN/styxx+BFedWtiFALNyVyBXmVq0udxTsj0KVOPKpNXZ0T/ETxfqgb7V4gvjnoBMVH6Yqg9zc3srNcTSzP13SOWP5moYlaL5gRjPpzTCZ3c7ZQwPX0H4VjzSl1L0RHd3Xk4DFSRg+9KuoXMeGhup4fXaxApL6Py4c/fH0pjLHEyH5sYxjsfahPsxK/U6LS/iN4l0aMPZ67fIOm1pS6j8Dmuo0v9pLxhpsg+0XMF9GMArNAMn8VxXlDQvNueB9jbj8hPFN+zzblYku2c+WK0VSUdpEOKl0PqTwz+1NpN4Vi1uwmsJD/wAtoAZI/r6ivT9F+I3hnxBGrWWs2khb+FpAjfkcGvg+4mfyV2qA2fmGM/hVca2mSrqYjwMj7p+laxxbXxIiWHi/hZ+jMbJIoZGV19VOadtFfBOh+PNe8OxoNL1m7gUfwLIdo59Dx+leiaL+0x4q0+MC6NpqMaHBaWMhj+Kn+ldSxMHuYOhLofWB5ppSvBtH/aysJgF1HRJom/ia3lVh+TYrtNJ/aE8F6oBu1B7F/wC7cxMv6jIreNSEtmZOnNbo9EZTRt9ax9K8ceH9cIWw1myumIyFjmXP5ZzWykkbj5XVvoc1orGYmO9G2n7c80bfzoAZtHrTWXmpNtBoAg2470jVKV6+lJjpTAh9aKfiimBcC/jT8YU0DNO28YrIo+DfH2pSav4+8Q3B5D3kibvZTtH6Cs2FJPLRU+U4I3NWt8StIj0P4h69Dal54PtTSAEj5dxyR+ZNUVj2wb2J2n0rwJazZ7VrRQyRZCMldwB5A6k0xZBHKm+MgNnq1StJAqqE3ZzyPeo/s0bTF2UptP3jU6XtcjfoTfZUZSv3VwT854+lVPIEJABUxHkDPIqa6kdQEJJJ5DN0NVprVZ4juHz9mXjH0qr92K1yvGzLdSbNpjb5lBPemyTPHJucBAB1VutJHCJmVSd5UYEgH86ZO/kKI2GQxx6mhpbArhGTLsYKGc9ec4FUNQsEYM4DGVeCF5/Gr8aCxUKmfm/iB5574qSRbfzB5j7Tj7y9zS20Gu5nQXUtvCkci/vFP3l5/OpY3Ei8cnr7VZuLaN4SwyWY8NnmqMiyQbFxuHXdzmpfkil5k9xuMZEKk5GMkfzqOCZ5FCSgxMRtBz6elW7ORJFVSeD12k44qW4t4o1T5NyA5DdcVCkyrFJ7gtMI42ZHH3W//VWjZ+INV05g8V9d2jdvLnYH68VS8sLMDGjoe/PB+lMZW+dwCuDgtVxqSjsLlXU7az+MHi6yjCx+Ib7Cj+Nw/wDMVr6d+0N42s2BbVFuR02zQIf5AV5LIrTEuw2TAYHOAffrU8KhmVd37wnkZ4rf204q6kZezi9LHt8H7UHiqFsS21jOO58ogj/x6rcH7UXiNnIOm2J9Plcf1rw6FWLEE74844OaVpPLlB2lM9HBrSOIqP7RnKjBdD3Rv2rdat5IzNodnJGThtsjKfw619FaDrMPiLRbLUrf/VXUSyqM9MjpXwO1ykkBiYF+ODivt34W7F+Hvh9UXaos4+M57c16GGnOpfmOOtGMLWOowc+1FObkf40V22Oa5cVecinhd3WlC9wKZdXEdnZyzyMEjjUszHoABWZR8WfGS1tofiXrAsLgzx+ZmRgOFfHzL74rk7gyNCB29McmtTUpk1LXNTvQ+9Li5lkUt3DMSP0NZ1xv8zMa8dBxxXgStzO2x7F3ZXepVjmw2VhO4/pTrhWVRceb5Q4yrcg0GORCScMp5znpTZojJbqpQPH19ai/YrpqOkjmuI8h1fv/APqpsbSOxYKpA44p0yhIQUcOP7uMVSmee3iDxggkY2jpRq1YnrcfJIY3OBs5xg1XXE2HQZXOCfxp7B7pRyNxHfipLX5S8RRTFj+Ed/ep6liXcIjVJU+8pwDVOVHfO9FVe5XnmtFn2IN0bPjjb6VnLFJHLKSeG5xnpQBLHLDgEMCxOMDHUCpoysx4UDPBHGVNIkwVpAEU8ZYqPWlmVHjjAQEOclT1BqdGO2hG9tDAqhxn6HqaGysYj3rgtwGHbGaVfNjmUPuZB1HpUUf2ma6YunloOi+tLUehZZV+zgB8OOBk8Vmt5iyhDhlHXHP4+9XrpLgOGhZU4w3mDJP0/CqqyySLuMoPsRg/nVWe4rkEn7xcKHb5tuMVPBDJFuBjVR/D/hVny4WZS8ih+/z4H5U99g5Eqb/7u7r70WewXRTt7d1k3bvLwf4eealk0yWbB85R3K4q7azIzBTLGCTzkirP2y1SYsZUx3CsMGtEurIcjGmgmtG3P86r3U4Ffc3w5hjtfB+ixRDEYs48AdPuivh281m0W5ijimEzSSKoQc9SAK++dHtxbWsEXTZGq/kBXuYGPuyZ4uMdpQRo0UoWiu2xkmaePzry39o7xKNB+H01rHN5d1fusKr3K5y36V6pt9K+cv2u7CZU8O34J8hXkhPPG44I/QGuKq2oNo66avNJnhUbL5eD0UdqmjZsKpQlP1qpDNDt6AjuQalbUktQp3jJPqc14ulj0dbkdxGY2HAYeg/wpizP8pTAVeCDxSXGsxyyDC855YZNRDUI3Ygn5emQKVir66CXLNK2GbcBycDtUnmBpAqBnA6FulQtqVvht7hYzxlutVLrxFaWalYn81gBgqOvtSUbqw+bU0ZGi++rbTn8qkjSGFGKsN1cvdeKlwPLjGfc1mXXiaedztIXjHy0/ZvoTzHabW8wyfeBPc8VmTXUUbu0swz/AErj5dWuJD805B+tRNdMygEsSTxT9iw5ztF16yh43Fl9qpzeKY9xKIobpk1yzZIIIOTTWxGuXZV7fNWipC5jduPFErrwuB7HmqreIbt2J3HHsasaH4F8ReJGH9laBqeobuj29q5Q/wDAsBf1r0DR/wBlf4lawoJ0e10xW6m/vFB/75QNW8cPJ7RMpVoR3Z5dNq13Mh+cg+9Qx3d0+BJKB75xX0Hp/wCxH4suMfbvEul2QPUW9vJMR+JK10lr+wraMo+2+M7+Q9xbWscY/DO6t/qtR7oy+s0l9r8z5Z+3PuYeYzfXnFMF5IvzM/K92r7Ds/2GPBUfN3q2vXh77rtUB/75UVuWP7GvwusTufQ5rxh1NzeStn8Awqlg5+RDxdJd/uPh5tY2tk3CKe53Cof7UE3W4Q5/2h/jX6FWP7Nfw104DyvBulnHTzIfM/8AQia2oPg/4JtVCxeFNGRfawi/+JrVYN9WjN4yHSLPz/8Ahppi+JviP4a03z9okvY2IXnKg7iP0r9ILaMDpVDTfBehaHMZNO0axsJMfftrZIz+YFa8ce3tiu6jT9jBq5w1p+2mmlZIUDGKKeBRTYI1AvtXhn7V1nLceEbADPkLcZbHY44Ne7Vz/jrwZa+OfD8+l3LGMSDKyD+Bh0NediISqUZRg9baHpYapCnWjOorpPU/Oy6s761kdlzMh/iXr+VVP7dnX5XU5H95ete5+LPgP4r8M3DiPT31O1z8s1mN+R7r1FeHeKPBPiSHV5wNJ1KEhuP9Gk5/SvlaeIxEJclek79z6upgsNVXPQqqw3/hJJBGVChc1mzaw7scM7H1HrUtp8O/Hd82208O6nck9MWb4P6V0mmfs1/FnWCCnh9rNW/iuZIosfgTn9K9WnL2m1N/ceTUoql8VSP3nGTX53HqTVeSfcpJ4Ne66H+w3401Da2teJLHS4z1S3DTOP0UfrXpfh39hHwVYqj6zqeq63L3BlEMZ/Bef1rvhh6slpG3qedOvQg9Z39EfGjXUCsQ86Lj1cZrd8P+D9f8VSH+yND1LUlY8Pb2sjJ/31jH61+gvhP4A+APBuw6V4VsI5V6TTRedJ9dz5NegQ2ixIERRGg6KoxiuyOE/nZxyxi2hH7z4G0L9k/4h61seXS7bSkb+K/ulDD8E3H+VejaH+xDeSbW1fxNFH6x2VqWx9GYj/0Gvrny1XoKcR+dbKhSj0MHiKsvI8I0H9j3wNpRVr0X2sOD/wAvNwUX8owv616T4f8AhV4Q8MAf2Z4c021ZekiWyb/++iM/rXXbfm9KXaMeorVcsdkZvnluyusKR4CqAvsKkMdPx7UmPlo5hcqGbe5xSeWKftzzjikP50rlcqE25puwelSrSNSuPlISvp1pjDnkfjVj14qNgcdKdxNIgZRxxTcY4qZl/GoZGMW0lGcMwX5RnHufaquFhMUU1PNZiSE27sLhjnH5dc0Urga4X2p/B611v/CstU/5+LT/AL7b/wCJpf8AhWeqZ4ntP++2/wDia5rnQcjjgVBNGG6rXaj4Z6oP+Xi0/wC+2/8AiaRvhjqZ6XFp/wB9t/8AE000hNXRwptx1BNHk/7Vdx/wq/VT/wAvFn/32/8A8TR/wq/VP+e9n/32/wD8TWqqGDp+RxHkDqSTTvKC8gV2v/Cr9UxxPZj/AIG//wATS/8ACsNT4/f2f/fb/wDxNP2nmL2fkcZtPSneX6fma7L/AIVjqfae0/77b/4ml/4Vnqn/AD8Wn/fb/wDxNLnRfIcdsApR0Fdf/wAKz1T/AJ72f/fb/wDxNH/CsdU/5+LT/vtv/iaXMiuU4/HPvSH5eK7E/DHVOf8ASLTP++3/AMTSf8Kx1T/nvZ/99v8A/E0uZBZnHD9KNuMDv+ldj/wrHVD/AMt7Mf8AA3/+Jo/4Vjqn/PxZ+3zv/wDE0cyHZnHduKbtrsv+FYap/wA/Fn/32/8A8TR/wrDVP+e9n/32/wD8TRzILHGlaU84BFdn/wAKx1RuTcWef99v/iaRvhjqnaezz/vv/wDE0cyCzOLZfwFDD5a7I/C/VW63Fn/32/8A8TTW+Fuq9riz/wC+3/8AiafMhWZxLfLTTXbn4War/wA/Fl/32/8A8TTW+FOqn/l4sv8Avt//AImnzLuKzOIP3qK7X/hVGrf8/Nn/AN9v/wDEUUcy7hZnq9FFFcxsFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//9k=) | ESM 0045 AH 055 0308 Hvæsse- eller slibesten
Hvæssesten længde 6,5 cm, oprindelig længere midten, på alle fire sider, stærk nedslidt finkornet, glimmerholdig sten med længdestruktur |
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) | ASR 491 x514 0308 Hvæsse- eller slibesten
Fragment af aflang, firsidet hvæssesten. Mål: 45x17 mm. |
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Brudstykke af hvæssesten med gennemboring 17 x 40 mm |
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) | SJM 215 x025 0308 Hvæsse- eller slibesten
firesidet, ca. 10 cm lang. |
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| ESM 0563 X002 0308 Hvæsse- eller slibesten
1 hvæssesten af skifer, firesidet, glatsleben på alle sider. Cylindrisk ophængningshul i den ene ende. Længde: 11 cm. |
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) | ESM 113/63 898 0308 Hvæsse- eller slibesten
Kvartsit - rødlig granit. L. 48 cm. br. 38 cm. Hul slidt med 9,5 cm kant - fragmenteret. |
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) | ESM 1219 x2 0308 Hvæsse- eller slibesten
1 slibesten |
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| ESM 1520 x212 0308 Hvæsse- eller slibesten
Slibesten/hvæssesten. Længde: 16 cm. |
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) | ESM 1520 x242 0308 Hvæsse- eller slibesten
Hvæssesten, sandstenslignende?
Ornamenteret på over og underside, samt på de 2 korte sider.
Mål: 6,2x4,3x1,5 cm. |
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| ASR 156 SN087 0308 Hvæsse- eller slibesten
1 stk. 9,5 cm lang og 3 cm bred slibesten af grå granit med glimmer. Lidt hulsleben på den ene side, hvælvet på den anden side. |
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) | ASR 156 SN083 0308 Hvæsse- eller slibesten
1 polérsten eller hvæssesten. Længde: ca 11 cm. Oval, flad med største bredde på ca 4 cm. Grålig |
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kGcMqjCjHYjmqknsJdzQtZPNkXLquDlRv5Ppj2q82oK0ckTO3ycc8buM5B7iq9qysu75fMzj5j/AJ5zTL5dsYhVQx6k5PHI9TVxjYls6Xwbua3vJCchp2wfXgV0imsvQ7dbbS7ZFXb8gJ+p5JrUXFe7SjywSPPm7ybJlNOVqYtOWtSC3HJRUMbUUiTkmkpvmjHWkZOtQsrCtCifzqTzveoCr0bWqAFnkEsckZ/iXB/GvnnXGFvdFvMEYQYZ143jsuf89DX0EyMM+tfOXxi+HfiqbXp7/QdHmvlYlg1tMi7lJyUKs4wRnsMH+XFiIOVjopS5bmxpN5aabp8UEASGFl3BS2G57kkDPauisddjQEsEG77pY4U/Tj9a+TfEGqeLPCN8X1TTtS0mRwVbdbBi/HA3g9ue56npVW1+KE0Ezl/PJZdpZoXbjsRkjnnvnp9a5nQuae1a0PsOXWEt8CMjJ6Y5APqM/wCeKoSases7g7sf6lvf6/Svmm3+MX7tWTWvIAwTb3Nq/wAxwcgnBH+etOm+OV/IqIv2afavy/J1/Gsp02tUjSNRPc+o11v/AENvJdWONuByR9ajub8RwsRIUYAlA2MFj68jrXy3bfHiZZv3kc1uycHaxbdn0GPeuvtviRaavbiW4n1BJWwfJihl2Me3I9u/GKyjBvdFOS6M9lOvC3XIEg54Gcg8evQc8flTLjxE72hihG2U/LuXkJ9T64Oa8ssPFdy00Zs9P1Ju37y1dlBx1JbFdFpvirxCsDxReGbm4fduWV3jQHnPOW46YwPzFUqMr7Cc13Ohtw/lsDIyKwxyuSxI5ySKnhs/tcJjdmZowHVo5i4zj368k9f6VliPxnrkOJNNSxcKVUiWMjB6HPPI+lLp/wAPfGrbPOv9LGBzIyMX+vAA/St40ZdjJyXcZ4i8PpqhVrppQu7zYngkEcgPByp7cjnB5HBrO0vxJr+mM8cbwX9q6s0JaVVk3ZHBCg8cjk+ua7ax+E+pXAX+0teWb5g+ILXaQw9CXP8AKul0z4H+GIbsXl1atfXQQoJJSFKqeoGwLWiw83uT7SK2PL9L+LzJqElhqlvJpt3uCRl2EiS8YyrrwefXkdwK9K8BQ6t4m1BLuSNrbTVY7mkBPmqD0B9/5V3mj+FdG0T/AI8dLtLVs7i0cKhifUnGSa3EIFaxwyum2S6umhZRugqeNqrK1Sq34V3nOWlanhqrq1SK1AE6tmimp196KRJzijNIyio1kqQMDVsoQR57U7yx2p1OqRkRh3dqZ9lBOSKsc0jGkI5Txl4DsPFdi0N1AknH8Qrw3WvgjHo87NDAHjz6V9O1TvtNS8UgrmgZ8txeDbeFsNbgfhWhD4XtdozCn5V7XqHguOViQlY8vgkK3HFAjz6z8O2sKIgjXCjAzzWrDo1suPkU/hXVDwltPepE8O+X2JpWAwYNPhj+6grWtLVUxtStKLRdnarsOmlMHFOwEFvC2B8uKvRQHjtU0do3pVqO1NMBbaMLyRk1ejaoI7dqtR25pgSq1Tpmkigq1HBSARCamRTUiwipljpgRLGamSM96kVRTwtABGuKKeKKkk4tZKmWSqCyCpletGMvK4pweqgkp6yVIy1vo61X8wCnCSgCcNT1NV/MFOElMCZlVutQSWqntTw9O3UgKhsVPamNYLj7taGRScUgM9bFfSpFsV9Ku7RT1AoAqLZj0qRbUDtVoAU7bVAV1txUqwipaVaAEWPFTqtRgin7qQEy/LUgNVlkpwkpgWAadvquHpd4pAThqKh8yipJMJfAuvd7H/yNH/8AFVKvgjXB1sf/ACNH/wDFV6zRTuTc8q/4QvW/+fL/AMip/wDFU9fBmtf8+X/kVP8A4qvUqKAueX/8IbrP/Pn/AORU/wDiqcPB2s/8+f8A5FT/AOKr06ikFzzH/hDtY/58/wDyKn+NL/wh+sf8+n/kVP8AGvTaKdwuzzVfCOsd7T/yIn+NO/4RLV/+fT/yIn+NekUUXHdnnP8Awimrf8+n/kRP8aX/AIRPVv8An1/8iJ/jXotFIVzzv/hFNV/59f8AyIn+NOHhXVe9r/5ET/GvQqKB8zOAHhfVP+fX/wAiL/jS/wDCM6p/z7f+RF/xrvqKYczOC/4RnVP+fb/yIv8AjQPDOqf8+3/kRf8AGu9oouHMzg/+Eb1T/n1/8iL/AI0f8I3qn/Pt/wCRF/xrvKKQrnCDw3qf/Pt/5EX/ABpf+Ed1P/n2/wDIi/413VFAXOG/4R3U/wDn2/8AIi/40v8Awjupf8+3/j6/413FFA7s4j/hHtS/59v/AB9f8aK7eigVwooooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=) | ASR 156 SN088 0308 Hvæsse- eller slibesten
Hvæssesten af lys granit med slibespor på den ene af smalsiderne. Mål: 10x6x4 cm. |
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) | ASR 157 HT062 0308 Hvæsse- eller slibesten
1 stk 7,5 cm lang rund hvæssesten med Ø: 1,5 -1,8 cm. Stenen er samlet af 2 stk, er helt glat bortset fra enderne. Farven er fra rødlig til sort. |
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uMy/sc39z9RR9jm/ufqK1KKLiMv7FN/c/UUfYpv7n6itSii4GX9im/ufqKPsU39z9RWpRTuIy/sU39z9RTfsM3/ADz/AFFa1FHMwsZX2Kb+5+opws5v7n6itOijmCxm/Y5v7n6im/Y5v7n6itSii4GX9jm/ufqKPsU39z9RWpRSuBl/Y5v7n6il+xzf3P1FadFAGZ9jm/ufqKPsc39z9RWnRSGZn2Ob+5+opPsU39z9RWpRQIy/sc39z9RRWpRQMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k=) | ASR 872 x295 0308 Hvæsse- eller slibesten
Hvæssesten, 32x45x25mm |
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G0g5Hqex79c460vQfqbV1bx6g0o8+a2Kt+7mVjkZAxnv2xxyM06aZd7xP8APLGd7QxNgu2ODuI57dM85rH1L7NIwZ5MMxVT8o3AgY5Xp6ZORmqJtmuI3AO7aTiSIlX28Z6HvxRZ7hpsaDXh+wl4oUCKTJtYFw2M9TwQf9n+VZcOpyPM+UysgZVjcn5Tn+HH8qvNY23lsqwuzgYMcbfLnHJY56HB7dAar6KjwyTxsfKljYrjccEHOAOuDwOnpmrvpckozW73M0W0NCYskleG2jGRj16d6kkxbxvIhky4zKyoQwAHTnn/AD7VqW9rbRgNDIRuIIWMKwU88HIJ4JGM981nXkd7cSJGIpri4lBjWJRmVo88r8uOpB4x/Kp5mx2SM0TLcWvm/KBn+NwM/kD6/wCetRwttUDy2aRsggDBJ4xjg5z9K9Z8F/s7+KPGjrJqUq+HbPcv7y4AeZlAxxGP/ZiPxr6W+E/7PPg34b3kWpQwy6xrCAFb7UGD+WQMZjQDap98E+9axpykZSmonifwv/ZR8U+N1ttQ1gt4V0xlA2zAtcypkHiPjbn1fB9jX2X4D8D6R8O/Dtvo2jwtHbR5ZpJG3SSuerue5P5dhxV2G53d6sedXXGEYbHPKTluXt1AYVVWSnCTpWpBa3Ciq/mUUCIpLeqc1nntWu1RMgPanZFNnM3Wnhs8Vh3+lHB+Wu8e3Vu1VptPWTjFLkQuZnkuoWLR5+WvE/jL8OLjxVJb31orSTwLsaLdjIzkEZ75r6zvPDcdxnK1hXvw/juM7TispU+ZWL57O58FXfhzUdPtdjwhJoXwGAZgOerAAc/jWNdWd8wIkjkzkhljRiG4xkk9u3419f8AiD9mOLV9VkvTqVyS7FihII+nTpWM/wCydbtM0nnyKW6hXKg/gK5fYzvc6PaxtY+Trea3t1CP5b8ldp5Jb3xVxr+Np0WPe7tx2B4/u54A/nX1OP2UbNckEbj1bGSfxpkn7KNs3R/0qvYzJ9pA+VL5oLWOXz7lMsBtAb5jyRjHtgVQ0+8hlkSSOZFZCx2OFBPHOSTx69exr6quv2Q7eb/lpz24rMm/Y5Q/cmwOtHsZj9rE+cpp1mmeeUmPLLtjYjgcE8g8nn8PzqxAyrIXxgglmKPk459e+P8AGvel/Y3lh3CK48sMcnacZ7c1Zh/Y8kbCy3chUHOAxx+VT7GY/axPn2bUkjjMzKPLUjALckdQeT0yOnHalsUv9SwLO08yLcBtcDZgeh+vvX1Do/7JOn2Th5B5zjvIS3867vTPgTp1hgbFyParVGXUXtYnyf4b+GupTzeZcTugb/lnAD/6EefyAr2HwZ4EXRm8y2s1imYYaYjLt9WPNe8af8MrOzxtjH5Vu23hCCEDEYrRUWtSHWR59oumXK7d2a7PTrWRQMg1vw6HHGBhcVdj05VxxWnI0ZuSZnwKwUVcjzxVxbIelSC0FVYm5UUmnjNWfstSLb47UwuVQCaKueTRTJuOK03bT6KZYzaKTZUlB5oFYh8uk8sVLil20BYh8kelJ9nHpVjbR26ZoFYrfZ1Hal+zr6VPtox+FFxWIPsy+lJ9kX0qzimruDHJyO2BTuBX+xrnpSfZF9KuUlAFX7KvpS/ZVXotWce1FIVit9nHBIwaf5dT0lAEYj9qesYzTqWgYBRTtopBTlzQAbRRRRmgQUUlFAi7/wAI/qP/AD7/APj6/wCNL/wj2of8+/8A4+v+NdpRU3LucX/wjuof8+//AI+v+NH/AAj2of8APv8A+Pr/AI12lFFwOLHh7UP+ff8A8fX/ABpf+Ef1D/n3/wDH1/xrs6KLiOM/4R/UP+ff/wAfX/Gj/hH9Q/59/wDx9f8AGuzoouBxf/CPah/z7/8Aj6/40f8ACPah/wA+/wD4+v8AjXaUUXA4v/hHdQ/59/8Ax9f8aP8AhHtQ/wCff/x9f8a7Sii4HF/8I9qH/Pv/AOPr/jSf8I9qH/Pv/wCPr/jXa0UXEcX/AMI9qH/Pv/4+v+NH/CPah/z7/wDj6/412lFFwOL/AOEf1D/n3/8AH1/xo/4R7UP+ff8A8fX/ABrtKKLgcX/wj2of8+//AI+v+NNXw7qPeD/x9f8AGu2oouM4weH9Q/54f+Pr/jTv7Av/APnh/wCPr/jXY0UXFY47/hH7/wD54f8Aj6/40n/CP3//AD7/APj6/wCNdlRRcLHG/wDCP3//ADw/8fX/ABorsqKLjCiiikAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z) | ASR 1957 x014 0308 Hvæsse- eller slibesten
Hvæssesten.
Mål: 7x3x0.8 cm |
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UcwWOM/4R/UP+ff/wAfX/Gk/wCEf1D/AJ9//H1/xrtKKOYLHF/8I/qH/Pv/AOPr/jRXaUUXGFFFFSAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z) | ESM 0547 X005 0308 Hvæsse- eller slibesten
lille hvæssesten med hul. Længde: 5 cm. |
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) | ASR 13 x4248 0308 Hvæsse- eller slibesten
Hvæssesten. Nærmest pyramideformet, med hul i den smalle ende. Bundmål: ca 2x2x1x1,5 cm. Største højde/længde: 5 cm. |
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) | ASR 565 x413 0308 Hvæsse- eller slibesten
Flis af hvæssesten. største mål: 3,5 cm. |
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) | SJM 3 x0006 0308 Hvæsse- eller slibesten
7 flager af violet, lys grå og mørk grå skifer. |
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) | SJM 3 x0011 0308 Hvæsse- eller slibesten
5 flager af violet, lys grå og mørk grå skifer samt 1 fragment af lys grå skifer med del af ophængshul |
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) | SJM 3 x0017 0308 Hvæsse- eller slibesten
9 flager af violet, mørk grå og lys grå skifer, heribland formodentlig tagskifer |
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) | SJM 3 x0027 0308 Hvæsse- eller slibesten
Flage af mørk grå skifer |
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) | SJM 3 x0049 0308 Hvæsse- eller slibesten
Slibestensfragment af lys grå skifer |
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) | SJM 3 x0051 0308 Hvæsse- eller slibesten
5 flager af violet, lys grå, mørk grå og mulig Eidsborg skifer |
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) | SJM 3 x0053 0308 Hvæsse- eller slibesten
2 flager af violet skifer |
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) | SJM 3 x0056 0308 Hvæsse- eller slibesten
2 flager af violet og mørk grå skifer |
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) | SJM 3 x0058 0308 Hvæsse- eller slibesten
7 flager af formodet tagskifer |
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) | SJM 3 x0064 0308 Hvæsse- eller slibesten
2 flager af lys grå og mørk grå skifer |
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) | SJM 3 x0068 0308 Hvæsse- eller slibesten
3 flager af violet, lys grå og mørk grå skifer |
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) | SJM 3 x0073 0308 Hvæsse- eller slibesten
2 flager af mulig violet og mørk grå skifer |
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) | SJM 3 x0077 0308 Hvæsse- eller slibesten
3 flager af violet og lys grå skifer. OBS 1 stykke ikke på foto - fundet efterfølgende under sortering |
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) | SJM 3 x0078 0308 Hvæsse- eller slibesten
2 flager af violet og mørk grå skifer |
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) | SJM 3 x0079 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
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) | SJM 3 x0082 0308 Hvæsse- eller slibesten
Lys grå skifer |
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) | SJM 3 x0084 0308 Hvæsse- eller slibesten
2 slibestenfragmenter af violet og mørk grå skifer |
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) | SJM 3 x0086 0308 Hvæsse- eller slibesten
2 flager af violet og mørk grå skifer |
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) | SJM 3 x0091 0308 Hvæsse- eller slibesten
Slibestensfragment i lys grå skifer med ophængshul samt 2 fragmenter af lys grå skifer (ikke på foto - fundet under efterfølgende sortering) |
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) | SJM 3 x0093 0308 Hvæsse- eller slibesten
Flig af lys grå skifer |
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J1q1E0D8pIvEkLdnRux/n3yK+C/ip8H9c+DerfZb7zLzQppc2uoRgiOTj7rf3Xx1HfHGRX6UXFv14rnfE3hfTvFGk3OmarZxX1jcLtkhmXIP+BHYjkVnOCkXGTifmJuRSyr0I/A/wCcmq88O2RWTAwDgk/e9c17N8eP2e734b3L6jpcdxqHhdyPmU75bVsAZfjpxjd74PavFI7uORXglCsVOQ4Az+fr7VxO8XZnQrSV0VJl+1SB5MnY33c43cdajmttrfJ8yt90KfyrQu7Mw4lWTadoddnJH+FQeY7W7ARqzNgnjnjPQ0gHWUzXdsLd5N20Ep5oyVIPQHPAoha4tUZCWDRkuCoODnjI/KoDbumWQtHIuM8Yx7GlhunRSlwuxCeWUc/WmI6/wH8SNV8L6la3llLMJ4H3R7GKiM92Udj2PYgkEV+i3wT+MGn/ABY8LRXUMqjU4AEu4OAd398D0P6dPr+X3lw2+yXeWKnIZTz+Vdt8NvinrHw316HV9JnImyQ8ZI2yg4yHGPmX/ORWlOo47hKPMfqorU/dXm/wf+Muj/FzQhd2Mghv4lX7VYsfniJ7j1UnODXogau66aujnas7MmDVKkmKrq35Uu6mSXFkpS9VFkxTxJmmAy+b/R5P901+EPxwl3fFrxh827/ib3eTjH/LZuK/du+YfZZPoa/B34xkN8VPGDZznWLz/wBHPXJiNkPoQ/DW+1ey1iY6P4YtfFNw0XNrdacb0IuR8wQdPTPvXb+IPiB4o8M2sc+r/C3w5pUEjbElvPC4iVmxnALAZOOcVw/w30/UdR1a4XTfFVl4TmWLLXV7fvaLIMj5Aygknvj2rZ+KWk6vYaXbPqXxB07xbG02FtbHVpLwxHafnKsAAMcZ96wUmoaP8RGv8APEj+Kv2uPhHqD2Gn6aX8YaKv2fTLZbeEYvYRkIvAJ70Vkfsr/8nRfB/wD7HHR//S2GiuSTu7sD97GTrVaSP0FXWWo2XNe6BnMhFV5I60pI6qyR1IGbNb7gazbi1xnit5l7Gqk8O6kByl/YR3UMsM0SzQyKVeORcqynqCD1FfH3x4/ZdfRZLjxB4Qt2m0/mS50tfmaL/aj7lf8AZ6jtkdPtm5tuuRWVcW/XiolBSVmVGTi9D8qlhKrs37s8jPUetOaGWFxIuxthBxjn6EfhX2D8eP2ZYfE/na74WhjtNWBMk9koCpc+pX+6/t0PseT8jSxy2t1Pb3UUtneQt5T28ilXVh1DA9ORXBKLg7M6otSKMsxOBtKtyenBNVlh84DLZx361dMKyMxBAkXGV7imy2c8KMzn91gEHOPpUlWKIzgscbevpipo5hGMnBHQ9u9QPcfu3iKKQ4wCR+Rpqwv97BBUZ29aLknZfD34hap8N/EVrq+kXjQzR/e9GB6qR0IPQiv0W+Dfxs0f4taMstrIlvqsSA3NiWyVOPvL/eX+Xf3/AC7jVYdpJ8zdwV/u10ng3xpqfgfWrfUdPuHt54myrxsQa3p1OQmUeY/WtW4o3V4X8A/2k9M+KFtDpeoyx2XiJVwE+6lzjuno3qvsSOOB7huBruTUldHM007MeWpfMqPcOlRs2KoQt9N/osn+6a/CL4uSBvif4tOc51a77f8ATZq/dDUJcWsv+6a/Cf4rSb/iV4qPrql1/wCjWrjxGyH0K/gufwtHfTf8JVa6tc2mz92NIuI4XDZ53F0YEY9MVe8cXHgOaxt18KWHiC0uxJ+9bV7uGaMpg/dCRqQc479Kf8LLrXrXVro6B4Vt/FlyYvntbnSf7QWNcj5tmDt54z711vjbQ/iN44s4LaX4VnSRDJ5gfR/C7WsjcYwzKmSOelc6TcdF+H6kmR+yvx+1F8H/APscdH/9LYaK6P8AZ5+Hfinwn+0p8HLzW/Dmq6Rav400aJZ76ykhQubyIhQzKBnAJx7GiuaaadmM/c5qaadSNXugRstQSR1ZJAGW4FMbnpQBnyR1C61oPHVaSPtUgZs0O7tWbc2vXitx1qvNCGFIDlri268V498Z/gHpPxMt5LyFY9O8QIo8q+VeJMdFlA+8O2eo49MV7zcWvXisu6tDyQKmUVJWY07bH5heKPCup+EdYuNL1a1FlqcBwY5XCK6k4DK5GGU+ua83uvGGoyXD2qWsbjA5ZiwwemMfhX6g/FD4S6J8TtHNnq1uBPGCbe8jA82Bj6HuD3U8H8jXwP8AEz4Eaj8MPEDRalbO8cpJtr+EkxyD/Zz0bB5U9PyNcM6bjr0OhT5tEcda2ktxaozyLI/dQMbfbFEiPCrgNuVTwwBJ+oqzpWl/2bbn7LPI8gO9jNySPb/CpGkS4ZlK7Wb0HBrM0K4jZfLcnqOvtSmICIvkh+gOc1OsbLD97crc/T3quzvHuik+7n73TPvQIvaZqVzpzLLC7QzRkMsiMQcg8EY6H3r7c/Z2/attvFElt4a8VTi31LAS01KbCpc8cLIc4D+/Rvr1+FFd4WUjDDI/WrMNwY5osnYQc5AyO/8AhWsJuD0FJc25+v273pjGvkL9mX9qiJobbwp4tuSpQiK01GVshR0CSE/w9AG7dDxyPrrdla74yUldHNKLjuUdUb/Q5f8AdP8AKvwu+Jy7/iL4oP8A1E7k/wDkVq/c/Vf+POb/AHTX4WfE5v8Ai4XibHH/ABM7n/0a1cuI6C6E3w8sXvdTulXxfbeDWWPP2i6knQS8/dBiRjn64rd8Zzan4XtYLmz+J8XiWWRzG0On3d3vjGM7j5iKMfQ5zXI+E7rw5HfTN4ntNTvbYp+7XTLmOBw2erF0fIx9Ku+MbvwXcWcA8M6brVlciQmV9TvYpkZMdAEiXBz3zXNpy/8AD/8ADCO2/Zn8R6trX7TXweivtUvL2JfGWjsEuJ2kAP22LnBPXk0Vnfsq/wDJz/wg/wCxx0f/ANLYaK55AfvfSGjNFe8A2hqWmmgBjLULLntVimFaAKMqd8VXZfyrQkSqzx1IFGSPd2qjcW/XitRlNRSIG60gOcurPIPFcp4v8HaX4u0efS9Yso72ymHMcg5B7Mp6qR2I5r0K4gyDxWXdWueaAPz6+M3wD1T4X3Uuo2Zm1Pw45G2dR88GT92UDp1wGHB9jxXkbu9vmUJHLE3IH+GK/UTVNJhvbea3uIUnt5VKSRSKGV1PBBB6g18ffGz9lu98PyS6z4Jt5b2wZi9xpAO6SL3i7sv+zyfr246lO2sTeM76M+e45vtG0MgiboCOBTZlDKYnk+bOQWHHPvUU9rJ5zxPFLBcggNbsuHB6dKJNQjXFvOG37sfd+b6YNc5rfuU9phLBQGUH7tSNOQqHapGDnnkVatbOVkIm2oO204/XuaqyRjflSrE9smmIerLCyOrYk+8MHFfWH7Nv7V39mvbeFPGNwfsQUR2epSHJgwOEkPdPRv4enT7vymtq0bsssfluBzuGSPb61e0KB/7SjY7dgycP0xj/AD+lVGThqFlLQ/Vi+uI7jTXljdZInj3K6nIYEcEH0r8LfiXg/EDxKc5/4mVz/wCjWr9Qf2S9S1y88Ja+JJJJPCkDiHTvPfcRIAfMEeednI68Z6fxV+XnxGbd488RHp/xMbj/ANGNWlaXNGMjnkuVtGp8K4/Es2pXq+GvDdt4kuPJBlhudMjvRGueGAdTtOe/etb4sw+NI9Lsj4m8I2fhy2Mx8qa20iKzMj4+6WRQTx2Ncj4N0Wz1q8mjvPEtn4bVFys14kzCQ5+6PKRv1xXWTfDvw7MP3/xT0NxnvbXzf+0azV3G1/x/QzJP2Vv+ToPg/wD9jjo//pbDRWn+z1pVnov7W/wktLDVrfW7VPGGilb21jkRHzeQkgCRVbg8cjtRXNLcZ+7WaM0zdSbq90B+6kpu6jdQIdmmtSZpM0AIwzUTrUtMagCrJH3qtIuKvsOKruntSGUnWqs0IPar8kdV2X1qQMi4tN1ZN1YnnArpeJN3yFcHAJxz7jBqCS3DdqAPF/ij8GtD+J2nGLUrcw38YP2bUYBiaE/X+JfVTx9DzXxH46+G2p/DfxE2l6s4juWZjBPHGyxTRdnVvfOCvbkfX9OpNOVu1c94y+GuhePdFk0zW7GO8tm5VjxJE3Z0Ycqw9R/KspU1LXqXGVj8u7qN7Et5ckbKVw6svGPXJ6EVStUiuI3nWZ8p/cU8k54B449+e1e1fH/9nTV/hu82o3Bm1jQS6iLUYxwmTjbcLn5Wyfvfdb1UnFeSWlvLbxbtscqRqH2QyqwX2OD6Hp2rhl7r1OiPvbCWsL4jBjZo2+VW6HPX3yOtewfAX4D3nxV8RCe/t5IvClpIrXU2fKM7YJ8lcc85GemFz0JWua+D/wAPdU+KfjS00TT2/cSJunulyfIiHVuQQAMgAdzgCv0c8PeErLwjodnpGmw+RZWsYjjXqT6sT3JPJPcmtqNPn96WxE5cuiKE1hbaPoYsrK3jtbO3h8uKCFQqIoGAAB0Ffh98QW3eOPEB9b+4/wDRjV+6Gr2rNYz/AO4f5V+Fnj7P/Cba/wD9f8//AKMaqxPQw6Engy88NWd1O3iXStQ1S3KgRLp94tsUbPJJaN8jH0q1401DwdeWtuvhrRNV0qdWJlk1DUEuVdcdAFiTBz3ya1vg+vjg6let4HsPt935Si4Bs4LjYpPHEqsBz3GK1fjM3xL/ALL00eOdOWytPNb7MVsba3y+ORmJQTx2NY68l/0/Ukr/ALKv/J0Hwf8A+xx0f/0thopf2VP+ToPg/wD9jjo//pbDRXLIZ+8m8Um+vztP/BWqE5x8N2/HWv8A7nqN/wDgrYv8Pw2/PW//ALnr1/bQ7jsfovvo31+cv/D2ttmf+FbDOf8AoNf/AHPQv/BWt/8Aom6j/uNH/wCMUe2gFj9G93vSbq/OL/h7VPnn4cR/+Dk//GKa3/BWq77fDqHH/YXP/wAZo9tAVj9HS1NLV+b7/wDBWi+7fDu3x76s3/xmom/4Kzak2cfD+0X2Opsf/aVL28B2P0j3VGxFfm2f+CsmrHp4AswfX+0nP/tOmt/wVh1huB4CsR/3EHP/ALJR7eAWP0hdaqyJX5xt/wAFXtd5x4F08emb5/8A4mqs3/BVzxExO3wPpgHveSH/ANlpe2gFj9H3+WoS1fnA/wDwVS8SSDjwVpin/r6kP9Kgf/gqV4nb7vg/Sh9biSl7aAWP0jLCk27ulfmw/wDwVG8Wfw+EtH/GWX/Ghf8AgqX4wVcjwlomfeSY/wDs1HtoAfpS2lxXsMkNxEk0EilHjkUMrqRggg8EEdq8Svf2IfhrdeMk10W9/BaAln0SG522TMfQY3qM87VYDgcAcV8i/wDD1HxuowvhPQfzm/8Ai6jk/wCCqXjzoPCvh8f9/wD/AOOUnWpvdBqtmfpVonh3SfDNoLXSdNtNMtwAPLtYVjBxwM4HNXWCmvy/f/gqh8QTnb4Z8OAe6Tn/ANq1C/8AwVM+Iu7jw54aA/65XH/x6q+sQCx+muqRqbOb/dP8q/Bj4hc+OvEB7HULg9Mf8tGr6nvP+CoHxKuImQaD4ZQMMf8AHvcH/wBrV8g6xqk2tareX9wR591K8z7em5iScfia5q1RVLWDoa/g3RdK1q8nTVvElv4aijUFJp7eafzDnoBEpx684q54z8O6FolvbSaR4wt/EsjsRJFDZzwGIAcNmRQDn29Ko+ENY0PRrqaTXPD3/CQQugEcf2x7bY2eTlRz6V1P/CefD8NkfDRfo2uXH+FZLla1t+Iiz+yt/wAnQfB8/wDU46P/AOlsNFdZ8BPE3hnWv2kvgzFonhBPD06+NdHZ511Ca4Lr9siG3D8DnBz7UVjPR6AeFPDKjIGjdTIMplT8wPQj1oFtOXmXyZN0QJkXacoAcEn05r1jxNdxnxd8JHWRSsek6aGLNwCLh85PardteQJ8Q/jSTIgWax1RYzuGGJu0Ix68CunkV9xHjZhlEAm8t/J3bRJtO3d1xn1xUgs7nzoYvIl82YKY49h3Pn7u0d89sV39xJu/Z3sATkjxPcf+kkP+FdXDqNqvxo+D83nxrDDa6GJJC4whUpuye2PfpRyLv2A8ThtbiZZjHDI4hXfIVUnYuQMt6DJA59RQbeZbdbgxOIGYosu07SwAJGemQCOPcV6V4FvYYofiqDLGol0SVUywG8/bbYgD1Pf8KqaheQN8AtBtxInnr4jvnaPcN2029qAcenB/Klyq17gcGNPvGvIrQWsxupdvlwCM733AFcLjJyCCPXIqKK1uLhJnihkkSBd8rKpIjXIXLegyQOe5Fe9PdQ2/7UvgWaeRIIY10FmeQhQuLO25JPSuF+Ht5DB4P+KQkmjjebR4kjV2ALn+0LY4HPJwCePQ1XIk7X7gcDJa3EdtDcPDIkExZY5WQhXK43AHocZGfqKnXSb9r6OxFlcG9k27LYRN5jbgCuFxk5BBHqDXaeKLyCb4N+AoEljaeG91MyRhgWUMbfBI7A4PX0NehabqFvd/tZeGJ4ZI54mOmKGjcMuRZQqeRxwcj6ihQW1+34geBx2VzPbT3EcEskFvt86VUJWPJwNx6DJ6Z6017O5ht4Z3glSCfPlSshCvjg7T3x7V3fg2+gh+FfxFgkmjWWb+zzHEzgM+24JOB1OAecdM0njHUra4+FXw7to543ntzqHnRK4LR7p1K5HbI6Z96jlVr3/q4HGnRNSGpDTf7Puv7QOMWnkt5pyNw+TGenPTpUUGn3dxZ3F3HbTSWtuVWaZUJSMtnaGboM4OM9cGvc/+Eg01f2qodSa/thp4VM3azL5X/HiF+/nGM8da4zwjIF+CfxFwRze6X8pH+1cVXIrvXv8AgB5/cafdW1vbXEtvLFb3IYwyuhCygHBKnvg8HHerB8P6qupyacdOuhqEas8lr5LeaiqpdiVxkAKCx9AM11fjLUba4+Hnw8t4p45J7a3vBNGsgZoybpyNwHK5HPP1rvbrxHpT/tG+KNS/tG0axm0/UVjuvOXynZtOlVQGzgksQoHckDrRyRvv2A8Rg067lsZ71LaZ7OB0jluFQlI2cMVVm6AnY2B32n0p0+l3tvHZyS2k0cd4pe2ZoyBMoYoSn94blZeO4I7V1+hapaQ/B3xdZPcRJeXGq6bJFAzgO6ol2GZV6kAsuT23D1rV8WyR23h34SO7eXGumyO7E9P+Jlc5NJRVrgcAvhzVG1K90/8As65+32Sytc23kt5kIiBMhdcZXaFOc9MHNVv7JvG02TUFtpWsY5Vge4CHYsjBiqk9MkKxx7GvYU8SaXH8bPijfnUbY2V9b68ttceaPLnMiTCMI2cNuyMY65GK4y31a0X4K6rYG6jF9Jr9pOtsXG8xi3uAXC9cAsAT7j1o5Y23DU5aHw1q1xf2FjHp1zJeX6q9pAsZLzq2QpQdwcHGPSszvXvHg/VLTVvjR8I/slzFc/Z7Cwgm8pgfLkXduRsdCO4rwmXiRvrUyioq6Abn1o9BSZoAP4VmM9T/AGVcj9qD4P8A/Y46P/6Ww0Ufsq/8nQfB/wD7HHR//S2GiokB5XuOaN565ooqwOwk8VWTfCW28Ogy/wBoJrUl+wK/J5bQIgwc9cqePpXI7icCiiqbbAN5oV+etFFSB6J8eJg3j6Jg2/8A4k+lfN6/8S+3rztSS2DxxRRWlT4mAobtXVfCvxZa+CfiJoGvXyzSWlhdLNKsKhnKjrtBIGfxFFFQm07oDlWbcxx60wt+dFFIBd23oea9F8J3UUfwZ8ewtIFllvdMKoTywBuMn8Mj86KKuOjA883e9Jk0UVADlbbkGum8WeLINf8AD3hOwiiljk0ewktJWkIw7NczTZX2xKBz3Boop3dmBypY+tDGiikB3HwMvoNN+LnhS5upo7e3jv42eWZwiIM9STwBXFycux96KKq/upf10AjH3hinZooqQPUv2VW/4yh+D/8A2OOj/wDpbDRRRUMD/9k=) | SJM 3 x0108 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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) | SJM 3 x0120 0308 Hvæsse- eller slibesten
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) | SJM 3 x0121 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
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) | SJM 3 x0133 0308 Hvæsse- eller slibesten
Fragment af lys grå skifer |
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) | SJM 3 x0143 0308 Hvæsse- eller slibesten
Mørk grå skifer |
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) | SJM 3 x0146 0308 Hvæsse- eller slibesten
Mørk grå skifer |
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) 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) | SJM 3 x0156 0308 Hvæsse- eller slibesten
Fragment af violet skifer |
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) | SJM 3 x0157 0308 Hvæsse- eller slibesten
2 fragmenter af dårligt bevaret mulig skifer |
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) | SJM 3 x0160 0308 Hvæsse- eller slibesten
Flig af lys grå skifer |
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) | SJM 3 x0179 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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) | SJM 3 x0197 0308 Hvæsse- eller slibesten
2 flager af mørk grå skifer |
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ij8KZnil7UDBqhfvUpqJ+9MR43+1nj/AIZx+IhJwP7GuP8A0A1+KfgON5vFEKRRX0zlX+TT9QSxmPHaV1YD3GOa/av9rb/k2/4iD/qDXH/oBr8TPCKwN4ghW4t9MuYmDZTWJpYrfofvNG6tn0wetcNf40HQ2PHOs6xpuszWK3mtWNu0Yza3uri8bBHOXjCqQfTFFZXjSOCPXpBbQaVbxbFwmjTSy2+cdmldmz680VxS3Ef0SntSNS0le2A1qjdfzqWkx1oApSR1Ukj4rTdeKqyR0gMyaDcKzbi3PpW5JH7VVmhBB4qQOD8YeDdK8Z6Lc6VrNjFfWM64eOQZ57EHqCOxHIr4Q+Nn7N2r/CW8l1TTPO1Twzv3LcKuZbbJ4EgHbtuHB74Nfo1cWvXisjUNPjuIpIpY1kjdSrIwyGB6gjuKiUVIuMnE/KOSPzEydqnHIIwv/wCuoY2aFgcOf4vlHQ4/z+VfUHx9/Zbn0xrrxD4KtjJbYMlxpMeSydSWiHcf7PX09B8uqwkkMbsyZOGx1yK52uXRnQnfVF2ORJAvmEA8tgHAbn9K6v4e/ETXPhfrw1PQ7xonBCywk5jmU87XB69Dz1HauGupZBsiJG9OA46n61ZtrgyrmUlmUbcHuM5pXsPc/TD4O/G3RPi5o4uLF/supQgfatOlP7yI+o/vLnow/HFelLJmvye0DxBqng3WrbVdJuptPvYDvSWMkH159QemD2zX3D8B/wBqfSviMlrpGuGPTPEbYRcH9zcnHVCfuk4+6fw9K6YyvuYSjbY+h1kxVmKbp3rOjk3Lmplb0qyDWjmDYqfdurKjm2mrUc3TmqAtsajkoWTI60xmpiPHf2tuf2cPiIOf+QNcf+gmvxO8I3UNh4hinmuls40DfvpNPjvgOMcxP8rfj061+2n7Vz7P2dviC2cY0e4Of+Amvxa+Hq3a+Krb7DHq0l1h8DRLjyLrG052vtbAx145FcNf40HQk8aeMp9QaTT4bmyvbBgrefHoVrYykjnH7tNw5/2uaKr/ABL+2/8ACVTfbk1mO58tcrrt19oucY4y+1cj0GKK4pXuxH9DlFFFe2A2il70nrQA0ionSpqQ0AUZI6rSJitJ1qtJHSAzZotw96zrq2+XitqSP2qtJGGzxUgcxdWvBr5x+Pn7MNp44+0654bjh0/X8F5YMbYrtvUn+F/9roc8+tfUl1bg9qybq16+lTJJ7lJ2Pyb1nS7vQ9YuNL1OzmtL2JvKaKVSrxsO2PfioNuxThgwPI7Cv0S+MvwK0T4safm5RbPWIVIttSiQb1/2XH8Sex6diK+DPHXw/wBb+GOuSaVrlr5MoOY5kyY50/vo3ccdOo7iuZx5TdSuZVtcHy3DcBcHPH5VZjnK7ZFlIZfmDKcY/wDr1TWbzIQEOQMZVucev4UkEnkzbwwVT1Ax/nuaSKPq/wCBP7XFzoRt9C8bSNd2IKxxaquWkhGBgSd2Hv1HvX2RpeqWurWUF3ZXEd1azKHjmhYMrqe4I61+Sjzr5alXB3EfdB/QfjXp/wAGf2hPEHwhvvIilbU9CZszWMxO3p1Q/wALfz75rWM7aMhxvqj9KlbvUschGK4D4afF3w78U9M+16JebpEA860l+WaIn+8vp7jiu4V+lbmRoRz9Oaf5lZ4kK96cJ8UxHl/7WTj/AIZx+IZPI/se44/4Aa/FTwnDHda/Ek1tYXaEMTFqV2baE8HrIHXB9Oea/aH9rOb/AIxx+IQz/wAwef8A9Br8XPCN1HZ+IIJZbq0so1DZmvrFbyIcHrEysD+XHWuLEfGhdDa8UavpGlzTWP8Awimgmby/lubHUbi4VSRwQwnKkj0P40Vh+OLyK+1yWWG7s71NijzrCwWyiPHQRKqgH3xzRXHJ6iP6JqKKSvbAKKKKACm4paO1ADSKjdKlprCgCpJHVSSOtN1qvJHUgZckeazrq3znitqSP2qpNFmkBzN1bkE8VxHxE+G+jfEXQZdL1m2E0TfNHMvEkD9nQ9j+h6HIr0y6t89qyri35PFSykfmh8WPg9rPwf1j7NebrjTpSfseoxj93L/skfwvjqp9MjIrho7hJioZRnHynJ4Oa/T/AMY+D9M8Y6JdaTq1pHeWNwu143HT0YHsQeQRyK/P/wCNXwa1H4Pa+EaRr7R7ljJa3JGMqOqP/tj269fYc0ly69DeL5tDhMvHIAMqF6EVY3fMvyDJONufvdzmr+ueKLXWrWzWDT4rSa3QhpEHDZ7H6H1yaxvM2yMyhQ+OgHH1rGEnJXasbSSTsmdR4V8T6t4L1aHV9DvprG7hPyyRHjv8pHcHng19n/A/9rrSfHHlaX4oaHRdabCxzfdt5+g6k/KxOevH0r4SjuGVQgOVzy3PTIpNzNJlTuZcgsG/z7VvGTiZNKR+vQcMARyMZzTXavz5+DP7V3iH4Z+Rpuql9c8PggCCZszW65H+rc9Rj+E8cdq+2fAfxO8O/E7SRf8Ah/UY7tAB5sB+WWEns6dR9eh7GuiMlLYxlFxOM/avm/4x58fhuV/smb/0Gvx08AyXo8VWx04ax9qw+3+ws/asbTnbjnGOvtX7B/taNj9nXx9/2Cpv5V+N/ha3iu9cijmt7e5jIYmO6vVtIzx3kYgD8+a5K/xxI6G/8SGt2vJxqaeJx4iwmf8AhIGG/Z2yCN3TpRXPeMLeG11qSOC3tbWMKuI7O9W7j6dRIpIP0zxRXHJ3Yj+iqikzRmvcAWikzR6UAFJ2pTSUAJmiiigBp61G4zmpelMYUgKskfFVJI60XWoJY/akBlzRBgaz7q361syR9eKqzRhhyKkDmLqDrXMeLPCOm+LtHuNL1azivbKcYaORQ2D2YZ6EdjXeXVt14rIuLbb2qbdGUmfnf8bPgVq3whvDd2+/U/Dk2ALzYQYmJ+7JjOD6HgHP4V5YZN3zKT0wGbkmv1J1zQ7TXNNurC+t0ubS5jMUsUgyrKRgivg347fs+3/wn1Jr/TllvPDEzYjuGYF7c4zsk4+uD3+tc8o8uqNlK+55VDKeh9MCpPuEuhzzj8cfpVOWR5gwT5ZV5Lduev8AM/lU1pIIYQrct079+9Tcstx/vseYNxHPH+fpW94V8Rap4S15L/R7y40++iyVeBiGPt6Eex4NZVvJH5KAfMytkFQOf8a+hf2XfghpnxCa+17xBFJNa2MyR29uMhJW+828kcgYAwPU5ojeT00HJqKPXfjvqWral+x/4kutdjWLWJtBZrlVAHzEdcDoSMEjsTivyS8Kyxw65E809jaxhWzJqVu08I47oqMSfTiv1/8A2tm2fs7eOwOB/Zsg/lX5FeBZL3/hJIfsEmrQ3AR8PokRkucY7AEcevNTX+NHIXPEGl6XqElxe/8ACTaIsoTK21jY3MKsQOAB5IUE+pxRWf4+N4fEk32+TVpLnYm5tajMdzjaMbgSePTnpRXLLcD+iGjNR7qN1e4IkozUW+jdQBLmjNR7qN1AD80bqj3Um6gCSkJpm6k3UgHNUbDNLuppagCCVfaqksfOavNUEi5qQM2aMN2qhcW27PFa0i4qs4B61IHPz2nWsbW9AtNe02606/tku7K5jMUsMgyrKRyDXYyQBqrNZjd0pDufnL8dv2db74R3pv7J5bnwzMx8m5kBYxN/zykwOD6HgHHrxXjTSIy5J2tjkc5/z/jX7A3nh2w8QaXdabqdpFe2F1GYpreZdyup6g1+eX7Tf7L+p/BrUJtb0mKbUPB8r/LcqC72WT8scvt0AfoeAea55QcVdG8Zp7niVvJJCqmMMdvIA47/AM6+0f2Fb03HhTxRG115jreRN9nz9zKEb8Y43bcZzzs/P4pilRVBHzexwfTmvXP2XPiQPh/8WLQ3Fxs0nVD9hussdq7j8jY9n28+haiEveCS0PrH9rr/AJN28df9g5/5ivx/8LwJca0iPBDcKVb93PepZqeP+ejEAfTPNfsH+1/C0f7Ovjs9v7Of+Yr8e/C8kEesI1xLYQxbWy2pQySw9O6xqWz6cVniPjRgXfFnh+W2kkvkj0+2tvlUQW+sQXjg9M4WQsR+HFFZ3ih4ZNZlNvLYzRYXDadFJFD0GcK4DfpRXG99BH9EfnL6ikMyjvX8/q+PvHJjDjX9fKNGZwwvJ8GMMVL9fuggjPTIIpJfH3jmNXMmva+qqqMxa7nwFcZQnnowII9c8V6H1n+6PQ/oC+0L6/rQLhf7wr8AB408emZYDrHiDzTObYR/aZ9xmGMx4z97kfL15qNfHnjaTYy65rr742mUi7mO6Nc7nHPKja2T0G0+lP6z/dDQ/oF89fUUeev94fnX8/UnjrxrGHL63riiONJn3XUwCo2NrHngHcuD0O4etObxb46+1eUNV8Qeetx9l2efPuE2f9XjOd+f4etL6y/5Q0P6APtC/wB4fnSfaF/vD86/n5j8YeMZlRl1bWpBIjyIRczHcqAl2HPIUAkntg5pG8W+MFjd21TWhGkSzszXEuBGxChyc/dJIAPTJFH1l/yhof0EfaF/vCkNwv8AeH51/P1/wkHjOSYwi+1tpVmS2KebNuEr52R4z95tpwvU4NRx+JPFtwqFL/WJFk8wIVmlIbYu6THPO0cn0B5o+sv+UND+gdrlP7wpv2lP7w/Ov5+G13xV5Jka91by1hFwWMsuBEWCB85+6WIXPTJApG1DxUXKtNqxZZI4iC0uQ8gLRr9WCkgdwDij6y/5Q0P6CPtCf3h+dMaZP7w/Ov5+EvfE0mMS6mxZ5Ix80hy0ahpF+qqQT6AjNRtdeIZIRKZNQMRh+0h9z4MQcoZM/wB3cCuemRil9Yf8oaH9AU00ePvj86oS3Ea/xr+dfgPcNr0YkaX7eoRo1cuXGGkUtGD7sASPUCj7FrxmWJoL7zWnktlQq2TLGAXTH95Qy5HbIpfWH/KGh++X2yIf8tF/Oj7dB3lT/voV+A/2XVpIVlEVy0bQNcq+GwYg5Qvn+6GBXPqCKJrPVLeKV5YbhEjWORywICrIoaMn2YEEeoNL6w/5Q0P6ALfUrVetxEP+BinX17pV9ZzW13LaXFtMhSSGZlZHUjBVgeCCOxr8BBo+uC6W2NpdCdrprFYyp3GdSA0eP7wyOPeoY9O1WaKOVYJmjkikuEbBw0aZDt9BtOfpT+sP+UND9Pvip+wv4Z1bVPt3gfxVa+HIpGzLpt4/nQLzyY23blH+yc/UCvH7r9lPx74L16yexn0HW4Y7lJEurTUolVCGBDSLKUIHc7c18QzaZqUUcrSQTIIYY7iQn+GOQKUY+zb1x9RTz4Z1n7Z9l+xz/aftn9n+WRz9ozjy/wDezWftP7pSmz9gP2vPEWk3P7OPjqJdTsZLltNYCOO4UktkcAZya/IrwDHdzeJIlsX1RJyjc6PafabjGOcJuXI9Tnisn+x9RktxMLeRoTC1wH7eWr7Gb6BuKoLIyEFSVPqDUVKjlJSaIO48Z+C/FF1qN3qMmj+I7u1SMO99qWlvC4VV5LAFgAMHnd0HaiuKNxI3WRj+JorJtNgdND45aHTra0+yBhDpM2lbvM6+ZcSTb8Y7eZjHtnNa/jbxB/Zt5PZLF5q3ml6M3mMcbfLs4D0980UVXM7AV/8AhajjXoNS/s4fuvEEuu+V53BLsh8rO3ts+979KZP4pj0jR/DbxiO6c6HeWMkayAGMyz3IyeuCA4bHcH3zRRRzMDPvvHTXsN/GbMJ9q0yz07PmZ2+R5Pz9Od3k9O27qcc9Uvjlmtrjxb9k+b/hLo9U+yeZxnDybN2Pwzj8KKKcZMDldP8AHUmn29jELRZPstnfWgYvjcLmORC3T+HzM++O1aNl4pj1Tw/4hSby7aSPQrayiVpBmUpeW54B6naCcDPAJoopKTAbD8UpItWnvvsClptZtNYKebjBgEg8vp0bzOvbHQ1a8B+JH1DUbLTvJEYtodWuBJuyW82zYEY9vL/X2oopxk3JAYsnjqSTTJrP7KoWTSY9K3b+QFuUn39OuU24960rH4gNqWtQpNDHaw3OpabcySNJxH9mjeLqexEhJPbFFFSpO4DLjx4+m6g8MEEVxFb32ozxyb+HFxGsR6dgEBHrmqKeO5k02Oz+zJtXSm0rduOSrXLT7/rlsY9qKKOZgbHjjxI+n6pe2CxK6z/2XdmRjyDFaYC/j5p/IVSPxLuW1KC8+xxBotUvNUC7jy1wsYZPoPLGPrRRTlJ3YD9Q8UJY6FoUNuY7h30OaxnXdzCWvZ35x32lTg9mFZ2oeNrjULe9ha3jQXUFnAxUngW8axqR9QuTRRUuTA6i68Zz/wBl2HijyIvtTeKLrUfI52bisD7fpk4rmLXxxdWtna2ywRFbexuLFSc5KzFyzHnqN5x9KKKqUmBfj8VJqWi6+100UNxJp9laQxrn5xC0Sce+2PJqNviZftrR1L7Nb+b/AG0dc2Ybb5u7ds6/d/X3ooqXN2Af4b1qXUNH1O1kRFSx0WaKNlzkhrhXJPvlyPpXF9KKKUtUgFoooqQP/9k=) | SJM 3 x0206 0308 Hvæsse- eller slibesten
Fragment af violet skifer |
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) | SJM 3 x0240 0308 Hvæsse- eller slibesten
2 flager af mørk grå mulig tagskifer og violet skifer, samt 2 fragmenter af lys grå skifer |
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cH7renIIqtJmVSo+Rx13HPp+VfY/wC05+zadcjn8V+FLcR6qg33dnEMeeAcllA/i65Hf69fj14XnV8/uZowQY3wMH0P+e9c/wADs9it9RhZodu4lmBOG5496VLh4Wc9WOcoRw+PX3ojtVuY95YLIpIMXO7AGT2x2pP9WpQHg8n0Pvj19633IJmjguoFcIQ3rjg/X3Hr3rOZJbKbHHJyD2Pv9Kn8427FlO3dgbR0OKe0guUUqygD25oA9j+BfxK1PwnqK3tncKnkALc2rH5JVzg5Hp057EV96eBPHen+OtDi1CwfH8M0DH95C/dWH+civyrtNQm0+6SW3cxzx4w3XIx09wa9l+DXxc1LwprYv7KRvMUhbizc/JLHnkN+GcHtj60Ivc/RqNulTxybSK5HwL4603x5osOp6bLmNvlkhbh4XxyjDsf59a6lWqiTRimzVqNhWVGxBq3HNTQF7NFRLJmng1QxG6VXk71MxqCWgR+R3/BT5Sv7RUTEYB0e3AP/AAOSvBvAHh7+1NEeYeCP+EjxKV+1f2k1vt4Hy7QRnGc59698/wCCnhD/ALRNuvPGj25Pp9+SvCPh/wCGTrOizTnwT/wkIWZlF1/aZttuFHybQRnHXPvXmy1qP+v8wZa/Zdyv7U3wkGzywPGekDbnO3/TouM0Un7L6bf2qfhIoTygPGekDZnO3/TouM96K4ZCP3wprLT6SvoAKzx1Xkjq8wqJk60AZkkdU7iEHNaskdVZI6kDnrm2618nftMfs6fbWuPFvhu0UXCZkvbKMffHeRQPxyPx9a+xbiDcprJurXGeKiUVJWY07H5KASwySIwMd1DkHnhlxg8e/wDnirHlpNCkiHcHB9iuOMEdjX1L+0z+ziirP4p8O2xVVPmXVrCP9Uf+ei/7PXIHTqOOnyjbzS6fdEXEY3xsC0JG0OM9Bjp+FYpuDsynqNureRJArxspX1Hf3psYWPBHIz8yj+YrctdQtbyCOOWCNYpG5nwS4Hpz0xjsKoXVj9mv5YQxYxuQr9M4PWtU7skqmHztjAbRnipLW8ls7gSodjp/d43DvxTNwhUluVHDbj09/pTpFUKuOATlXPA6dM0xHuHwh+M154J1aHULNwFcKl7p7ZCTKM9Pf0Pbnjk196eEfFmn+MdDttU02bzraZc9so3dWHYivyqtIzJbh4dyzRjoD+ua9e+BHx91L4a61HDclrnS5m23MOfvf7Qz0cdj35B9Q0ytz9FlapY3xzWD4Y8S2HirR7fU9NuFubSddyOvUeoI7EdxWwr8460xF+KbpVhZM1mq+2p45qYF0moJKUSZ5psjcVQH5Jf8FOj/AMZFRAdf7Gts/wDfcteFfD3wu2taLJcDwPfeIwsxT7Xb3xgQYAOzaFPIznOe9e5/8FOD/wAZGR/9ge3/APQ5K8K+HfhU65oc1x/wg194lCzFftdvfmBFwB8mAp55znPevMf8R/1/mDOw/Z31rw3cftKfCe3sPC8ul3v/AAmejBZ21FpgmL+HI2lBnuOtFcz+zCu39qj4RjYY8eM9IGxjkr/p0XGaK45u7Efvi1JS0V74DSKYy1JSGgCvIlVZY+tX2FQyJSAzJI6pXFuGzWtLHVWSOpA5q+swysCuQeCCODXxX+0p+zzJ4dmuPEmgQFtLb5pYYxzbN2/4B1x6Zx0xX3ZcW+7tWHqWmx3EMkUsayxOpV0cZDA8EEdxUyipIaPyatNi3zEg5b79uOAx9vfr061qfZZYdyTfJkB1cNnKtkg578V7j+0h+zxJ4Tvn1/QoWbSXb5o15MBJ+79PQ/h1wT88W0zJIyvM6tu4L9evQ/XnmsVJwdmMuPDE+9XyMgY/iB7VGsDTNt3fL057ZxzUsMi3UYYn+LbyeQfehvlyGXy3X3xn3Fb6El/Sb250UGe0kB3IY5BJHuVlOMggjBFXLrRPtmixajZOXjVis8WTujPXB9j1z/hWMLp1YoRyQMk9x/kVpWOpfZ1VBI0Sk7flOB1zhvXk1LjrdDv0PW/2fPjdqHw310W9w8lzo05UXFsWzgf89FHZx+oGPQj750fWbXW9Ptr6ynW5tLhBJFKh4ZT3r8sLqOaCRbqIMY+pJAPfPNfQP7Mfx9Xw3cf2Jq1z/wASmVx87E4tnP8AGP8AZJ6j8fXNbbhufcCtT1aqVvcJNGrqwZWAIZTkEetWQ1MZaSXinNJ8tU9+2n+bmqJPyf8A+Cmy5/aKjYnI/se3GP8AgcleEfD/AMJJrmiyzt4M1TxBtmKi6s9SW3jHA+XaYmye+c9xxXuf/BTCQyftFKM8DSLf/wBCkrw74d+DzruizXP/AAgmteJQJSou7C8MMQwB8mBE3IznOe44rzJa1H/X+Y2dF+z/AODdY8J/tSfBk6rp8unrceMtJ8lZSCTtvocjj0yPzorI/ZfXZ+1N8I12lMeM9IG1jkj/AE6LiiuOW+gj98KSiivoACikag0AI1MYVJ+FMagCB0qpLHWgwzUEiZpAZrx9jVK4t92e1a00ftVWSOpA5PV9JhvLeWCeFZ4ZVKPHIu5WU8EEHtXxL+0b+zTL4bkn13w9FJLpLZaa3T5mgPt/s+/5+p++bi33A8VhalpyzRukiK6MMMrDII7g1MoprUZ+R6/aYZv3mTgd15YZOc8dc+vpWkt19qjyrMXHIYHkcV9CftJ/AGTwncPr+gxMNJkl8ySNVz9mkJ/9BPY/gexr5qu7kxSRhF8u43HIxgt6/h3/ADrnUvZuzK3NZN1y3zcS9sY5x3qVt+0Fx8pXtgYx3+tU7e6a7hS4UOsuSN2OhFTw3vaRFH95WJAPFdF0QbWn6w3EMx3xns3Rs+tJqdk2jzR39lk27Ht2PdT+lY8yRwyOyNvi6AYwQPpWromvC0bbdRi6hk4kjkHVf/ZSOx609HoB9Vfsw/tBxtDa+GtbuQID8lncyH/VHtGx/u+h7dOmMfWccwYV+XN5p66LnVdP/eWkx4BP3CfX9f519W/s5/H4apHb+G9euP3vCWV5K3LekTn1/unv064yKXQqx9Ns1MaXbmo1kDLUcjd6ok/KX/gpPLu/aLb/ALBNt/6FJXjHw98KNrmhyXC+AtX8S4lZPtlleNDGMAfLgRtyM+vevXv+CjrGT9ouT0Gl2/8AN68e8AeD11zQ5LlvBOt+If3rILrT9SW3jGAPl2mF+eeue/SvMf8AEf8AX6MbLv7Ly7f2pvhENhTHjPSBtY5I/wBOh4orpf2ddU8KT/tIfCODS/Dmo6ff/wDCZaNtuLnVVnVcX0O4FBAueMjrRXJLRiP3Lopu6jNfQAONJSZozQAUhpS1NJoAQ0xl60+k7UgK7R9arSxc1eaonWkwMyRfbFVLm3DKeK1Jo89qqyJSA5HWtHhvrWe3uYVmt5VKSRSLlWUjBBH0r4O/aF/ZzuPBc0upaWJJ9EkfKOOWgz/A3t6Hv069f0RvLYOp4rmdc0WC+tZra5hWe3mUo8Ui7lYEcgis5RUkNH5LQS3WnzeSwLKhxyeg9/f3966O6jgaxWMP5ikl9wAweRn8a9n/AGgvgO3gWabVtOtXutGmbAZTloTn7jjuPRvwPPXwu1ZV3Yd3ts4ZScFW9x2XJHJ6cVz2ktC9NySOGDzo4I5JFDHGHIzg5xjJ61HG91DhdpkiYkkcgjvj/wDXWqrWZUeYqi5k6LkOM+o9+KsQ6CZYTJaTSGRky8MZyy/L1HHT+VTecepdlLYh0PxA9i4+0WxuLKXKPD1PTG5fcf0rRfVLWx1vNvM0VuwDKrR7Tg9Onoc/ka564lu7BvniFwsu0srcH2HHTvS6pdFrXzY5PIWNmHzcurZ79D3odV2uJR6H3N+zv8fB4qhh8Pa9cqdUQbbW6Y/8fCgcIx/v46H+Ie/X35mytfk94M8WTNNDFJI8F2uZIpANpbHIIOeORX3n+z78cB8QNNGkavMF8QW6bgzYH2mMfxf7w4yPofXHTTqKViZRaPgv/go05X9oufHB/sy2/wDZ68b8CeEzrmjtcnwL4g8RnzWX7Zpl0YoRjHy48h+Rn179K9f/AOCi7Bv2i7n/ALBtt/7NXjfgfww2r6O1x/whGteIR5jL9qsLoxxjgfLgRNyPr3rhf8R/1/mQav7LPy/tSfCIbSv/ABWWkcMeR/p0PFFa37O/hHWfCv7UfwaGr6VdaZ5/jHSTELqMoWxfQ5xkc4yPzorlldOzEfuxuozUW+l3V9ABJupN1M303zKAJd1G6ofMo3UAS7qTNR7qTdQA8mmtTPMpN1IBGXNQvEDU24UE0AUJofSs26txJkYrckwaozQ5pWA4nxD4dttWsbizu4FubWdCkkUgyGU9q+Bv2h/gHf8Aw3vptWsFe70SRj5FwuN8DH/lnJx06gHv9ev6QTR9QRmsDXvClh4i0+5sb63jurS4QpLDKuVZT2IrOUeYadj8o1uvLhgkmXyJLcgY4Ktxx82MD8eK2tPurj7GJXfzFyR5DcEKef5c+nNe1/Fr9knxF4Qv7i78MWk2vaIxZ44YSGuYO+0p/EBzgjOR1Gevz6trqvhK7mt9WtbjS7oEN5V5bumRyCACMg+xFczbjozSNjbuWh1iNba6w5YhlO7aNuOMN0z7c/zqO+8Nx29oGnuYru2uP3iMy7drY5RuPvY/oeldh4T+C/i7x9Gsmh+HL6G1kXm6vsW8fYqV3Hkf7oPbiu48OfsV/ELWFuU1S5sdOSPmFprjcZSc8EIGAx6n16GpVPmWiL5rPVnz7p+iy65qVtYWUU9zfSYS28iJnBZsbQAATnPp6ivqz9n74H+K4PGKa14jgu9Dt9NYNBjaj3Dgj5cc/JjIPrnFezfBH9mHR/hTa295dsuq+I43kZb7LKsKsu3Yi5AxjPJGeTXsDaeB1rop0uUycrn5I/8ABQ5i37RV1ntp9t/Jq8q8A+CRr2hm6PgjxDr581l+16bqCwRcAfLtNu/I9d3fpXrf/BRqMR/tI3YH/QNtv5NXkfgLwmNc0NrgeAvEXiM+YyfbNMujHDwB8uBA/Izz83fpXE/4j/r9GSy5+yzn/hqP4QDBGPGWj8E8j/TYaKX9lkY/ai+EHB/5HHR+v/X7DRXJIR9tf8PcdP8A+ibXH46wv/xij/h7nYc4+GtwR/2GV/8AjFfAlt4B+0NYD7ftN1odzrP+q+75QnPl/e5z5P3u27pxyll4D+1x6c327Z9s0O61j/VZ2+S1wPL6858j73bd0OOe/wBpV7hc++f+HuljuOfhrOB2P9sqf08iov8Ah7pbH/mmcv8A4Ox/8j18F2/gBbiTSl/tDb9u0O61nPk52GEXB8vrzn7P97tu6HHJa+AhdPp6/b9v2rQ7nWf9Vnb5InPl9ec+R97tu6HHK9pW7/kFz7z/AOHuVv2+Gkn/AIOx/wDI9NP/AAV0ixx8M2z/ANhz/wC56+D7TwCLmPTX+3FftmhXWsn91nYYWuF8vrznyPvdt3TjlLHwCL19LH24r9t0O81k/us7PIFyfL687vs33u2/occnPV7hc+8P+Huidvhi3/g8/wDuemN/wVz54+GXH/Yc/wDuevhS28ArcPpa/biPtmhXWsnEWdhhFwfL685+zj5u27occutfh+lxHpLG+K/b9CvNZ4jzsMDXI8vrzn7N17buhxyc9XuO59yt/wAFcH7fDNc++tn/AOR6j/4e4T9vhpGB/wBho/8Axivh2z8Bx3baQpvmT7foV7rB/dZ2GAXREfXkN9mHPbf045LPwHFdf2bm+Yfa9CutYOIwdrQ/aP3fXofIHPbceOKOer3Fc+4B/wAFb7r/AKJtCP8AuMk/+0Ka3/BW6928fDi3z76u3/xmviGz8Bx3UOmN9sZftmh3ernCA7Wha4ATr0PkDntu9qks/AEN2dJH211+26Deaw3yD5WgFyRGOeh+zjn/AGj6Uc9XuO59qSf8FbtR4x8ObYfXVmP/ALSqBv8AgrRqrf8ANPLP/wAGb/8Axuvi638BQzPpim8cC70K61cnYPlaIXBCdeh8gc/7RpbPwDBcx6U5vJB9t0G81hhsHytC1yoQeoP2cc/7R9KOer3C59kyf8FYNYfOPh/Yg/8AYRf/AON1Uk/4Kra433fAWnj/ALf3P/slfIVj4Cgum0hTeOv27Qb3V2wo+V4BdEIPY/Zxz/tGnWfgG3um03/S5F+1aBdaw3yjh4hcYQex8gc+5pc1XuFz62k/4Koa83A8Dad+N7J/8TWfd/8ABTrW71NsvgTSJVzkLLcOw/UV8tWfgG2vG0Ufa5F+3aBfaw/A+V4Bd4Qex+zLn/eNNt/AdtM2jhrqUfbtAvNXbgfK8IuSqD2P2dff5jS5qvcVz6qj/wCCpPiaEfJ4K0gen+kS1N/w9U8XAfL4M0Yf9t5f8a+T7LwFa3UOjubmUfbdBvdXfAHyyQtdBUHsfs65/wB40lj4Ftrn+xgbiX/TtCvdWfGPleH7VtUcdD9nXPf5jRzVe4XPq5v+Cq3jPt4O0QfWWY/1qCT/AIKqeOGzjwjoI9PmmP8A7PXy3Z+BLW4Ol77iYfa9AvNWfGOJIvtO1Rx90+Que/JqKDwPZzw6a5nmU3Og3WrMOOJInuFVRx90iFc9+TRzVe4XL3x0+NWqfHjx9L4q1aytbC7kgjg8mz3bAqAgH5iTnmue0HVvDljZeXquh3uo3O4nzYNSEC7ew2+U355qv4t0GHw/eWEUEkki3Gn2t2xkxkNLErsOOwLcVh5rFtpu+4HvH7N+seGbz9pD4QxaZ4eu9Pu/+Ey0Yi4m1Lz1A+3Q5Gzyl6/WiuZ/ZV/5Og+D/wD2OOj/APpbDRWUndgedx+JNTi8nZeyr5Nq9lHg/dgffvjHsfMf/vo0Q+JNShEIjvJVENrJZR4P3YXLl0HsfMfP+8aKKu7A6TxVr7W+m+D20+8VZ49CktJ/JcFkD3F0HjbHTKP0PZh61zSeIdSjMJW8lUw2z2ceG+7C+/fGPY+Y/H+0aKKptga/hXxcdNuZTqEs00CaReadbKuD5fmxyhQOeF8yQk/U1jw+ItSt/J8u8mXyLaSzjw33IZN++Mf7LeZJkf7RoopXewCr4j1JfI23symC2eziw33IX374x/snzHyP9o10XibXjDovgz+z70LPFoc1pc+RJ8yb7y73RtjplJBweoYetFFNN2YHOR+INRiMBS9mUwW8lpFhz8kL798Y/wBlvMkyO+8+ta3hXxadJvpJL+S4uIV0q80+3RTu8vzoZVUAE8LvlLHHqTg0UUk2ncDJXXL+MQhbydRDA9tHiQjZE5YtGPRTvfI6HcfWhNe1GPydt9cL5Nu9rHtkI2Qvu3xj0U+Y+R0O4+tFFK7A6HxRr2NP8Kmwvds0Witaz+Q+Cu6e43xtj1R+R3De9c7HrmoIItt7cKIYHtYwJW+SFixaMc8Kd75HQ7m9aKKbbYGx4W8WHSNQaa+ee5hTTL3T4E3bvLE1vMigAnhQ8pYgerHrWQNZvlMeLy4HlQNbR4kb5Ym3boxzwp3vkdDuPqaKKV3YBq6xfRmLbeTr5ML28eJG+SJt29Bzwp3vkdDub1NdH4q11JNN8KCwu2Wa30ZrWfynIZS1xcFkOPVHGR3DUUU03YDm11S8Tywt3MojiaBMSH5Y23bkHPCne2R0O4+ta3hfxQdFvnmufNuYxp95Yxpuzs86CWMYz0AaUsQPfuaKKV2gMb+1Lpdm25mGyNoVxIfljbO5B6KdzZHT5j60n9oXS7ALmUBIzEo3nhCSSo9iWbjpyfWiikBveOtUttWv9OktphMkOl2UDlc8OluisvPowI/CubFFFDd3cD1P9lU/8ZQfB/8A7HHR/wD0thoooqGB/9k=) | SJM 3 x0241 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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) | SJM 3 x0268 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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) | SJM 3 x0276 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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) | SJM 3 x0311 0308 Hvæsse- eller slibesten
Flig af lys grå skifer samt fragment af violet skifer |
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) | SJM 3 x0312 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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) | SJM 3 x0323 0308 Hvæsse- eller slibesten
Fragment af dårligt bevaret mulig skifer |
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) | SJM 3 x0328 0308 Hvæsse- eller slibesten
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) | SJM 3 x0336 0308 Hvæsse- eller slibesten
Fragment af lys grå skifer |
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) | SJM 3 x0396 0308 Hvæsse- eller slibesten
Fragment af lys grå skifer samt flig af mørk grå skifer |
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) | SJM 3 x0413 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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) | SJM 3 x0453 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
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) | SJM 3 x0459 0308 Hvæsse- eller slibesten
Fragment af violet skifer |
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) | SJM 3 x0542 0308 Hvæsse- eller slibesten
Fragment af lys grå skifer |
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) | SJM 3 x0543 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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) | SJM 3 x0608 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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tK+vY21SemhiaZqzQLFbk+aobDK2Qrse2e3H6Z5qfy4tMklVVlWyzkwkKCmSeg9Mnv7dKg1jRPOtWlKp5mCrhTgjg8n354z1BP0p+k6hLqSym7nhieOMkSfxnORyO/bpyOTit7JLTYw33ILWFpLtY8qtvklGWI5fk8HJxnp06Z79pLzTbiOzmkhjaSdYy/lxqGdwAeMDvwMH0ODVuOG11TEQZrWSLO2RWIiORyCOo9M9wBU9jLdaXdPDdxhTGjDJXIUnvnHqOnrTjtoJo4rULmSSaFWt3gglcLJGAcD+8ADz37ngjmtHRDLb3EmCZYpIwrQseW54GAM9jg9sDueb+tWRureK8i3NKwH7nKnftHJ6H5gM9RyB27VJjBaFCkW6MjAMbDBYZGSM4Hc49/Yiq3VmT6BeLDp93stLjc7MGNncopVsjgjH06Hp1A7V0el6nYW8QtLkH7DJuQuRnynBAIDL1XPzA9ePrWNoPiWHclhfW/mI3PnMoMkeSeCT26cDkZz3ovtLmsrltTtpYp7BiVkSQ7QQWAOBxuySM981DtswV1sbcujtdtlNRje1cGSCaRGjL5JCgnAxkK2D0NQaVqZtzmSLEsUmAyNyRj5uBwf8Kfo19btp9zG0P8AaVuSxKySY2ZJG3P16fgeDQ3h241bRPtNkfN24VRndImR0yDk8EdRkfySvHcr4tj0HwR4xuPDN15MzGeykHmSxDrHn+Ieh9R34/DqPFvgq314/wBu6OVa4kAeRIwP3y9yP9rHr19jnPilrdXMDQTQ3EZmaIB1VywGDgbh3IIPHUe3WvTfh74texWKMu1xZybjNtH+oYdwPQ9x/wDXpv3dUCOPjhAuJEnhZAQZY8gqUOCMEDpnpj1/I56agigpMzJHkhcHIHTr/ntXr3jTwmuqQvqWlqrzSgGaNTgOMH5xjvzz6j3xXmF9pvluGJE5ZxkMDu+vTGCM1vGXMUGk302jX0V5FJcIFX51ic/Mp44PXIByD6/jX158LfibB4msbSzvJduomP5WfjzsDn/gWOSPTn6fHs9vBHZqsbSCctt2kjysde+MYx+Oc1s+GvEk2jzwq7yxBXyqq5UjByHUj+Icf5NKUVe6K3VmfeaSbSCKtxzbu9eYfDH4jReKrNLS5nV9SijDb1wBcJgYkUdvcf0r0BZtrVBmVvGx/wCKR1r/AK8pv/QDX4CeCZHXxpZNHNNCwaQB7fVY9McfI3S5kBSP8Rz06mv3z8XTb/Ces84/0Obr/uGvwL8GxtJ4ytljAJ3Px/Zq6h/Cf+WDAh/x6de1clf4oiGfExnfxZcF5J5WKJ81xrMOrP8AdHW4iAVvoBx0orZ8eeKr/T7y70cWmlmBogDLJ4WtLCfDDnAEe9PZgc96K4JWuwP34uI+9U3Wte4h61mzR7T0r2APAvjp8L7eO4XxZpcAhudyx34jUHcpPEmPUE8+uc+ufB/E1vPp91A9hCIzI7mZrdQr4Y9Mj1OCTk9q+6Ly1jvLeWCZBJDIpR0bowIwQa+K/GLHwP401fRzE+oW9vcO0S3AAeMHlTuxzlWHOO+faspxV+Y2jJ2scjrWpI8bzmDCISskzZ81yBgqdoPcdwR+WK4vTtPkuLGO4SUo6qWUHlJFHDBT69OoyBjrXoniJPMa3vrSKMwsuXt5Cdki5BIPHOf89azdU8J211pq6vYlbGLarzWszjZHIO/XG7v2yCc54AHJxejuFr7nLaLfQaddeXfRhVUgKclVdsnhscj0zg9foK6CR4ZI2eZ3nmkKrDt3MUJGRgkDgqPp+ua+sTWMGl6aNUtY5i7Sk3mnSBvlVf4o8cHGGAB/hPIzzRnhufDqx6dfRyT2jLujmV8NsbGAoOR2Pt9KFOLvyicWrNiXluLuYx2jSQoVCMZcCJjgqDntjvnjkfhjXlnEoNs0rR3Vu20qGBztGDuXuOmMcED8rtjqFvY3W+KRrm1t8iPfEQFB4POOuPrW7INO8Sqk9wxtbjAEc0GFC7cHDDBOMgcc4z1GeNVdmTOXfTbtbhXZY1YAKFTPXnof6de1T6XcRWsbRTiV4rjAG5nZCP7u08DjB4//AFbYhutGSK4nSKciMLHJyYuvQsDnGSCMgYIAplxpUVnpLXZZ75kI/wBFxhnUjqWAbLD+8MdM96d+boBkXlm2j3JurV91gynd5bcwknowP8JJHsK2NB8QNYaku1gg5SQE7UePP3WHqOcN2/lPDafuVhlg8uWSN2W7kddm7nCOvQ+/Xr6Gsq808pJIDDHb3cI2ssZJWTJAGASeOeg45BHepUkgsd9cQWGt+S+kySF9zySWqyAbnwAxB7NheMjB5+tQ+H430WZvOaaYygmWNUVMoTwB3O38+4rE0/WJvCuqR+RZx6ikcK5SNTvVSckckbueh5PbtXVaov8Abmm/2hpqTu0BQvDkh4+OSfUdTz0/E1SsI6/R/E0GhyxxrdC5tZzvaNj80QPOR2PuB9frJ428PxiGTU7cM9oy7pUhUblJx84P909/zry+3uL64miKRYhyCJkQgRHjnjgAd8DmvRPB3iwW9wNKvFZQ/wDBIDhcnHGeqnjjtn0p25feRSlqceNLS4jK28/LouVkyqtkZxuPAIx7Zqr9nlsmAYbnC/fGepPv2rrNd8Jp4ZvmEG6HRbtvldeRbyE/cP8Ask9DnGeOOM8vO01vIRKn2lAfm3HLKcDOG6g5P881vFqSKOh8L+Kp/DLIUmaNFYOk2754Gz1xk/Lz0HGCexxX1X4F8bReK9NUuVS/iUedGvQ/7S+x/Tp718WPMhMgVykfUMwzvH9cD1wea6jwN4s1Pw7fW1xb33l+TlFRgGUjIOGx7EDr3H1rKUbO6LtzKx9c+MptnhLWuePsUx/8cNfgv4RO/wAXWgZVcbnG2TUFsF+63WdiAn49enev3Q1rWodd+HWoX8BzHcabJIMHOMxk4/DpX4Z+B4pJvGloiR3MkgZ8JbaXHqUhO09LeQhZPxPHXqK4cR8UTEj+Ice3xNOAsaDYnEeprqK9B/y2UkH6dulFa3xO16/F/Lo80Ait02Sf6V4atNJu847rECwHP9/B4OKK4ZW5mB/QnKmc1nzw5zxWowqvNFmvViwMOaIqeBxXgH7SHw4NzA/iyyid5IYfKv44yfmiHR8DrjofbB6Ka+kJYQc8VQuLMOrKVDKwwVIyCKvcadj4BjuDpcpu4nZtNbKskwGEBOcgdCOo7D+db942lQ2LXNlDHIjJzAVJBDcE9ent25rvfjD+zfc2V0NW8Jqx08O0lxpafwZ/uDGWTPO3qO2RgDyTRdKNnbp5c6Sywg5X+I89/wAB+GfaspJx1RtF30ZV0vw/Yh5glgowfLKtGG8lTjmMkf596WbRIL7w7pthaBhDa4hhk4wgABDdOFPPXvkVbvdrsZY51jlYLH9/auc+nqM/57v07UpLS4iRlaO4WJiWBxuU/eyOmDz/ADpqKfvReor292WxyVl4WuL/AFi30+QpbCR8sePLIzyTxwFwSe3UYql4iT+wdcW2a2ZlljaVLi2bcsin5l+q9SCeR3HGK9a0jT/PjW8N1NFLCAJFYfvEb5QGV8YI69VJIPfgVwciT2+uTPfL9o2jmFv9Xs4y0Z5OMdRkcY7Zo9p71mHs9LpmQZlFskt0JIbSXIK3A3EdR2PA5H49hUy3F1o00MMsO6ywdsiseFA4APHbt14rauNb0sw3D3kIFsgKRKIyFYn7pBHTnORg9M44BPMW+sR6dbPZXcUn2OUjap2jys90OOMjPX+RrTm6mdrGhJrj6hetMs7Toxx5Ss3Y4yC3Xp69cVZt4xqliUmhAu/NxH5agSn5sBgCNoH95ee/0qlpugpDdhftaJM7nZnAEvUnvwcDpzWfqmpSwPcRea8jGQNt6jbjIz7c+9OyasTfU29btrnQbqHz3ims5NvzRAhoemQobpj346U+O6fSdXE8czyhkESyRElXXrtbnHfHvn8uWj1C7vdwuAsMkgyIo412hTnAB7YJ9DnHerOj6sftU2mv5cSBgyqpLIjE7QQeqjIH5jmiOm4n5HeLZy3FhLdWe240/YpnsMglW6gqfUY69wcewgtUWS6VLiRo8YkR3UoVHO4EckE54z0qlaajc6JdXEUKsXxgx7cxOMnII/PBroLW5t714nvULTIxkPmHaXxzgn8+cHoetXqI9D0HWItVsRZ3qI8boEQyEESgjofeuK8TaPd6NfPa3ZW4s7ggWl4SFZsDiJu24ev8QAxggirt1oTy3iRWsxto/M82J4ZOdm3BATuCD+YzxXT6TGNc02fRddi+1Iwwryrt85fX/eH58Z6g1lrHVGiZ5HcOdNaTzuMHYIpTjDEdD9eKt6TdhmAMeIvOXzN6bjliM8bcjkenatrxh4YvvDXlJMz6paN8kFxMpeQAElUJ9RzyeuBjpgZVrayPlklVEYqBMwOAc9COvOferk24cxtG19D6T8OL9l+CBwXAOnXDfNyed5r8V/CvkyeKLcXKWbQu7Flv7h4IcbWxudCGH4Hriv2m0O5N18D3dgA66dcI656EBxivxh8Aw3F142sUtkvJZ2Z9q6fpyX8x+RvuwOQr/ieBk9q4q/xRMJblTx5HB/wkkwtVsUh2rhdOuZbiHp2eQlifWiun+InizxBpGqXmiT/aIYGiUPFqmhW1jc4YZ5RQxUehDcjmiuKVrsR/QfTGXNPpK9ECvJCKqyR7e3FaNMaMNWiYGPNbiTPFeSfE74GaZ4ynbULZ20nWAOLu3AxIe3mL/F9ev16V7XJb1Umt+CCKvcD4D8a+AdY+G2oLHqVks9gWZormIMyMcEnD4+XLHocHgdqxNH12DWrMearrcAsg3ncQOMEnC84PuOOtfe/iDwxZ67p89ndwJcW0y7ZI26Ef0r5n8Wfs96l4LN1e+G5ptTs/vfYXwZkXGCF6B/0P1PNYKPJK6NufmVmeZ6NeXc0klzDdC4it2EYRAVdsjjr1BHb2NYXj2G2urptS0+5m+1sixm3VCY3I3E/P/e55BzzjI4IrUtrprbU5Rb7o7gxlZVdTtIB+ZSD0IPUHFJqVvDIrwXcki21yd7qwyQemVfAyeB16/hirlHn1uClyqx5zeXV8y28cqRXtt5TZ/dnzQQOFYLwSDjkc1sNqljeafZwXM9s7XCkRTRlUZWUHgg43HGAenX89K7tBpLTxs8Nw824xSOzjevXaCDw3H88VpWdvo2sWi3MltGL2QKhjkJ3FmzxjHJ9/yzmpXNTTDSfqc1eQ3/heNvPh/tGJPLlSNQHK56bcHI6n9c9MVZkt28RW63cNg1zPCvmOACEmQ9mA6MMZz0yD3PN3Q/A1rJJPLZX13byJIBLGzh41PUAhhgjryB29qTX9a13wXZzrcaVbXVjNFzcxsFJJXrgdvce5odaMVeQ1Sb2OaeWKy1Ly5oZFtZEIMq8iM5ypPYdh7+1V7m1WMGWzhkVGDcxKSenJGP4eDkc/4XJ7Se+sbW9gETWxIMhRS2EJ4IA7+pIxxS6fo2oLdSLblfKkCzQiKMbg2ORjbk85POeuOnNbKV3YwsT6XftG3OS6HduzypzwAc5z06/XHc9Jb6jJZyrFcwoQ4G0bch1I4bkc8DOa426uBJPN9oKB7kKvkg8Y45GQPU4HX065rUsdSkkjs7ZrnbZeamGMYLx5zlF7d84+hHvonbYk7bRdak0/bbufOhx+6kAIMB6/Lycpz07Guij8Rai0K2ryrdQM2TdPmN0wCQdvc5AGRjrn6cerPaslvKInZyZFl3cnBxk49R07H8gNdPDt6trIqTebHEd+7IGzPIOO2PyOKW7sxnpvhLWU8YQz6NqcCm7CEMh4EijGSOeGBx/MVyfjj4f6j4S1Sxum3z6fPKI47hlJAYD5UcjkNgY9CPfNYGj+JdQs75Fs4EhvLVvN8zdtfIKrgZXGCN3UgZGO+a+o/BurWPxC8Jy2uoWqrIyhLq1b+EnkMO+OMg9eKydruJpFuOpgaDCsfwNlKIAz6fcs+0kgthwev0r8V/Cq2/8Awk9t9tSwa33NvXVGnW3+6cbzARIOcY298Z4zX7maxoNr4T+HOqWFl5ht4bK4IaVtzElWYkn6k1+IHgP7W/jeyNn/AGgLou5X+ysfaPuNnZu46dc9s1z1/iiSyl46FqviCf7DHpqW21cDSHuGt84GdpnJkznrnjPTiit74q+ItfbVZ9G1DUNZezj2Si01eRTIG25BIXjucexorgmveYj+hik9qM0lekAUUUVQCGomj3dqmpCKYFCa29KzbqxWTgjmt5lzVeaAP2watMDxH4qfBez8bItzAwsdWh5S6VeHH91wOo9+o9+h8E8TeB9Z8P8Alx6nb/ZlUsgm37lfjOQRwc4+o7ivtua27EZFc94h8LWWvWE1pd26XNtKMPHIMg/4H37UW6ofMfAuqaVLPNttVRpY9wLqPmGccZ/h9uM8dazrXaNUSfC26r8kqn5geRnPAwec/wCFe/fED4H3/hX7TqGg276nbPy8AGZ4wAcYwMyAZP8Atc9+teL2moQR6tNI6SPdSoPKRo9qhgSG3Hp1IHTrj1qfacvxIvlT2Oo02TT9WCCKTyHjOBlAysoBHPf159/eqevSRNpE+n6lbxyWTnZHNuKpuJxtPXHXjPtWVobC31eVYycFgp5JBGB0B6Yro75re8tStwsUaLtGJGGycAAncOmThvy71nJRW2xrFuRwKaPJ4b+a0uJHtY4yGVMM4JHDqc8+4z6cVYsPFWq2Nxb34lhvJo4y9zGpx5y/NuZCT8jYGDxySasWulwWszTrL9qsJyd9uW3YG7G5DgZx0wc8Vnap4Xn0u4cWYW78vKrGGDybSNwA9TjnBwfrmiCSXL0M5Xv5nQaT4ftPE32u6e7TdcbpQqxnYvA4JPAYE/dPPGcY5PL6x4VutAuJbe5tmSSD5sRAAzj5uM9Dxxx0wK63w7/YtxpdvYss32yZlSaRMxlccAg9OcnI56+tYvjB9UtdQNjPvu/so32s0oJfZjndjqRjknnk+1dKvsZNdTF0u6k1J3dPmttrDHKSqdxO3/dznI9c4Ga6jw7qzXEjQXTiJoz5cRlcklMHg89OOueprlJrKTT7iXUrWE3VvIwCxx8nPHyk9z83Uf44tWWoWz3zzSW7tKMKCD+8CglhjIPTjOev6VPUDstSsCsjyRxiC6Vl/wBbjgkY5OMkEZ79vwr0P4D61c2fjiztLctLDdxOtwg/5Z4UkZ57FQM+ledaTIfEVxKhuGim3DaGywdM9ge44wPpW5omuS+AfFVtfWQfEZIYAnZJxtO4E5xj64xkVVxo+qPHbhvBWvZ/58Z//RbV+EfhSS1XxPbG8bTktstubVUne2HynG8QAydem0dcZ4zX7heIPEFt4k+F+q6naE+TPp07bT1U+W2VP0NfiR8P7mW08ZWEtpJex3KmTDafqSadOPkb7tw4Kp+I5GR3rixHxREU/HJtZPEFw1i+myW21cPo8dwlsflGdonAfPrkdenFFdL8RPiB4rGpXujyeIvEC6bJGqyWN9r/APaAZSoJDSR7UcH028dDRXDL4tAP6EM0uaj3Uu6vVAfRTN1GaAHZozTd1JkUAOprUbqTNMBjRhutVJrX0FXKaTVCMW4tA6kMteY/EH4EeGfHiXD3lm0FzMpVrq0fy3ORyT/CT7kE17HJGGzVSW1DZxTaT0YXtqfDXjT9n/U/BsZtILS+1fTAxljurJmEinOdropJH1HH07c2mvtdXH2eJ7e7j27LpN3IXGD8uMke2e9fet7p6yZBWvJviT8AdF8bK13bxppWuKd0WpW8YDbvRwMbwffn0NZ8ltjRT7nzst3FeW9zC6wIBu+ztHBtRWJJ+6CBncc4ra0yaKP7Ol9DBcM6KJmEeGV8Y3D26+4J61Q8R/DPxJ4E3jVNKa9h8xpBqNiC8bZ6bsLlPqQPqetUreWIaf8AaFm+0lR80Kkb/wBDz+VTy8rL5uYk8UaGs+rw3GmyqzM3nDbBsZlUHgdw4wO3I96zryxmnz5y3Es8kZba2MLycY9Rk9um6rgklVI5oHEUjd85xn0bH8qqareTSW4heVoTy3nQSEFiBxkdAOfYHp7i03a8SOupy2ktcHSfMtxFFektGUVC2wg9CCRnpgnP5jFY+pSy3OqNe7lS9QDz4XHKsF5OR1BHQ4zhQe3G24uLFHlgkAtbgYlhZTkA91GOMAD0PXNS2/kSLEl05+3xrvF5t+8ny43D1569R9aa1JZb8L+ImsUikt41yWUnKBsMARs5/hw2ceo47112pTRatCbuKFShC+fBnDKuOWXqcjr7dwO/Aahpot2cwJut9x3XFuwIPUkMoGATxz7n2FbXhXxIILpotwhZhmNWAbfxyOePxoUk7hrbU9g+GuqM3w38c2CMj2UdpLPC0Z/vRPuGDyOin8a/I/wk8Mfie3Nx5HlfPn7Tatcp909Y15b+nWv1r+HOmy/8K9+IGstE8Nrc2ksUKt0ysbmQj2yQPqDX5MeBZGXxbaskksR+f5oNUj01h8p6XEgKp+PXp3rkr/FERL45twdauLqCJBaNsVJLewa0hJ284RuhyD9etFWviNrmpXGsT6dLqd9cWEZSRLe41tNUQNtHPmx4jY8noOM4POaK4pbsD+hzzR60vnD1r8Al8b/FGa4jhTXvExlkmgt0j+3zE+ZMu6FR83V1GR6iq3/Cw/iULP7V/wAJJ4jNubc3fmf2hNt8oS+UZPvdPM+XPrXd7f8Augf0EeaPUUnmj1r+f1fGfxQa68ga74lM/ni12fb58+aV3BPvdcc1D/wsL4kfZPtB8R+Ijb/Z/te86hNjyfN8nf8Ae6eZ8v1o9v8A3RaH9AxnX1o84eo/OvwBk8XfFCO4Nu+t+I1lW4mtTGb6bIliUNKn3uqggn61Wbx58RVhknbX9fESQx3DO1/LgRuwVG+90JIA+tP2390ND+gnzl9RTWmX+8K/n+fxb8TIZpYX1nxCskclzE6m9lyr26B51+91RSCfQVF/wl3xIbdnW9fwywOf9Ol5WbBiP3v4sgij2390ND+gNp19RTfOX1H51/P3/wAJR8Q26axrpz9o/wCX2X/lgu+b+L+BeTR/wkXxDkkVP7V1xmd7aML9sk+ZrhDJAPvfxqCR7U/bv+UND+gTzl9RUbSr/eFfz8t4k8fmMP8A2trXlmKWcH7ZJjy42KyN97oCCKfHf/EKa4jgW/1lpZZra3VPtj5aS4QvCv3urqCRS+sP+UND9/ZGRuCRVaSBG6MK/n/bWPGsloLo6jqrW7WxvPMN2+PJE3kl/vdPM+X61I7eOmvGtjc6oZxcC0Mf2ps+aVLBPvdcAmn9Yf8AKFkfvhNaA9xXLeIPA+h68rjUdKtLlm/5amMCQfRxhh+Br8LvP8XHT/tZu9QNt9lF95n2lseQZvI3/e6eYdv1qaaw8ZLeNayNffaFuZ7MxtcHPnQqGlT73VQQfxpe3f8AKHzP2Y/4UX4RjcbIruNR0QXkhA9OpJ4+tZesfs6+GdSUiK8v7PkHasquvHqCuf1r8cJLXxGlvJcSm78pLeO5ZjPwI5GCo3XuSBipLjw74pjuJYpYrkSRS3cLr544e1QSXA+9/ApB9+2an2z/AJB38z9fNM/Zq0KyG2513UbmMHcI1aNFzzycqfU1T1D9mfRrm6Vodfmht1bcsckSO4/4FkDH4V+RbeH/ABJJIB5U7MRbMP3w6XABh/i/iBH074qL/hHfEEuB5Mh4uT/rV/5d03zd/wCFefftmj28v5QP1vm/ZjluJjJa+LLGD5TGjSafkoh5I/1vPOCemav+Ff2VdD0e+in1vxNHq8EbZFvHCLcNznBbzGOPYYr8hY/CfiGSZIhbO0kstpAg81eXuozJAOv8SAn274qp/wAI7rL2ouBC3lG1kvA3mr/qkkMbN17OCMdaXtmteUPmfuj4+bRdN+Guv2tvc2kEEWl3CRxrKoAAibAHNfhr4Bhkm8XWiQRyTOd+Fi0qPU2PynpbyfK/49Ovamf8IX4gkmaEWrF1dYyPOT7xhMwHX+4Cf061z8MzwuHjZkcdGU4IrGpUcmm1sB3nj7wb4gbVL7VP7B1QaciqzXj+HxpsagKASYox5aAHuDz1PJoriZL+5mUh7iV1PVWcnNFYyabugOui+K+rw3lrdCCzMlveafeoDG2C9nEYogfm5BU/N3J6EdKNS8bLD4X0fT7J0kdtGk029V0b93m/kuBtPAzjy+eRhiOvQop88u4DE+KerR6mb4RWpmN+uo4KNjzFQoB977uD9c96ua/4mex8M+H7ayaNxeaB9juctuaPGpTTYGD8rZjQ89j75oooUnZgU7j4qavcalJemG0Er6jeakVCNt8y5RUkGN33QFGB1HqaTXvG3+gwWliySxT6Ta2VzvRgVaKQPhendRzyMGiilzy7gMufilq91e3V08VqJLi51K6cKjYDX0IimA+boFA2+h65rW8VeNJdJurGOwe3nSTS9JaRs7tskMKELweMNkEe3aiiq5pWeoGGvxG1ReiW/W/P3D/y9xeXL37L930PrWrrnxHkt9UtZNJaOW3jj0a4JljP/HxZ2axY7fKGaQH1wMGiilzy7gY3/CwNTNukO2DattcWv3D9ydy79+uWOK6TxP8AEK60HxNbPpkttcRwnR9RV/vjz7azRVBIPQF3DDrkdsUUU+aVtwOVHjfURpa2H7oW4sG037hz5RuftJ79fM7+nFbniH4lXA8V3t3pEkb2jaiL+FpYzkuI9nI9ME8UUVPNLuBjL431H+zP7PJi+zHTxph+TnyRdC5656+YOvpxXR+N/H11Z+PtdbTZ7eezj1vUbu2mXEiv558tmDA4YFFXH50UU+Z2A5uTxxqE1q1rK0fkPawWTbU58uJw6c+uQOa1/FHxKurjxNrE+mSL/Z82oapcW5kj+YpeL5UmfrGFx6GiilzS2uBF4d8eX02vabHeTxR2bz6fHM5UACO2KrGc9sKOT3qDVfG1/a6tdx2k8bW0ct+kTBQwKXKmOTnvlenp1oop8ztuBZ8O/Ea7t/EWk3OpS7rCG+024uFjjG4raL5cePcRlh7nrWNJ401MQfZ45lFutrLZKvljPkvKZWGfXcSc0UUuaVrXA3fCHjq7m8SRvql3Glm5eWR2RVHmLayRR849DjHc1w1FFJttagHGKKKKkD//2Q==) | SJM 3 x0614 0308 Hvæsse- eller slibesten
2 flager af mørk grå skifer |
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) | SJM 3 x0615 0308 Hvæsse- eller slibesten
Fragmenter af violet og mørk grå skifer |
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) | SJM 3 x0625 0308 Hvæsse- eller slibesten
Stort fragment af violet skifer |
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Oc8frXDyONnI6+ZS0Rk2uqW9ojC3CSwsWZpI4FO0kYOAOffv3qpNZpcXEcls0MTxHdG0CgEgYJyfQ9Me9aULRaLLPZzRxQwTL+4XdnJ2/OQe+PcVDp89lDMUlYfZt27aZTkMOQQPqOnSto2JZZvtct9Jls9XjaOOXz0ilLfw4yHB5wAAevQfjXb28ljBbyyTXRvElcJHBbjfhidwJxn16/4157qVvB5jxXSQRabc5BMZ+aR2BJDA9c89OePbnZg1O3h02wsrYNH5W2QSW6+W+9QCE5JJBAIx9PrWFRuOtjWLNCzsdVg3i1udzBSfJmQo7ru6c8qRnntgDjium0NjZ65DDdPfWaMAnljCoctknKMcN1A6HrXG6Pq90niqzU3d6Yp4WY2k6DaNxBb5h1K9hnoe9dlNoFnJq0N9BczwoH2vC0TKpl3KyltwyD6AA5x15xWtOPMuZIUpLZs6bXryLR5Li0gKwWcMRkdpDuKknIJyeTn8eAPr618E9NubXwebq7TbJfTG4TIIbyyAFBz9CfxryfQ7OXxF4stI5gTDdOkMiD5lwGBJz6hQeCOpGK+mI41ijVEUKijAVRgAelephY3bkzzMTKyUUV7j7pr8Uf2qF3ftV+MwOv9sAf6pZey/wADkK30YgHvX7X3A4Nfih+1VGH/AGrvGaAE7tYAwsSynkJ/AxCt9CQD3rqxHwo89ml8C7PS4v2q/hGZru7TUv8AhLdFKW6aRbW0J/06Hr5MxA78hSaKzvgjbm1/bA+D6FWX/irdFOGsYbM/8fsX/LOJmX8c5NFeXU+Ik/fKiiivTARqYxpxqGRwM1cUBHJJ6VXds9abNMFzWD4l8UWfhnSbjUdQmENtCMknqT2UDuTW+kVdjSbdkXNZ1iz0e1a4vbmO1hBxvkYAZ9Pc+1eOeKP2j9Gs4riPSo3vJ4yAsjqfLyTgZA5x+XWvJ/FnxIvfiN4indlFpaKPLhiY5O0g44PTPBJxn8K4Oazht5prJJV8tSTvjUBn+UHr3IH5V41XGSldU9EevRwcVZz1Oo8Y+OtT8Wax/aV4eCBHHbKflhUHJ245ycj8q5O8jKwzm7XzE8s4Rz8yAjJJIz6fyq5JK9kwiIFxJs3qXyVJ7D2zXKa9fXmvLY2qvHC9xGUvFtZA6xkk7hux0wMDI715zbk25dT0UlBWj0K2j2VtZ6PbytK1paOxMMMbFHdVPDbs5xnPX1zXcQ3Ntq/2e4lxNJDFsaNCFVTnnkYyTjBx3Fc2vhmDzlhDiURIiruUMqbc91GMjsPpVq38SRW1nZmGJpPNbbLJHyF5YDOT04/nQ4pslPQ0hfSaT/p2lxzwIiBdwjHz5J6kgBgSMH0x710/h3xlB4mgexuRENQMRc27EhZF6Z6dRkZxnGa5HxFqUusafDp7K0cDEqkfAHJwGznn6d6jgjttOuEjsrhEvbfDpJsCiQrkYwPqc+x5rqjPkdr3OaVP2iulZi+MLNtM1SC1dI2dmLwSImW2kHJwevoa5TVLkWu6X7N8sYI8tgMnnkqvJr1XWNCsviZoFu4l+z3kDLJHLEcmGUYJVvVc4yO4ryqbWodQ1B7LVYPI1OGaSN1EeBxwSPQcD8ulY1Iezd1s9iqdT2i5ZbrctQ3ljqWnqkQSRlbd+7XJHGMcjOM5/WuV1TxFPDqUbwW8NxMkqx+Vu2iMnqcnv82foB61s2uhTabq0eoQLGtjIjJNtTc7Occ8HndjOBxntzTfEmoaYqyRxSwpOVLCLzASx/ugHv16ms1LoypR6o6/SPLuNFhNwosQ5WJkmbeC5O3g5HJPoQTx0NdvHMVWG2Rrd5Zog7x2+SAARlj1OSPXnv6V5d4GvLjWrS0eCJr6NtphjMYkKsMFR0HIIyCCec/WvTNDtb7Vtakt0s1hCztbwkcbhxxhcYyxPT0688awb5SWlc9X+COjrqGpX2qNEy21uFjt0dSuH5y3udu3jtkd69oxWR4R0EeG/D9pYE5kjTMjDoXPLfhk4HsBWztr3qMPZwSPGqz55tlSYfKa/FH9qqEzftZeMogrOW1lRtWFZieE4CEgP/ukgHpX7bNDkdK/FL9rO3aT9rfxjGI3m36wiiNYBMzcJwIyQH/3SRnpU4jZepiS/Ba4ktf2rfg9pps47dB4w0WXdJpENjN/x+xDGI2b5f8AgXPpRVn4I+DtXh/aq+EmoR6LfwadF4t0XfNJpIsUU/bouSisyjr1zRXmVb82oj92KKKRjivSAbIcVSuJNuammmC9azbqQlsV0Rj1AglkLNXzL+0B42bV9afR0uPO02xlUPBagEtIRjLnPRcsPbFfSc0myNmyBgE5Y4H418GeINS+z+Ip7to45nnMhdV+fnfncP72Bj1+8a4MbJ8qgup6WCiuZ1Gr2NFrU28jXiQsJYvvSuSF+YjPfnAB/L0qlLq0MMIlS8SNdxbM3KNkkYJPTJ/lVRtae+sJEuG3xyDBDj7uR0xkbe4x14NU5NWGhWtrqEt3bPpssiRxCNGkd93OdoHQHnPbpXiOKtvax7fM90r3NfW2nt7Wa4nYQRQK7YVNu0+uPTJ/OvOEvNT0uzuriO3C3ao5MgXAbAJ55OD+XTjPArupIjexahPfCa4aMokNpbsXMBlwFEqjcN3VuSMZ5q5ezWduoW4uJHubeRpfLk2bgTnhgOwDd+2Kjmu+WI/i96RxFxqmr3n2drVZYI2RY1KxlELk5bGCCSBn1PfmtJYY7WS3uGuGHmLhrfAdVfJwTjnOeO33ulbsNzHqVhJMkT73lVUYKPLU9Tnjgj/Dk91XQblbBjGd0cYLGQZ5ycjGevAFXFW0JleXvdDD1TXg1tPGz4uY4iIo41AzzgY/xJJoguv+JTK8EWWhVkSYKFd8cYOeDzj05FUrvw8dUkjBRomBEkbtjoCDuHPY9Pp71dvLORryzhjXbbhF81pAFwCRnI9eTx6kVvG0VqYSbk9hnwt8fXdj4wsNH1JY0uLpzHLFGcKoYBlYckYDFs16H8VPgmfFZ+36QIbPWB/rWbKrcAAYDEdGGBg4+p4rwHWNHS61ZY4W+zkSuPPXLtgEjOQe+K9x+Gfj7VdHn0yxv5xdaZK4SZronMCnADKxPAHBIORycEY56IThNezmtDjlSnF88XqjwG81DUvDutC11h57T7PJ5cqYZcMMA59q7bw7qFtrSSCNre9vYQCqMfnkB4HI6nkfnX078VPgnpnxU8O/ZBJHZXyOJYbwRB8nBG1u5U57HqB9K+R/GXwR8d/CfVEuHsEudLmmQLdWxDxI4wQc4yvQfeHOABk1jWoTp7ao0pVoz33PY/h61pHqjQLcw6bcWkL3SWaRbAVPXk9x1xnAyeOK9/8AhL4XS4b+150QMp+VUJZd+MZBPoMfnXlXwH8PzeJEIvpL3UbxiBNeXCeWI4/l3KoAC/w8cdc8V9Rafp8Gl2cVrbRiKGIbVUV14Wi370jDE1UvdiWcVNHDmmoBmrSYr2EeYRtFha/En9reMSftdeNI/KeffrCDy44POZvlTgR5G8nptyM9M1+3Uh+U1+In7XMYm/a98aJ5bThtYRTGsJmL5VPlCAjef9nIz0zXPiPhRJX+C9mbH9sL4PxGzmsP+Ks0U+TPp32Fv+P6Lnyt7fnnmirvwY0mw079q34PAJd2Gof8JhoubCbSDZKE+2xfP80rnPTtzRXlVNJCP3dprninVFK2Fr1UBUuGAzWZM25jVq6k5xXE+P8A4had4A083F6GaR0ZoYxwHYY4J7dRzXQ2oxuxpOTsjn/jp4nbQPBrwRL5k163l7VYAlBy2M9c8A+zGvk/UrR4zDI0GEcsUYgsAxPGfzPWtnxD481/4geILfUdSaN9PbzEjQKcQjcAoUDrnvkZOMntWxNNJDY2wCtJaxLuWQoFxgc5J569K+dr1HWqc0Xoj6OjTVGkotavU84sdL1+a4uGZfL0/wCZD8y7mIOFYjGB8wzwScenFbul2YnY/wDEvgCRLtiLo7YkK5YKccLkc5GOSM9RW9MFk0n7WZrYuyGRpZMlQPVQep5HPHc+1ZsmqJb6db2cZ3ywxLE7Bs44AY5+ufrXPUp8yTky6c3FtRMTSPtX9rXa3LGcwbijpISLh8qd7LgYYHA79cZGavDT4ZriOS6gWJ2QOYQ6tu9D24yRgYx7DpVPR2HhnSdQkldpLq4ZjEsbD5snHPHXJ6jsfWnadpGo300Rt4ZIlkkYNI7hRDtXI+U55JOAT2FRyu/unRGUbe90H6HCPtlzbyW7Q2D3UkxPmgMqlsvnA6bi3Hpg+oqXxR4mka2a3t3ENu8ghlffyMnHX09uvSrDW8VlptxpsIuFZXVpWc7wN27rwcZIBAz3PvWDrbFtNjdpRHaRkSyrIh2FB645yCM+2KqTcdEKKUlzMsSX899JbQWMi7YUxFcoq4bcAD1GMc9Bz6dM1uSaDNJZiS7aPDYWTapAc4wDjHrz1/lVlfKXT7VnS3jhiAbdbKeTtyAuB0/Sk1bxAJ7W4mmcPaKBsQDDAgDOQOQOefpWyt1Od33R5kuiXlre3gLf6F5haJcLtQ8n0zk8CtuG1urzUrKa3nMCxW5Lw5CpJkAE+vUN6ZzUQvm1RUmhka5tsbkZGG30Ptnoff8ACnWup3FxbGeRdt1I7JtgBKqq5AyQM5PJ/wCBUXtsKya1Poz4H+MI9btzo91cL9ph/wCPcMcb0HVB6lcH8OnAr26DTovLKsoYEYIYZBr4X8L3k+kNFfi6+yXMUq3CsCT8w6dP8/Xv9mfD3xtb+NtFjukVYbpQPPgVw20kZBHse3416uHqXXs5bnlYinZ88djoobWO1jEcUaxIP4UUAfpUoFTrhqRofSu84iNWqVZKj2EU3kU0BM8ny1+JP7Wkf2r9rnxrF5JuPM1lF8pYjKX4QbQgILZ/uggmv2tdjX4n/tYQ/av2t/GkXlfaPM1hV8oRtJvyE+XapDNn0BBPaubEbIkZ8F9O/sv9sL4QQfYZNP8A+Ks0RvJksZLM/wDH7Fz5bsx/HPNFaHwPli0X9qv4SaWfDtpZSN4t0VhNLZ3NtOub6HkJJKfTqRRXl1PiEfuxIeKqTPVqTpVC4YLXswQFC4bLGvj/APai17Vj4+k0+Uu1hFHE1um4hFTaGZj9WyM89APp9eytljXzv+0lqljomv2F5cNArCzwzOoLAebgde2SfxrDGfwmzswn8W3c8Zs9WXT7GCCG3Msse0ybCMop7cnjAI+vvV2TUFv7eIKZ/JjPmSlCV+UdsnH+e4qwqpfRmVreQO+WLEqPMJGAWx0OOAPpVKOCKPbFJfxw+ZGdturruYDOflz6EHP0rwOZrRbn0Kpp+9JpI5vVrqykvLWzhi5WMTT7vmPykbRnOAN3JxxxTNFbzJkMzrFGZfMlk25DtnKqB17fp6mp10XzrhZJzFEqtsGctnkZLHg44H4EVDfLJNDb3Fsjx2k/lx+YwXMWMnI5GTj0z/Sr13e5mmumx0nlrcOxt7V5mjYf8fAYLGxIGAvQAZBPB6fhSaik1pLbm72X1kymMrExQ7gOSAPX14PtzU9hqn7u3jty8xkOS8gGdxGeckDjH6VyWl+OJZN0OoQ3MbWd08Q8wYjuPmJVg3cEEcgjpWl7pamXws6i61qzuIRcTSCO2lxtihRjI7AkleeCOhyOefpWRqGoafNavaxxvbGaNisUOGJzzuYnuDn8+9YlhqF3qiXUFvaCJlbERnztjXfy65PcH1A9qtf2HbW+nSXOpXrajsOVjgwN3zHgnHP5j/CXJWsVFO9yjpGoa0trcRz24ZlQlWjOUVep5HcDjHPb61dgn0+783Tow11aonmy+XkM7blw6k54+X81NbEH2a3t57YiS0tpICzLDHv2kE4wcFsjg8Z6YNZEMllo9s8Nq8ccjDy5W24+YdsYB4/z3rHbW1jXV6N3My4nhms7h7GEwCbG+MPg5X5cZGMsQPbpXR6LqFlt8mERNJHFvMm4EMw4OMnOOf071i6lex6WsYSDM0yFlVkyvmEdME5z1/Op59Hljjs7ry90FwoB28HIGSc9QBj0/Oq1e6Eko7MSax+2fZAZ2tYUIaTaxOSB93/9R7V0vgPxTffDfxRbah5731tG3li2hQq7xnqCBnd1HXoVzmubmtfs8KyIrWsExLj5y3TgkYPc8/4VAuPPBt45hJwBJJKUwx465zjGeKpNpqdxOMZLlsfoDpOq2ur2cV1ZzpcW8gDK6Hjpn8D7VpKwavhPwN458SfCnxF5qXbNo8l35tzak+aJAwAJwDyduMNn+EZ4r7W8O+IrDxNpcGpaZcpd2cy5SRP1BHUEdweRXv0qyqHgVKTpM2No5qNo+KerUNXSYlKZcCvxM/avj+0ftaeM4jELgPrIXySjuHyEGNqEMc+ikE9q/befoa/En9q+3+0ftaeNIfKFxv1gL5RR3D5CjbtQhjn0Xn0rmxGyILHwV8L3uk/tXfB67Oiz6bp7eMNFjWT7DcW0Rf7bEcfvixzwe/aiqXwRsTpn7X3wgt/sK6cP+Et0U/Z1guIR/wAfsXO2di/64oryqnxCP3pm6Vl3Vaknes66WvapgZzV4V+0z4Nk1iz07VhC13bQn7PcwjHCEkg9O/IPPpXurVm69pFv4g0e+027UtbXcLQyY64YYyPepq0/aQcTalU9nNSPi2OGR2W3MgjIH7snDOy+gwRnAHXpWfKUa8imnlZY4ISqHdhixIyMgd8AYJrovFGk3vh7xFd2csMkkluViO9QgYcgOB/dI5HsDWHq8O6FJFcTys4LoigqmTyenOPavl7y52pLU+ttB0lZ6DLqa3nbF4008oPy20ceXZu5Y9+n8qj1i60y7txbXFsZkhfcsOThHwMZwOo9utWbezv41JhYNMzKhyhBcc8Z7enrzWbq2mXmn6os6p5gXcq+WCSDgfJnvwSffNaLTVs55a+6kWbtrWO3eOFZgdvCJx5YIHU4B7gVzuozsotdOSBJmSIpF8p37iCT1/ukjp1PPpW7runiNbeZJnUS5VsOST3Cn8W/SsLRbWWXxAiozNtIJbduIzx06cdevrWl1bQyd29TVuLOGx0d7WC5n+1+ciyvtw7Lxub5vujPoCavaN4eTWNQEybhFt2xiViRuyQSQeS2c8+9VvEGpGzmEUWGvIxkbQMthRhc9s4PT9OtSeHDd6w0joymMOpw6lY42x0X1wf19Knm10RfKrasl8USNpkaziOSfzJPshEI+fcTyACc545IOeDisTxlptzaw2slqTDNkRvGxYmIFepA4Bz2961rjWPsN5FHdJJdNNL+5ffkR/KfmUDGF46cnJNZGtzSa3cQQG4WyELLJII41XzAc4Xntx9eKT203GtXrsZJ0PUdQsJdOtpnEzmJ5b5cg+pCk85wDW/HCkNkzSXksl2I/JgXngc9j71Dc3Vzpd/EkNqslvJEUaSNtrH/AHWxwfX6VZhs1XzriwZht2oHnIKRkcE5A+9/h70435dWErc3urQyWklEjwSOshUl0C4HU4IA6jPPX2rZj0uO3tUSbZIZGHzvnAPXJJ74rjnke81K4vFvGne3yfN7yKFJOOxHJx244p954qSPMQEp2tsLtlmDYAB54x34zUyfUcLa3NyCVNY1SCCaTMbK2+RBsDAcYBznH49uK9u/Zv8AFSaH4xvPDiS79O1RGurcZ4juEA3IPqgJ/wCAivlSPxVJNrBjgj2QbwGmZfqc5J6fSvQPDWuJ4S1Cx1ayuI5/s0qXJm39CG+6c9RjIPsa6KVRwkmc9WmqkWkfoMj1JurL0fVrfWtLtb+0kEttcxrLGw7qRmr3mV9CndXR8+/MSY8V+JH7V0YuP2s/GsZRZw+shTG6uwbhRghDuI9l59K/bSRvlNfiV+1SvnftZeNF2rIDrWNrhyp+7wRH85/4Dz6c1z4jZElz4E6Hp9r+1V8JJPtFtp90vi7RSunRWl3Hu/06HnM+Tz7nHFFZ/wAEYVt/2wPhCogitx/wlui/JClwi/8AH7Fzi4Jf+npRXlVPiEfvXJ0qjcr1q6x4NU7j7te1ADLm6moWqaY/MagNaAfPX7R1j/ZvjDw3q6YQ3SPZsxA27lywJ464ZgM8flmuGt2iSFktoIltl4LxR4xxycjkk8fpX0l8TPBEXxA8I3mks6wTtiS2uCobypV5U8+vKn2Y18oXN3fQ2r2V0hsrm0YxSlWAdJACCcDhh/QdK8LGQ9nU5+jPdwdTnp8i3RV1zWItLhRoLjEMj/MZHwcYJwR2GR3/ACrnNLnvNUtQLmeN5VPmnyyF4IOO5wOuD7D6066sf7Sv38qH7RPMWbiJikbYGWwd2Cd3GOxptvc29nY3K5Iu4SIppyAyAhduCB1I2kjvzniuBSX2TvcXf32at1GyxxLA4mVh87GQsvYbgc4yGHv0rK0uGN2ZI3aVom3mTO0nPXOcE/8A2P1rds2juJGizGg2o7MoOFT/AGR05OfyrCuNOSbULiezuWhi2gv5in94+CC2ewPHIx90euatKUtWLmjB6blywuLMyBo0jkuCzF/MP7okk42jqTz1PWtT5LaFbVAZcMWw0wC56nbtwQB07Y6V5zr3i6x8P7H1K9a0vJm2qwQt+7yAeR0A9vU5rpI7fUI9MhMdxNKJAXSaPgEE5OD3Gc8j0pydnYIJSV7h4svItGiuZ7aWNb0xhVV8kg5x8vYHJPv+lQWfkxxxyaiyyNsVkAkBB46bs54rBvZHupEV3a5H2oQNjHyMRnBOeuT74NQeJlm07VbaF9uBGzqkrbmx0B44Bz/OmttCLq+p2X/CaTa5ZvAo2Kj8j7oRuM4x15/n6U3S9cW+huTDHMGWBp1up4zsZslQgycZBGefUfhzcN75clpFCskcca8OrgrH6nHH0zV7WNYfdAbIG7a3AabaSdx7lR69P14zmlFXY5SstCXS7VLDUjHMEbz43QOQCAcjk46kenTn2rP1uwslskS5uVDblLzMcM2duOcfdz27YpttcPHqGZ7iNppmCRrLk4IHsDgD8Pb0qC6sLiSRPOkEyI3zbVwccHHt170SixRlozimh+2XzbEYwxyDO8ZB6Lu+lejWGitp9u0VyPOsCpJYKCeccfSlg0cXUhQsIpXGQIV5weM8jBJ/Gt9LSW3WKMIvkwHadzc8Dgnv1H61lbW1zeMbLmsel/s8/GJfDmrL4R1PdFp0n+okk3HyHyRkt0CMdvHG0n3NfU+6vz9FxbfbmWWJbWYceY0mUOe4PoAB04P619XfBX4lDxRpS6Tf3Qm1a0XCysRm4jHG7juOM+2D617eFqNWpz+R4mLpLWpD5nqEj/KRX4n/ALUxM37V3jMBUbOtEbXEhU/d6iP58f7vPpX7VSthTX4nftNNv/as8acI3/E8YYk8wr1HXy/nx/u8+ldOI+FHlmj8FLiKP9q74P2f9m2MMy+MdFc3VuLxXYfbYvlIuHJx/wAB7cGiovgbpd437Wvwku1siLVfF+iAzW8V0IR/psI63GXzn1OPSivLq/EB+8DGqlx0q01V5lyK9uIGVN941Xars0dVmiNWwITXzB8dvCIj+IUs8A2C8hjuWbb8oblD36nYDX1C0beleY/HfR47nwvBfPFumtJxtk3EbQ3Xp7ha4sXDnpPy1OzCVPZ1V56HzhZwLZW7Rxscv8kjIxZh0GeM9q57ULGy0uAx2bFreaTBh35BYEgkHoD6+ufpWxqNxhbhpHZpVBKBdo3DHTPJx2/E1Sh0ptSjjNukiqzEtdsFAiIGf4s5Jz6YGK8FXerPefL0GLd3OpX62uljeuWR4gN5LY6YGOh/Ac0fZ/tV8qpNI4Qh5FiJGVAweB1zk8fzp/2r7Pr0P2Zig2KxaEblU5OOep4zknj2qG3tJ21Sa4kBe4LNGoY43rjgsT1HJ7+tDk16ExXM7s86+K3wi1HxRdSapp90yYgEQsIl+Y5JGd3QdTkYrptAtNQ03wzbaff3ChYYVEjN8o+7gKnOTggcepPsK6uaadrW9/f/AGZY4maVlYYTCgZGcnHr09z2rG010ZvsU1zJeW3lZ8uZwGcDCk5wODk57c1pG8kkRJRhJyXU5fV7/KptkkfzlDFYTsij2kEfL2OTj1OO9PmtbTWriCe4gkZyiOJGJXy1GSM+oO4/l0rT1rQxLIDIqrAB58ceBuDqAV2HPTJPbn1p+h+FYBbzPDfSXSMNp3IBGu05xt9txGfr6CqldOxMbGbq2hvDbzLInUrtkRiTtxnYQBgLnBz6elXNNSyt7Ehk+0P5QVI0UZXng47Hp78VpRwstuq+aHWMfdQ7lOM8dM468Yq1a6eIxa30sDC3X5v3A+bcuOcdAo4+ufSsru9kbq2/Uo6Pvj0qCa5jjtHxumcAFtw4OT17dqzdTtZJJo7p3mMSyl2kfKoFBwDn0wOnqa13voo5J42Rp95+XaDkZ5yeO1Qat9nvLK22Q7LgDbG4JxwejgnkccY96Wm7LfNokjV8MwssNy0ahJV4IICsDkYbGPrVBZFv9WtRqFxNPD5bsY1AwC2PvEDr19wQKoWctxpMbieaNoZIwghU7eT3U9QB1x7npin2V1FHrlut0v7uTcykZKEk7TkEdeAQTWicUrmcuZtJmtJpdvcXRVID9nhBCRJktwRwTV7RdUbwz4gW+0gyR38XzLvUttAOTjjnqRj0zViy8xJoWimSRHBOIpMgKDz7Z4/nXW+Efhnf+MNctjpA8vTo1K3VxKx8tFZRxxgs3H3R7ZIpxbnJKG4p8sYtzeh9I6Bq58QeHdP1Ix+U11bpKyDOFYgEgZ981+MP7Sjf8ZUeNOELf27J/rPM2/eHXy/nx/u8+lftpDp8VjZxW0EaxQwoI0RRgKoGAB+FfiX+0mCP2rPGuNgI16X/AFnm7fvd/K+fH+7z6V7Ve/LE+YfkXPgXqF2v7W/wktvtAW3Pi/RSYbd7oRf8fsJ6XB3/AJ8elFSfBG1hH7V/wguft1k9w3jLRVa0tlvdyD7ZF8xNyucf8CPXgYorzKnxCP3bZqhkbrzX5Jn/AIK2fFo9fD3hHH/Xpc//ACRUbf8ABWj4sZ58PeEf/AS5/wDkivUVemgP1mkYdcVEze1fk7/w9m+K38Xh7wj/AOAlz/8AJFDf8FZPimcAeHvCRPPP2S6wf/Jin9YgB+sOQK5z4heHX8WeDdU0uKRoZZowUaNQWLKwYAAkDnbjkjrX5ff8PY/irx/xTvhL/wABbn/5IpP+HsnxV7eHPCP/AIC3P/yRSdem1ZjTs7o9sl8LyBlOpu4LOXKpKfkbBUr1zxn8xVTVLyw0OFIQ7XMMhVfs9sBNI6g/cCDGT9M9TxXz/r3/AAUo8a+J7iK41PwT4Mupo+Fdra7X88XAz+NGjf8ABSrxx4b806T4I8D6Z5pzI1rp08Zf6kT5P415apRv8Wh6X1tW0jqfS2l+H/HOpMkul/DvUns7j5oJLuZINvPDFJNpHU/ex+VdfoHwg+JMNrLb3FtpUMcj7w9zfFmTPJ4SM5/MdeuOnyZ/w9U+KP8A0L/hQ/8Abrc//H6G/wCCqnxRK/8AIv8AhTP/AF63P/x+uiMMOtXcweKqM+49J/Z/thGsuq30pumXEkdkdsfOMrlgSw468fSq2ufs420kbNoWpy2Nwx/5e1EyD5gSV4yD7cj6V8QP/wAFTPii3/MA8Kj/ALdbj/4/SD/gqV8Ue2g+Ff8AwFuP/j9af7Na1iPrFW/NzH1lcfsw+LL5ruS71uwuWMnmQJudQAFxt+5xz9etcrdeDfGlhDeWF34fvTLBCQEtLcsHycEpIMg44OfcV88f8PTvimBj+wvCuf8Ar0uP/j9J/wAPTfiocf8AEj8Kg/8AXpcf/H6wdLD/AGbo3+uVPtansraXdWMEkd7FcaaqsPK8+HaxA5JIYdTyOemDVmDVrvxRO2maFaPf3kIbaI8kKc9MjoSePoK8E1L/AIKafEfWbfyb/wAM+Dr2LOfLuNOmdenXmel0T/gpv8SfDtqlppfhfwXp9sucRW2mzIvPJOBPUKnT6u/yKeMfRH2r4L/Z/wBd8TM1xr1imjocFWmk8yQ5HPy9iPfFdB4o/ZTlmW2bQtajjaPIeK7jKgg9wy5xx2xXw+P+Cq/xbH/MH8K/+AVx/wDH6B/wVW+LZP8AyCvCy/8AblP/APHq6OXD2s0YfWqt7pn3h4T/AGTdJsZo7nXr59RkUcW1sPLjDcfMW+8T19OtdT/wzV4D85ZH02eUKMJG13IFQe2CD+Zr85v+Hqnxd7aZ4XH/AG4zf/HqRv8Agql8XSf+Qb4ZH/bjN/8AHq1jKhFcqiZyrVJPmcj9LNI+B3gzQ4njt9JyrcnzbiR/5tXZWen22m2sdtawR21vGNqRxKFVR7AV+Tjf8FTPjAc4sfDY/wC3CX/47Ub/APBUj4x9rbw2P+4fJ/8AHa0jVpR+FW+RnKcp/E7n60Spwa/Dz9pByv7WHjcgxjb4gmwZfN2/f7+V+8x/u8+lepy/8FRPjM2f3Ph0fTT3/wDjlfM3ij4g6l4x+IOo+L9Wjhl1S+vGvbiOPfFGXY5IG1gyj6MD71lWrRmlYg9M+CLGT9sT4SMxhJ/4S7RP9R9p2/8AH5D/AM/H7z8+PTiil/Zx8W2+uftOfCQPoNjBdSeMdGAvFnu5JVxfQ9PMmYdOOQeDRXBU30A4C8+I32ySVjpyJvkvpMb+n2m3SH0/h2bvfOOKsah45t7jTRdrbx/ari71MyWwbmNJ7eCNWzjnBDkf7p6UUVr7SQFG68fi5mnf+zY086W+k4fp9phSPHT+DZu989q0fFPi2LT/ABDqlpHZxzot1qBEgfAIuIUiHQfw7N3vntRRT55WAht/G1tql9eG4to7JHXVLhWLbhvntQiJ07NGMH/a7VRu/Hq3U00n9nInmSX0mN/T7RCkWPu/wbN3vnt1oopc8gNHUvFUU2iw6otpGJLu91RDb7h8gltrdAc45xuJHHas288erdSTN/ZyJ5kt9J/rOn2iFIgPu/wbNw9c9utFFNzkA7XPF9vHql3HbW8dxB5t6ySq2AwnhSIcY/h27vfPbrUml+Jo9Zu5Y2to7cJbahNu3A5L2QQL07GLP/AqKKOZtgUZ/GwmbP2BF4uh9/8A57W6Q+n8Ozd+PbrVm78XW8unW9wsEf2lpb2N7fdyiyWsMKtnHqGP4UUVPMwK9x44E23GnouBcj7/APz1tkg9P4dm78ccda0PEXihNP1JrZLWOZY45sOrYB8+zji9P4du73J7UUU+Z2AZZeM4L64KXEEdpGttfYfOdzyWIhVendox+L+2agbx6ZGU/YI12pdJ9/8A57WqW/p/Ds3fjj3ooo55Aal94uSTQbLUBbRiWSa/tjCG5UPZW8Abp7lvqMVQuPiG02z/AEBF2pcp9/8A57WiW3p2Cbvqce9FFNzkBa1rx5FHeCO1hjuYUhmUS5IyZ7GK3bjH8JQn3NTaP40/tq8mhmgjtlWyvnDl+rHTjCF/Exg/VqKKanJsDNb4hSyZH2KP7kyffP8Ay0tFts9OwG761aufHiNpUUwijN4zXMDwZPyxvZR24fOPZjj1FFFT7SQFGb4hT3B/484x8k6feP8Ay1tVtz+QXd9TVLx5PHceNtdlidZInvZirIcgjeeQe9FFLmbWoHa/sp/8nQ/B/wD7HHR//S2GiiisZAf/2Q==) | SJM 3 x0628 0308 Hvæsse- eller slibesten
2 fragmenter af dårligt bevaret mulig skifer |
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) | SJM 3 x0629 0308 Hvæsse- eller slibesten
2 flager af mørk grå skifer |
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a8Xd+0h4+GAp/tafp/vnk1T+Hdxqf8Awjv+iaz4CsoPNbEPiKws5roY77pYHbb6Ddj6V5y+J/1+qB7nE+LfH3iPxN5ljqnijVtf0+KYvCL+7lkQkZAcI7HacE+/JorB1eR21O83vBI5mfc9qoWIncclAAAF9AABjFFc7lqB/SjRRRXoAMpGp9MaqAjdc1UmjBWrzL8pqFl9a0iwMW4h3E1k3EJVq6KePrWddQ57c1YHhvx7+B9n8WdEEkAjg160XNtcMOHA58tvYnoex+pr41s4ZNA1C/0fU7M2l1brtPnP5e11YDnuOnbr19c/pNPHtJzXifxz+CqeM1OtaTawvrccZjlhY7Vu4sY2k9nA6E/Q9sRKPVFxl3PkjSl8p5LZ7SWWULny5t4xj7oGOc9COfWtjwzFFqGpC18mWC/RiI7ViNrAE7kbup6gdMEfhXNzXk2l3SaZctPHNFKw8uRNskTkgYJ657DP/wBaun0/yTdi+WLe4V/NdlIXeD046jgdOcHjoKIlM3RYT6bqU0cW6e2Cs6WoZDtK5ySc/dPHHcnjrWfY2en6qkz3TNZNNGBECQFZtxK55+U55Hrk+pouFOouJmeS2uw42qHBUkMGLMTn+HG0gjJJrNd4bLzbhkjlTIV1zt75K4HQ5wTnkEDFW+z2BeRZkln0PULS4UyWUqhXjkjYgq3BBBB45wfYivrf4GfHaHxxEmi6y62/iGJcqWwq3SdmX/ax1GOeo7gfJNyxmtWvYts8h2gFCJE6EfN25BHT1z1rPbU5re8triHfa39tITt5QpznIxjI9hWGsZaGmklZn6YwzFWHNX4ZeK8E/Z9+OkfxI03+zNUZYNetQBuJAW6UAHev+0P4h+I46e2wy4rdNSRztNaM1Q2aWoIpN2KlBpWEDVWuPuNU7Gq83+rNUgPwe/a23D9o34iEkljrNxjJ7bzUHw38O6nqXhlZrb4Uaf4thMjgandXF5Gx5+7iK4jXj/d/On/tZZb9o74i88/21c/+hmsHwbpPhu+0ZX1Lw/4s1K83sDNo88awEdgA0LHP415kfif9fowZFrnwb8Z2Ed9qVx4Xn0+xi3zuqkFIUGSQMsTgD1JPFFcVfMsd7OsSSxRrIwWOY5dRngMcDkd+BRWLt0QH9KlJS0legAU2nUh6+tADaawFPNIasCtJHuqhcQdTWowqvNHurRMDAubfrxWVcRbc8V0lxH7Vm3NtkHimB81ftKfA618XaPd+ItNX7Pq9pCZLgRj/AI+Y1Gef9oDoe447CvnXwDqZvvtNrdM8cSnbLIqk7PmHz/Xpz3xX6E3Fv94EcV8n/HD4OXHgm8uvEXh2DzNEuCzXtoqbvIyOSB/czgj+6R6YqNnctPoefalZ3VjHcQbZbcrGBH5ZwH2nDA44PI/CqKql8MN+5R49rouHZ8fxg8lXHJwff3A09N1yy1azihuGcsgbILjC9CrDjqQME9uQe1Z1lZ3lvL8zGVN4DRSMP3ijoOO+D+B+laOzGr9DTGj3NiscrBYbO8UNGVxhMbTvPH3WHX/e79ao65cJNJZSx6efLn3Lu2/Kx7MjZyeuOeMYrQtb2a11QrcLK1rHGCFmyqHIx+K5yMe3pVjWtZHiKZkvYYdO05ULLEuVaKQ7jx6gnjPofrXLLn9qoqPu9zZcvJe+vY5qG4u/C3iC2vbGWSN7ZxKjR4Dxle46d/rkE+tfd3wp+Jdp8RPDkN0jqmoRKq3dv02Pj7wH909R+XUGviDUNPm1hopLOLr8rl3GHfJPy88k4Bx1zkY7G/4A8b6l8M/GtvqNsHe3PEsb5AdWPKn6/TgqD6U03TYSXOj9ELebsauxvXEeC/G2meNtKS+0ydZVwBJG3DxN6MO38j2rq4J+ldKfMrnM1bRl1jUFx/q2+lP8zdUNwfkb6UxH4OftXN/xkZ8Rcf8AQbuv/Rhqh4D8QWum+Hlhm+JniLws+9j/AGdptrLJEP8AaBWdBk/StL9q+NV/aI+IRHU61dE9v+WhqP4calqFr4bSO28VeCtJi8xj9n1vSobi5Bz1LtayHHp835V5cfjf9fqge55TqUgkv7lxcSXYaRiJ5Rh5OfvEZPJ69TRXS+NPCdvo6fbk8T6Hrcs8x3waS0u5M5O7a0SKF7YHr0orBpp2A/owpKWkr0QCk70tFADaQ0tJVANNRtUtMK1SApzRdapTQ9eK1pEqtNDkVoBz91bdcCsa8tVdWjkRXjYFWVhkEdwRXVTw5rKu7UcnFAHxz8ZfgrJ4F1T/AISHR4/O8PySk3FsF+a13YB5/uHpntwD2NcjAqXWoRvaSfaoYm3lmXczLn+IDoQAeOuASOAa+2b6ySeF4Jo1lhkBV0kUFWUjBBB6ivln46/CWTwLeR+KPDlmf7LVibm1tyV+y56soH8B6Y6DPpjGfw6mid9DJvvD7+JrNv7Olt/t+ns4+wsAJGQ4BA3DlehHX+Vc4sP2/T5bdo0Mtv0jLc9PmTrzxgj0xXQwxNrdrDeWcnkX0CZiaL5CyFeUPYDB7eorkpoEW582EyW0/wAykng9SCpHU9CO+c9utXEqXcg09b2wuvKjVjZSZEMj5XbIFwB2wenXr71qaf4a+06ALv7ebiZndhBKRtKqRkAnkk5z9MiqM0wuprmAnfKChVlwd+MgEH+8M544I+mQy31J9Bto7e8iMYM+9ZNuRnPDhSM9uQTzx0xUyV1ZhF2ZseCfGmo+AfElnqmnS/NG2Hg35E8Z6xt3weoOOCM9q+5/Cfiyw8YaHa6rpswltplzwQSjd1b0IPBr4N1CJJtMWWJ8zxv5cu3adnPBUjqMYwT39a7n9n/4nf8ACE+JhaXkjwaPqD7Jkk+7E/RJfYdifT/drKDcJcr6mk4qSuj7ajuM9etPmbdGee1Zcc27BB4qZp8xkZrrOU/C79qhvM/aI+IjE5/4nl2Bn2lapfhr4f1W+8MrNafDrw74khZ2xf6ndzRysQcEFVuowAOnC/nVP9p6Td+0F8RT/wBR68/9HNVbwPo+lXnh+OW6+HfifxFOWYG+0y/MUDcngKLZ8EDg/MeR26V5cfif9fowZ53qimLULlGijgZZWBhiJKocn5QSTwOnU9OtFR3yqt1MEikgQOwWKQ5ZBn7pOBkj6D6UVzgf0q9qKSjNeiAv4U2lpKYBRRSetMBDSUvtSUAIVqNlqRqTrVIChPCOaoTQ7q2ZFDVTmh61oBz13a5ycViX1nHcRSQzIskUilHR1BVgRggjuK62eH1rIvLXOTikB8qeM/As3wX1r+1dNjM/hG5lxJE2WNizHp/uHse3T0zw/ixYv7cur60aOfeqyiGL5C6EZXIz97qM9xg9xX2NqWnwahazWt3ClxbzIUkikXcrKRggjuK+S/if8Mbj4X+JUuYt1z4Q1B/Kjc5LWLnBCsf7vHHr06jnP4Hfoap8yscs9imqB5bJWbbn5X6s235l+owc+4PrUF/CmrW/2S7iZJ4d4EgA/eegOTwQfT+dbcmjzabevJGEniuRhlVuWzkB0/2lAPBH1HGaiu9L/wBDSUtmViAsyLtbI+8uOoI449/pjbfcnY46GafTHNvNLmIkossirh16A4HQ8AEf0qeTW5Zrb7LtVIt2UkjyTnPT8OevvnNXZrYalG8LBo5wc/OvJAPDqR3A6+x+tU7EDT/N03UxG0EjeZuVAH3EEBw2MnGOnQ8+uRi7bFxbWp9Pfs+/HkeIZIfCmvfudVjiH2S6I2pcqCRsP91wAMf3h7jn3uWTajH2r87JrWTRNQMkc4juLVlaOWBsqCrDDKe46YI7elffelT3DaFZ/bJEluzbp5skf3WfaNxHsTmrpyezJmran4h/tIsZvj58Qj669e/+jnqPwXrGiWfh+OO+8eeLNBuAzZstJ04TQAZ4If7XHknqflHPr1o/aEm2/HT4gZXcDr17n/v+9a3w68Tazp/ha3gs/ihonhi3V3xpt7bXTyR/NkklLWRec54Y9e3SvNjbmd/6/Ize5zOtaV8PV0+6msvFfiK91LYXijudBhiSSTsGcXjFQT1O0/Q0Vxd8xkvJ2aZZ2LsTKgIV+TyMgcH6CisZa9AP6U6KTNGa9QBaKTNJmgBaSkNGaAFpKTNJmnYBdo5wAM0h9aM0UwEPSomj3VJSUwKFxDms24hBGMVtyKGqncQ98VoBzF5adSBWBrWj2utWFzYX0CXNpcIY5YnGQwNdrNCG4xWVeWPcUgPjHx54Q1D4S6qdPuZXuvCd6/8AoV267jBIOkchx1xkA9xyOeBl6oz/AG2NFB2OCvmqP9cp6Mo9gevpn0wfrnxZ4V0/xZot3pOrWq3VlcJseNh+RB7EHkHsRXyd4q8F3vw01pdH1e8kl02QbtM1aYfIUUkmFvRgMk+vJFZ35HboaJ8xnXGmieFrkMHuQdyMjDnOcNwenBH44NQXukjWtLgneZI7lSQcHLYPUgZ6e3X9KlWM28ZuoZGUrt8yME5OTkuM+uB+Ga6uPw7YahbnVBKyIu4KCu3eT3PYDHHc5Iq5RUtQi7aHnenfvRDo+pW8YeFz5d5hsknoOeg6j1r63+CWrzXnw9htbmZp7jTZHtGdgc7RgoMkc4VlGfavmvUA9wYbf7Oj3TTKA6thlUn6cg8V9feHtNh0rwzaxwqBvhWRyCTucqCTzSinfUJNWsj8S/2gW3/HDx83rr19/wCj3ra+HdlqVx4at3ttA8B30WXAuNe1S1guW+Y/eSS5RgOw+UcY69a5/wCPBLfGrx5/2Hb7/wBHvWv4F8KtqXhy3uD8K/EHijeXxqVjLcLFJhiMAJEy8Yx17GvNh8TsZs8yu8i6m3LGjbzlYiCg56AjtRXQeLtY8PahDHFo/hmXQZ45D5ryX73BYdNuGUY5orB6PcD+jHdRuqMuPWk8wV7FhXJN1G7tUfmD1o30WGP3daN1M3D1pu+iwiTNGaj8yk8z3p2YEuaM1H5nvS76LAOzSFqaZKYX96aQDyahkXcDS+Z70m4VQFGeLriqckeetasgDVSmjFAGVcWayDpXIeOfh1pnjrw/daPq1v8AabOcduHjYdHQ/wALDsf6V3Uny1CWHekM+KfFWn6j8ENRtLHxLBNeaAvy2urW0O4SRj+CVcH5uhI/EVI2qafqXk3WmajbyW8i72jQ8kA7cMv4jDdDwODX2Lq2i2HiLT5tP1Kzgv7KYbZLe4jDo49wa8S8WfsT+E9S1e11fwxf3fg6/ifc4t83EEg9DG7cfgcYzxUe8tFsXzLqeZf8Izb399ZXtkGEU20mMNnD5IwT7cdenHTt9K+GZprzwfpksyhJvsqLIqnIDBQDj8Qa4/wb8Bb7RZNt9fwJH5h81rYsTKoJAIBHykj3OPfqfXG0+3tbMQwosUUabUVRwABwK0V+pLa6H4K/HN8fGjx2SP8AmO33X/r4epPCWqeFLfRoo9Vv/FUF3li8elmIQdTjG5gemM++aT48qB8bvH4HQa/fj/yYeug+H3izUtJ8NW1vB8XLrwpGpfbpcS3pEOWY5/dqV5yW4P8AF615EfidxPc8nm2tO+0sUycbuuPf3op9wzNI5L7yWJ3/AN73orID6rb/AIKWfHRmYjxHZKCSQBpdvxz05Sm/8PKvjr0/4SW0z/2C7b/4ivBtS8H2dn4V1vU0lmaax1uPTY1YjaY2SZizDH3sxr7cnj019d+G+m6Xq/xFtY7i6aPw5Zx3FqXK5kZrq2hIk45G2dumOQPoen3+/wDX9ILnsZ/4KVfHTIx4ltR/3C7b/wCIpP8Ah5R8dd2f+Eotfp/Zdtj/ANF147H8N9ObxHY2BuLkQz+F5dbZty7hMthLcBR8v3N8YGOuCec807wn8N9N168+GkVzcXSJ4m1ZrC78tlBjjE8UeY8qcNhz1zzjin+87hc9eb/gpV8dW6eJ7Uf9wu1/+N0n/Dyj467cHxTbZ/vf2Va//G6+f18L23/Cv5td8yb7UmrJYBMjy9hiZycYzuyo74ro/FPw20zQ9R+I9vBPdOvhuaOO0Z2X5w04jO/C88Htjml7+9wuetN/wUj+O23/AJGy3B9tKtf/AI3SN/wUf+OuxSPGMW/PK/2RaYx9fLryX/hW+ljxGNP8+68o+Fjre7cu7z/7PNzt+79zfxjrjvnmk8M/DnS9W1b4cW0890I/Eaubvy3XcmLqWL5PlOPljHXPOfpT/eXtcLnq3/DyD49f9DjF/wCCqz/+NU1f+Cj3x7Lf8jnH/wCCmz/+NV4daeE7S48GWGrF5vtNxrLacyqw2+WI0bIGM7sse/4Vr614B03S1+IhiluGPh/VEsrQu4O6MzSoS+F5OEHTHfip9/uFz1v/AIeNfHrkHxon/gqs/wD4zTD/AMFFvjy3XxsP/BXZ/wDxmvMdQ+G+lWusa1apNcmOz8MWesxkuuTPLbW0rA/L93dO+B1wBz6t0H4c6ZqWufDy0mkuRF4g0+S6u9jruVlubqIbOOBtgTrnkn2Aq072uFz07/h4h8eW/wCZ3x/3DLP/AOM0Sf8ABQr48Lw3jnJ6fLplnj/0TXj1j4NsLnwt4S1FpJhPqmu3Wm3GGG1Yo0sypUY4bNxJk89F445m1jwTptjpPjm5iefzNF1q30+1DMCGjdrkMW45P7lORjqePRe/3/rcLnqrf8FCvjw3/M9P+Gm2f/xmmyf8FBPjq/8AzPEi+w0+0/8AjVeeat8O9Js9Z8c2sUlwItF0aC/tdzgkyPJaqQ3y8jE78DHb05NL+HekX+u+C7R3uBFq+iT6hc4kAIlQ3WApxwP3Kcc96LTva/8AWwXO9b9vv44yfe8cTfhY2o/9pVVk/bu+N7N/yPVxj2tLYf8AtOvPtJ8E6deaT4DuJTN5mt6xPZXWHAHlo9uBt44P71+ee3pVW68J6fD4S8V6ihl+06brtpp0GX+XypEvGbIxycwJz9fWlafcLnpMf7dfxwDcePLof9utv/8AG6V/27/jm2R/wn95/wCA1v8A/G64zXvh/pWl6x8R7WFpjHoNjHPZln5Ltd2sR3ccjbM/pzj0ptr8P9Mm1jTLaQTeXceFbvWHxJz58dpcSpjj7u6JMj0zT5Z7XDmOrk/bn+OLcH4gX4+kMH/xFV5v23vjdIpVviDqP4JEP/ZK5jwv4C0rVr74XRXCzFfEOpm1vgsmMx/aki+Xj5TtJ/Gs7w94N07VND0e7lEpmu/ES6ZJtfA8kqh49DljzUcs+/8AWn+Ycxx+ravd69qt5qV/O1zfXkz3E80n3pJGYszH3JJNdLoHxM1Tw5pcVha6foFxDGTtkvtBsrmU5JJzJJEzHk9ycDA6CsDxNp8WleJNVsoAwgt7qWGPccnarkDJ+grNzislJx2YHa6t8WNX1rTbixn0/wAOxQzLsZrXw7YQSgf7MiQhlPuCDRXF54opOTluwLsutX0trPbPdSvbzzi5liLEq8oDAOR3OHbn3NSzeJNUuZNQkmv7iWTUEEd47SEm4UOrgOe43Ih57qPSiildgdD4x8ZLfX2jXGkXU0D2+h2+mzOmUbIgMUqe6lSyn1BNc9aeJ9VsZNNe21C4gbTJfPsjHIQbeTcG3p/dOVByPQUUVTk27gQx6pdfYzY/aJPsbTCdoNx2GQAgNj1wSM+9dr8ZtbmX4oeNorO8b7FeahJ5qwyfu5lV9y5wcEA8iiiqTfKwOP8A+Ek1T7R5/wDaFz532b7F5nmtu8jy/L8rP9zZ8uOmOK3fh34yHh/xx4X1DVLm4k03SblXCAl/Kj3l2CLnjLEnA7k0UVCk07gc0dUu1tltFuZRarKZ1hDnYJMAbwOm7AAz7VPLruozrfCW+uJPt0glut8rHz3BJDPz8xyxOT3JooouwOw8B63LdQ+MJNQvWlmbw69tG1xIWYhHgVEUk/wooAHYLgdK5GPxDqVvLZSRX91HLYxmK1dZmBgQszFUOflBZ3OB3YnuaKKtt2QES6xexW9tAt3OsNtK08MYkO2KRgoZ1GeGIRMkc/IvoK3rPxZF/wAIP4k067kmm1PU9Qs7tZW+bd5a3HmFmJzkmVfrzRRU8zTAwpte1Gaa6lkv7mSS6jEM7tMxMqDaQrHPzAbE4P8AdHpSJrmoxy20i31wHtojBAwlbMUZ3ZRTnhTvbgcfMfWiikB12s6skPwx8Fra3Xl31rf6hKfKkxJET9nKtxyPu8H2PpXGtqV00M0JuZTDNIs0sZc7XcbgHYdyNzYJ5+Y+poopyeoEkusX0z3Us13cSyXS7bh2kYmYBg2HOfm5VTz3APatvxZ4uTVH0R9OkuLd7PSY9Pmb7hYgOrgYPKlWI56gkEUUUuZ2sBzsWqXtu1qY7ueNrVt9uVkI8lsg7k/unIByO4rX8E6i1r4s0Dz7kxWUepQTvvkxGpEi5c54HA6+gooojugK/i6eO68VazPHIsscl7MyupyGBckEHuKyQfaiip31AXdRRRQB/9k=) | SJM 3 x0634 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
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mm2e6y3eVPLO+QZHIwmeCCCfYZ/I9sV1FvdQzaObjTU8y3ILyINpaGT/ZI6g9wf0NZ6wbZppLQ4tUuId8scMihTsIUAqdvXv6fzrUML3MYdJF8ssp25xsJweCeSMZ9fw72bpbqHcoXyYZEBfcSN4Y+3T9arw2kIgklhjYhlXzCygLxwM+nPfFaq5Bd0/VrnTb7TjZ3H2J7WZWLfxJnHKnryBz+HXt9cfCH4uQePEudOucQatZcMCci4TA+deMZyeQPUHoa+QdPuPtilII1O1djK4yTznGO/UdPStzTdQ1PwxqVlqOk3jwXNvMZeh2SJjlCTn+fse+OSdPlk6sPn5/8ABNebmjyS+R94rIOKsRy1578LPifYfEbRfMhkRNRtwFu7YHlG/vAHnacHBruVarjJSV0c8ouLszUjkB96fmqEc1WlkqiSRqYxpS1NPvQBXuv9W30r8JP2sGz+0N8QsAf8hq6HH/XRq/dm6P7tvpX4WftY2aw/tAePmLZZtZumIXoMyEgfXHP41jU6D6HnPgeTw1HryN4tt9UudH2NuTSJo4p938OC6sMe2PxrpvHF58KptBdfCul+K7fWMqEk1a9t5INufmyqRK2cdOazPhW+tw+LEfQPC8Hi++WJj/Zt1ppv0K8ZYxAHpxz2zXqPjXw/8UPGGgSabJ8EoNHV2V/tWkeEJLe4Xac4EgXIB7+tQk3HT8iT5xkOOBRW/wCLPAviDwTeRW/iHRNQ0OeZPMih1G1eBnXONwDAZGRjNFY7aMZ/Rwy5qGRKsY9aYwzXeBSkj29KrSR54rRkXiqrp1NAGZPBkGs+SErmtySPNUriDqaAOO8XeE7LxZpb2l2rKwO6KaPh4m/vKf6d6+UviB8MZPCtxLZXkTbLj5YrlELIwyCWGc89Dj2r7Omj25Pauf8AFHhmx8UaVLZX8IliYEg4yyHH3l96FKwz4l023DLO5heV4ywUoflwCc7l7AdfbjvU+h34Y+YhRI2HmEyRbh0wFBHI7d+PSu3+Jfwx1HwHI9wgF5ZTkokkacgHOQ2ehHJyT+PHHn0l0q6SdodZZGUllJwVCsMMAO+Tzn8ua0b5l7u5a31Oku7iHWLGRQpju0RpHjiQllOM89iMj68/nQtUMdkoK/NMo/dtCI3iwvzZ9c//AF+9c5bzXEZEyzMrA5UDjZyMjjscD9RXT6Tcf2lDcrFuZ5E2sHKlTjnhcgg9fQfrUSkqesmWk5aJFFdOuEuDPZRAXCIQjszMrL7qOvbn6USXsLRvMQxYMuIQhdwx46YPGQPyNOm8TWWkxmW+ikid/wB0wCs23PAY7c4zjv15BrnvDviJvEviK7mso4fJt90ckckWJpI8AjBB6E/rj0BqPaRTSW7K5HZt7I7nwn4w1LwrqllrGnhxcQSEtDDkrIpyGWQD7w6e44I6V9e/DP4l6b8SdD+22IeCeMhLi1lxvibGc8dVPZu/sQQPiyzjubeGYJAAVQvtnG0oc4AwM/17daq+B/F2sfDG6tNV0S1uFUA7NPZh93OTExJ5U4yOeCRjnmsZxdGXPBaPdfqUkqis90foerd6sRy9K4n4c/EKx+Inh+DULXMM5VTPaufmiYjp7jrzXWq+K3Turo5WmnZmksm7FDNVSOb86mDUxEV1/q2+lfhV+1fOJv2gvHwVAgXWboYXufNbJ/Gv3Uum/dN9K/Cb9qBgfj/8Qzz/AMh286/9dmrKoPocZ8OtKu9Y8TR29j4js/C03ls39oX949rGuP4d6gnJ9Mdq73x1oPifwXoT6inxc0fW2R1T7DpGvTzXB3HGQhUcDvzXnfgkeF21of8ACXNqw0kI3/IGERm35GP9YduMZ/Suo8eTfCttBP8AwireLH1neoQ6ylqINn8XMZ3Zx0rLTlEeeatrWoa5Ij6jfXF86LtV7mVpCq+gJPSiql4I1mdYXMkWflZl2kj3GTiisgP6U/pTdvNO4pK7wGMvFRPH1qxTGWgCjJF6VXkjzkVoyJmq0kVAGTcW/tms6aHbW9JHweKpXFvu7UgOb1LTYdStZLe4RZYZBhlb+Y9D718s/Fb4N3nhnUf7QtQbyxZywO0eudvYZ/njj0r65mh21ka7ottrmm3Fjdx+ZbzpsYdCPQg9iDgg9iBQnYaZ8babdWmpWrL5Uyzx4hMiRom1sdQd3PPUY7jnoKxtUinsZxFNdT2TwS7ky4GQF6MCO+Seo5Fdv46+Fx+GurXV3MdQv7O9Z3EsXKBmwF+UDjBA4/GuHvjvuLeOZvMh3M6mYltmHJI/PP4Vg4wrSalHVanUm4JOMtGW9Whh8SaXcW1/O4RtpRlfaHYHIbOfvY4yeOeelcl4Y0l/D+tXM7oRamQwTSSbvOVuiq38OcgHkfxe+R2GpQxrGiKweFcYBUhom549fmxn0/MircGrRi3uTLFzIVhDQqH80Ln5u3TJ5xz6HFbeyV1Jq1ifaPVLqLZ3iXk6hTveIFX3Dg8dyevr+X4yXKRFmVlSRlIUZYDkjI6/TH5+lMt9HRmW4jmmlCxt5ADD5WIyVOO2BxnPFJbsL5UjEiiRuDtQ7h2/Dg9R+Arpj5mXodJ8PfFF34T1YapppeZYwqTRqckqWwQVx0wR+X4j6z8I+LrPxho8N9aEjcMSQsfmibH3T/j3r4v024ez1DdBK0V0haNlPEbggnHPsD6dq7v4a+JrzwLqUUxnkuINqJcq4XMgwM/dGBycg+/1Fcck6Ur/AGX+BrZVFpufWQY1PHN71k6Zqlvq1jDd2sglgmXcjDv/APXq3vxWpzFq4kzE30r8I/2nJg3x8+IWB/zHr3/0e9fujLN+6b6V+En7ScnmfHn4hH/qP33/AKPesavQOhifC3VNU0vxOZtI8MWfi268ll/s++003ybcqS4jHcYAz2yfWuz+KnijxVqnhVoNY+FujeE7FpUP9o2XhtrGQMOiiXHfuO9cd8JrLXL7xS0WgeKLXwjfeQxOoXmqjTk25XKebkZJOPl74z2r1PxD8NfHviyzGnax8ZfC+s2jOD9mu/Gizxlh0O1mIzURvy6fmLqfOUinPrnpRXpXjT4I3Hg/w/caq/jDwfqiwbc2ula5Fc3D7mC/LGvJxnJ9ACe1FYtW3Gf0HUUtNNdwBSUZ5AwTRQA3FRSR1N7UjDIpgUJI6qyR5rTkj71WkjoAypoM5rNmhK9q3ZE7YqnNDuzSA52+sYbyB4Z41licYZGGQRXy58evhmfBdu+uWcdxPpEfzukeGaE9SOn3cDr+dfWc8O3pWfe2UV7bzW9xEk0EqFJI5FBVlIwQQeoIqdehUXZ6nwprWufatLWKx4by4kYFiJG6YYDIBGB3/Ws6wvI5tQgMsyxRKM7+BtIb5d/I5xzyMce/HsnxY+E0fgCJNS0S1X+yl+Vzt3yWygEiMEgnYTjnrxjvXz7Z/aLdprqeEhJBmW3Vjhc98sPx5/xqoVOaXK1t93yNpRXLzJ6fiei+G7xLO4ksbmTzWwRE+QykkE4bHODjg88irs1wpCO8IidCd8ynkHjbxjr/AD9BzXm1jqlwsyo8kaqCVGcj5enX8fccV3ltri+akPmHdGPm8xfvjOcHB5GSBx+vWr95S5o7E6Najri2Y7w4cM0ZJXJI/Dk/oaof2h9hmjy3mJIMH5iDk9D9ePStm7uBDZJJlAFjImg3gtGfZh1BKnH1rAuCkMDFRtEif6sDBByMcHOfw9+euNNJLyYtYs+h/wBn3x85kj0K6OFlDPCSQBuABwPqM/kK98WTcK+AvDWsXmmaok9m5McbAqS20q4I+6R35/lX0n8Mf2hNN8Qxx2WsyrZ3u7YLggiNiCRhj0U8dfunrxXNeMXyXCUW/ePZLqTbE30r8L/2gik3xw+ILsRn+3L4jPGT9oev3LuCGhdg2QV49K/Cf9oKTPxs8e+v9u33/pQ9RW2RkZPgpPCkPiCVfGp1Y6X5BKHRVjMxkONp/eEDbjd75x71teOh8K10PPg+bxcdX8xeNaS2EGznd/qzuz0x+NYvw11qXQ/ETXMfhaw8XnyWU2GpW8s8YBI+cLG6nIxjOccmur+JXi+81nw19nuPhdoXhJPNVv7R0/TbiCXIB+TdJIy4PpjtWS+H/gC6nkxbc3PAoo3Hknmishn9K/1pKKSvQAWk70c0bu1ACN60UtIKAGsKikjqY00jigRSljqpKvGO9abrVaaOgDJmg3VmzQlc1uyJzVSaANmgDnbq1juIXilRZI3BVkYZDA9QRXzB8ZvgeNFu21TRInSwnbMyK2BD14+hJ/Dmvq+a3INULq0WeNo5EV0YYKsMg0kUnY/PlbU28MmNqzZCGNgoAHrkj19+eKls4fLeA7XdUHnIysS24HlQccYx7dPpXsvxi+Csum3D3ljA82ksjDK/MYfRGHXaD0I56g9s+O3ljcRmMrI3kvkkbCQGBwQOOvIznk/TitYtMs0oPEB1SOOC9fZNbH91PtAI7lW7FfxGeKrRZNwLeKSUXLkK0bDJGTndj05HHUfrUlhDbSKvmj94flaQDaAd3IOPvfKDjAzzxWZCdMj1K91R7VQsbBpJHdl/iGMngHjjPqelZ1Lw95FxtLRmrBJJG0q2i7nhby2CjaNxwG/DJz07VnWsdvp2pP5INvFemSeQZLKzE88H5TtIGBjjLetU4fGdto+tajaT30cb3qxzW1xMo2EAHJzyGxsx7H72O3UaJrsOtaOlpckXk1vIyx3ENuI4rg5UKYyoGQAd3pjHNeX7b99a2h08j5L32PaPg38XJNNuLXw7q119qsrxdlncngRSc/u+c4B44zwePp+V3x8YN8aPHh6k69fcf9vD1+h3hXS5L7xpounR58xbiNpIdo2qq8nBJ/uKxIA79ua/On44SE/GLxxkf8xy96f9d3rqnLmSscc1Yn+DH/CSt4omHhfxdbeDNQNq3mX91q401Hj3LmPzCRkk7Tt77c9q7X4yQfEGPwgD4l+Kum+MdO+0J/xLbTxQNQffg4fytx4HPPbPvXmHgK18LXWrSL4tvtWsNN8olJNHtY55TJkYBV5EAXG7nJOccV6BNo/wOXr4l8cMMdP7Htf/AJIpK3LYyPGmIxRXRePrfwnb6tEng+81W903ygZJNYto4JRJuOQBG7grjbznOSeKKyGf0Z0Zpu6jdXoCHZopu6jdQA6k3Um6k3UCHGmsaTNN3UABqNhmn5puaBlWSOqjr2rRZarSR0AUJIQ1VJLUNWjIuKixQBnPp6SIVdQysMEMMgivnD45/CFvD8cmraNZ3VxpkjgzWdhAZnhfIwyoBnaDz7DIyBivp76U149w6UDTsfmfNqkk4mjhnhuUjmb95E2Mc8Y6HuP85rTmFnJ4ZlguoftKMf8ASEY7kQKoaRnwDj5cE7j3x7V9PfEX9lXSfE3jSPxFo08eiTXBY6hAkeY52wSJAoxht2M9j169eo8EfBXSPC/h2fSry3t9SS4kMkwmiUoSVAIAIz6nJ5JYnPNTK8lZmqmlqj4K8YeCWuvDcNtpzf2rbKwkswHIEeRgquBnGFJwe4645roPD+j6xp/gPEsc2ha3p6mVI2lUsyowbIPOFPP3cdT2GK9c+JvwDuvh1dSy+H9SmstJuJWks/mwsUpBJjcnI57HCnC9SeuH4R+Fvizx/dSRmJbq5tSZXiaVNixufulicYZlPygkYGR3rkdHmfmbRqcq8j1n9mnwoF8J3XiK9jZr6aV4bcyAYSEAY244zztJ6/KR61+TfxqYt8YPGpz/AMxu9/8AR71+4vg/wpceFvA9lp120bXkcZMvk8Rhjk4UdgOB+Ffhr8aQR8XfGnOf+J1ef+j3rWsuVRRyt8zbJPhnqkWj+IJZH8IWfjlXt9v2G6W4KxklTvHlMrbhgrzkcn2NdH8UPEMOp+HEij+FGn+C/wB+p/tK2jvFckBsx5lkZcHOemflrF+DMPi6bxHdf8If4li8LakLY+bdSaymmB4ty5TzHdd3O07QT93OOK7H4yWvxNg8Jxf8Jd8QLfxPpjXKqtjD4nj1FhJtba/lLIx4AYbscZx3qdeQnqeGn5jRTljI4PB7ZorEZ/SdvpPMr8qJP+CsXxEz8vhvwyPrFcf/AB6lb/gqx8SvspnXw/4UADqm0xzluQTnb5+ccdfpXX7RBbzP1X8yl3V+UEn/AAVi+JCuQvh3wxjPeC4P/tamyf8ABWP4l7fl8PeFx/273H/x+j2qC3mfrDuFJur8nY/+CsXxOY4Ph/wt9fs1x/8AH6Vf+Cr3xOLHOg+F8f8AXtcf/H6PaoOXzP1g3Um6vyeb/gq38Tt3/ID8L7f+vW4/+P0xv+Cq/wAT8caP4Yz1/wCPSf8A+P0e0QW8z9YvMpN/vX5ON/wVW+KLcjR/DI/7dJ//AI/St/wVQ+KmATpHhmMFcjdZz8/T99R7RBy+Z+sW4UxsEV+Tbf8ABVL4p540vw0B/wBek3/x6iP/AIKo/FE7vM03w7jGAVtJRg+v+t5o9qgt5n6uSKKgaPmvylk/4KmfFTd/yD/DoHtZy/8Ax2k/4ejfFJmGbPw+o/685P8A47R7VBbzP1cji55qUxrtr8mpP+ConxVX7tvoI/7cn/8AjlQN/wAFQ/iz5YxFoO7Hayfj/wAfo9qg5fM/V+4i64qusJZulflG3/BTz4tvn5dDAx1+wt/8XUB/4Kd/F9W4/sMf9uB/+Lpe1XYOXzP1jvtFs9Ss5bW+toru2lXa8MyhlYe4NZng/wAB6B4As7m10DTk0+C4lM8qq7OWY9yWJP4dK/KiT/gp58Yjz5mir/3D/wD7KoG/4KcfGQsf9J0YD/sHj/4ql7WPYLeZ+ud6A0D59K/A342MJPjF41P3R/bN51/67P8ArXu9z/wUw+MsyFRe6SufTTl/xr5c17XLrxJrV/qt44kvL2d7mZlAALuxZjgdOSazqTU7WDY2fAun+GtS1iSPxVrF9omnCIslxp9it3I0mRhSpkTAwSc5PQcc8b3jrRfh7YaPFJ4U8U61rOpecFa21DSEtYxHhstvEz5OQvGO554rA8C+KrPwfqcl7f8AhrS/E8MkRiW11YzeUjZU7x5UiHcAMckjDHj07tvjp4eByPhD4KB91vSO/wD080la1mI8ibPGRj0or0Dxl8VNJ8VaHJp9p8PfDPh6VmVhfaYlyJ1APQF5mXB6HIoqHboM5G30fULzTbzUYbOeaxsyi3NykZMcJckIGboNxBxnrg0txouoWVpY3dxZXEFrfo0lrPJGQk6qxRih/iAZSDjoQa77wZrFnb/BH4mWUt3BFdXVzpTQW8kgEku2SYsUUnLYBGcA4yKPiDrdlefC34U2ttdQTXdnYX0dzHHIGeItfTMA4HK5VgRnqDmrsrbiOKPg/Xl8SPoDaRerrisVbTmgYTghdxBTGc4yapQaPf3Wm3l/BaTS2VmUW4uEQlIS5IQMegyQcZ64r6R8QaxYaP8Atvave6hdQWVnHc3G6a5kCIpNmwXLHgckAZ9q8q8G61YWvwZ+JNhNeQxXt5c6W1vbPIA8wSSYuVGcnaCucDjIpuMU7X7iucTNoWo2Ol2Go3FnNDY3+/7LcSIQk2w7X2nvgnBq4fBevf8ACRJoX9k3n9suqsth5J84hkEgO3ryhDfQ5rtfG2tWNx8GPhlZwXkE11aPqX2iBJA0kO6dCu9c5XI5Getepadrdlrn7ZlhfaddW+oWr28IWe3kV0JXTFVgCOMhlIx6jFUoxel+wXZ81Wmi6hqFhqF9bWk09pp6o91Mi5WFWYIpY9gWIA9zRPouo2uk2mqy2k0enXckkNvdMhEcrxhS6qe5Xemf94V33gPVrGx+FfxTtLi6hhvLy1sVtoJJFVpit7GzbAeWIAyQO2T2pfFOs2M3wF+H+nRXsEl/b6rq0s9qsgMkSuLUIzL1UNtbGeu0+lTZW3Gcivg7xDD4ntvDw0q6Gu3DRCGxMR852kVWjAU/3gykfUVVtdH1TWYdSube0mu0sIvtN5MqlvJjLqm5j2G51H1Ir3r/AITDRR+2H4V1xdVsl0iKXSDLffaF8iMJZ26vmTOBtIIJJ4IOelcV8Jp93g/4xkDhvDqnP/cQtP8AGq5Y3svMV2ebXGg6la6PZ6tNZzR6beSyQW90y4SV49pdVPcrvTP+8Kuf8Ibro1yx0Q6Xcrq18IGtrNkIkmEwVoio77g6keuRXW+JNcsZvgP4E06O7glv7XWdVlmtVkBkjR0s9jMucqGKvj12n0rtNS8ZaNN+0t8NtXTU7X+zLOLw79ouxMvlQ+VBbiUM2cDYVYNnoQc9KVo9+w9Txa38NavfTanFb2E80mmQvcXiquTBGjBWZvQAsB+IpjaBqUegxa21nKulTXL2kd0R8jTKqsyA+oV1P4ivTPA/ibS7PWvi5Lc3lvEmo6DfQWbM4Amke6hZVT1JVWOB2BqLUnX/AIZb8PgNyfFt+cY9LS1pWVr3DU8+uPCes2+paZYS6fOl5qccM1nCV+adJf8AVso7hsjFLH4P1qa/1eySwme60mOSW+jGD9nSNgrs3oAxA+pr07xD4q0mb4pfCq9iv7d7PTtM0WK7mEgZIWj2+YGPYrg5HbFTaP4u0aHx18aLp9Qtxb6ppmpx2UrOAs7yXUbIE/vFlBIH+FPlj3DU8kTQdRXw+da+yv8A2X9p+x/auNvnbd+z67ealm8J6xDeaRbSWEqz6vHHLYxnGZ0dyiMvPdlI/Cuu/wCEg0//AIUB/Y/2mL+0z4l+1fZt3z+V9l278em7jPvXW+Lr600rxl8Erq5mW3tLfRdLmllk4CKLqVmY+w5NCivyDU8lh8H61eahq2mxafJJeaRHPPewgDdAkXEpY+i4qgvh3UW8PTa4tq50qO5Wye5yNomZWdU9clUY/hXrnh/xlo1r8Tfi3fS6jClrqml61DZzM3yzvKx8tVPct2rlofEGnp+z7qWjfa4xqkniW2uxa5+cwrazqXA9AzAfiKm0bbhqcxb/AA/8Q3WtaHpMWmSvqOuJFJp0GVzcLIxWMrzjkg9cVgyRvbzNG67XUlSp6g19HeCNfsPEHx9+Ay2F3HdGytNJtLjyj/q5UlYsh9xkZ+tfPWsYOrXhBDDznwR0PJolFJXQIrZKk8UvmArj8qZn04pFUnkVmMfyueMe1FJiigBNxpVk2sD2BoopAdl8ZvHFn8RPiZr3iPT4Zrezv5xJFHcACRQFAwcEjt61xqdzRRTu27sCTcfWvT/2aL6Ky+NPh6aedbeJftGZHbaObeQAZJ7nj8aKKqOkkwPM5pP3rD3qLdkk9KKKQB5p9a7PwL46tvCvhvxvp08EksuvaUlhC8eMRuLqCYls9tsTDjuRRRRtsBxTN8wJNG739qKKQAHZTjNer6rqlq37Nfh6xWaM3cfie/keBWG8Kba1AYr1wSCAenB9KKKpPRgeU7vmBOSKP4qKKkCTcVzkEV1PxE8cQeMofDCQW0lt/ZGjQ6Y/mOG8xkZ2Lj0B39Paiind2sBxpzQMniiikB6J+zzqNro/xz8C3t9cw2dnDrFtJLcXEgjjjUSDLMx4AHqa4W+YSXlwwORvJHPvRRTvpYCtuO4U4t1BooqQDNFFFMD/2Q==) | SJM 3 x0652 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
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) | SJM 3 x0656 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
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) | SJM 3 x0674 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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) | SJM 3 x0684 0308 Hvæsse- eller slibesten
8 flager af violet og mørk grå skifer |
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qfO38hciR90/DX4kWXxC0RLiErDfRgLc2u4Eo3qPVT2P4dQRXbRtnBzXwb4V8Qap4Q1G3ubK6SOWM5jlTGSFxmNh0wQOfX2OK+u/hr8SrDx9pu6EiG+hA8+1Y8jI+8vqp9fwNenRrKpo9zkq0XT16HolvPjitGOTd3rAWTHStG1n9a6jlNNaaW4qNZQeKezHHtTAG6VGxp24MKiagRFJ3r8uv8Agpwx/wCFy6GO39jJ/wCjpa/UST7tfl3/AMFOM/8AC5ND9P7GT/0dLWFf4Bo+RdDtbK81aCLUb9tMsmJ8y6SEzGMYPOwEE84HXvXQeJtH8L6bpjTaR4wudZvdwAtn0x4ARnk7y56fSsjwit1J4islstHXxBdbj5emyQvMsx2ngohDHHXg9q7b4gx+I18OSHUvhhZ+FrTzFzqMOk3FuynPC75GI56YrhS91uwHl5lduCSfxopmfWishn9E+BuzTWWnsO1NbIxnkfSvaJK80INZl3b8dK2KrTR7s8UAcjf2fU4ryT46fDOT4j+B7mxsorf+2IWWazluCVCsGG4bgCRlcj0zjPSvdrq365HFYl5p4KkgcVLSasxrTU/O7xlb6l4JWOy1mzki1C2YLt3Ads5Vh1HOQc8/ga5HWPHlp4hO26RoEhQKvore5A557kCvuL44fBuH4n6AEjdbbV7UE2sz/cbPWN8fwnHXqDyO4PwZ4q8J33hTXbmC9gkt7q3ceba3K/MuMDI5wykdxxjFefVp23O2FS6sdbpt0LqG1hWcxRKMCWMAq6kfdb6fj39q07rS5I9LuYERbu4jwTN83K4zkfn0xWDolnaalYyzWI8p43ErwKxcIehIBHI/XmuxsZJrG1iR/M+zSjA4Kq5z1B/z09645U3vE6U7aM5ux8+ztYr+ykhivSRvtFORLgYyVycN6cc46dKu32lyeKrZtR0+7e0mjywg3kAEfNtHpz0zxzUfiPWLS02XFz5ixxrsEnlZRsHgjB6g+9XNL1JLpG1LSsQPP+6aJkDB+2WXGAcjqDnPp2cYtP3iW01oUP7R1HcsErSWtzGjbwFCls5+Y+54wT/Suy+HfjK60XWreaG7ks7mNx5Vw5yr9thXoQQORnn6gGsGeS18SQsY4/s1/AuzLYy2eqk/xD04B7VVkxYN9muG2N3yfvNwBx6genX69Rxs7ocZtq0tj70+Hvj6z8d6MLqAeVcR4S4hJ5RsdR6qecH2I6g12EUnQ5r48+D3xI/4Rm7hmbdNCwK3XyHeYx3I9QeR69K+stP1CHULOGe3kWaGVA6SIcqykZBBr1KNRVI+Zw1afs3psdDbzdKuhiRmsOGfaRWjDPuxXQYFkY57GmMwPvS/Q01u9MRDN92vy+/4KbKW+MehnHH9jJz/ANtpa/T+Xoa/ML/gppLj4uaEuef7JU9P+mslYV/gGj5F8OwxS61arNqg0WMt81+yuwh4POEBY+nA710/jCx06HR2kt/iB/wkc+9QLL7NdJkZ65kULxXNeG3MeuWpGkR66dxxp0glKzHB4Plsr8deCOnpXoWqa8NHtWuL74O6VY22dpmuI9RRQT0G4z9a4opOP/DgeSNkUVreJ9bttf1H7Ta6PZaJFsCfZbAymPI/i/eO7ZP1xxRWD3Gf0KN2prLnrTjSGvbJIyDUbipsY70xlPakBUmg3Csye3PTHFbbJwaryw5zxx2oA5m7sRJnAryD4xfA/S/iRa+bIPsWswIVttQjXJXr8jjoycng+px1Ne6z2xWs66tRMhBFS0mrMadtj8t9c8K+IPhb4uksJYzb3kfzum8+XIoPDp/eBx+mOtXj8SpIGWKe0aS0uG3y27MWEUg/iQ9RkY4J7V91fFj4Q6R8SNINnqMJSaI77a8iGJYH9Qe49QeD+RHxH8SPhxq/w31mSz1qPzreVD9lv4eVkA4yAf4vVfcdRjPDOm4arY7KdS+jCe4a4sZXjhin0aRVd5N+7a3qw5KH/aAGfXmo9P0aO605JdPuli8uLa8UhDjAbKkYyQcmua0/xVqGjzROkcFxBjBX5lVVyD2Oe5rptBkt9W0u6vbAWsfynzIwSGTjqBkeo6EdBxWXKjVtFfVG1fSfIuv7GkEhEbNIoyJRjBwAcNnPUVv2Elj4us44lJgu4hlY5kIYNj7o4zjJNYeveNr7ULfytRlJMEh2uUyT6fh1xn8eaguPM0O3mubSeK4bGR5bbXiII744zk+3WlfWzIS00Ors2m0aYiTapJKrIpPy8H36Z9ehNevfAn40nw/dDRNWmeW0kkZVP/PswJJOOu05GR26/Xw/wv4wtdU8xb5hbXGN3m5wG9SVPf3GRWoujy/2xA9lKqSuCwXeucNkZUgcgjNTrTkpotNTi4s/Qi1uknjV0YOjDKspyCD3FXoZjGRmvmD4L/GJPD94nh7W7gJYt/x7XEjf6k8fIx9CT17c9un0okwkUFWyDzXqwmpq6OGUXF2ZuRzBgMc05mzWXb3G01ejk3jrWpmEn3TX5f8A/BTUhvjJoYz00df/AEdLX6fTEbSO1fl9/wAFM2x8ZNE/7Ayf+jpa56/wDR8o+F1ZtftQmsx+H3ycalK0oWH5TzmJWfnpwD19K6/x2ky6A3mfE638UDev/EuhlvWLf7WJYlXj65ri/Ds8Fvrds9xpa61CCd1izuglyCAMoQwweeD2rqPGWoaXcaKyWnw8Xw3IXXF99punI/2cSMV5+lcMfhf/AAQPPzRQVOaKyGf0V0lFJXskA1JS9aOlAxhpjKD1qSmtTArSRBs1RnteDWoRUUidaQjm7y13KQRXCeMvBum+KNPnsNVsYryzk6pKucH+8p7HnqK9RuLcMDWHqFh5maQz4D+NX7Od74IS51nRd19o/wDy3hx+9jHqex5xyPyrxjR9Q/sLUI9QhjElpK2ye328FeAcjtnJ/X2r9OtU0tJI5IZY1kicFWVhkEHqCPSvhH45fB+8+HviK7mgjL6HdbpISv3VBblTn+IEj68GuGpT5XzR2OqnUvozC1SOz1RRPp8oNsx3+WzBmwP4ef8APANc7K2pGUyQklG+Yjftx1yP/r1zP2zUtBmLWsjTpITLIpJYN0PIz69xzW1pPiab7LHNcxLCs0h2ygnAYEZVu446fWsLrY2t1El1mK4U7rX7HdRgkMoGJBjkMc8nP+e1db8O/HFtC5s711+y5I2sMmLOPunHTPb8vWsDUtNj1CMT28wMyEkqwwPqfXj61yl1DPZTCV02YJJZRnqcY/l+dV0syXvdH02v9na1AFjuVuCAskUw5SQcjnd0PUfUEex9L+GPxQ1DwjBFFPJLquiofLeFRukhOeCmeo55XOOM8Zr5U8H+IDcFIIdQMNxJglDnBAAG7J7/ANPpx6tpc11Dd+Ys5FxG20kkhWGTzjoQRyD7+4qU5UruJXu1PiPuTR9Ytdc0+C+splntZlDo69x/Q+1akF1t4Jr5V+Hfj688J3paNfMs5HZprNHGxxnG9c9GGD9e9fSWn6pb6tYw3drIJYJV3Kw/z1r0aNaNVXRyVKbpuzOjMgZetfmB/wAFMm/4vNog7f2Mn/o6Wv0riu9vDHivzT/4KUyLJ8ZtDz93+x0/9HS0q/wGaPlfwc15H4lsmsNZXw9d7m8vUpJ3gWH5Tkl0BYZGRwO9eka9pOv+JLT7Dq/xi0fVLRmDGC61i7mjJHIJUxEZrzHQ7mxsdYtZ9QsDq1muTJZrMYi/BwNwBI5wenatzxVrvhfUNKMek+DZtEu96kXbalJOAO67WUDmuGPw/wDDgVvFXge28N6elzD4q0PWnaQR/Z9NmleQZBO47o1GBjHXPI4orlO/NFZt32Qz+imkpCaM17BAUNSZoNADSTt+XBPvSNTv5UhoAafSmsM05vWm9aYEMiErwM/jiqNza7hWi1RyKDSA5e+sfMBBXmuD8ceC7Hxbot1pGpRF7WYY3KcOh7Mp7Ef54r1e6t92SBzWDqGn+YrE9aTV9Ck7H5qfFj4T6h8Jtea3lU32lSuJre4cHHBH5HsR71xGn3lr/pUBs2nnkRgY2OEDNja3Xnrx9O9fpJ47+H+n+NNDuNK1S3823k5VlxujbsynsR/9Y8V8DfFv4YXHwx8YNpU5eazlXzre4VQoZWJH5cAEdifTmvPnT9n6HVCbl6nFXjT2Es7RRSmGIhDFOMOmOqn/AA9q0odctNW0jypVVbtPlRpFxjocEj6VZ1qF7fSRFO8rqpVlZgByRjBHUjgc57e9cjZ3by3BZ7VGQtyF+Ufn2/Glcq3c0ju08rPFaeaVO4zoQQOBgY29sHmvTfhj8QYtWkXS9TdvPfJglPJB/ugHjHseR2xmuSWaAaXFPFZrCySbHd0UhF4Oc4B575PHtTIZPDN5dLPG1xpNwQPuoJI2bdjcFzuUdO5H8qakovUTg2ro9+ms7/SoUuJF3WUg8yKRk+/x0OeAQc4+n5eifDL4oDR7wQTSsbKRv3kbA/K394A859R7Yryj4Y/EL7LZyaXr80d9pE+I4rnkqrAgBm4yvpye4z61v6vp8uh64stqu+1lbKzDG1hxgZzjIzkHqelEoOL9pSKjNSXJM+tluIru3SWNllicB1YcgjqCP0Nfmx/wUcnMnxi0gZ+7pCD/AMiy19w/Cfxha6toa6chVLizG0x7y2V6556YJxjnoOxFfC3/AAUSk3fGLTP+wTH/AOjZK6KslKndHHZxbTPnDwPLqMPiqxfSdXi0LUFZjFqE1z9nWL5TnMnbIyPfOO9d18SNS8ZXHhl11v4iWPiOyMiZ0+31j7Sxbs2z29a820K40+21aCTVbObUNPUky21vcCB34OMOVbHOD909PxroPE2reD77SzDonhjUtMvtykXNzqwuV29xsEKdfXNcifutf5iOO55opWBXjGKKyGf0SMelG6o91IWr2iB4ajNR7qN1AEmaTNM3Uhbg0CJGPFR/wkGmmXahZzgKMmqmm6xaazpsF/YXEd3Z3Cb4riFgyup6MDSAud6a1NVjsAJLH+8epo3UxiFc5qjdWoZemavM3vTGG6gDnLi1DZBWuD+JHwt0f4h6JJpurW/mxHlJEwJIz6qccfyPevUbi1DdOKzri3K54qWr6MabR8Q+PP2U9V03R57XRdQGpRM24RzII5gBnaNxOGA/D6V8wXGgXuh6pPp2oxLaT5aJhcKcKckEdDg8f/qr9Zr7S0uMjFcB41+C/h/xxZywapp8LyMPlukQLMh7EN17Dg8cDIrnlRT2No1P5j85fEFjq3h0tptxeNeW0qrtXqGyAevbFY9vLJMR55S2e3xsLIQ5G3AX3/Ed+uK9p+LXwh8X/DNbqwe3+1+HPN3pqcaFlYHAVT3RvVc/TNeR6T4Rn8VX0lppsd1eauADDBaQtIJTnBAAG7I9cc47da43Fp2Oi/VbGr4Z1e4sdXtYZd32efgso2hSflznnj1HTqPp7THHPf2thayz/Z0gU5KSkxNk5QoT+Jx747Vyjfsj/Fqzjj1L+yfOcD5o47uEyhT1G3dhhzjH6V9JfAv9m3Tl8EWVx4z0GZtbMjH7Pd3DnykB+VSqttPO45Iz830rohTnLR6GblFe8il8JfA+uNrFrql0rWdnGgcTx4Hm4OCoHXB5zxjB65r5S/4KFNu+MWnZPP8AZUf/AKNkr9OG0lY4giKFVRgKowAPSvzO/wCCi1v9l+M2mDHXSIz/AORZaurBQp2Rg5OTuz5y8C/2mniqxbRr+303UgW8m6uriOCNPlOcvIQoyMjnrnHevTvFHjD4meGdNN7c+NdLuY1cR+Xp+qWlxLz3CxknHHXtXkegzabHqludYgurnTVJ82KxlWKZuDja7KwHOOoPGa3/ABPeeCJtKK6DpWu2l/vGJdQ1CKaIL3G1YVOfxrljK0XqSYXiPxPqni3Uvt+r3sl/d7QnmyYztHQcfWisoUVlvuM/odLe9NMlfJEn/BS74Tr0i18/SyT/AOOVGf8Agpd8Kdufs3iA+32KP/47Xre1h3Jsz668z3pPMr5Bb/gpn8K8ZFj4jPsLOL/49Uf/AA81+F5JCaX4mfAJ4s4ewz/z2pe1h3CzPsMPxmjdur43b/gp58MFUH+x/E5z2+yW/wD8fprf8FQPhio40XxO3/btb/8Ax+j21PuHKz7JHHB5poCxIFRQqjoFGAK+NP8Ah6J8NT00DxPn3t7f/wCPUz/h6H8Oj08PeJM9v3Nv/wDHqXtqfcOVn2fupu+vi1v+Cofw/b7vhzxCfqkA/wDatQt/wVE8C9vDOvH8IP8A45T9tDuHKz7WLijdXxI3/BUTwTk48La5+Jh/+Lpj/wDBUbweP+ZT1o/WSL/4qj20O47M+3CRUEkatXxKf+CpHhPPy+EdYx7zRf41HJ/wVH8LqcL4P1Ruev2iPFL21PuFmfZtxa9cVTNqzHGMV8bv/wAFRPDjfd8Gakfrdxj+lVpP+CoWhryvgi+P/b8n/wARR7an3CzPsfUNBg1O1ltbuCO5tplKSQzIGR1PUEHgiqnhH4f6D4Hs3t9F0q10yGRy7rbxhdzHqSa+PX/4KkaQuNvgW8b66ig/9p1E/wDwVK07bkeALk/9xRR/7Spe2p9wsz7p2qOMUhAFfBsn/BUq1/h+H0346sP/AIzUD/8ABUuP+H4eP+OsD/4xR7en3DlZ95yY5r8wf+Ckv/JatJ55/saPj/ttNXoUn/BUhmGF+HuPrrH/ANor5e/aO+PEn7QPjW18QSaQui+RZraC3W487OHdt27av9/pjtWNarGcbIdjh/BLarH4osv7Fkt4dTywhe7eFIxlTncZvkHGfvfzruviPN49fw1jxFqWj3WnecuYrG80+STfzg7YGL46+3rXm2htpy6pAdXW6fTsnzVsmVZehxtLAjrjqOma7A3HwxHSz8Vt9bu2H/tOueL921xHAn24orpvE03g6SxQeH7XW4bzzBufUbmGSPZg5ACRqc5xzn1orN6DOeUOWAAJLdBjrS4faxw2F68dK9Xsb63uPHfwgMM0c3kwWMcgjYNsYXshKnHQ8jg+orLjvIINA+JsDzRRyzXEHlxswVnIuSTtHfA5PpWnIu/9WFc882yfL8rDfyvHXntTlWZS+FceX9/APy8459OeK9DvNUtNvwpK3MJNpbBZ/wB4P3R/tC4bD8/L8pB57EGpbjV7H7R8Xh9qgP20H7MRKuJv+JjC/wAn975QW47AmjlXf+rAeaPHKqoWVgrfdJHDfT1pzW86tKhicND/AKxSpynODn05OK77xDMn/CG/DNpW2osdzuY8AD7Y5NaOqa5p7+MPjDML2BotQiuhausgK3BOoQuNhz82VBYY7AmjlXf+rBc8w8mVYklaNljkJCOVOGx1we/UfnUjWd0s00RglEkIJkQodyAdcjtj3rrdc1K1m+G/g61S4ikuLe5vjLCrgvGGaIqWHbODj1wa7PUNStdV+JfxVvLKaO6tJ9OvnjmiYMrqXTBBHUU1BPqI8caGZYUmMbiF2KpIVO1iMZAPcjI/MVN/Z959okg+yzedGhkePyzuVQMliOwxzn0rpdU1C1k+FfhyySeNruHVtQlkhDDeitFaBWI9DsbB/wBk+ldffeJNMb4qeLbwX9u9pcaJdW8VwHGx5GsdiqD3JbjHrS5V37D1PKRHOtt5/ksIGcoJtp27gMlQemcEH8qf/Zd810bYWdwbjy/O8ny237Nm/djGcbPmz0xz0ro5tUtj8JrPTxPGbxdamnMG75whgiUNj0JBH4V2+pava6X8ZJrm7njtYW8NCLe7bRufRQiL9SzKB7mhRT69gPIFtp/s32nyZPs+/wAszbTs3Yztz0zjJxU66TqJvoLNbG4N5MqvFB5Tb3DDcpVcZIIII9Qa6FdYtP8AhUsumGZRe/20lwIc/MY/IZS30zgfjXWWfi3SY/i14Q1J72L7BaaZYQzz54jdLNEcH3DAj8KFFaa9g1PMJLW4ms2u1t5DbxOsUtwsZ8tZGDFVJHAJCtgd9p9Kcui6jLeWdoljcNdXgQ20KxMXm3nCbBjLZ7Y611mnsP8AhSuvc/8AMfsf/Se7rY0vxbpVt8TfhxqUl4i2Omw6ct3NyREY2y+eOw9KFFaXYHmq2F1Ja3FylvK1vAypNMqEpGzZ2hj0BO1seuD6VMNH1BprGAWU5mvgrWsflndOGYqpQfxZYEcdwRXQ6XrVlD8P/FVg8yi8u72ykgjwcuqefvI+m5fzrodH1iy1jx58Ko7eUSmzWytrhVBGxxeOxXp6Mp49aFFO2oHnC6XePBdzC1lMVoQLh9h2xEnADHtk8Usmi3/mWC/Y5lbUFD2i7D++BdkBT1G9WX6g11i61Z2Wh+PLCeby7q9nh8iPafn2Tlm9hgetTTeKtMku/ho4ucppFrHHena37phfTykdOfkdTxnr60rR7hqcW2j3+2/P2WXbY4F0dv8AqcsE+b0+YgfWo77TLrTRbm6geD7REs8XmDG+M5ww9jg/lXZN4n042vxEj+0fNqzo1n8jfvcXSyHtx8oJ5xUfxPx5PhDnP/Egtv8A0J6Vla6A4jJozxSUYrMY7kUUlFMDovh3eQ2Pj7w3c3MqwW8OpW8kksjYVFEqksT2AFZ/iSZJvEGpyRurxvcyMrKcggucEGiinfSwGZml3UUVIG7rXiZNV8NeHtLW3aJ9LjmRpC2RJ5kpfIGOMZx+FYS9c0UU27gOzXW/D3VbXTV8SC6nWD7Ro1xBFuON8hK4X6nBooqk7O4jktxpM0UVIwDflW14w8THxbrX9oNB9mP2a2t9m/d/qoEi3ZwOuzOO2cc0UUJu1gMOjJ7UUUgOustbtI/hdquktMBfzavaXMcWDlo0huFY5xjguvf+L61yWaKKpu4Cr1rQ8O62/hzX9M1WONZpLG5juVjfO1ijBgDjscUUULQCle3RvLue4IAaV2cgdBk5qGiipAUKT+HJrpvGmuWutp4fFq5Y2elQ2kuVK4kUtke/Uc0UVV+gHMUuaKKkAooooA//2Q==) | SJM 3 x0685 0308 Hvæsse- eller slibesten
Flig af violet skifer |
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) | SJM 3 x0709 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
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) | SJM 3 x0711 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
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lRslH+9wp4AyDwK5WZG+wpfwQxgXB8uQKAw3E88dex4x1Hevsr42/DeHxx4deeODfqtirSW+wfNIMENF77h098V8hWesCXUJNjr9mZ/LljKZSNsnD88jJA9OR61yuPK7FMx/wCzb6xurfU7KL93DkuqL8oXJznrjk8ZOQcH2p+qreLJ/aSPcRwTHidCArL0+YYwQDu7evcVoyXt74c1b7JNKgtLxnZnkiXyn3c/LkcA8dOORnin6l5BjQRDzIpcnyR8xQ8H5AMryAOD/Ko1uIwdR0qf7DFfQtsnd8SRhicOGyTnt/8ArrS07UoJNQgnMsIVnKSxzKF5KhVZuQMHJPPQg5xmobSf7KxgyHt5VXZJ90kc+5wQCw/AenNS40u5sdaV5kiaMNuK4AjZgpyCuRweg92FIDWURXCyrcy7BCOVAIDAHAYcgEbW78jIPQ1NJHZ6hp6m4n8i7yF8tk3KARy4HPA5Bx2yccUtjBBqQjUCQySMBFOV+9uAGGXGdpIP4E+mKrW2IWs7u3ha4eDCyW7OcJjJZQOCQfm6Hjp3pgZYkOj3bF3t0SRQqNtPzdM5IGM/LtPrz2Oat2/kXMZnAkUZKrISOCVGMDt93PHUevIqLxAkGrQ7owwAUbncbdr9B0J6Z2+4x1xTNB1Z41WC4YW9uxCPjhkxjDKevHIPoDx1NAFmTUlmgluTa75VYJPMZMZJVgrBeOSAwz9PavqP9kX4jNJp7eD9SuVkubdPtFk24nfGQGZR+e4Dry3pXy/Ifs935sThQBuEzMCpUjOBg9MdRx6cVc0fVrzwnrdrrumLMhhkXY8WFWFlJbY4+n4EZ96qEuVgfp7Yz9DXQ2c25OteU/C/x1D468I6brUIVDcR4miU58uUHDr+BB/DFeiWM5GK7RG9nikJ4qOGQSL70rNjrQIjk6V+fv8AwVQb/iV+B8f897n/ANBSv0Bk6V+fv/BU7/kF+Cecfv7j/wBBSsqvwMaPzwt/KFzEbhHeAMC6xsFYrnkAkHB98Gu91TVPhg2l3K6f4a8UQ37QsIJbjWoHjSTHysyi1BYA9QCM+orh7Ezf2hbfZ2VZ/NXy2dgqhs8EluAM9zxXvXie4+MQ8L6oup+JNDk0xrSQXMMOraWzyRbDuVVR9zErkYXk9q4YrR/5CPnndRTc9qKyA/or7UxvennrTW6V64FS6hEimue1Ox3K2RXTsOKpXkHmKeKAPMNUtTC5GK+Mv2ivhm3hHxc2s6baq2lawf3kRXEcc+fmBIIwD94e4PYV94a1p+4Ngc15Z8SvA8HjbwtqOiXJMS3KYSVesTjlWH0IHHcZHeonHmQz4f0+eXxVpI0WTc99bKZICsYJlVcgY9CM/mW7Yxm6TmC3uUWeFJI2w9tLnO7BPPT/AOtj6Zt6lo2p+BNYa11C1e31axlPmBSCHUkkMv1BGOx+XuTV/U9OE9va6gpaOSUBjLHjvzg8/h9APeuUdjPm2SrbxQxsgVwg2YLIwJI3YwWz6jOfQYxVtdSuG0m70y409bmzfIS5cZ2bunP94evHt0q3HHa3kcixiQMhAXykABBz8uOuOvHPQ9MVRsbuW3vrU3EjQxHOIzHwzjHBODnp0x7Z71Owyt4fsW0XzILtpZQpZ4wpBQgjZgZ7jcQeMcHgitG4sltrr7RJI8MDlmUhgQoPDZXJPGWOOeR70us6fMsjT20jDhLi2kVyNhwPlYHkHqPwBBwKSx1A3G2SWMOqSqj2rYxGc8sB7g4x7Z5oERatawW5ld7kjfuN0sUaswyflcc4OePyPPIrmdYs5TZyTWy77cqdyr8wXoTgjtzn6HHY10eoKlxLc/ZfK8nbtfcxUFNxyNo9OuAT04zwK577TNp/ln93cKw+Ysh245zkDHuMewHanqDF0fUESFrO4CLJI43Pw2F4GB3B68E45/PYWSe6kSx+zuk8rFcfMrZA+8ueCefbrjvXJR2K288ALq8UmfmJO0c+/p/XPSteOSQRwSRzRpcJnPl5wMcbME56+vY+gJpvuJHuv7MfxGu/BvjJNBv5SNP1OYwgE4RZsfK6+hJGwjjqPSvuOyucqOa/LWa8MdukkUjM0eDu8suqtwOe+Rn73vwK+4f2b/i0fiJ4WNveE/2tpoSKYseZEIOxzz14IPuM963py6AfQtjdB8A9avFgfeufsZtrj3rbRuMnmtxBJwK+Af8AgqUhk0nwVjp59xn/AL5SvvuRq+Bf+Co0vl6N4MHPM9x9PupWVX4GNH54QrF9pj88ssO4BzGAWC55IB74ru9Ttvhh/ZdybG+8Wyah5TGBbi0tliMm35dxEpIXd1wM4riLHzv7Qt/s6LNceavlxsgcM2RgFTw2T2PBr3/UF+L+jaPc6hc+AfD9rY2sLTTSt4Z00BI1UlmP7vsK4oq6en4EnzkyFTRXTeMviFqfjiO1jv7XSbdbcsU/s3SrazJ3YzuMKKW6cZzjn1NFYu19Bn9AfemtTPtCHvRuB7164AeKhkG4EVLxUbZ9ce1AGTqFruUnGa5DWtNLbmUdK76ZAy881jahZBgeKAPl39oT4Yv448NG6sIQ2t6dmWDA5lTHzxH1z1A9QPU182+E9Thl8y0cCaObcHi3CORH9jg8gnPqefpX6CaroZZ2ZK+H/wBpTwBdfDn4iW3iPT41j0zVH3EZAVLlQdynjgMPmHvuHQVzVI/aRRx0Pk+azOwj8oZ84DA2k/K65Bxg49R39aYLe1vszXchdVbzQyvvEZJ+YHnPzEg5Pb1zgT6d4qi8RWclu0hsiq70RSuVYghgpx1PAHpwOmBUscISWUwtGI7jKPGq7vlHDADHUYBHrk881ihhodzb6X55uMz2V1HkzAYJXnGOR6MOmetMuNPgtrlZI389gxyWOVki6rg++ecgdufShHcT2cVxEzFrPKNt5Ow4xwOhB7Y4B6YrVlmWHS7dhKjpgyRSOo/d7ekbcgYJB24/vEd6AILqHdbtOknz43HyshlJwVJx1BOPxB+tYereVtRxGpSUMwIG4kYwpJzkEEjjOO/NaNjqUHnqtwjXNvKAYlQluhOVPvyeSPTpxViPybjS7iB/3j2+790AQYmbp1PQgDJ7ZxmmI5WPTB9qMBxLC0YkSSNQCuSQCBzweRjHpxnFNbSZYrOO6UhpUfbLHGxyrEk4I6/T8vWt/V9PkWzitxAYXUsiS7wHXccgsTjghvpkH+8ai+0x3WnmN41F6jDDuCW3Kx/Hjpg0wM7T5oxM0Qy8cu4n5TvTtu6dTnoCOh98998Gfianwv8AiFBf3ccg02VGguGj3EmNjndg9cMAeg6EdTXmNw8v2tWRxsMrZxgbQQCOMcfh1xV26VftAXz3lOdqDoNoAyowTg5HT1NNXWoj9RPDfiCz17S7TULC5S7s7hBJFNGchlPf/wCtXXWs3mRjmvmb9kbUnk+FMcLzGVre9mTBIJUHD4/HeT+NfRemTblHNdqd1cRqN0r4B/4KlENpfgkdvPuD/wCOpX327fL1r4B/4KkuV0/wR1/11z/6ClZVfgY0fnzbxxSXUSzymCFmAeRV3FVzyQO+PSvQNU8N/DyDR7mW08e6je3scLNBbPoBjEj4yqF/PO0E8ZwcVwOntJ/aNqYrdbyXzV227KWEpyMIQOTnpgetey+Im8Y/8I3qIufgnp+lWn2Z/N1BPDt1G1uu05kEjNhSo5yeBiuGK0ehJ4W3Wihl7+tFYjP6Bftm3jfXini39rS18M+I73SrLQ21SO1fymu2vViQsCQ2AFY4B4z39K7bxFqZsdF1G6MzRCG2kkLryVwpOR+VfnguofbLvUk8zy4ZGzIzn5twOdwJH1/Su+tUcbJdTenBS1Z9s+G/2xPD2t3f2a9s59Jl3bR84lUn9D+QNenaL8SNI8SjOm6nb3bYzsSQbwPdeo/Kvz0WHS9L8pNOu4pDIgBt7xkeMsSBnDKSPwx657Ve0PWdP1PUDNCrR3MYyRbocZB+8qKOCMdvX8amNSS31NHTi9tD9GI9Y9TUn26OXqa+T/h/458Uafa+addXUbIdLbUo3JUdiJMF+cjhvTivUNM+M2nNhdShksW27vMX95GR0JyOf0qPrtG/LKVn5ieHqbxVz1K7iSTJWuZ1vQbTVrdobqCO4iPPlyoGU/gan0vxHZ61bieyukuIyM/KcEemQeR070XUzYJzXampK6OZprRnzl8Tv2aNI1C7k1TQol0TVeqtboPIkI7PH0APqoH414ZdaDqej6hLp2sWraZcNv8AJEimVZAACSrDhgMk9iO/Nfd8k6S/LIK5rxV4B0nxZYtb31nDdwk7gkqA4b1Hofccis5U09UFz4bvrWO3u/Ljib7bDJs25ILIcAjHuD7/AE9IrdhJ5lvu8xbiKQvFIciHg5UgkYwcfjjHv6142+A2v+FZp7nQJDqVozFzHL/x8IMcqDkBxx35+p5rxya6t0jngkke01E3LNIs8ZEsTAk85+b14P51zSTjuUtSxBZvfMzSQtK8bfMqkq2QDzxySTjpyCMY5p0sflq7xGONn+YLxIm0HHzFjkYIxj3BrTtb5US6Q3UcL5EbxxlQrqXHQZ6fL2/KqV9pstvcwCRJGt2DZ8xAScKAwXtxk+vbsam4WG3zNeafawqkzxkGGIh96gbiCAw6A9OnXniuevIUtAs7zBGVT8vILKSRyAMEjvjr9Qa3bO+eOWaHaGhZd/mM2QVP3SSeh789MYrH1NGtXTzI0aMHncCcjGOCRgYP9R61QjM0nR5NY1CKOOUCWTP94jAHBHoBg16La+A7JrcPLyxwUKZChsYJGR647dgK4TTNUuNPuodQDhIgQTGwAb5gMkAdhgdx2r2C0P8AbEERtplkjlIO5XBy2AeMfXP0rKpKUWaU0pbm7+zB8RJ/CPjGfwnfJiw1GdhEygfu7jpyeuCF249QMd8/a+l3GMc1+a/i+IaHr8F9Zfurlz5hDygSI397joTgH1yRivvr4b+K18WeEtH1hWRjeWySP5f3Vkxh1H0YMPwrtoy5kZyVmemK2V65r4C/4Klt/wAS/wAEDH/La5/9BSvvO1mDxjmvgv8A4KjN/oPggf8ATW5/9BSrrfAxI/PyzXdeQAzi1BkUee27EfP3jtBPHXgE163daHo9zamGf432s0Ui7Xia11JlIPUEGLkYryqB4Y7y3lMK3SLKpa2bIEgyPl4IPPTg5r0jXNe0efRb5Ivg/baZK0Lhb9bq/YwHH+sAaQr8vXkY45rgjaz/AOCSY+ueAfCOm6VdT2nxI03U7yJC0dnDp14rSsOihmiCjPqTiivP2yetFZt36DP3D8QR/atE1GEnAkt5EJ+qkV+e/iCGfRJpoIVZ2mJ3PGQGA3dQOPTt61+icgOcEcV8l/HD4Z6l4F1KPXtINrPbhmEKzx7iO5jPYnqR6gHpjnrrRu1LsdNNrWJ4e3iLWfIjtbprbUI248uaIbh24OODxVnQlhvWe3kupNPSTIX7OFcrISOAnBI4xjPem6v4ouvEd0ranogTg4MA4PHRTtPeun8P+G9LtIbSWw1BDcSAs0DPnaO54ZSOM+/6VKd1oVbXU6zwvqmr6Paz2l7efabaNflEe5QvOSCOTjBPABwfbNarX1xHmfyxezbS1rNCFEoU7c8cY784xg9a4ie11C8gkt7e8ykzKQzyOVkI7BWH3sfnXN3F9fWatBL5blZCVmZRuQgjpxnPAGMDHIrkrYeNZWeh0RqODuj6D0HxXKNQkijnaYRoA5t3eN4FUBfmIHHIPGAMfUV2X/C6D4ZQJeKupWkab3dJR5sa5wM5PPfr6da+WRrWseIYreGQw3VpC+BMh2yuP7m0kjv/AHfaun0GSK8d7J7cW8Ub70eTG1l5+XyySpz0G3JrPD4V0GnGZVWr7RWlE+sNE+IHh/xQIltb1YriUZSC4Hlu30zw3/ASa2XjlhOVO5a+XNT08aHp8El9PDDpDTqGsNr71z8vQLjgndx+BOK1tD+JmrWK2o0bVRdhZCr2t0GKlQOFIYkg+6sM+let7TucDp9j6IklSYbZV615/wDET4R6F46spEubZEucZivIlUTQt2Ktj9OhpdL+LVtdK8es6ZPptzGdsnl4kUdMEgfMAcg9CPeuus5rfU7cT2N1HcxH+KNgcex9DV3UtDNxaPjrxR8IfGXw8umv1tR4mso1Kedag+cEP96I5J9PlJ49MVxDeIrC5Yx206h7YtImCsTBt38O7BHfjHpxkkn79uLUlTvTcK828cfAfwl46aWa5sFstQfJ+3WgCS5PrxhvxFYyp9gufJ1hq0q3ZbzYzEsBUT+WTjIGGxzwpAz1AxgZ4qrqlu91BI8cL/Z3YmSX5TvYL8uACe/Hrj6V6drX7Kfijw+7yaHqNtrFpyPszDyJGUnJBBO0j/gQ9h0rgNUj1TwnC+m6rpV5pkgztkvIvLGcMPlY/Kwweox0OKizW6A5O4uBZlYm86ZguNsig7QV/Tr+ntW1ovjCbRJn3xb4H+bZHwBjG3GBgc7vy/Gs8QwalD5xm3XH+uAj5cgElhjHPr14HGPTNhhkuLpUD7RIyxr3LqSeQR6HGe350SSejEnbVG1qniK31rUvtirgsAGXb1HGAMDHHTGO1fX/AOyB4sl1HwbfaJcyF7jTLgSIzNnMUuWGP+BBj9GFfG2qWiabp+YYxKrkeYVyVDDHPXjrz+H4evfsl+Lm0v4l2ttMyxR38D2Tlm++2A8ZPuSuPq2O9On7r0Btvc/QGwuNvFfDX/BUeTNl4Hx1825/lHX2nZz9MHpXxJ/wU6m8yy8Ef9dLn+Udb1vgYHwTpvmHU7TybkWc3nLsuGcoIm3DDlhyAOuR0xXtPiSbxs3h3Uje/Gqw1W2+zyCXT08RXMzXKbSDGEK4YsONp4Oa8StZIo7uFriNpoA6mSNH2F1zyAcHBI74Nd9qnib4e3GlXUNh4C1K0vpI2WG6k18yrE5HysU8gbgDzjIz61wR2f8AwRdTzrnk0UrKV6jFFZgfvRLpgbpXH/EbwBH408I6npLj554j5TBiu2QcocjpyBn2zXfs1RtivWtdWY72PzF1q6v/AA7qE2jOlxZXlnO0UsUyg7MdQcg+nHPTpVa51y3ur4Jd20EKJ8yyLGiSYz91tpznnpmv0K8bfBzwd8QJmuNb0K3urtlCm6jZoZiB0BdCrED0Jryi+/Ys+HzSSSI2rRM33dl0vyfTKfzzXN7KUdmb+0T3R866fqgmjSJ5ftCrhQGf5oxnggjnA9DkcdKnjnt9Q82Tb9mvox5X2vATdz8p2t7nrtHXtXqHiH9i+P5pND8SyxSZGBexbmOOmXU/+y1wuufs0/EfTFRolsdZVPlYJIrFl9ywU/kDU8sluiuddzmNd8L39vGbzz5LrJAe6tkLjqOcKe3I7U+18X65YxypOtrqVgF8tHaLbhensenXr6VakuPGvha4aHVvDGspG+CZYYG2MQMYB2HPHv2rJHxE0xpJIdShjhwW+a4teVJ7MoAyM/5FZ2NYyuP1DWDqu1GuWs7Un9wJCJIVwRlWAC4U9eAevU4qxpGuS6OiCGYQS72j8+OXOGHPCsCwBx2FYUt5pGqWqonleVuzJHaIEjPXoCSV9+lLJoumLpgmt3RZ0HyvcN8rZIzjJGcDA/8Ar81N7FWPU4PiLfWbw3HmQ6qtw2JjE8kTrtAwSMAA9TgZz+lPh8cSrrVqbFbi3klaRjcW9w5BIDcDAIx68nNeaaRqlx4ZhaRbryrtm3rLkoE+XlB7ex9K3NPupZNLmuEvLfV5seZ5SWwjK+pEg6kE+/fpTVugndnrfh342eN9GmmTW9Ks/EOnRnIubKQJMiE9WAyCfYhT616j4c+JPhrxcAkV0bC7yA1regRuCegzkqSfYmvkrTdQN9dRSyyT29z5m7y7p2V8dzGwK/kSe9ekeEbPVNS0a8e3uo5B5iiTzJzNhVz8xw5I+73B68AV0RnYwcL9D6TbT3TlTuFVbzT4NQt3t721juoHGGjmQOp+oPWvBfD/AIo1rwzq81pZ61Paxbg6JNH9ptTnkja2GTPsBj3r1rR/ihNDaq/iHSPLHyg3elkyxtuOAdh+YD6buorRTT0Zk4M5PxJ+zL4I8QSNPZWUnh2/JyLjS38oA/8AXM5THHYA+9eUeK/2QfEVpbyNo2tWuqJuaXyZIvs7kkcgDJXnjuo4HpX15pF1pniSxF5ptyl1bkld6gjBHUEHkHkcH1p1xYyQtleRVOCaMz82vGHhDxJ4PSGHxDoV5axq+BcSr+6yTyNwO09zkHqfes3RPELaJq0N5bsbSeKRXSWMnO8MCDjsRwe/61+m66WmpW7wXNslxDINrxyoGVh6EHqK4zWv2S/h14ogbztAGkynOJtLcwEZH93lPzWs/ZPowNr4V+OE+IHgyw1lY/JlmUpNGvIEinDYPoTyPYivkj/gpdLvh8GKT0e5/lHX2N8Jfg7p/wAIfDc2jWWoXmpW7zmdXvCu5cqq4G0AdFFfIX/BT6COGHwOUGNz3Wfyjqqv8PUZ8KaT9o/tWy+yypDdecnlSyOqKj7htJZuFAOOTwO9e+6t4g+MWi6Tc3s3jnRHitY2mZbfXdOlkIAJIRVcszcHgZJzXz3aSQ/aohcq5tvMUyiIgOVzyFJHBxn2rvtWuPhc2k3Y02x8XLqBib7O11eWxiEmPlLhYgSucZAIPvXFGVk9Sepz3jD4keJPHq2q+INXn1RbUsYRNjCbsbsYHfaPyorme9FZavVjP6BHtage2zXzxJ/wUK+Di9NavG+mny//ABNQyf8ABQr4PLg/2tfH6WEn+Fep7SHcdj6GktjVS4tWK4xXz8//AAUN+EC8/wBpagfpYPVWT/god8IucXmpsPawb/Gj2kO4WPdbiFkbpVNgfSvCLz/goP8ACTdgXGqP7rYnH86zZv8AgoJ8KMcNq7fSy/8AsqXtIdwsfQjfSsjWvDOj+IY9mq6XZakmMbbu3SUf+PA14LJ/wUC+Fh6DWT/25j/4uqsn/BQL4Y4yIdaPt9kT/wCLpe1h3Cx6Lqn7Nfw61KRn/wCEejtZGOS1rNJFz6gBsfpXI6x+yPoc1nNbaTrmpafFId3lz7Z0DDoR90/rXPv/AMFBPht2tdcP/brH/wDHKgb/AIKC/DrnFjrx/wC3WL/47UOVJ7lJyWzOe1r9kTxdpc7TaTrFnqqd1nYxyH1+UqV5/wB6uNuvhT8RfDEkyN4c1BEYfM2nxiVGGMcrGzg/l+VenN/wUH+H3bTdeP8A27Rf/Haik/4KEeAug0nXj/2wh/8AjtZv2XcpTkjyO81zWIreC3uraSyuEBQjySpIHQfMBgjHbk+tT6D8RptL1W0jmnFtcq2DL5JX2OWIOPwr0y4/4KAeALuJoZtB1qeFvvJJbwlT9R5lc5qH7X3wbvmLT/D6aZj/ABHT7UZ/EPUPl6SLVRouRfFKG3Z3uYY9Wtt/lobxw+xcBcox6YY9MjGc5OK1ZvibBZxpbSWNxqLxAxrKshZFJ4+V/vY/wHB5rhdQ/aa+CeoyM/8AwgOpWrsMbrEJbY/COUD9Kwr/AOPfwy8grpw8ZWbdlmSznQdexwxx7tRzW2aDnifWn7NHiG71K41uN1kjsvlkVZATljwCGA2jgYx1OB6Gvel2ycda+APhf+2l4L+G63jSWGvavNchVybeC3UAdMgSNuPuT6+td8n/AAUq8HxtlfCusnH+3F/8VXRTqwikmzKWruj7c0+zRVB2itDA28Cvh5f+CoXhONcL4R1c/wDbWL/GmN/wVI8Nfw+DtUP1uI6v21PuTY+3Zo1bpX5+f8FQ1Kx+B8/37rH5RVvP/wAFSNAP3fBWo597uMf0r5t/ay/aks/2jm0D7Jok2jrphmJ86dZC+/Z0wBjG39ayq1YSg0mB4HpLXCapZNaIsl2JkMKyIrqz7htBVhtIzjg8HvXuXihPi6vhbUxqmkaHBpf2Z/tLQafpUbrHg7sGNQ4OM/d5HavB7UwtdQi5eRLfeokaNQzhc8kAkAnHbIr0b7J8Jto/4nXjEn/sF2o/9uK5YvR6/iSebN7Ciu61q3+Gq6XcnStQ8US6lsPkLeWVskRbtuKykgfQGioasM4fcaXea9zvLCyT41fGS3FtAIYbXW/IjEYCRlWbbtHQYHTFcVrUMI+CHhOURoJjrupo0gA3FRDZEAnrjJP5mr5LdRHA7m6c0qzyKrqrsFYbWAPBGQcH8QK93aCyH7R19EIYfsv9k3BEexdn/IJYg4xjOefrXBQ+QPgbK+2P7SviNOcDdt+zNx64yKHC19e4HBMxZjmmkmve7WO0j/aA+HQdIkgOl6K7hgApJsYjk54OTXAaI1v/AMKd8Yqxj886vpezON+3y7zOPbpn8KHC3XuFzg8Gkwfyr2lpLX/hNvgo7NCY1s7ATHIwMX82d34etUbVYm0P4xOoVhmEo4AwB/aCdD9Kfs/P+rAeSbTxx1pwViSADx1r0bxHJbt4J+GSK8bOsV15oBGRm8fAb8PXsRXXatf2f/C1Pjk4nhMVxb6mIXVxtcm8jI2+vAzxS5F3/qwHhw+VfudT97+lJ5b7iArFsZxjnFd5rd1A/wAFvCECvGZ49Z1RnRWG4AxWWCR1GcHH0r0DVr2C1+O3jB5ZY4IpPDV6gLuFBZtIYKuT3JwAO5NNQXfsB4GqtgNg4zjOKcIJfNSMRMZGxtTacnPTA967v7dbf8KLFr5sYu/+Ei80xbhv2fZsbsdcZ4zXcWGuacvx6+Ht5LfW4tINL0lZrjzV2RstjGGDNnAIIwc9CDSUVpr2DU8QlhLReYsTAKcSMoO1Segz68GmfZ5maJBE+6XBRdpy+TgY9ea9A0HH/CjfGfzD/kN6Vx/2yva1v7YsF8afCCc3sAhs7SxFzI0q7YCt5KzBzn5cKQecYBBo5FpqB5T9lm/e/un/AHX+s+U/Jzjn05p3kTRwxM0TqsvMbFTh8HHHrzxXpFvq1gui/FeM3cAku2hNsvmDM2L1WOwfxfLzx25qprV/Z3vhn4a2kNxHLPbxTpcRo4LRFryRgGA6ZUg8+tHKu/8AVwOEawuhJcRm2mElvkzoYzmIA7TuH8OCQOe5qKa0njgjneJ1hkZkSTadrlcbgD0JGR+Y9a9m8QalZ6f8TPjelzcxW7XMeowQLKwUySHUIiEXPVsKxx7H0rjdf1azufhL4LsYrmOS8ttQ1J5rdXBeNXFtsJHYHa2D32n0ocUuv9XA46TS75bmW2NnOLiFWeWLym3IoGWLDGQAOSTUMlnPFbxXEkEiQTFhHKykK5XG7B74yM/WvZNT8UaTJ8XPH98uo272d5o99Bb3HmApK7W21VU9CSePrXL+Lv8Akj3gHn/l51LH/fcX+FDitbP+rgefhivTjNLu602jlmrIYvSiiigD0P4OThbrxcXkClvDeoAbj94+X0+teeM56Z49KKKt/CgE8xi2STmjd8tFFQB1PxF8VWnirVNMubNZlS20iwsX84AEyQ20cbkYJ+Xcpx7dhXLLn1oopt3d2A7ceOa73wNeRRfDv4iQyTqkk1nabI2YAuRdxE4HfAooqo7gcGWpN1FFSALJ81dJ8SPFUHjTxhfaxbRSQRTrCoSTG4bIkQ9PdTRRRd2sBzG7tml3HOQaKKQHe6HqlrD8GfFVi9xEl5Nq+myxwlwHdFiuwzBc5IBZckdNw9a4PdzntRRVN3sALncKsWd0LO8gmZSwjkDkA4Jwc4zRRSA0fHHiNfF3jLXtcSA2yalfz3ghZtxjEkjPtzgZxnGcVh0UUAKqs3QZP0rs/EWr2d18M/B1hFOj3dpPfNPCp+ZA7xFSR74OPoaKKadkBxjcZFLk8UUVIBmiiikB/9k=) | SJM 3 x0736 0308 Hvæsse- eller slibesten
2 flager af mørk grå og mulig lys grå skifer |
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) | SJM 3 x0737 0308 Hvæsse- eller slibesten
3 flager af mørk grå skifer hvoraf én har en hvid stribe ned langs midten |
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) | SJM 3 x0781 0308 Hvæsse- eller slibesten
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) | SJM 3 x0788 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer med hvid stribe |
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) | SJM 3 x0799 0308 Hvæsse- eller slibesten
5 flager af violet, mørk grå og lys grå skifer |
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s0tm8SoTlwSynGGGc5B+nevXfgl8ZD4buIdJ1S4X+xZPljkY/8AHu55/BfUduo71106zvaZjOmnrE+wWf5a+J/+CpTL/wAKb8OBuv8Abalfr5Ev9K+wrHU0nhQhw6sMqwOQQa+NP+CpT5+Efhf0/tsf+iJa2r/w5HKfn14ik2/D3RV+03Mh83PkySyNGvDfdU26qPwlf6ehVm/mit/AOnedpHmiZWVbm8iuo41OG+aNhc+Wzeg8sD265K8WW4H7galp8WoWc9rcJ5kEyNHIh/iUjBH5Gvjz4vfBK+8Avd6lBayax4a+Zi1vnz7YEcb+eR/tAY4525r7WmhHNZt1bgqQVyCMEGvbqU1UjZlxk4O6Py71RbPULlJI7dookLZ2sFkbkn5uCNwBx06dqZeW8ulQXMNnOmpaMjo06xjBXPAPPIIJIz0yevOK+qfjv+zWNTWfWPB8a2N25L3NhFhUl/2kHQN7dD256/J1rY3Ok62bDVbd0AY+ar5VxtzlWHY8H8682pB09GdUZc2xTu9JeGaVrU+bGVMjRMRuGRnGAffI9qrWN4nnLHIq+WzZMhU5De/Nbmu2ttrV1JcwIbO6VWDZJAdQSVz0APO3OcHjuecezsp2Zo57bbMsJdXPQj19+v6Vj5ldbGxrOoW8mlxn7PzHtzIjDcoGQenUHI/Co/BfivX/AAHrQ1XwtcvaSE8wsSYbpQclWTvx75GePWufuLtSwiyyjZxtPfH8uaeZza28anDJGxkAJzwcDGPw6Uc3nqNrqfb/AML/AI0aN8XtPFndQrpOvqv7yxlOVl45MTH7w6/L1GD9a4/4zfASHxDINR06RtP1GNdpKjdHKvXay5/Ijke9fLNnqC28Ns8XmJ5biXMbMGQqScqwOQf5V9L/AAl/aQj1KGHRvGcpyw/0bWGXqucDzscZzxvHHrjqe+FZVFyVDCUOXWJ4NofiHUNMvptGv43t7y3cKEnOZVPXCk9QccZ59DXThtMvEF5bvJbSyH5pIjgI394pz078j15xXvfxa+Cum+NrP7bCPIv1QNBfW55x95TkcEZ5/wD118zKt94P1yXRfEBaC7kOYbo8RXI5HP8AtD+vfvEoypPXYSaZvR3DzSRb2jnyCF2NkY4OGz1B61YsZIbXXY7l7CO58uJtyyrvYAg4w3OQMnGc8HFU7WMXG5U3RSopjT5clGI+6SPXJwevWnhpVYKzzLcROR5ax5wowMccYyOntWdSKqRdtzSL5HrsbvgN2h1gxC3M726tcQxyzFFeNf8AlmvbOAOMdvStjUPiDZLqYkh07Yl3tZY4yrKh+bzABj02nHHOefTl7u3/AOJbamZvMWXHzx9YzgcDjjB45qhqTysyCdIbg4AExQZkye/GQw9Qf6GsYUve5pMuc9LI9N1jWri409JrSSJIlRQ8IACuM4wSucYBPT8fSuI1TQ2X7LKC7SHkyA5K84+93B/DpUOi6zFPpzWv+uhbBZ2OWQq3BPc55GcnHA+nSW92LqAndGbVU3lZRkjPVsenI5HHze5rXkcdEZc1/iOR0q9v49ceIA3UOShUxZJBHJY9jx2PY1tX1tJcXilLnaGUK0LDod3OePUn/wCvW7daTHqFuJLeR1ZUW4CggZ/2vrj+vBzXMzSy2WpzExlNrbcODnqcNx1H09falUmpQ8zSkrS3Lt1b26xzWxVjZbc+WnJjcchh/h9PTFRQ2qSWsa25E0VwmcLklecZHOPTp6n8HfbItSh8tCIrxXAkjmPIXkAjnnqPQ8mqlvdXNnIkjW6CMYSQx8MuGJ/Dv3/KrSsgurnu/wCzv8QLiG4bw7f3LyQsGez83+EqeUXvjGT+B9a89/4KgXHmfCXwkByG1cn8oXrM8C6fd3HiTRBaTbZmvEHnqSWGCM9+cYP60f8ABS6bzPhX4QBbkau3H/bFq1Um6Ek+hhVS5rrqfENxora54P0uG1fS4Zk+Zmnv9NgcjnqcrL+Dk/yoqPxZFfx/D3w+ZpbprRjmJJHuzGOD90SRiIf9s2NFedK1zA/d24lWPrzWHceJNJGozacb+D7fEiyPa7x5gU9G29cVp37fvGFfD/xDtdRvvEl5rMN23mRXsiLcb2W4hI4V8g5HHXHQele5OTjqlcuMeY+yp447mPcjBlI6ivIviz8EdF+IVnO7wR2mrY/d30aDcT2Dj+IfXkdq8++Hv7SM+j3S6Z4oZWwdq6hCMjGePNUdP95ePUDrX0RY6tZ67apLBIjq6hlKsCGB6EHuKScKqsLWLPz+8ZfDPWvB981pqcP2HLloZlb93IBxujk64ORlD0z2zXJahKDIiXUa71CkeX0Y44+h/wAmv0U8WeD7DxNps1hqVql3aSjlHHQ9iD2I9RXyz8SP2b77QZDeaVNJqOmKdzhv9fGM87uMMOPvDGMnjHNcFShKGsdjpjUUlZnz5remNbxG4ik+0WinLMVxIqnoSPQ5xn1GOtUIPKkkIWUBX5G4fn/n3rpdW0W701QcM/yMikYO5SRw3qK5po3mYG3jCGB2UxgjIJAwPcHH4VxvyN7aktzEI2JgGFA+Uqcbfpn8aitXMLFTkKem5fU9P0+laVgomgiaMM0u7+I1dj06GZnCOFYtkccc44/MdPrRd3DlPRPhj8dNV+H+3T5lbWNAJ4tGfLRDuYmP57enX616j4s8M+G/j14Wln0W8jklGJImkTEttJ1AdTyM4wexHIzwa+Z7iylsZCuxpomJ2FD0J6gH0zntWvpuuan4O1G21fSrhrS9iIR5YhlZFPO2VcfMP5V1wqu3JPVGUoLdC6lp+ueAdT+w6tbyR7H3RzhS8ZA5IDdSOpGeR2weurHrDRpHqVsVvICo3x/fI5GWQ9+nUDp+Ne0eGfiF4Y+MEY8O+IYINO8QsgAt2JEdxkdYmPIb/ZPPoWxmvP8Ax98Ddd8DyXF54dd7zT2y0lr/AMtB9D+foenJpyg7c0NUQpWdmRWd1Bq0fmLOsqkMgiZcY4yQcHnAyP51BDCsjTJIhgwoVUU/MnoRnk/yrlPD4d4/tFoZIy3yyRyjBR1IzlR0Ix1HY8jmugujNqFv9sikaTUIOnkAAEemQeoA/nWMZm3LdE48HXE1vLcWkiuyYZRu2kscEA9z/wDrHPGIbW+lkjtoZUkhEK7MKApRux385z75HUdKsWOrajF9nlld4hNuSRSw4z13EDIYZHX61natZ3OkwurB1SPd5LqAx6+vqRj2IPtW1ObejMqkFujvbNVt2t2lmVmlGxXjUYZcdWHRSMgEYx+lP1rRYZGVVAjl+6XXOAO5C9QAeMfy78LZ3V3cqIDrIsLhgdu45ViB918Y7jHPXJ5NdNY+Ib6yura21WD7TFKFMc8LB8cA5UL1GCTkcjo3rVTimYxk4vUyZdPkmvWS5gEssYzC6OCfmGdvPUcHrVjS5L26t54ms/NRJAPMBLBsdCuSPU5FdHcWMGpPtEj+VNtkhmZsKcgfIMnjByeuOT9Tm2stxZTQ2t5M8kkLAjnAIyMA+oI4P41irwVnsdF+fVblbT76fTLiJomlhvbJ1lSRSA45zyD7/nUX/BR7UPtfwz8EP0Mt68mPrD/9etJoX8xpHXO5t4kKll5GMfTAHHtXOf8ABQ5Xj+G/w9hdlZxK2Sn3SRCvT2ra/wC6mZ1Vax8jas9ppvgnTmSzsLi4uY9jO8UfmR5B+YMlwzZ/3o1/pRT9QtLPWPCulQJqWn2c0Kbn+0TKGPHTCWytn/ekf+tFcMlfY5j9zvECz29ndzWkP2mdI2aOHON7AHC57ZPFfHkmrLaaldDUHki1JpnMvnxYHmEHcG+XKdcfQV9tyBJV5ODXk/jrwp4X+JFze2kF9B/bVgql5bchmQHlQ3Zl9u3tXuyXY1g7bo+ZNW8G/wBrSOYIVdnUs6MV2vtBzgfeDcfe6H2yK5jwv438Q/CnUFFncTXWks+99Pu85TnkAn7p68jj1Br0LVPDt34c1AWMqLDNHJ+5O4CCUZ4C59ckbTzz171UmjOqaWgu7FVRV8tZHyVJyeC+TjOe/PHbNYcqbutGW12Pdvh78UtI8faaJrS48zaQsisMPExGdrD+o4PrXU3enrMpZeQa+RdGsb/4Y30us6MJLm38wRXllICSVz6jjIzwcdD3Br6K+HvxL03xdpizWs3mIpCywv8ALLA39117dPxraMuktzFxscF8TvgDa+JDLd6RKNKvmyzxqmYZj7j+E57jj1Hevkbxd4P1TwzrDQXEBstQiOGjk+UMB0we49DX6SXUkU6gx4bNeVfGbRfB13oW7xbPb6fExKQXrnbJG2M5Vsfj6etclbDp+/HRm1Oo/hlsfDcciXC2P2SMRaq08qvE2cDCoQcE9Sd5rSh1o3NxZPPHHO3yqsUiAgKORgjvzn061o+I/CttHcNe+GtbtdbtoZCEubX5xkDAVh/CcHoeK4lNaNjexRX8TRywxkhWhHJBJxnvyT17H2xXDJvfqdEbfI9G17VIIZJTHCsVq+FRSBjqMfL64/GqWmwi80154ykpcgOpYbsZ7BupxzWZq/mw3c4ZvtFmyxTK0ByqhkBU8E44zUWnaNepbNJCwkjY7yrNg9B3z9MUmnc15uyKOvaPLfXw1CBtjkqrHouRkcHHByM8HvXuPwb/AGlGRovD3jaQ3cQ/dw6tjdIvbEn98D+8OfXPWvI7fUHS6Qv+8IYxyRtt3BccMBjk/e6fWqmr6Gl8z3Ytg0KnLTQZAGTxnJzn+daQm6bvAxlG+59deNPgto/jO2XVdLmSCeZA8d9ZkMkg7Ejow4H5da8M17wj4k8B3sktxaoyq5Iu7cfu3HYsDypHPt71V+EPxo1n4d3C2+83ulMwzaSfdYeo/ut7jg/pX1loOsaB8UNGNxYlTJt/fWkuPMjJ9R6e4rp5aeI8pGScqeu6PlWGOw1qNn83yrnYQ2WCsT647gfkaxdWuL/SY4beeaSS3H+r8wcIc8AH+hr2X4gfARobh77Q/wBzMCW+z5+Vj7ehrhIYWnhmsNWtBZ39vIEG9NrPnnOOh6evOeK5/ZypS1NeZTjocfdanZTXUJug0MkhzJJD91zkdRyBwO3p9a6/QdUubGSZQwkhmcO9qxHA4wwOMA/TtWB/wid2z3TiOK/t925xE2NuepGAMD/9XsalvD9hmzFdv9mO4oSofYCxwSMcDg8jP9RtzdTK3Rntdnaxa5HLJaSRXX2oO6rJH5RlkHIUdt4GRwRuGPrWfNpIkmezul8kSJthkm+Vo3I+VGY9Rn17elcR4d8WfYmjt7hiCsi7QygjdydwJ6NjOPXFehTeLk1nT3tp1juJ402SSINpePnDDPGfcHk4z7Ek90StDi7VWtLqdFnYZRz5DsOPmBYg4z0/z3rkv28rieb4U/DF523ys0p3cA48tducd8Yr0a+01rjVbdCjvcTMuwvwzbyM5PA5PfNcV/wUas10vwf8PLJAFWB5owB0+WOMVO9KbWxVXZI+SvGEmoN4L8OpcxXcdsF/dGaO6WM/KPuGSRoz/wBs1X8qKj1fUhZeE9Niij06RriLZI32eyeVRtHO5Myqfd8H8aK45bnKfsP+0R4su9I8K2lnaeYjX04V5I2x8ikfLn3LD8jXzlaeKr/wbq0eq2DSQSRLulO8KksIOSj+o4H5Zr3T9oO/ivG0rRJUYRybrlnX2O0Afqfyryq80+ylt2s5GEayLsUvk5x685xyc8V6lSNSpJ8uyOym4Qjr1PZ7/SdK8c6HDPJAl1Y30KyhJB/CwyPoefwrx3x98Ode8B2kt3o/2rWNBZt0sW9nnthwTkf8tE4HP3l56jNdX8EfEEsmkz6LO7ySacw2SufvoxbP5MGHbjFe26WiXCmNuc1tC1SKb0ZhK9OVkfEdr4wjt2heyurWYPnzY5xtkdQeYwc4B/MjPTnnW8M6kmm+LrbVdHaSNrsEXNsN4V1xzvVj8rLgHqck1678Y/2XbXWnm1nwtBFaanu8+TTyAsF045BB/wCWbZ7jjPXGSa85+Hvhu+M2oeZol3pl7a/6PcW9wrsQ5weGY5I4/LGM1naUXZmvNGS8z3DwXeTalD9oLnyz/Ce1eNftIa1B4jvbfTLWbd9kDowK/wDLXcM49TgfTrXra6ff6J4HvTaP5N0kW/cByo6tj3xnFeAa3YsfMlji86dhnzt24bmI5/EE/jUV5NpQXUKcVrJnzvd6bf8AhG6GtaAWUsCJoUIKNg5w6E5AIzyPwr0zRNZ0D4qaKLfVogsijyxcAD7RZSeme6/of5V/FGmxLCJbRGt51QrJG6sUl6kj6+//AOuuRh0kQqup6d/omoj70cOQsmT91lP3u9ckVKL1G7dBdU8L6v8ADDVvseqFn0O6cFNQtV3RTDtnkYPTIJHepbycx3WNP/eWci7l2sdsjqMkgkD64rSs/iRc/ZbnTdcgifTJFxzuKEehUjKEY69v1qjqGg3NnbM2jSNqOmvh/sMgDPGPVD3GPTqOoqHFbx2NIztoxkWoWV1cA3DeXLsbaWULls4AJxgfj6dam0PUhourebu3wy4WSFtpUqeTkZOOAefesyH7NceTdrOk0kYVTC0gEiNjGGU84HYgEcD8NvUrKzbyp0hktrlozII5MPgZ5Y5/ycVySmm+SR1xjpzIpyLpdzrkotLj7NaPNlZJSQsYb8MEelb3hfx0vg/xBD9i1OXzEP7m8jyMLxlTngjrwQfxrlZNLivoWKKkkrj5xD8pG0/ex26e3P656oLXUhCsUUvk5WVWckbgcEg5x6cjjgdK1UtjO1j7q8AfFvTPGkcNnqZjtr84VJ1OIpmx2/ut7H8PSt3xf8NNN8SWzx3dpHcLjgsvzD6HtXxJ4duNRstUVLTc8Lc/Zn/hOM49x/nNfQnwv+P8tjJHYaqWv7HGNwH76D25+8Pbr6elelTr392oc0qfWBV174V6t4VE9xpE/wBrBz8lyB5ijB4DY+YexHbk15VeWtyVbcn2LUF3FrePKAjOSSc9Tntn8K+3ovsHiXT47uymjubeQZSSM5B9vr7V5D8U/hfaahbNcCM286ZxNHwRVToK3NAiNR7SPnaPTzqWltst1a5dsEzAMzhOdo5yD9306cZzw3w/4hi0lp4L0yrbyqAsgcBlcgZyehOT14zgUx7HUtL1W5t5TJDPDuYSRtjKn7rdfmU4PHbnvWjb3VnrSG21ZFQvlhIrb/mA4YgHIGM5I555FcsZWvcpx7HTLdS29rMl1GlxbLkwMThxwMgYHPbj34rhf+Cg6Xtv4F+GkWoszXqm4ErSEFiQsYySO+MVr2UN7Y3AsJpvMsVO+JmZS23kYY9+SP8AGqH/AAUg3L4d+HCMzM2LjJY8khIeTWzlelK3kZVFZHyvq1jFqHhXRVudZishHDuRL03bhvlHyoBbbR+DMPfvRVDxciL4Z8PlYJYy0WS8kTKrfKvQmeQH8ET6dgVwyepgfrv+0TKtvYaNP5W+WOSQhvRcLkf59K8tkn8y1in2KqvhlDck4OR/T8q9e/aC0e4vvDNreQMVW1lIlIIG1XAG7J/2go/4FXhuitPCs9ldeY/k8Rbhn+HoPUYIxXpSlyVTsiuambXhu/Hh3xzazPuihvovLdTjHJHJxxwdv4E19BaFdfvF57182axcte2yCKJ1ljA+dR95cDqPXGR+Ve0+A9e/tjR7O7JzIy7ZPZ14b9R+tbU3aTRlNXSZ7HComgGeeKytW0tLnJIwfUVb0W686EDNXbiMMproMDiprFYVKEblIwQe9fOvjzwzP4V8RGF4/N0q6bMcjDdhcgkHkcg/0NfUWpW/GfauO8T+HrLxJp8llfxeZE3II+8jdmU9jXPWp+0Wm6Nac+Rnx74p8Ovp9x87NLASX37c7c9B34II/OsKXw7a6tOkHmPZXsoYo5PyyseucH73X06d817T418Jv4dMlo8kkysAYJCpZXGRkH06cj6VyK+G7Wa2dJJ5I8xbEC8Fc8Hdz9R6nJ9K4XVirxnujojTlKzieQatobqypeuPOjTcAdzBicEH8vbPrWLp97ceBZA4WSTTS297f+O355dD0x0+X8fr63qGj3MdnJJc2qXlpkIVXgIo/iAyeSAe45IGK4rUfDsa2MsdrOtxA25xBKQrKNowq+2Pw9BWTjrzQdyvKSNK++H2lfE6GO7spIbLWJE3w3kYwlxkZG7HQ+/51xK6vq3gPXJ7LxPYL54Ty/NmjDAjtlRjggYypA6Gtf4f6w3hG4S0uX8vTmfMU27iBs8g+ik857Z5r3/UPD2ifFDRRp2t26STqn7q5UDen+0p/pVexjXXNHSQo1JU3Y+d45prGZrzQIJnthb+bOsTeaY1JHJIB+XJXqO/U9axV1RWu8uDMmCxMRAdCeu4d8Ht2rp/GPw98V/Be4vnspBeaLex+S8yqdsibgdjAcoSR2Pr1rkrPUItYMEUdui3UjkpGu1fmHXkdevQgVwyjyuzWp1xnzHRwzZht5TNhmTMF1GxGw8DLD0/Hj17Vch1m0025jVoZBdyfMs8Q3x7fU4J7lcfSs6R47JWBaUozgJay9Fcbgzbf7uOMjGCa17TT9L1nT0m0i/ht7nDLJaTHr3IGevQHGPTpUxqq5pKm7aHqnw9+K994Tu9yM3luV8yNlPly8DqOx/2uPfvX0LYeKNI+JGiSLAxhulXMlq/319x/eX3H44r440a1upMWasvmRD5I2YZcdTg5POf59BXQ+HfElxol9G4kmglifIPKsjZ9vbP5/UV61Ko4rTVHDKPN8W53fxP+H+o6XcRavbwXF3FAhQraZLqNwbO0feHFeY3VlbayhmsGKTRt3BjdW9s+/8AKvpbwR8TrPxSsen6z5drqDfIk3SOb0DD+Fj+R9ulZvj/AOBNrrlw99pr/wBlaqcZmVcpJ7OuRu/mOxq501UXNAiMnHSR84WesXC6p9h1A8M+I2wAFIUfL09uPp9MN/4KQXSX+h/Dm5hfzIZkuZEbpuDLCQcfSuz1v4beKdH8WaTbalZrPFeTJAl3bRNIjrkA5YfdPPQ+nHrXG/8ABSixi0jTvhzZW6eXbwpdxxr1wFEAFZ2lGlPm8jKo1pY+TPEGsLb+GdMtbaCwHmw7JnCWc0pwF5ykKyRnr95iT68HJWp4qsJrvwzoP9p6iunxxW2bWO6j1BhKNicJ5imMfw/6vC8jtiiuOW5gftvremQ6hZ3FndRiS3nQxyIe4Iwa+VPFNvc+HfFFxp15skW2xDBtAyUAO38SpB9q+wtUt+rCvnz9orwvLJaWuvWi4khHkTYA5BOUJ+hzz9K9esvdv2N6L963c8wWZo7iVHdj5g6DgNjkAcfSu3+DuoEJqVmflMciTBCezAg/+givNYbgX1nBMxJVjgsF+6eM9Py/Kug8DanHovjK03MpjvYTbtJjBDZDKPzwP+BVkp/CzRx3R9O+H9QCcE1u3WoAx8HArzfR9YUXATdXQ32rxW9lJPNIIreJC7uxwAoGSTXdfQ5TF+JnxFTwjoZMRjfUbg7LVJemeMsfYD9SBXCaT8VJPEgigm8uz1LoYlzskIGSUJ9ucdfr1ryPx9rF1421qbXLhpYLeM7LNVB+VM8KR+p+prF0rWPPBD7TPGQWHIO7ja3H16+1eZUxEoz0+E64Uoyjrue7eMLFvGGkokcskGoWxLIqtgPnqDx7AjHce9eQreOusz2dxFJbzR5Lqw2Erz83t9Patnw/8VXhuVtNcjZI/wDlnqCc7e2JAB6/xD1GfWu41a2sNdh8nUoVZmXEV5HgSLnoVatJ041/eg9SIydPRnl14jybJJpQU8xgcLhexyR06E1yOsaO1rKYbpVlgYB/tAUK2QenHAJyeQBziu48U6Re+G5l+1It5YsixQXkIw7EdnXkBuOo7Cs+TT4ZtOVbSWUoV4tiqsGHHAJ7Z6d653+7a0sbr94u55xrXh0fYZZBGZMZLHgb05x+n9PWr/w38VTeGZLfStSdltJDmzuSc+Vz9w/7I/Tv7a1jBcTR4HlCPgAlCr7scbs8EnGOp6e9YviC0k1OxEkMQXaMSLghi3BIx/nOTTkvZvmiQveVmfRem3FvrlnJZXkMcwZdrxSKGVx9D1r58+M/7Otxpcj654URpLUNvuNPUnfEB/HF349Ov1rsvhX4uF5a2+n3MxF9CMRtIRmRR2+oHH4fWvbbCdL+HB4kHUV1OMa8bmWsXY+FvBaaV4mjSxu9UbStWjlOxriPMc0eQcFvbB5NWtS8P3mm6o0V7DPDblmAuokUrMCTtKkdcgHj2/L6P+JH7O+h+MZJr2yH9i6u/wAxuIEzG5x1ZPXn7y4P1r5t1ix13Q5p9B1JprK7V2cRzLtSaNWxkA4DE9QRyRn058WvQlR1ex6NGqp+71Om02cyeH7m8R/LvIHAiSVgDgkANzg9/fp1rrdL1WLxTCkcyIhGQsshVJhjghhnkdAMY6dq43S7OC6sy/2uGAgsVnUMFkIA+Rs+mOeecis2aa5tZnB6s2QdoKMo6kYwe+cE/pXPTqShdROqcU0nLZnqUVpNpqiKQNKjYCFj6HsT/WvoX4P+N016zj0bU5DJdRpm3lkPMijqp9x9TkfSvl3Q/GUfh/T4YNVuJL2G4LAI+04IPLKQegyMYGa7XSfEFt4furTVrZV/dtHPG6gElAwOPlB4wT0457V6tGr9r7zinTVuU+wPs6LGFUYAr4D/AOCn6lLj4fDqAt8f/RFfetrerdWsUyfckQOufQjNfBH/AAVCkP274foDx5d8xH4wV6GI/hM8s+O/GEUEOk6GYXtnZoSX8iK2RgdqfeMUrsT/ANdAp68dcFXPGWqT2eg6VaQ3lw8NxBiaKR2ZeApAG6CPA+jP9fUrxp/ESfvhcx+ZGRXG+JdDt9Y0+70+8j8y2uYzG6+x7j0IrtmrH1S33KSOtfRAfEWq6LN4T8SX2g3AACSExM3AOehHsRg1WuI7vVIIorUrHfxXEajD4+YkLnPbrn617V+0R4PbUtEt9ctIib3T5F3sgydhYc474J/X2rxLRddt7fVraUsFTzFc47MrAjj046+9ec48rcHszsUuZKSPYvtE9hqcan5gT8zCqHxg8XXNvY2ekxW0xt5k8+aTBCyAHART/EQcEj3X1wejksw1wkn30bBDD0rrp/Ctj4g0X7Le26XMDDO1x0PqD1B9xXXKLlFpM57pNNnyWbv+1f3sO8xQnLvnhD2XFY+oR/Y9QFzDGAVURuFH31zkH6jOa9R8c/CPVPBss8+lo17prvvZUTdKOP4hjke4/EV5hrl3Pbxyu0e3OQUkHzN34/GvLlTcfdmdanze9EmMz3UYRdoQnbI2eTkn25HIrV8L+PZ/DPkadehrvR/ujcP3ltknp6j/AGfTp6VXj00tZxSNEpiC7nLMd3t0HUmsW6vlmVbcrudjjoC2QOCPw/lV0ZW1iTUjZ6nukV1Fc2oikK3ml3acMDwVIrj/ABR4TvdBuLd7IvcWroUjc4IY9lb3xnnocZ45rnvCfjCXwfGbfUbd5dGlbduXJaHI+8q917kdv5+86XYpqWnrCFW9sbhAV7gqRkGuxpVVdbmKk4s8DutWvbqRFv7WMFeRJCNpz3fJJBIHWqV+hXyrqISSSR5863xhin98D2+v8q7zx34H1LwzN8sTS6bI+1J8kmPPGD/d6nkcfyrl7nS5rW2gt44XIUHEqsFMf0JOPwz/AErmso+69Da7lruZB0/SFmN20xjuWRQNnHz8YP1xzkegrpfBnxWutNv4rLxEFihJWOLUMbSrEZCzAcZ/2hx098ZlvYXEUiNPZOqbR5saofvAkYxg8EY/LiqPjOwHnBCRJv8Am+dSV2f/AKv1HFcvNKlO8XozflU42aPp2xxqEeGGJAPzrkPiT8J9N+IGmfZr+MpNGd0FzGBvjbg/iMgZHt2ODXE/An4jXE+qSeGNRkknlhjMlndODkoMZRj3IzwfQfSvoi3jS+hzgbh1r1YuNaG25wu9OR8C+INL1f4balNouvWLJb3DExXiZaC4PP3TnGenXkdweDTZI53SIyEIJFYI1u6kY4Py4/3uR2554r7g8SeD7LW7Ga0v7OG8tZBh4ZkDqfwNfP3iz9myWzuJ7nwzcbI2XiyuG5Xr8qP3B44Y8evp5lTCOLvT2O6niOZWmeD6lpn24okdz9oTIPluQSCQDj2PUfriuo8ATjT5bzzbi4uUW3eQ20KFhGyDIwM5JIGMADtSalps2l6l9jv4X0e6JIkguUcEjB+fJHIJ7jg5/Gr39nto3nX9sVeURybmX92jnaVKhiPvZwCenU/XKCaZUu59b/B3xdH4k8H29uQ0d1YIsDo3UoB8jf8AfOAfcGvjn/gp1IZNc8BoP4be8P5tF/hXtvwA1g6drem/abqNIdRi8lEBZvmYbgC+cHkAAkD9a8L/AOCnWU8UeCFzj/RLk/8Aj8dehOfNQfkcFWPLL1Pl/wAXWunNpWnG7lu7GdbYmFFtXdZm2jqz3T7RnHKqOvTtRWV4zlgkh0vyRbjbCd32c25OePveTGpz/v5Pv1orz5WuYH7/ADTCoJmDqQa/MFf+CoXxMVS0nhXw4VGckQXK+nrL7j86dJ/wVE+IyhQfCPh/cx/uXHqR/wA9PUV631qmM/R/U9JttQtZ7W5hWaCZDHIjDIZSMEH8K8G8QfspKyvLpXiKSB2YYhuLcMhQHIBIPUeuO3SvlX/h6R4//i8JeHz9BOO2f+enpSn/AIKkeOG4fwdoRHoGn/8AiqiVahO3MVGTjsz760/wbFZ6fZW8s7TvBEkbSkY3lQAWx2zjNdLDYpbwqqHHFfm5/wAPQvGLdfB2ifhLN/8AFVOv/BUzxamAfBmjtj0nlFWsVSJP0RvtPW4Uq65FeU/EL4O6X4qZZ5YPLu42DJPESDkHIDAfeGa+R/8Ah6d4obhvBGkn6XUo/pUEv/BUHxDJ18DaZ+F5J/8AE0pYijJWYJtO6PXfFek3fhm5jsr2zaG3ddomUfJI3oDjr1684A4rkJGjjjykMLSqSVt3ADMCeACf0wK4K+/4KSanq1tJb3vgDS7iCQYaN7tyD+a1Q0P9vq08O3M1zY/CvR4bmVtzzC8dn+gYoSB7DArk/crSMjb2re59U/D34Rzy+TqOsQ7puGgtWGRFx95v9r27fXp7joeh/wBnRhcbz3Jr4Li/4Kf6nFgDwBZY/wBnUX/+N1ei/wCCpmoRgZ+H1qfXGqMP/aVdka9GOzMW2z77n01LqJkliWRGGCrDIIPY15tqXwC8OtMz2cd5pcbHJhsLlo4vfCcgfgK+U1/4KpXw6/Dy3/DVW/8AjVK3/BVC6Yc/DqE/9xc//GaUq1Cfxa/Iak47M+rLT4N6PZwtCGvpIyOVe6YZ/wC+cVJN8JdEmt0ieCUhBhG8zla+Sj/wVImZufh1GB7awf8A4xTf+HobN1+HSf8Ag5P/AMYrPmwvZfcX7Sf8x9PWvwL0TTdastStbi7imtpRKVYowfAxjO0EZye/c16Xp9rFCcqTn0r4SP8AwVAyefhwD/3Gv/tFSR/8FQFT/mnHP/Ya/wDuerjWox0iyG3LVn3pLEsi1m3GlqzdK+If+Hoa9/h0w/7jX/2inD/gqFETz8O3/wDBwP8A4xVfWKT6iPsrxJ8MtB+IOivpevWK3UB5jlU7ZYG7PG45Ug4+vfI4rw3xR8CT8NbpEMt/rehzKf8ATJE3eRg52SYPAIxzjaT6HAry6H/gqNBHgn4eSY9tYH/xirX/AA9Qtjx/wrqbp/0GB/8AGaylUoT66mkajiKdaum1SNtPiMMPnhoYIlO4sMBcnufQVx3/AAU481fEvgBbkqbn+zZjKV6bt6Zx+Oazb79ubwjca9Fq0Xw1vLSdbhbkxQ62oidgQcFTBwMjtivJ/wBqb9pSP9pHxBomox6C2grpts8HlvdCfzNzBs52LjpXPKUFTlFPVlVJ85xPxDvtYtbLTrKe51CO0ngDNbzPdiN8Ywds+AcH+7xRWdrV94f1K0QpLdQ3UUW1Eh02GJGbH8RWXPXvjNFc0tXcwEn+IGpXFs0DR2+xgwPynJysCnv6W0f5t68ad18ULrzdMureKM3MTLcTrIp2ect5PcAL82dv71c9+PxooqeeXcCHSfHT3M0kV6sEEIsJ4lcA8sNPa3jHXqcL+J7VHH8UdSTUJb37NbGR7h7kjDY3NcxXBHXpuiUfQnvzRRRzytuA2Tx8bXTbW0tIkkX7IsMxkByHCXMfHP8AduSfqBU0HjY6jpOpWt2kFvtsyIducu5+yR7f++bcH8Woop88gGTfE68l1CO8aytt8dytxt5wStzLcY69N0pX6AUzUfHCK0cdpBHLD9iihZnUgh/sItn/ACJYj3FFFLnl3Avad48W6XWLq4gt4plBuoIs8SSNeW0hT8BGfwzWZF4/lhto4fsFu2zZ83OflFwP1+0H/vgUUVTnLuA/V/GsLRra2trFLCLUR+aV2nc9tbxvxj+FoTj/AHjWnZ+PILlr7VJbK1imt2ilitcjEpN605HTsH2/QUUUvaSuBjR+OAsUsf8AZ0B8yBIc+m21e33dOp37/qBWjqXjyzt9T1BbSwgurSS6klilZdpKmWBxwRxxBj6SNRRRzysA6z8X2v8Awj8lw1lai4tbqBUhJG6VSbx2bpnAMqKf91fasubxtHNapCNLgUrA0O/IzzbxQ7unXMRf6ufrRRTcnYDU1Lx5YQ+KLm4tNMt7qyjvGkibG0SILszrwV4BXCYx0/Ko4PEdmPDlxMbK2+0KYrRYiRuINrPGZOmeGdW+oHPeiimptgQr40srhmhk0q3gSaXJk4PlqXtz029hAw/7aN+Jd+NbKO7Cw6TbzRQ3IkWTgeaqy3DYxt4BE6j/ALZr+BRS52A+48QWX/CO2Nytjb+exuLRoQRuAFpbxLIeO7b3HvnnvVjT/G2l3XiS3mutItrSyluR5vAZY0N4s5OAvOEHl49Pyoop87uBjx+LrWO1lhOkQuWhWISEjIIt5Yi33epaVX+sY+ob4pvrXUNP025t7aG0eV53eGLGVG4BQcAdh+tFFTzNpoDnB9aKKKzA/9k=) | SJM 3 x0811 0308 Hvæsse- eller slibesten
6 flager af mørk grå skifer |
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) | SJM 3 x0814 0308 Hvæsse- eller slibesten
7 flager af mørk grå, lys grå og violet skifer |
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) | SJM 3 x0815 0308 Hvæsse- eller slibesten
21 flager af mørk grå, lys grå og voilet skifer |
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) | SJM 3 x0816 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
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) | SJM 3 x0819 0308 Hvæsse- eller slibesten
Flig af muglig tagskifer |
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) | SJM 3 x0824 0308 Hvæsse- eller slibesten
Flig af mulig violet skifer |
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) | SJM 3 x0829 0308 Hvæsse- eller slibesten
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f8AirP4L1tNK1G6afQrkMdwG77LLu5Oe6nOT+eOufqG3uo7iNZI2DowyrKcgg9818Q6zE9nenUo4DMlxIkJVwVLZXBAYZxjbkH0HQZ49R+Dfxc/sTULXw7qe2LTJRstrglgIJMk7GznAPHfAP443o1Le6yZLqj6Q3Fe9WLe47Z5qiJQ4BBpvmFTkV2mQniqb/iS3RHXy2/lX4a6w26+uDjq7H9a/bPxde+X4fvTn/lkx/SvxF1AhrqUnk7jXBi+gdCmzH8K9U8A+Ovhfo/hyC18S/Di48QaujMZL+PWZYBICxIGxRhcAge+M968pLevPtXrfge3+Csnh2xbxVdeMItd+b7Uumpbm3+8duwt82NuM575ripvW6aXqSO8beOvhVrHhm+tdA+G1xoWsSBRb6g2tSzrEdwJJRuDkbh+INePsewFev8Ajq2+CqeF7xvCl14vk1/5fsyaoluLf767t5QZ+7uxjvivH8c4qKrblq0/QYE/Liij2orED+h6lptFfRgHvSd6BSd6QCmo2FSU00wKVxDkE1kXEPJ4rfdflqjcQ7geKCkzl72xD5IFYF3YlWPFdpNDtzkVQuLNZB0pFHg3xh+COjfFXSyt3GLXV4oyttqCL8ydwrD+Jc9j0ycYr411TQPEvwd8Wf2bq9n5cUo3IyfPFNtHDIe/0/Ov0uutLDZwK4/xp8NdL8b6TJp2r2a3Vu3K5GGjbGNynqDXPUpKevUD5O8JazaaxaXMKzfZmkYmJXc43HrER3HXGR/FXTR6gk83l3tqlrfKpjDEnGRgr2IJz1z1A/CvP/il8Edd+EerfaoYJtR8PSvj7YozsBPyhx2Ye/B7eldBoOoPqUayT3jveKhVAzYjkGFI9gcZGR0wK5fei+Vl7o0Gs2sLmODUhcCzfbNMikOVXeMbM4GcYI+gBIzT/EiwJdTlZnurOKRRDcMgjJRRgBkwQGwFHXrzk9a27e+h1aFVdHkWImOXd8vQ9Ww3UjHHTg1jJEwWTz/usBlJGJR8dnwT9B2w2DTYXPc/2d/GFxqHh99Iu2llezy9vNId2YcgbS3qpOPp9K9f37unNeRfATQEsdCvb1JEmjkmMcckecFQAT154JAx2KmvU1kKnFd9O/KrmT3MH4gTNF4Y1Jh1EDn9DX4t3jHznJ6lq/Zv4lMf+EP1Ugf8u7/+gmvxgvG/fEe9ceL3QuhX2/NnOTXrXgnwX8KNU8N2lz4j8e6jo+sPkzWcOkPMkXzEABwfmyMH8cV5N0PFeteC/gfpHizw/aajP8TPCuiXE4Jaw1C4ZJYuSMNkY6YPBPWuSmnfRL5kiePPBvwo0rwze3Phnx9f61rEZXyLKfSnhSUFwGy56YXJ/DHevIfWveG/Zr0YNx8XfAxUjg/bznP5fSsDxh8DdL8L+Hb3VIPiR4T1mW3QOtjY3bNPNlgMIu3k85+gPpTqU5PXRfNf5jPJS3txRSUVyiP6HaKZmjca+jGPpGNJnim5pgPoJqPdRu/OkMPWo2XcOlPz1pu6gCjcW+7NZ00O01tyAGqk0IPagaZjNHUZgVuwq9NbkHiofLO7pSKuZ93pkF3DJDNCk0Mg2vG6hlYHqCD1FeNePP2WdG1tWvfC8j+HdXiPmRRRsTZyHrtaP+HOOq4x6GveI7dienFXYLUKc4pOKkrNCvY+NtL+B/xIjtbiGXQczRkEf6bCBIwJ2kMX5xxXV6D+zvr/AIj09rPXY10GDzgzv5sc0roF4VQnA+Y9S3Yccc/Ubx7agkqVSig5mc9onhWw8L6Pb6bp0Pk20K7QCclj3JPcmpWsR6VrNULitiDhPiXbhPBesHoRayH/AMdNfiteYMx+tftX8XGEfgHXWx0s5f8A0A1+KVz/AKwn3rzsZvEfQj4r13wf+y7468ceHLPWtKi02Sxu4zJFv1GFXIBxgruyDnscV4+3YCvUfC/7N/xL8W6FaaxpHhue6027TzIJxcRKHXpkBnB7VywXM9I3I26j/H/7Nvjb4b+G5tc1qCySwhZFdoL6OVgWOB8oOepH515QzHueK9K8bfAL4heAdAk1rxB4fmsNMjZUedpo3CljhQQrE8n2rzNqzqR5ZW5bDEHNFC8daKxA/oXLZpN9Rb6N9fSFEu6k3VH5lJuzmgRJupd2ai3UbqYDy1JuzTN1JupDHlutMbBoyKTcKBETRbu1R/ZRmrGeMUm4D2oGNSELUoAFM3UbqYhW+aqsy9asFqibnNAFNgagY81bkUHNVpI/SnYDzz40OV+G/iNgcEWM3P8AwA1+LNwNzEiv2i+OQ2fC/wATkjI/s64/9FtX4vSt87DtmvLxnxIfQr88V2+h+FfiFc6dBLpOleIpLGRPMia0t5zGy8/MpUYI69K4kg4B7etd5ovxw+Ieg6bbWGneLdYtbG2QRwwR3ThI1AwAozwBXFHlv71/kIqeKNB8d6fpZl8Qafr9tp+4DzNRhmWLcc4GXGM9a4qu38VfF3xt4y0n+zde8Sanqen7lc291cM6FhnBwe/JriaU7X91ANoo70VmI/oEF4n94fnS/bY/7w/OvxXX9p74pf8AQ+a//wCB8n+NSN+1F8UtpH/Cea6P+31/8a9X62uxenc/aQ3if3qaL1P7wr8XG/ai+KmP+R917n/p9f8Axpy/tS/FRcZ8ea4ef+fxv8af1tdg0P2j+2J/eH5003idmFfjD/w1P8UyQD461r/wKapW/as+KTZK+N9YQ4wQLlsUfWl2D3T9mPtqf3hR9rX+8K/GVf2rPioM58c6wfrcGpP+GsPip0/4TjVuuf8AX0fWl2DQ/Zb7YvrSfbFPevxt/wCGsPioAP8Ait9W4/6a/wD1qYf2sviquMeONV47GUf4U/rS7Bofsst4n94U03Sf3hX43N+1t8VuSPG+qc/wiQcfpTP+Gtvixyf+E41TP/XRf8KX1tdg07n7Kfak65oN0uB8wr8bh+1x8WcZ/wCE41MY5+8v/wATTf8Ahrv4tj/meNS/NP8A4mj63HsLTufskbpf7wqM3S9Nwr8b2/a9+LeB/wAVvqP/AI5/8TR/w198XB/zO+oflH/8TR9cj2Hp3P2Na4T+8Kia4THUV+OrftffFvj/AIrfUOPZP/iaX/hr74tn/mdr/wD75j/+Jp/XI9hadz9Pvj7cLH8J/FhDAf8AEsuSD/2zavxfmb94w969Q179pz4l+JtJutO1LxbfXNncxmKWJggDqRgg4XvXlTNuJNceIre1aaQdLDjXrXhP9p7x74N0Gy0fS7qwisLSPyolbTLdm25zyxTJPXk+pryMtXrnhn9o++8MaFZaXH4N8G30drEIRPe6Ksk0mP4nbcNze/es6cuV35mvQko/EH9oPxl8TPD40XXZ7Oay85Z8Q2MUL71BAO5VB/iNeY7Du6V7g37VF624/wDCv/AKlsZI0Je3T+P6flQP2p7xsD/hX3gHIOc/2EM/+h1UvZyd3Jv5f8ENTw5lwaK2fGHiRvF3iK81ZrCx0xrgqfsmmwCG3jwoXCIDwOM/Uk0Vz+gzL3Gl3Hiur+GPhm08XfEjw5od8WWyvtQht5vLba2xnAbB7HGareLPD9tpHxA1jRrYt9ktdSmtIi5y2xZSoyfXAFa8jtzedhHOM1Jur0H47+B9N+HfxY1zw5pJmOn2TRLEbhw7/NCjnJAGeWPapfjl4D0r4e+MLTTNINw1rLplpdsbhtzb5Iwzdhxk9McU3Tcb36Bc88U+9G4+teh/Ez4f6d4P8I+AtSspLh7nXNMa8uhMwKhxIVGwAcDGOpPTPHSn6x4B0yz+B+h+LozcDVL7Vp7ORWceUI0QEYGM5znnJp+zkm12C55vvpd1eg+Hfh/p2qfBfxZ4rne4GpaXfWltborqIishbcWGMk9Mcjp3p/w7+H+m+J/h38Qddu3uBeaDa201okThULSTbG3ggkgDpjH1pezbaXfULnnm71pNxOa734O+BtN8d63rNpqclxHFZ6PeX8Zt2CkyRRllByD8uevT61W+Dfguy+IHxQ0Hw9qEk0djfXHlytbkLJtAJO0kEA8eh+lCg3a3ULnFbjSbq63QPCtrrHxOsPD0jyxWdzqsdizIRvVGlCEgkYzg+lV/iF4ctvC/xA8QaJaGR7XT9RntImlILlUkZQSQAM4HpS5Hy3+QHPbvlwRzTCcnmu9+OHgWw+G/xK1Lw/pslxNZ2sduytcsDJl4I5GBwAOrnt0pnxQ8DWHgu18HSWUlxI2saDb6pcfaGB2yyPICFwBhcIMZyevNN05Lm8gucG3emmvQfHPgSx8LfD/wDr1rNM95rtvdTXMcpBRDHNsXYMAgEdc55ov/AIf2Ft8ENM8ZLPMdSutal05ocjyhGsQcHGM7sn16EcUnTlquyuFzz3nOKTdXf+G/AVhrHwj8X+KZpplv9IurKCCJCPLZZmcMW4ySNoxg+tM8C/D+z8UeA/Huu3E80c/h+0t5reOPG12knWMh8jptJ6EHOOtL2b0XdXA4Vfumme1egeA/h/ZeKPAfjzXLm5miudAtbee3ijI2yNJOIzuyM4AJ6Y5IrgG70pRaSb6gFI3WjdQ1ZjFzQrY6UnaigBTRR6GigDvfgzq1rpHxc8J3t7dR2dnBqlvJNcSttSNQ4ySewxVLxVqEOofE3Vr21lEsE+rTTRyIchlMxII/AiuQJq7o0qx6tZPJgIsqFi3TG4VtGb0j5i8z1P8Aark3ftA+KyT/AMtoRz7QR1D+0h4g0/X/AIhWdzpl9Bf20ekWMXnW8gdd6wKGXI4yDkEetVf2mNTttW+OHiu6s7mG7tpLhAk1vIJEYCJBkMCQenavLdxzV1J+9JLqwPXfjN4m07W/Bvwygs7yG5uLHRPIukjcMYX818KwHQ4wce9Lr3iDTpv2cfC+kx30D6lFrd3PLaJIPMRCihWZeuD2NeQ7jgihmP4VLrSbb7geveF/EWn2v7OXjLSZbuBNSudXs5IbVnAkkRQ25guckDHPHetH4Qui/Az4yMT832XTgF+tyef5V4kJDj2r2r4UkL8AfjCw6mLTFP8A4EmtKU3KWvRMTMz9n/XbLQdc8Uy313bWaTeG9Rgja5cLvkaL5UXPVicADvzVT9nXWbHQfjZ4Wv8AUruGxsYLotLcXEmxEGxhkt9TXmrE544pqtubrj3rJVGuXyHY9B8A6va2nxs0C/luI4LSPXIZnuHcKip54JYscADHc1S+KGpW+pfFTxVeW00dxaT6vdSxTRkMjoZmIYEcEEYritxFO3Hbilzu1vO4z1X9pTXrHxF8aNcvtOvIL+zkW2CXFs4eNtttEpAI4OCCPwrQ/aMkUj4bKvRfBunDpj/noa8cVvm969X/AGhr6G7n8BCG5iufJ8JafE/lSBwjAPlTg8EZ6Vrz80Jt9bC6ifFbW9Pv/hT8KrO1vILi4s7C7FxDE6loWa5JAcDlSQM8jkc807WNdsJP2ZPD+lpewPqEfiG5mktBIDKiGFQGK5yFJzz0zmvISxx60mfes3VbbffQLHrXhPWLG2/Z58e2El1DHf3Gp6aY7dpFEkir5pJVepA74zjI6ZpPhdrVjYfCH4sWtxeW8F3eWdiltBJKFeYi6VmCKeWwOTjtXk26jOAKXtXdPysFj2n4Rnb8EvjI+efsWnLj1zdivGH617D8K22/An4wnPHk6WMZ/wCnuvHmGcmqqfDD0/VguogpKKPSucYfwil9KO3WjuKYCt2oob7tFGgHqZ/ZU+Nn/RHvH3/hMXv/AMapo/ZV+Nuf+SO+Pv8AwmL7/wCNUUVNwF/4ZV+Nn/RHvH3/AITF9/8AGqQ/sp/GzP8AyR7x9/4TF7/8aooouAf8Mp/G3/oj3j4/9yxff/GqP+GU/jZ3+D3j7/wmL3/41RRRcAX9lP42f9Ee8ff+Exe//Gq67w78E/jp4d8FeKfDkfwU8cywa8tuJZm8NX4aLyZN4KjysHPQ5oopqTjsByh/ZV+Nh/5o94+/8Ji9/wDjVN/4ZT+NmP8Akj3j7/wmL3/41RRSuAp/ZU+Nn/RHvH3/AITF7/8AGqP+GVPjWR/yR7x9n/sWL3/41RRRcBG/ZU+Nm7j4PePh/wByxff/ABqg/sq/G04z8HvH3/hMX3/xqiii4Cf8Mp/Gz/oj3j7/AMJi9/8AjVJ/wyn8bf8Aoj3j7/wmL7/41RRRcAH7Kfxs/wCiPePv/CYvf/jVO/4ZT+Nf/RHvH3/hMXv/AMaooouB1nhn4I/G/wAO+B/FvhwfBLx3MniBbVWuD4bvgYfJl8wYHk856dsVyf8Awyp8bOf+LPePv/CYvf8A41RRTcm7X6AN/wCGU/jZ/wBEe8ff+Exff/GqX/hlP42f9Ed8ff8AhMXv/wAaoopXAT/hlP42f9Ee8ff+Exe//GqX/hlP42f9Ee8ff+Exe/8Axqiii4hW/ZT+Nn/RHvH3/hMX3/xqiiii4z//2Q==) 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) | SJM 3 x0835 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
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) | SJM 3 x0838 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
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kZDDeXS2u6FS5TKk7to5IGBnHr+B3ulqzOx3GflqBzxWfb6/aX0ImtZ47mBhxJEwYH8RVhblZVyDmqRJ8r/APBSFv8AjHG8HrqFsP8Ax41+Znwtt7+7166Wwt/EFzL9nJZfDs/lTAbhyx2nK5xx64r9Lf8AgpE3/GOs49dStv5mvzG+H+nR6lqlwsmnafqIWLIj1HV49ORTkch3kQMfbJrzMR/FQmZ3jiO4h8VaglzHqUVwsmHTVpN90Dgf6xsDJ/DpiitfxNqWh2TXunr4VtLa9X5Bc2urPdIjeqsrMj/gSKK4JLUR+8epNtib1rjLo7naut1ltsJ4rkZeWJr6EtHzR+1VqX9n3enlIWnkWKMhQcD5pGH9M/QVwfhOGO+0288mJ45opYvM3MCDgZyOBxgr0rqf2toZtS8TaNbQzNEIoQ7qqbg3zE/N6ex5xz61y2j6Pf6bbtNbxiIzSF5VYHIHIAHP07dvcY8Gr72IemiPSjpTK2qwtNZyQNJEL2NWkhMoG0bSQv5Zx17jpXL6gXZsyY34+baMDNd5qmm+ZaNLO+4BEI+b+IMOBnjPP1NcXqseZn471pTTTZjU2Rtz3Ek154Zt4YnKNabpHxwu3GCOO/T/APVXZaTp9tN56Ii/KFGHHOc84/CsXTdPuY9RsxMcxxWBVRjIGQMHHqMe/WtbQ7NLeR47VllCw7CqgGQ/7OeMYzx9TT1u2PocP48uDe+PL4hQsaiONCABkAY7d85r3rwCq6b4TjmYfLHEZCPoM186+S0viC53EszXT9Tnjccfpivo+O1+zeA7wZ2/6FJ83p8h5rqo6RbMJ6yPP7O38yxilMbTu+6RvMPdjz+HTjsK5HxYGtdPuUjbylkdAFVSuXJHzHHXAz+VdlcllsYlhjba4XHTAz/n9K4LxZMn2eOOJwheby/LZzuIAK5AIz6HJ9awk+WBuveZcsTHb+BYnjUo80zK2RgkLwM/juP40eEdPNxq1xdMufJgCoAu4tk9x+J6U7UYjbeF9Dtj98wCV/8AeY7v61e8DOsmi6hPH99pigZgM8ZOP1FNr3UiF8TZYuobyO8tXVkKM22Q45zgdPyPWtDUtUmsrEFco0gKknOTzk/0/KljmaaHcluzyk4RZjtyRxk9cA8flWNqc32jTLAjoQ+MdMbyBj2449sU476DltqXNJZUVbl3XeMqN3XB6kceuKmu5WXZKYPNmWRY/mOAASAW6c4P54qpYyT295DCUVLZYlkMn8RYsQV69MbT681JqdvBqkK7svFIAVYPx1yGP8/x9M1k3eTSNIq0dT6V0+98vwbphEm5PscXPr8grx/46ahO0PhieOXCQ3MgI6n5lX+o/Wu60OYD4Y2RViVWJlGfZmGP0rxf40ahJHpvhJgjSBr5geCQPlHU5443V31H7hy9S98M/id4k+HviWKC7jGt6LMcXcVnIWmttwLAlWwGI4GRyRxjpX1foPiW21rS7fULGXzbaZdy5UqR7FTyCOhB5FfHtsxm05rqK2Z7p4eF2jc3yjjtnJ47dK2vC/xbvPh2bXzladLiQLcwyxsCyjjKlcgOFyeODjHpXPTr+z0m9DaVNz1Rp/8ABR7UVl/Z8CA4Lapb9/ZjX5tfD2a2i1C5+1XWg2q+Vwdetppoic/wiKNyG9zgYr77/wCCgWt22tfs+6Ze2cvnWt1qNvJG65+ZSjkcV8B/DvVIdL1K5kmvmsA0W0SLo8OpZ56bJSAv1HNKu/3yOJmN4oeOTXr1oZLGWIv8r6bG6W54/gVwGA+oFFanjZdFuJnvLHWLnUL+aXM0Umkx2SKMckBJGA5x8oUDmiuCW4j95daz5ZGK5hoWboDXZX0asDmsv7Kik8V9CWj46/aKjY/FrSY8hQtspk3MQvls8YGRnnO1/wBag+1Nawrti3WtvHvlcdTk8Afz/KvUvj58J9a8SeLtG1zR9PGoQRqsdzHGB5o27iPcqc9s859a4XS/hT43uZLuZdHuIriVztN0hjRUGAqAOR78j/69ePOM41ZWV7nfFxlFXexyFoYJ2uJhHMsF43nRrIoC7gO3J4Kgn/gJ9a5e6sjPdBQM7mx+te5Wfwi13SbfUpdZljUSbYra2jwdigcsSDzngD0APrWDfeARpdrLeEbmhG8A+tbxpyjG7MZyUpaGXcR/Y3Pkvvk8rCn7u3OQcfht/OsL/SGsxFbsElYkI2RyecA9iM4q9rV00Qlk5YAEn6HK4Hfspx71d0DSJdQlj8ohWijDDI3ZYuTnH4Lz71jr0NDhvDWnfbNatAfmMkm4kAjOWJr33xmq2Pw71gkHbHZOcL1Py9B7npXNaP4DaHxFbvDEzQw4G7HpXeeMrN/+EO1ZNwhU27B5GHCpj5j/AN85rtjDlg0zmveVzxprpbPyLeUvKYVEaF49vIJx17gHrXJ+LoRqniLSLayh3XN1KELKeG5C+nXtn/I7HUFXWtUjnhuo7iNWIMa8gSLyucH0xS+C9HTUvisPLiRUtbdp3CgcsV4b0B3MPfpXFZyXL5nU3bUw/HbfZr+VV+dbWLA99q//AFqg8HvHpfhmyyzGS5kZnRyMszEsM+hAGB9K6fxF8P8AVNav9Rjt0y8gbYScbvbJ9elZf2FLHSotOnXLyQmNrcqNxl+6wHrnI9veqqXU79DOGqMbW9eubOyZlMUepSEQRwCTJQu5w4HfCndjHbGa6TxFpYt9Vs7CJQqQxpEFUY6ACus+H/wRm1hbe/1vTGtEhdJrZZm/0h2X7rOB0GOxJJ74rptQ8D/Z9bkuJk8xmbIPpWtKnLluxVJK9keWXlvLD4muopHBtLeOJFi24IZlBY5zzwV/Wq1/MIbVmtkhd1UsBKzKu4nAU4Bz37YB7dqn8X3X2H4kXw8xpY3nijK7NyxYhjBXjoTnPPrVSDUEvorhIUmXy5zvaQHqcEEA8lc5HHTnng1y3XNLvc6LOyPeLSEW/wAO7KIcg2+7gY6kn+teF/Ha4m0/wDpE9sqm4ivQY92efkYlePUA19Dyaf8AZ/ClpbBSPLt0TaevCivIPi5oou/BKk5DWdzHOg6AnlcH8G/SvRqxbp2OOL945fRrxH0m1lV8bl555z/TkV0QeE6VNLMixJLGGbK87yOAfft+FcV4LmjbTFaWXiOVgMc8E9eOmcj8q1rrxAuoXFmIW328fmGeFEyzFCVGDnGAwyR1xXmylZHXFXOS/bCEdr+zD4Ut4spDHdQIq56bY5BivkP4SR6zLqV4NGTxU8vlAv8A8IqX80Lnjft/hz+tfVv7XgEf7MvhGPyvJUago8s9gBLj+lfIPw+0yHVLu7W40y11RVQYS51iLTgvPUNIw3fQdK1qfxI+iPPnuzJ8YLdDxPqf23+0Bd+ewl/tbP2rd383PO71orW8TeBNQ0/7ZqAi022sUbcIIdatbp0UnAACSFm69hRXLJNPUg/fOeHzKqtZcjmr7U1q+hGVY7YRsKS6XctTluc1WmuEGQTQByfiXT1u48E4Neb+MvDd43h+7WzgN5MduIUB3MNwzjHoOa9fvPJmb5qz28qA/IvNTKPMrFxdnc+ZdF+FfivxJqE7XWmPYaej7knv2EbM2ACBGASR8ucnANeweHfhjZ6BZhE5lKhXk7kDt7CuuvL9zGNpxXJ+KPiRoPgqFJdf1yx0lZMlBdTqjPjrtHU/gO9RCnGmipScjctNDSxbKKNv0o1bRbbVtLu7C5XMF1E8L7eu1lIP868u1b9rDwFY6e09tq8mqqp5WwtJXx7klQv6151rn7dPh6GJm07RdSvGHQXDRwrntkgsQPfFU6kOrIPS9L/Zf0jTbeZrHWLy0dpBKgwGjVhnjbkbl5PBPHGMYrovAXwgtvBt1qV3Pe/2je3YVPN2bNqDJxjJHJP6AV8pah+354ovJ/L07wxp9rD2+0XEkuPq2EFWbH9tvxG0Mkk/huNpBnb5V58vHXjYTWClRi7ormb0ufZdn4RtY7oyHkk9K3dO0Ox0/wA6S2tooZpTmSSOMBpPTce/418K2H7e2u6ffGPVtBtriNhkLYzMsidwCGBBPTuK6+x/b7sXUJ/YWoPO2MKHjAyRnrn+lX7an3EfYiWu44AFUbjQ/MkY7FYV8xXH7dNvb2CTweFtSuJC3zKxRVVRjLbgT3I7c1t+Hv26vCl9aGTU7K+024X70JjEnGSMgg9PqBT9tTfULM9C8cfs+6R40uxfxPPo+q7gzXVrtIlG3GHRwVI6cgBuBzWN4V/Za0vRdat9S1XXNQ1uWFci3IFvAzA/KSseNwUcbSTnqc9K6TwB+0p4H+IFrvsdYhtbndtNnfusE3sQrH5gfVc16PDqVvOocMCG5BB4qfZUpPnSNPaTta5kappcS2cgVMnHWvCPixZ+f4P1iNeCirJ+CurH9Aa+ir64ia1k2kDivEPGdkupafqtqRuEkMi/ocVpUV4kLc+avCdrqLaBdW9qmy5LSD7QR9wYByMHlsHIx3U9K0tJ8Ptp15LMkdzCkNnM5nyI2uHZmRVfIGc7mYdMEDrk1f8AA94tnYahNeDasUjDIIw64Bzj0Az+VTaxbrJp727LO8Em9zsZsIDtYD3XcGx2/A14nIr3Z3qWljzr9q/VX1L9mjwmWhe3aPVRD5UgAZQI5MA49iK+VPh+li11dC9GgEbF2/28boJ1/g8jnPrur6n/AGt8t8BtE+bJOugkD+H/AEY8V8t/D7VItLurxpdSstP3ooDXmjRaiG5PAEiNt+o61q/iV+x59T4mc9rpj/tq+EP2UQ+cwUWJcwYzx5e/5tvpu59aKTX5PP1m+mEiTpJM7CWK3W3RwSeVjUAID/dAAHSiud7mZ/QqzY61XluAveoJrwetZs9wWY84FfRDLU+odcVmXF1zlmxUNxdLF1NeP/Fz4/8Ah/4ciW0nuftWs7MxafECSSRxvbGEHTrzyMA5FDairso9XuNQht4pJZJVREBZmJ4AHJNfEnjj9tjxRb+LbyDRY9Nh0tbho7eOaBneRQcDc24YLdcDGM4+vBeNPjR4r+IV5efa9QaDT3xH9hjlK223IP3Qeee55rzuO1sr7ebi2jjiXrJC3AI4yPf+grzqldz0hoVblPRfG37WnxQ1SxU297aaZHIxTfY2o4xt7vuweex6GvIPE3iLWPHU0F5reqT6veKpV5ppSzbeoAGeFHPHA5z3q9NcTWtlLZC+kuLJphJ5L52BumRj2wKktNLgvnKzgxhsDzA2cLznA9enHvWTk5bsgzdJW7skmt4JPKgudq4jYsccEcds8flU8du63ZCKAGUg7/XAAyPoTxXWWtnFDaoscis6sVEmASRwRn1qprGhLawqd8siTZLKrYB59D+f8qlbjOXuNNCKRJErg8FoQF2foal3WwWNbWJbd4iY9zAEkHAOcj3+g/noy6RatGq52IORIF55+p6/Smy2aWtyTFKpXb8o5z2+U8+/8qvRkkFqskPym0SfG4g7MMfQnB571de1ury5ja7a3DH5cKuVAx1wD0xxzUP2vfIy3Em8Kq7STjvjn1q+2qGNfMWWQea3zmNsepHB+veplYpEU0urRyReTf7fJ/1JhcBR7dcVUW31XUnDSXUkrZ2/6xQVxjpgH9KS4vnTeXuJcOD+7LA/y6U2RZpI2PmxqnUnHPTBOdvpR8h3fc0W8K3MmRIzydMO0u4HjrnHHHfivoz9mH4yP4N8nwlrE0lzpU9wEsbgsWNqzYBQjtGW79iT2Jx80WUk8gSSCVgy/LuQ7RjgHHSun0e+ECzwSxBJJAGidSM7s5PPPJ4PPp14qozlB3Q1Zn6T6hcFbWQqe1eVyXZvru6tyDliV6eteX/s7/Hi8mvE8JeJLz7REoMVlfXBPmFsgLExP3s84J54xk8Y93isYxfNJFGCxPXFegpKoroWx8z+DdI1LSNQ1Kx1OFkuY3BEUrbWjyOPqCBwRn19K3r/AEi63W0dnGGnVVttsiu7vGSAFB7tnHXPUnvXsmp/CKfxV4yGrNdx2tu8EUUq7cyfKXyRxjkMBk/0ruNL+G+jaIYXgjkluYgR9omfc7Z7nGB+QHU1yLDt3XQ39qkfEX7dXh6Dwr8F/CthaweRnVPMlBILNI0UjOSR1OT+QA6CvlL4RrrH2nUTpUni2M7UEh8Ko5b+LHm7SOOuM+9fbf8AwUutUtfhj4ZAHJ1f/wBoyV8M/DnSo9Ukv9+lJqZQJjdrMWnFM7v75+fOO3THvWVWNq1kcsnfVmX448U69rWpXFjq+r61qENpcSLFBrNw7yxEHHzKxO18DBx3FFY2twiLWL1Fi8hVndRF5wm2YY8bxw+P7w69aK4m23qI/e+5ukt4pJppFjiQFmdzhVA5JJ7CvJNc/aa8D2Kn7NqE2pENtItLduOcZy20YyPXntmtP41Rtrnw01+0SSWP9x5reSfmKowdl+hCkfjXxPdR6VHE7Q3knmOvzYYPuJPQ8A/l+te3UqOOxSPpLxp+1LoWnaaJtItrjWLyRCVix5SIewYnn8gfqK+WfGHjC4+J2tXGsX1tDBdztwY48rGAgUKcnnAHLH+lVGhg+1Sr5qzQ8gvKBv4yBxnPTpx/KqU2jtdK0lts3AhBt+bBx0IPeuKU5VHqy72VrGdJ4edvJiR1YOnAj5GDznHQEdP59ar3HhwwNJ+82spG/wCYHoM9RxjmtO60+403ZPLPEitwMSMGU+gAHX/9VT6fGt2rK3mYcYDNjKgnJ9/0qGkQYEeiGRgio7Kp5EaZxnqeOn1qcQyRrnOFGPlfgZ9/rXRq1rZbkEGwEdj9Dxnp/nrUF7qmnAeU5k80qcGQZyfy/pU2uPYxYN/y+Zlio2ltwBUZH59aszXEd1GxZpwpbBK5wB1wQarR61aSNIHWRFJIbcO3qMkEj86qz3cTwltiliRsYNt/MY/x604xcWFxk00FrGwDmRAeip0981c+02n2MqJpUlcfMThVHIHP/AQe46g59ci482aPdnYrdVjbKke+D09jT7eYWySKkSuCMtncSRg8D9aqzJHX28Wdu0UVu0gbL/6RgnP+yc46frUS6hNbyD9zBECcmSQjGT9AfWh5I7qF2lRiVGAF7HJ65+pqt57+eAIIwN2d7xZwc09uoF1dYWbeqhd3/PRRx9elRLfGPYC4aI/KPLjH45U0rzeTEkcjxmVeVYITvB7HNQYvI/mdEKk5Cnp/npUuQGhDd3FxbyhJPIAOeE2+xx0pnz7233c8xbovmED6fnRp+oXLb8R2/XBduMfhjmtvTrF7ydPKkjkkPzSlYiMcnqSB29KmyZepnWbT2+ySPcFRsqH3DH4Z65Ar6r/Z9/aCgmmXw/4luSJywW1vZ23sSxCrG5A9Twx+hr5huoZbZ9sZFwyk52KQFB9ieTx71LLHK9xFcjyE4xs37R3zkc4/HHIrWEnB3Qj9PbeYDkGraXBc18gfAf8AaEu9MvItD8S3vn6cx8uG+nkLvC2P437pnj2yOcA19V2t9HcQxzwSrNEwyrxsCrD1Br04SU1dCPk3/gpuP+Lb+FBnBOqn/wBEvXwj4Bj0/dfC+j8OOcJsHiCS7T1yY/s7D2zu9sd6+4P+Cmd15vw/8Ip/1EnP/kI/418O/D3VbfTRemfVdO04uUx/aGhRaluxu+75kbbMZ5xjOR6V5tf+MSyl4j8Sadd29zYW3hjQ7J1fat/p8l2W4bqvmTMpBA7r0PY0VganIJtSu3V0kVpWIeOIRK2SeQgACj/ZA46UVwN3YH7h3DfKS33cc56V+fXiyOxufE2tNp7RyaY11L9mEWFXy9527RzgYIr71+J3h3V9f8G6jYeH7iG21G4URiSZig2E/OAwBwSuQDjv2618T+JPg/418M6gsd74avJZJCdktnH58bAdCTEDjjHXB46V62IjJ2SRaaOCEMUN4YiGBA+QSEnd/wADAANUrgz6W5uBuaMn5gp2889Dg+/auyuvAniBrUtdaDfIwJkMjWEgwO/VRgcelc1Np/Rm3fu0IUg4wM9cZ+nNebJSj0NU09yq9/NeM8gZWZOXRiSnOcc8dvarm3UrdhK8UcDn7vmED5eowOv+TUP2GW8+0eQGll2K5EI+ZRnBPAPtWO1jqEMZMolhgI3DzwyE+4yB61cb7kuxauL5ri9mkmLSkHbmNQfyOeOB7dqlbUo4YZIZoGlXHyylcMD9CSDnP+RWJ9h2MMvmSUbhyNqg44yAfWrCaekKqJwsasMg9Q3vzjPOa0du5GvYVr+G62ptQYztV1G7jucDB/H3qK+YRwlYkCqw2sG+Udvun/Gti1t9OhhdpplhUMSqxry3vTl0Ntbmkaw0+7vlUggxRvJjnp8ueaE77IGrHKJPBC2FMqkHBZJz07jFXVvoFk3oZFK8K8z5YdBxgV2Efwv12zUTv4S1GVGHBS2kLD3I6j8qx7yxj0ctHd6dJZO2dqXcRjP0+YCm21q0TbzM5ZEvrKeQCNmUhgNx6HgnGee3PtTDcII/mEUh6qVUnt061c+2QblbZCNp6Bh70xdWj8sxSbo+fTK47n3qOZ9h2IvtSXMnyW6Rt/dBbC/maEeU4UwTINoAbcMficVprqURjLNFlMdIiwJOfTpnNQW9+rXMjT2DCPJA+Q4PqSc9cfzov5BYdaywfbYYXkOzHG/GMZ+nWnySSWdwrWdw7SOPnXOMc8gdiKnF3bNHIsNllz8qMR65JGMdcUtrq0ULKWsVlXH8DBcYPQjOR1p6lFa3L3BkJtgki5G4yYI5GOOnb170ht5pIykm4MQWxkEj3NdhFqGkqiPcwGBxghMFhjqBkd/xq1JfaNapk3AtiOdkchJPHfB7j1p8zDl8zj9Pt7u3m2ksAOvpj1x/nrXqHwe+Jk3g3xdaTi4kbT2KwXNsjEIVY4JI6ZXO7Pt71z8dvbahMZrO2u7sBd2YoZpGHvwuK6H4eeAX8V+NNIt49JvPsklz/p7SRyp8oVmO7d0zwM8cnHeqgpuSaHdJWLf/AAUmu/M8K+EEU8fbJjj/AIAP8a+TfhO+tR2+pNpM/jKBSyCQ+FUdlJwcebtYc8nH419Qf8FH7WS10XwWmMJ584A+ipXyf8ONNS/hvWfTF1AhlAJ16HTivB7Ofnz6jpVVn++ZkYXi/wDslr4tYTarNdNI5uzqyIsm/PsxJOd2c0VkX6hb64AXYBIwC7w+OTxuH3vr3orgerA/Sb/h5Z8O2GToXiQf9u9v/wDHqQ/8FKPhy3XRPEg/7doP/j1fAN94HFnHqR+3Z+x6TZanzFjcZ/s/ydeNvn9ec7egzxbvvhuLS/1W2/tEv9h1u30cMYcb/NE37zG7jHk/d77uoxz3e2rBc+75v+CkHw4kXA0jxIPrawf/AB6uO1P9sr4I6vMZbrwTeTSbt3mSaValifUnzOa+PLf4cm5vNPg/tDAu9VvNM3eT93yFibf97nd5vTtt6nNUbXwS11Fpji72/bdMvNSx5ednkef8nXnd5HXtu6HHKdatswufcNj+3b8K9Ht/IsNB1awgznyrewgjXP0WTFTN+3x8N2Y/6Brn1+yx/wDxyvhq48DmG1v5jeA/ZdJttU2+X97zZIU2deMednPfb054ffeAmsftn+mh/s97Z2Z/d43G4jkfd1/h8vHvntS9tWA+15v22vhNdOXm0TUJXY5LSafCxJ/77pYv22PhJF9zRr+LH93Toh/7PXxfB8N5JtTtbMXyg3GsT6QH8s8GMJmTGe+/p7dao6f4Jkv4dPcXSp9ssb2+A2E7RbpKxXr/ABeURntmn7asGh9zQftvfCeHHl2Opwn/AGbBB/Jqsf8ADdXwwxwmrD2NmP8A4qvhCfwRLDaXVx9qUiDSodUK7DyskscYTr1Hmg59qk1TwHNplvfSNdI/2WayhICEbjcwvKD1/h2Y980e3rBofdf/AA3R8Mj21X/wDH/xVJN+3F8L7iPy5U1KRDyVeyBH5bq+IE+Gk8mtxacL2MM+uNogk2HAYMB5mM9OelUbLwPNfW+nzLcoovLO9vACp+UW6SOw/HyyPxo9tWDQ+6m/bY+FMyqjw3zKvQNYAgfrS/8ADa3wowf3d6M9R9g/+vXwnJ4Jmjsrm5NymIdKi1UrtOSrzRxBPrmQHPtTtW8CXGk217K11HILVrFGVVPzG5haVcf7oUg0e3rBofckn7Y3wfuH3SWs7t03NpgJpG/a8+DLqd1pI310of4V8Vx/DC6bXE0wXsIdtcOhiTaceZuC+Z/u89OtUNP8E3GoW9jMtzGgure9uFDA/KLaNpGB92CkCj21bsGh9t/8NUfA2TO7Soznru0ZT/SoZf2k/gJccSaRBjrxowH8hXxT/wAIRcLYy3X2iIpHpaaqVwc7GnWEL9csDTtS8D3OnwX0puYnW0hspmwDyLmNZFA+gbn6UvbVeyC59qp+0J+z03MmlQkHqG0csPyxW7YftWfArTdn2RBalfumHRyuPyWvhlvhpeDXm0r7XD5o1z+wt+G2mTdt39Pu/rVKw8E3V9BZTJcRqt1HeSqDnIFvGZGz9QMCn7aqugXP0Z039uL4OWbbm1W83f8AYPl/wrU/4b8+D3AGsXo/7h8v/wATX5n/APCG3LaaL0zRhDpp1PbznYLkwbfruGfTFN1LwTdabBeyvPEwtYLOdgueRcxrIgHHUBsH6cVX1mt2C59I/tu/tDeDvjZp/hiHwreT3TWM0zz+dbvFgMqgfeAz0NeA+AhppguzfJ4bkbcuwa7JeK2MH7nkEDHru5rL8TeDLrwtHK1xPDN5Wp3emHy88vb+XubkfdPmjHfg1z2a5pzk580twOj8QeGbbTbd7uHXtHv90mBa2DzFlBz03xjge5z9aK53NFYvUDofGXiBNU1KJ7KeTyDpljaSgZUM0VtCrKR3AeP6cA1jNrN88kjte3BeSZbh2MrZaRc7XPPLDc2D1+Y+tFFDbbuBoyeKpzoOnWUTTRXlpfXN79sWQhmMqQL165Hkk5zzurMXVb1BEFu5lEUTwRgSH5I33bkHPCne+R0O4+tFFK7YG9ofiBI9F8Tw31073F1pkVpaiTc5Oy6t3CA9gEjbGeOMelYsmtX83mF7y4cySJK+6Qnc6AhGPPJUEgHtk0UU+ZgavhjxdPo/iLTtQvJZ7yC1uzeNCZCdztje3P8AEcDJ74FZUetXsHliK7mQRxSQoFkI2xyBg6j0DBmBHfcfWiii7AG1q+kR0a8mKPAtsylzholZWVD/ALIKqQPVR6VueOPEX2/XLn+z7t3sJEtGKoSqtJFAqAkeqkuAfc+tFFHM7WAyB4k1VbhZxqFwJluTeiTzDuE5IJkz/e4HPtV288Uu2i6La2jS289jBcQSSA43rKzbgMdirlT9TRRRzMDO/tq/aKSM3cxjkgW1dSxwYgwcJ/uhlU49QK3o/EP2nwXrMN3dmXUZr+weMOSXMcUNwmc+i7ox+IoooUmgMseKdWW6W5GoTi4W7+3iTdyLgnPmf72QOateGvFbaRdg3bSz20dle20MS4+Rp7eSPIz23OCfYUUUczWoGa2v6g0LxG7kMbW4tCueDCHDhPpuAP1FSjxBf3UjpcXcjxTeSkuT95YgFjB/3VAA+lFFF2Bt+MvFlw3jrW73TL5hbHWZtQtpIjxv81ikg98YrCt9f1C3jhSO7kRIVlSMA/dWVSsgH+8CQaKKOZtgX9W8VPc6bpdrZvLCIdN+wXQOAJB9okmwOenzJ6crWbP4g1G7SaOW7kkWZIUkB/iWJQsYP+6oAH0ooo5mwNnXNdOseDdPFzdfaNTbV9Qu7jcfnPmR2uHP+8yP+RrlqKKG7sBw6GiiipA//9k=) | SJM 3 x0839 0308 Hvæsse- eller slibesten
7 flager af mørk grå og lys grå skifer |
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) | SJM 3 x0864 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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) | SJM 3 x0872 0308 Hvæsse- eller slibesten
Flig af mørk grå eller violet skifer |
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) | SJM 3 x0876 0308 Hvæsse- eller slibesten
2 fliger af mørk grå skifer |
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) 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) | SJM 3 x0888 0308 Hvæsse- eller slibesten
Flig af violet skifer |
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) | SJM 3 x0895 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
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) | SJM 3 x0901 0308 Hvæsse- eller slibesten
Flig af mulig violet skifer |
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) | SJM 3 x0908 0308 Hvæsse- eller slibesten
2 flager af mørk grå og lys grå skifer |
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ZyZLvToFJe1Pd4wOqdyP4fp08vFYbmkqq6HZRq8qcH1Pnq4jMM00Nwdt0shOV5I59/f8a3fD+v3GhyW9wJ2Tc2QynqM46H8axl1mG7tEtJIIlf5Qt4vBCgYwQfzz1zSttnXYW7YTqc+lcXkXbld0eyXctn4tsw7IrO/y5B+V/1OD7dsV5d4i8ONY3kqRIQ6kfdXAOf89ag0vWb3QZhJDIfKz8ydm57jsa7pNbj8VaahuEWCeMgJcNyvsG4yD0FZy89i9Jep5pHJcWs44kiuf9pcE5OfmHfPr0rtvCfxF1bwzfJcWN99luocN5JY9ec7T1H4etUdWsTNI1rdRNA6jcsgwXGeu0jjGO3INSW9mkcca/u/taNmCTb8snXK89DyePXoaylFpNwZUXraR9b/AAa/a6ttemh0vxWFsdwCxak33S3pJjgZ/vdPX1r6g0/Wo7i3imt50ngkG5JI2DKwPcEdRX5b2fkvcLDOv2ebb8syqNjHA4ZT/LivVvh98er74Ztbx2D7rCQAz6feSFot/cxtnK8Y9ffOBXbhser+zqGdTDu3NE/Q+21JXwD1q8soboc1454B+Mfh3x3a2zWl6lveyrk2c7YYHuFPRvw/IV6Na6gV4Y8V7cZRmrxZwOLW50IalzVSC6WUZzU+6qJFY1WmNTsary1SEflp/wAFN8/8Lx0g+mhxY+vnzV8+/D/wsNb0WWdvBes+IisxT7XY34t4l4HyEGF8nnOc9xxX0B/wU4Yt8dNIA6f2HD/6Pnr5/wDAPhmLV9Jmnbwv/bTrMU+0f21HZhflB27G6+uff2rx561Zf1/mJnP698PvEXh2za91LRrqytQwXzJl4BJ4FFc7Ix8xuwz0znFFcjtfQR/RH3FDUn8VIetfQjA0xh1p/VsUjdaBleWINkYrLurTGSBW0RUMke6gNjlLq0Dggjmua1PTSrEgfhXf3VnycCse8sw3DCgq58P/ALQf7LMWofa/EXgu28jUcmW50lMCOfuWiH8L/wCz0PbB6/JrLc6bcNGY3jnRipimBBjcHHI7Y9K/WvVtH6lRXyz+09+z7c+NFTxF4ehQaxaxstxbouGukGCCPVxz16g47AHz69D7UDeE+jPlCxkM1vtlYGVSSGbj3zWpY6w+nWYtWhUKsnmeYuTuzjIPtj/GuUhaS3kMcyyLJGxV42BUhs4wRXVW7Ws1urTxuwK4PlsAO/TIOOa8tpPRnUr7o0YNZGrL9nmV2jUfIF++g9B/eGfxHvUeoaRcPbOttIzzuQ23flZMAYK56H/CsC3W+0+4eSxK+btKx5GSVP8AXFa/hPxSFuCLlGJKjzInwQfQgev0o5U2Lm7kVj4ou/Lls76AeeOA/O5QueCO/wDnnFa62X9oRs1w25WwqqBleBjk9hn+Xrg10Or/AA+h1TR4dRtpmuAxz5w25jOeVJHUehz/AIDLsZtSsr5ozBiTHz+WP9cOgwCcZ4//AF1xVaLi72OunU05WyPSdavNJmW1adYDCMKq4VZOR/F2ODwR0x+f098Gf2kpdPKaP4keeazBCW1xMB58QHGxufnAxwevr2r5k1m6tYZwHt5lPC7Quc5GDx9DjH86bJ4kMEcMVzEzWsYwWiP3cZ5/2TjHHHI7ZrooYh035mdSnzaH6e6H4hs9a0+K9027ivLWQZWWFwwP/wBf2rfttSDKA3Wvz++F3xg1bwA0V7aXS6ho8+AyOOCMjrg8bR3xnk/SvsbwH8QNN8faPHe2MmyXaDLbMfnjJ/mPQ96+go141NOp506bjr0PSVmDr1qKRvlOayYbwx8HpVv7UrrjP4V1o5z8wP8Agpl83x10jsBocP8A6Omr5/8AAejpqGjzSP4Z0jWSsxXz7/XFsnXgfLsMyZHfdjueeK+gP+CmMwHxr0lRyx0WL8vOmr5+8A6aLzSZnOg+E9TxKR52u60bOYcDgJ9riyvPXb1zzxx48/4rEzzuT5ZGGMc9Ac0VseJNctNakh+y6Dp+hiIMGXT3nYSZ7t5ssnTtjHXvRXI99BH9BtHWkor6EYd6T+Kl9qQH5sUDEprCnH71IaAIZEzWfdWm7oK1DUTruFAjmLy16qVyK5nVtIBBKivQLm1DKTisa6tDtIPIoLufH3x+/ZstvHTTa1oapY+IVBLr92O746N6N/td+h9R8fK174d1i40jVLZ7eeF9skEwKsuPY1+resaOJFJUc18u/tRfAuXxlpq67otsX1+yXDRxj5riIZOAO7DnHc5x6VwYigpLmibQqOJ82R24+ym4iQ3NoRvLKPmTtn1AzWLfWapMk0QVCFHznowx0Pv/APWrI0bXrzRZmiZnjKHDxMOc554Pf/CunM0E9vHPGEkgb5pEYGvLWmh2aTWhv/Cjx3faf4ss9Pupljt7grBi4H7vnjkdME4z9c+ufU/H3gRY421CwQSQ5y0cJyY8ddvquevccV883ljI2doDvuGyQZ3KPpycf4V6poXxsuNO0u0tb4R6gy/JLPvAO0Dhxx1HII7/AI1W4ovpIpRrai3W11LznWR8pdKQPLzjAIPQZ4wc9abrvwtvLeOa5tnhntFAdSgw659u/wCBx1rb1CTSNVtZL3TWX7KwxIhOCrEZHH5+1aXhXWLzyRYrHJ9lQOPNmTIQhRjOeoyRXHUgt0dEZP4WeSrqV34YvZIDGzRtzLHCCAoIO4jPT1I/l0Htlnrc1vY6brnhbVLm11twqS28aOJgSQF+UAqQc9D2xmr8FjYaxpojvWgkv9oiaWJMK74yG2/wnr/LmuBX4ZeLtY+IOm23hu4jh1GD5wrSIiw7AMknnKnPTGOelaUOZSWgqtlF2Ptv4H+ONX8deA4NQ12KKLUFleBmiG3zNhxvK/wknOR7dulegRyEP1rz/wCGHhXUfCvh0W+pXMN3qdxM1xcvbKViEjAAhQeccfmTXolpb5UF+tfUQvyq+548rX0PzN/4KTtu+OWl5/6AcP8A6OmrwrwDDbNosrS2nhCd/NI369dzxT9BwFSRRt98ete6f8FKgF+O2mAD/mBw/wDo6evCvAbxx6JKHm8IRnzW416J2n6DphT8v/168qf8VmbPOJD+8PTr26UV0ev+EYdGsTdJ4i0bUn3AfZ7GWRpOe+GjAwPrRXI1bcD+gIn5c0U3dxSZ6V9CA7vSHrRmk3UDFpCaTNJmgANNalJpDQIjYVTubcMDxV5qibpQM5y8tMZ449K5rVtJW4BwOa76a3DKax7yx+9igo+Nv2hP2a7bxj52s6LEtpryjc6LhUucc8+j+/fv618dteap4U1qS0uLdoZ0cpLbyJgHnoR2r9Z9W0dbqNvlw1fNvx+/Z5tPiBZT3tlEltrsYyJMYE4HRWPr6H6A8dPPr4fm96O5tTqOOh8pWOpreWbTJFg/ckhc5Ljvgjkdv/r1TmtYbzfJCxWP7xLcFT7+h9+9c/N/aXg7W5NP1GOWGaB9skMq7SPUYNdp4f1bTLydHlhMgb/XwYx8vcjH3h39QR3rzDt0lsUNJurrQ289JpI4m+VSpDByeoIPbGPyr0ePVbfUdCt7nSb149RU4kjVtrK2D93GMqfQjAz9a5fULe0iV1svms24jU4I9CAf8/0rAjlNjdB7VzHLnoeOQe2P89aGlIE3E9c8K6tb+INYsjeXSaZKs4+2fuzwCeSoGTgjPT27V9oaHoej6esd1p1laRM8Kxi5gjXc8YxtG8csOnevz/s7iHxIv75FtbkHAuGbCn2bj9a9i+DfxtuvBqJpuqM02lIdrQoAXt+nzJnqvt75GO/ThJKi7S2ZnWvPVH2JYzKpAPWtiOUN0rk9F1C11qzt76ynS5tZkDxyochga3IbnYQDXuI88/Nj/gpNJt+O2m55H9hw8f8AbaevCvAuqLa6PKn9veEdLHnMRDr2iG8n6DkSC0l+X23djxzz7b/wUilE3x108jtokA/8jTV4j4D1uHTdEeOTX9B0xjKx8nUfDsV/KeBz5jQOQPbdxg8c15E/4sv6/VEs87b7x5B/lRSN1PfmiuID+h3dRuqv5lHme+a+jAsbqTdUHmUGUetAE+/3o3VX8z3pPN96QFjdSM3Sq/mijzaAJi1NLVF5tN8ygCRqgmjD0pkprSUAZN5Z9cCuZ1TS0mVgV5rtZCG61l3tqJATTsM+ZfjP8B9K+IVuXmjFrqKDEd5GgJx/dYcbh+II7Gvibx58N/Efwp1pYdRh3WrsTbX0BJjbHbPZsdjz6V+qOoaekmQ61wfjj4Y6Z4w0i40+/tkubaYYZGH5EHsR2Irjq4eNTVbmsajifnr4e1qPUI5FmESXHXc65D+2M9fcDNWtUiW6mkkMf2d/vJt54/qPxro/iX+zP4v+HepS3Om2U2t6QCWS4gTe6r/dkUcgj+8Bg+3SvP7rWLweXboh8xPlaFoyGU55z79q8mUZQdpI7oyUo3RorqEtvgO5JYYEinkHj0//AF1saTrJZooriXbKGxb3Y6KP7rjklePqKqReGZNQspZpG8mXyjIgwAXYEDAGeec10vgn4L+JfG+pRDSbWRbRXWO4ubkqERsAvlvUZyMAnpVRUpaJEN23O2+GPxP8Q/CvV0ljPn6RO4N3pxJePHHzxt2OOjd8DIr7P8NeKtP8YaHbatpkpltJ1JUsMMCDgqR2IIIryHQf2Y7PRdLFnDqkrxshDGS3ViWI5PXj6DqMV2nw5+Et14C1K5nGuzXdncJhrLyBHHv4+f7x5wOwFeth41Kfuy2OWo4S1R8Hf8FDJTJ8dLUHqNIhH/kSWvIfAviJNL0N4T4si0U+azfZn0dbongfNvKnr6e1ew/8FFI1T47WgHH/ABJoD/5FmrxzwJ4wXQdDkt/+E08RaAxkZ/sml2KzRHIA3bjcR8nGPu9q4pv97IwZyXiLxVqfiiaJ9SuFuGhBCFYUjwD1+6B6UVlN949+aK47t6sD9Xv+HlPwm7Lrh/7cl/8Ai6b/AMPKvhPu4j10/wDbkv8A8cr8ydY8E32jx6u8s9u66bNbwy+WW+YzIzKVyOgCHOfal1rwPe6EuvNNcQSf2PqMemzeWW+eRxMQy5H3f3DdcHkcdcd/1iqFz9NG/wCClnwpH/LHXj/25J/8cqJv+Cl3wp25Fvr+c9PsSZ+v+sr81NS8A32mz6tDLcW7HTdXXR5CpPzSsZRuXj7v7luvPI4pzfDy+S+ntvtNuXi1hdGPLcyksN3T7vyn39qPb1gufpM3/BTL4V5x9j8RfhZxf/Haa3/BTT4WLjFj4ibjtZxf/Ha/Niy8B3l/NYRpcwKbzVjpC7iflkGz5zx9394Pfg8UaX4DvNWk0JI7iFDq2qyaTFuz8kieTlm4+7+/Xpz8ppe3rBc/SNv+Cm3wtDYGneJD7izh/wDj1Mb/AIKc/C9eml+JW+lpB/8AHq/N3RfAt3rceiyR3MMY1S7uLSPfn5GiSNmJ46ESjGPQ0mk+BLrVv7FKXMKf2p9oMe7PyeUCTn644xR7esFz9IT/AMFOvhiMf8SjxMf+3SD/AOPVGf8Agp58ND00TxOf+3a3/wDj9fnHY+Bbm+XSytzEv2/TrvUUyD8i24nLKfc+Qcf7wpbXwLcXMenOLqIC90q61ZRg/KkLTqUPufs7f99Cj29YLn6Lt/wU8+G/bQvEx/7d7f8A+PVG3/BT74d848P+JT/2xt//AI9X52f8ILcFYD9qjxLpL6sPlPCKXGz6/J+tEngeeNbpmu4/3GkxatjafmVzGAn1HmDn2o9vWC5+hrf8FPfh9zjw74i/GKD/AOO1A3/BTrwG3Tw14gP1WD/45X59XngSezj1Jmu42+xaTaasRtPzLOYAEHuPtA5/2TTrzwHNZR6sxu0b+z9OtNQb5D84nEGFHoR545/2fej21YLn3pdf8FLPA02dvhnXvxEP/wAXWTN/wUg8Iljt8Ma1+LRf/FV8Rax4Fk0hdcLXaSf2WbcNhCPM80ZGOeMUmveA5NDj12Rr1Jjpd/b2JATHmGVJnDDnjHk4x/te1DrVgufasv8AwUa8KyLx4W1Yn3eL/GuM1z9sP4YeJNUW/wBR+HE97cg7i8pj+Y+rAHDfiDXzBrvgGTRW8Ro16sraNrKaO2EIEpbz/wB4OeB+4PH+114qXUPhy+n3t9bm/EhtddOibhERuILDzOv+z93361LqVZaP9B81tj60T9vPwFHbfZx8PJfIwR5QEATnrxjFX9O/4KKeE9Kt44bPwJeW8EYwkUU8SKo9AAMCvjyw+HLX19aWwvwhn10aIG8rOCSB5nX3+7+tQaJ4FbWG8PILzyzq+sSaUP3e7y9vkfP15/1/Tj7vXnh+1rf1YVz7XP8AwU20NQAvgm/P1vE/+JqJ/wDgp1pPO3wPefjfJ/8AEV8V6H4F/tpdAJvPK/tW6uLb/V58ryljO7rznf04xio9L8DjUrfS5ftnl/bre+uMeXnZ9njd8ded23HtnvR7av3/ACC5137SHxsi+PHxBj8Rw6Y+kxpZR2ogkmEpO1nbdkAf3/0rH8D+OE8O6M9o3i7xXoe6VnNropAgOQBuP75PmOOeOwrlde0L+xYNIk87zft1kt3jbjZl3Xb15+5nPvWTnmuZykpNvcDo9ch8KrY50i71ea83j5b22ijj29+VkY56dqK53NFZvUDqpPFx1Pw54hXULjfqd9c2cq4TAZYllUngYGAy1l6l4w1TVl1Rbq5Eg1K7S+uv3ajzJkEgVuBx/rZOBxz7CiiqcmwLkPi7UtW1Sb7bciRNQ1OPUbo7FG+YF/n4HH+tfgYHPsK0PGXim9sfGmvpZXKi3XXJb6MqqsPMWR9jg45GCeOnNFFPmdhGLb+MNVtZLZ4rrY1vff2jEdi/LcfL8/Tn7q8dOOlasfjBrHwx4fFncNHrOnaxd6iG8sEIXS18tuRg/NC3Ht70UUuZjMmx8XarpiaeltdeWthPJc2w2KdkkiortyOciNODxxW78OdelPijRYLy5VLKzFx5QkIVY98bZ59zjrRRTjJ8yAwIvFWp24tFjuiotLaazh+Vfkil8zzF6c582Tk8/Nx0FJH4o1ONLVVumC2tpLYwjaPlhkMhdOncyydefm+lFFTdgaet+LTJb6MunzSRvBpH9n3OV65kkLLz2KuOayj4l1NhKDduRLaLYvwOYVKlU6dBsX8qKKHJsDoND11rzRfFxv7tWuH0a3tYPMYBmEd1ahUUdyET8lJ7VhzeJNSuFuhJduwuoIrWbp88Uezy1PHQeWn/AHyKKKbk7IBl14k1G8+1+fdvILvy/Pzj95sGEz9K0vGfiw65resSWUssemX10lyYZAAWZFZUJ9wHfv8AxGiilzO1gMq78RalffbTcXkkv225F5c7j/rZhvw59/3j/wDfRropPEb3Pgm5mlvS+sS64t6xL/vGJjYmTH+8evqaKKakwOei8R6nDLHLHfTJJHdfbVYPjbPx+8/3uBzWj4R8VNoPiTw/eXck8thpuox3xgjOTkOhcqCQNxEajr2FFFJSadwMmHXL+1+zeReTQi2kaWDY5HlswAZl9Cdoz9KZDrF9CsKxXc0awpIkYWQjYsgIcD0DAkH1yaKKV2BseLtQt76z8OLBMsrW+lpDKF/gcSynaffDA/jXOUUU27u4CjoaKKKkD//Z) | SJM 3 x0909 0308 Hvæsse- eller slibesten
Mulig violet skifer |
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) | SJM 3 x0931 0308 Hvæsse- eller slibesten
2 fliger af mørk grå og lys grå skifer |
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) | SJM 3 x0937 0308 Hvæsse- eller slibesten
2 flager af mørk grå og lys grå skifer |
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) 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) | SJM 3 x0949 0308 Hvæsse- eller slibesten
Fragment af lys grå skifer |
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) | SJM 3 x0954 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
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) | SJM 3 x0964 0308 Hvæsse- eller slibesten
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) | SJM 3 x0990 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer og flig af mulig tagskifer |
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) | SJM 3 x0993 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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) | SJM 3 x0997 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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) | SJM 3 x1010 0308 Hvæsse- eller slibesten
Fragment af violet skifer |
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) | SJM 3 x1019 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
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) 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) | SJM 3 x1064 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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) | SJM 3 x1066 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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) | SJM 3 x1115 0308 Hvæsse- eller slibesten
Flig af lys grå skifer |
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) | SJM 3 x1136 0308 Hvæsse- eller slibesten
Flage af mørk grå mulig tagskifer |
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) | SJM 3 x1143 0308 Hvæsse- eller slibesten
3 flager af lys grå skifer |
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) | SJM 3 x1190 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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) | SJM 3 x1216 0308 Hvæsse- eller slibesten
2 fragmenter af mørk grå skifer. De to fragmenter passer sammen i brudflade og giver én hel slibesten. |
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) | SJM 3 x1294 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
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) | SJM 3 x1473 0308 Hvæsse- eller slibesten
Fragment af lys grå skifer |
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) | SJM 3 x1550 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
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) 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) | SJM 3 x1643 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
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) | SJM 3 x1928 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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) | SJM 3 x2052 0308 Hvæsse- eller slibesten
Fragment af mørk grå skifer |
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) | SJM 3 x2074 0308 Hvæsse- eller slibesten
Fragment af violet skifer |
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) | ASR 5M73D D02527 0308 Hvæsse- eller slibesten
Hvæssesten af lysegrå sandsten af bred flad standform. Begge fladsider og den ene smalside bærer tydelige spor af slibebrug omend siderne er ret ujævne. På den ene bredside findes to nedslebne furer, den ene, længste, spidsbundet. Furernes mål henholdsvis : længde ca. 7,5 cm. Bredde ca. 3 mm. Dybde ca. 1,5 cm. Længde ca. 9,5 cm. Bredde 2-3 mm. Dybde hvæssestenens længde : 18,8 cm. Bredde ca. 6,5 cm. Tykkelse 2,4 - 2,8 cm. |
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) | ASR 5M73D D02547 0308 Hvæsse- eller slibesten
Stangformet hvæssesten af lysegrå sandsten og af nærmest skævt trapezformig tværsnit med slibespor på tre af siderne. Længde : 5,9 cm. Tværmål : 1,25 x 1,25 cm. |
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) | ASR 6M73 D02709 0308 Hvæsse- eller slibesten
1 facetslebet endefragment af stangformet hvæssesten af sodmærket lysegrå sandsten. L : 6,1 c. 2,85 cm i kvadrat. |
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) | ASR 6M73 D06948 0308 Hvæsse- eller slibesten
1 hjørnefragment af flad, stangformet hvæssesten af lysegrå sandsten. Største mål: 3 cm. |
![](data:image/jpeg;base64,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) | ASR 4M75 D11347 0308 Hvæsse- eller slibesten
1 fragment af spaltet, stangformet hvæssesten af lysegrå skifer. Mål: 8,2 cm. |
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) | ASR 4M75 D12692 0308 Hvæsse- eller slibesten
1 stangformet hvæssesten af lysgrå skifer. St. L: 7,5 cm. |
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| ASR 8 x044 0308 Hvæsse- eller slibesten
Hvæssestensfragment af lys-grå skifer. Mål: 4x1x1, uden slibeflader |
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) | ASR 8 x311 0308 Hvæsse- eller slibesten
To sammenhørende splinter af lysegrå hvæssesten. Mål: 3,5 og 3,8 cm. |
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) | ASR 8 x442 0308 Hvæsse- eller slibesten
Hvæssesten af lys-grå skifer. Mindre fragment, ca. 5,5x1x0,5 cm |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+am+MHi1dx/tbjsPs0P/wARSL8YvFpK/wDE36jn/Rof/iK4u4dZY+CQD0yP1qGGX930yf1NUB33/C3vFm0Z1XB9fs0P/wARUf8AwuLxa+carjH/AE7Q8/8AjlcV5hZhuHSo2mxJw3OfSqEdqfjF4vzg6wFz0P2aH/4ipI/jF4ubg6rz728P/wARXAvul56heaJbpY/nJ2kcdcUWA9B/4W94s4J1bAA5/wBGh/8AiKa3xe8WM2V1r5cYI+zQ9f8AvivNf7eg3GPfl2OAOfrSSagqElGAfGC38qqyYj0v/hcPiwddXz/27Q//ABFVpfjR4u6Lq+0+otoT/wCyV5rHqRVm3Nx0OTSS6siR9RtHenyhc9Jm+Nvi2NAw1b/yXh/+Ipq/G7xdk/8AE26cY+zQ/wDxFeWTanFJkMy4xk+lJHqoV2O7JxgClyh0PVv+F0+Ly3/IX46/8esP/wARTz8aPF3AGrgn/r2h/wDiK8qOrM7dcDtS/wBrANw/A/OnyoD1Y/GfxZGpLavx1z9mh/8AiKjX41eLi3/IWyM4/wCPaH/4ivMV1QMpYt+dLHfJncSA2OBRyhc9SHxj8XMc/wBr4XrzbQ//ABFSf8Lk8VFiF1fP/btD/wDEV5W2plvlJGPWpI9U3N14xzjvRyiPU0+MXips/wDE2PX/AJ9of/iKT/hcnitiQNVA/wC3eH/4mvNU1FRj5sdqmhvAzL8+O/vU8oHojfGDxZu41fj/AK9of/iKc3xg8WLj/iaZ7/8AHvF/8RXCLMqpuPP9ad9oDNnoPpSsM7WX4weLZI2C6sYmI4YW0Jxx15SmWvxc8ZR28aS6008iqA0htYVLepICYFcf5yrgKM1Mx29P50rDOuHxh8WAjOrcf9e0P/xFFcPI5YqMfpRTEOWEI2cFscD6UxtjYG0gKflJpbjbtLFtu0gdcDNBARQSGbnA2qTiiwxs2EyM5PpVKaU7CRwQe+Kty7dmBwfXP615H8fvi03w18MoNPCf2zfExwbxuEagDe5HfGRj3PtRdRV2G7sjyr4hftU67p/iTUdO0O3tYbO1laETyoXeQqcEjnAGenFef3n7SfjPVN6NqmxW4PlQxj8Pu15bfFr+8kvJp5mnkkMjEuTlicnI6VWhs3M7ul1Nk8EcHH4YrzHVqX3OxU4dj0W4+M/i6Zht1m7B64LhOv0FdZpvxqFjpUMd1e61e6keZgs5K/RW3Dj8K8e+zz/Lhk2j+8hyf1qe1uGtWjdlRpB1B6GnGtOOtxSpxloegS/GbWrvVDMLjWIrAj5YYLn5h77iD/Km/wDC1tYe6Mj6jriWiryplBf/AL62j+Vci2rzeUvlrGrA5LBuPpiqzakbjd5jqxPGC1H1iY/YROxs/jZe2N1l9Tvnizgxs5JPPqQeaLr9oS4ivQ6axfQxZyRIEYge3ygfnXEXF0s21N8YAGAVwKy9cjyqxMoIwGPA4z/OrVeZHsY3PV3/AGmlFvOItcvJJsfuxLbRfqRWI/7T2tRxYXV8M3IZ7ZDj9K8okhi2giJPToMULZx3CqpaJSp4z296p16ncSow7HqMf7TXictmPXsjsFskP9Kt2v7WHiC33B9Qt53zyZrYgj8sV5W0CW8YEbQIrcZU9Pciq/mokecKzeuBU+3qdyvYxPe9L/bCvraHbeWttdNnkoWj4+nNbkP7ZlqY8NpSqw7LcnH/AKDXzJ5odsSbJGxwCucU0rEq4WGMejbBTWIqLqP2EGfUX/DYRZgF0RWQ+tyRn/xytKw/bGtFlVLnRZoo/WKUOf1Ar5TjkZugwCcDAzSK7LgMcbvU4p/WZi9hE+2dP/bH8JSSLDd2uo25Bwz+SrBfrhs/pXsnh7xjY+KNFg1PTrlLqxuFyki8ZHQjHGCPQ1+Y0zMzs0k67/XOT+lfY37JfiDTrj4anTxd25v4ruQtDvAfBxg464P9KunWlKaT6kzpKMbo+j7W8VYRtOAAB1q3FdeY2MZrnbeQrgE/L/Sr9vMWIIO31xXWznNksrbvlyR1oqO3xzmikBA9wS+0jamMcd6WQ7R8pPXiq8iSHPzAnOevSk87aoyhx/e4oQDmkKqSeR7+lfIf7W2vadqXirT7a0nE95ZwmO4jU/LHk5HPTPPQV9IfEzxgPBng3U9WwC9tFmNW7yEgKPpkivz+1jVJ9SvLm8upDPczyF5HPJLNkk1zYiWnIa0lrzFFszSLtAx3Aq5FGsIBHLVBZTGRiCM46k1fT5V9QfavNbO1bEcj9ugqLIkkVcYHqankgEhx93HPPFNCCNhjkVSYmmVpLcKrMiHA5YiiGdVU7UYnHbtV6ZSY8gAVTEOZSc445qrokYrecDuQLEvVyvAqvcwx3EfMYU/3wcZHarciiUZZ9idMnkCqyBvLxnJxgimTqjnZlKyGIBlOcflSCNc4bOSOoNal3ZeYrMPlkH8JHWqckb27KXiK59RVXQ4lWW3RwAGY81NGIYMK8bSHPXIGfwxUF1MscgBBHOOBxUFxPLtUo2OMcUWuO9iy11GZPkiXCnIz1FJ9sGSyABu3A4rN8xlVsswzweetKjbWI3YXpT5UHMXWmZl4lbNRJ+8GA5Jx0piSblIHJBxyaZgxtkHv260cqJUieSE564qW3urqzdXgllidTlWjbaR7giqUk7LgqxJzmpYZuhK5+lFirn3v+y/qV/q3wttrjUbua/mNzIFluJC7bQQMZPbrXscJ7EfSvnP9jHWLi88F6rYSp/o9pdAxtjn51yw/MfrX0ZHhcY4A9K7qLvTRyVF75q2b/Lk5/HvRUULbV4ORRWpmSXCmPjO0djVcMGyBw3pV++2lc5wfQisuSNmxxn9KaA8n/aU1KKz+GdzFMczXU0ccK4zls7ufoAa+L9ZhW13xq7F9uRyMfpX2N+1Dp0N58O2uZZGhezuUkj2jOSQVx+Rz+FfIeoW6TyFlJ2KBweM8V59d2qHRSV4nP2z3C7mGwZHYnNXItQljVBJHuUDkq3P5VbXTjNIkMahWb5huHJ46Zpy2Me1t5bzM4CjgVzuzN02h8MnmLlfn56Cpo7F1J84lTkfL3xUUdohIWNFcjljtq5c3BbaxU7B8vtxUehe+4Mgj3Kikp23cmo/soGJAme3tUTNzkAE9scmhJiqruPGcEMMYpWYEVxCHkIxtOeg6VA2nbcnPz5+8eK0/L8td6H5s9+n/ANeq7SuqsSfwAqlcVkZ0qyKSD8o9DyKrSHzBgjIArVj2XnbvyTxVK4tJY2ZkXp+VVfuQ12OaulaOXB+dQfTpWfPIDJ8jEAnHIrqZbRJ3ww5681Tn0QSYMYA59a0UkDTOcm/efKfm54xUUsbZA5JxyRW82hur4A2n0Ip66AzKuTgDj5RnNVzolIwxI+3Y0ZUjrnvU8LJGpwoYsc4YdK7Cz8Mw9dm5sZO8gAUsmkQwqriBDuOFOBWbqIvlOZs7fdtdVOc9MZFaNvo8sjM7YjOcgrW4lpuyQoLAegAp3lhlI7dMVDkNI+kf2OreG30PxBiSQym4jDRk8Y2nDD65/SvoyFmPfivjf9nW5MfxJ0yOH9yJEljcZ+8PLY8/iAa+yIRsZc4PPpXdhpc0GuxzVo2lfuatuv7vg80VYto/MjxniiugxLMyFj93H15qjNGY2J6/0rUkiQcgfNngVXkt5FUlSM5z+8oTA+ZP2uvED2+n6Po4wsMzvcysOCdvCr/4835CvmaVvMYHHDDIHpxX1b+1l4FvNe0ux1iyh+0R2O9HEfJweT/I18vSW58i3VFcuEUFVHt/OvMxErzZ2UVaKM2K6lt2G1sMp4qy19C0gaS3IP8AGqnGT6+1VzFuXzEx5i8MCP8APNOw1woCQs0vU7RmufmZtZGxZ6xb2uU+xRmMjv8Ae+tSw2tlfOds6IufuMNpNZf9n3iJvNrMFH8RjOBTGuAYxG8GJA2CwyCfwo5uwmW5rKUNKsMIji/2ecj1z3okjeGFWMZZQPmyvFMSTKD966r0IIztpI767iV0WZjG3BGM8fSnfuHoEbEsMgBRz0qJ1Mm7aCynrkY/CprZpEt2DQhgegKnmug03RdYuIBLFok8yFRhzG20j1o5kHKczDaxx7sp8+PlHanoxf5WBx9OldZH4B1y8LH+x5lbr95VH6ms3UPCmsaLMwudBvPJCnDQJ5oB9cg1POmVyswl09ZmctgKByWpqRQwZ8tN7Y+VmPFTLcSMwjWzutoGMOoDZ+lWrTStQvm2R6bdSAjg+WTihyEkY3lRLkyjC55xyabzISUyo7duK7GP4Y6/fx+ZFpsgXriUbT+VH/CpfE/H/EsJQ88Sr/jRzLuOzONb92pJbI+tJ9p85RGNvy89K7OT4Q+JmUk6dj28xR/WoY/hL4o3bBp2PdpUx/OjmiKzOPmleTAPQDAwMVCrdQPl9BXew/BrxLMQGtY4/cyr/Q1r6T+z54i1GTGIhx/AGf8AkKfPHYnlZy3wx1u78O+PtEvrdPOdbhUMePvK3yn8cE1982eZJOnFeAfCX9mfUdI8YWWqawqm2tW3+WVwCwHHX3r6bt7KONuBt9Diu7DX1fQ561tEh9nGccr89FWI12rwcD+dFdpzliRcN8pwfeoZbrao3DB9fX2qSZRGSR/9aoCgJU9MDp/WkAXVjDqllNaXCboZFwRj9a+dfF3wS0y31qaV9MmQq2Vliyqt78cV9LQqoXPQ/rSORtJ2hgf5VzVqKq9bM1p1HA+TW+C2gyMztp8+5uThmBPvxW7oPwit7NjJYaJJLJ08yVS35bq+kmB6jpn05owNpbGXxXP9TXWRt9YfRHi0vw/1WG23Gw+XH+rQqTj0xWBdeD4Y2BudJRWJ/wCWtuP6ivoSRhwWOCO45qtDEftGd+U6kUPBx6MSxD6o+fH8I6W7ANpFrnrzbqP6VatfCFirfuNJhLN18u3Gf5V9CtGvAAUipFjKqNoC8elL6n/eK+seR4Uvg+9fHlaTIB7Q4/pVu38A67MvFjsGf+WjhePzr2dnVSo654pWYRxlgu/p8q9euKtYSPVk+3l2PLrf4U6lNgy3FvCT2yTj9Kst8J7pY8LfQyfVSBXpG7a+0cUqtu3gdjz9cVp9Vpke2meQTfC7VVl+WG3k/wBsMP6irFr8LdSZQGmto2/u5J4/KvVEUE5zj0zUbKBIPm5zS+q0x+3mcBa/CeVQPtGooPURxk/qTWhH8L7Djdc3D8dtq/0rsg/zAEnJ4qTcAp55HvVrD010J9rPucmvw30jywrLLI3+0/8AgKmTwNolmONPVz/tszf1roYZPnOfmPXp0p0gEpGCRzzxVqlTX2SfaS7mTa+HNMgXMdjbqf73lg4rQjjSNdiqqr2AHFO3BTz16U+aUGPjJNaKKjsiLt7kGFZge1OZyWwOV9RTPO3xqV4J55GDTBI3AUBVHApgPh+aVgy5HUUUvzeuTRTA9Q/4UJ4i2gG900n/AK6yf/G6X/hQev8AObvTR6fvZP8A43XvdFIR4J/woPxBtx9t07OP+esn/wAbob4B+ISAPtmm4H/TWT/43XvdFAHgw+A/iHABvNM/7+yf/G6QfAXxBkZvNNP/AG1k/wDjde9UUAeB/wDCg/EHe9033/eSf/EUq/APX1b/AI+9Nx/10k/+N173RQB4P/wofXtwIutNA/66yf8AxFNPwH8RbuLzTMf9dZP/AI3XvVFAHgn/AAoTxBwReaaD6+bJ/wDG6f8A8KG14nm803H/AF1k/wDiK94ooA8Ff4C+ID92800f9tZP/iKWH4C6/GpBvNNbJ/56yf8AxuveaKAPBW+Aev7si700f9tZP/iKYfgF4gLZ+2aZ6f62T/43XvtFAHgTfAHxAWB+2ab7/vZP/jdI3wA8Qtn/AE3Tcenmyf8AxFe/UUAfP6/AHxIuMX2mA/8AXWT/AON0/wD4UH4i6/bdMz/11k/+N177RQB4Cf2f9fb/AJfNNz/11k/+N0q/AHxAq/8AH5ppP/XWT/43XvtFAHz4/wCz34iZsi90wf8AbWT/AON04fs++IVYkXumZPfzZP8A43X0DRQB8/8A/DP3iHr9s0v/AL+yf/G6K+gKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | ASR 8 x146 0308 Hvæsse- eller slibesten
1 mindre fragment af gråviolet hvæssesten. Største mål: 3,5 cm. |
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ijkNShaO+k3luvHTP4cf54rzz4ieA4vFcsN35Uct3FGIl8xNxQbs7lUEcjJ65yCPTNeuXEQnkYqu4seRioW0cbQwBMnrkgfn/nvWbfMrMtJp3R85t8M7jT0jxqN5HKSD+8G3J9QAMf54ratPCsVuEcDztzZd2jMb5z7Yr3iPTUCgHk9f88UrabGy8clTyARWLgn1NE5HiU3h+whjMkVmrS527WRyPyzjt+lI/hG31HaWgaCEAho4WUBeOc+v48V7VHoEEkYzGrA98f/AFv88Ug0eKOTJRfrtH+FZ+zXcrmfY8hs/Dun28pQ2cBGVAaTbn07cfpV6Tw9HFI2yIRt0JjtkI9ecrXrH9lxsQMKNvA70/8AspV/hC7u20HP4/5703TW1xXfY8ej0m8aEv8AankwDsxAE6/7II6CqWlTS+H/ALRcX91dX4XL+XcQjbGOeQF/lmva5tEDMV2Kyd1ZQSKhk8NxvCV8uPAzwUBqfZ22ZXM+qPLBdabM0Tro8hZ1DYCMpYHnnPX86rzW88kRkisFtY2PCyTbGA57DOK9aTwrG2F8mMbQDwuAPoP8/pSTeGopZATFGWHHzLk/55qHRfctTtsjyBtN1C6RRBIoHBO0NJn8cipIfCsrMGuXCtncW2EEH0yea9j/AOEdjWEL5YUjuvp6VDN4WS7Zt0ZyVwc5z17Gp9i+jK9pfc8yPgSwuH3M0cZHzbnyxX1I9Pr71PN4Z03T9iyahKJic7pXdxgnrwMDj2ru28DW6PG3kkMh+Vt7lvzqD/hBLJboTrbSO+3B8y4kYY+metHs5bC5jhH8OWVmsktpeRag2TuhaRVXOOPlA6f1rEt5NUuLqSSKzsrRlXLJ5TnA7Dt6V67D4SijXb9n4x/ExP8APrUn/CGqzhvKw+MHn06ZwOtQ6cy1KKPIksLqW4iFxHYTuwyu0MM+2W711mjfC/8AtqPIsLeBm43zAsG/AY4zXc2Pw00jUpl+2WEc+xt6GUl9p/HivR9F0aKzSKOOIIqDAUAAcelXTpSb9/YU5q3unJeBf2edDt1tbzW7a2ur6Ngwjgj2RcYwDnJP517Ou5WBPTOevSorNFSFcirDAsOP512Rio7HO3cUMQAc5zRTX+7kctmiruI8zutqRthcEdM//rrl9QZ2B2oM5wef6V92N4D8Mt18O6SfrYxf/E1G3w78KN18MaMfrp8X/wATXoywrfU51Kx8GwnzOTj8emPzq15o4UYUdAO/8/8AP419z/8ACufCec/8IvoufX+z4f8A4mkPw38JNwfC+ikf9g+H/wCJqPqcu5ftF2Ph+NmYEEYzwOpNIsasQSpwO/PNfcf/AArrwpgD/hGNGwOn/Evi/wDiaP8AhXfhX/oWdH/8AIv/AImp+pS7le1XY+JolAAwuPfmn+WMZPTvX2x/wr7wt0/4RrSMf9eEX/xNH/Cv/C+Sf+Eb0jP/AF4xf/E0fUpdx+2XY+KfLikXCj5s/wCe1SWqqiks3I4Ax/8AWr7S/wCEA8L/APQt6R/4Axf/ABNH/Cv/AAuOnhvSP/AGL/4mp+oy/mH7Zdj40VU2kqFz3xR5Shgzbf05/Gvsz/hAvDIyR4c0kH/rxi/+Jpf+ED8M5z/wjuk5/wCvGL/4mn9Sl/MHtl2PjdbUEM5wC3JAx/KnR2aHdgj36cV9j/8ACDeG/wDoX9L/APAKL/4mj/hBvDY6eH9LH/blH/8AE0fUZfzD9uux8cfY1bGTwDjqP5077AGU57V9inwP4bbr4f0s/wDblH/8TS/8IP4c/wChf0v/AMAo/wD4ml9Rl/MHt12Pjj7GOOgXGDxUR09d3AyOnFfZn/CD+HP+hf0v/wAAo/8A4mj/AIQjw50/sDS8f9eUf/xNL6hL+Yft49j41SxUOQFI9Bjj8asratJIEXBI68V9hDwT4dHTQdLH/bnH/wDE0g8E+HVJI0DSwf8Arzj/APiaPqM/5h/WI9j5Rs7FY23FSSfQda2bOPqSpA7Z619MjwfoK9NE04f9ukf+FP8A+EV0UdNHsP8AwGT/AAq1gpLqZusn0Pn2EbVGamjzg8n0xXvv/CMaMOmk2I/7dk/wpf8AhGdH6/2VY5/69k/wq/qku5HtEfPuzbwfyFFfQR8M6OeTpVif+3ZP8KKf1R9xe0RpUUUV6RiFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/9k=) | ASR 8 x421 0308 Hvæsse- eller slibesten
Hvæssestensfragment. Lysgrå skifer. Mål: 3,7x1,0x0,8cm |
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) | ASR 8 x446 0308 Hvæsse- eller slibesten
10 hvæssestensfragmenter, heraf 1 større. Den størstes mål: 9,3x3x2,5 cm. |
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46Y/OsS602VriYAMY3YrgDK579u5oWm5L1ehUupU1K1iUNt2ncM9uef0r7k/ZN+X4S2zB90T3k/lkccAhf5qa+I7XRTbvI+3kqR97j6fWvrf9ivxGdR8G6vpTEFbG6WRMHPEgJx/wB9I3511UJfvEc9Ve4z6N3FjycYooOcgUV7B554hdSM2ScgViantGnXQ9UYfXitm9zz/e7ise8XdbupG4MCKzkVHY8P8R+DbXXmaVpHikUHOACp9CQa8F8cWM+h/a7S7tJEnBJV48FWXswHGa+t7zQZf3oK49Mf14rhfGfge38UaTNY3kaGXB8qRgQVOPXsKcoxnrEzjKVPc+W/Dum38ujqscMig7nEijGRu6108Oj3X2WOOY4kUgkt945+nSrFvo/iTR3+xNJZSRxOyCORSXXnoTuA4/CtRo7qIBbmKMTD7zcKOvbJP86xqas1jIypPDs8ku5pUMffJ+b6ZA/rQ3h3Y/DYjByFQbS3PrnpWvDCJlBRzCqtnyo24znOQKtKqfNG26QE8rIdx/XNY8prznPnQoI1BkndSf4Gl3kZ9sVebSreNQDum9AxAHHsBWvNaoyglcOvTkhfcdap29kIXJydxyflYnAJ5H05p2FzeYkccXliFEhT1Bbaw6+lJDZtDncI3Yj5Ty+MepNWY9Hmu12wRM3OQCWPtz6/Sui0v4b6tfYeVI4QRzu3Dd6cDmmot7EuSW5gqrSFgZMEryVYD8sn0qpCq2+pM8f+sdT94qR9ce9ejWPwXvJcKbtoo+AfJiOR7c1ov8EXmZG+2TSdAN8XAx+NDpyBVIrqeYR2c0zElUBwWUluB9PSnRxNGqhmjbI+7nJ+ua9ctfgK0y8zyAkYJRR9Otbmm/s62zZM73ExPZ3H+FL2cuo+ddDxGGFJEIILPnIVeo/WrNrZ+YEEkUjIxztIx16HpX0HZ/s+6ckYBgkZz/E0jccdsEVo/wDCh7S4hwYGYqMDLtx2qJU2+pal5Hzoxh0mTcYXHYFgxDfQnipn1ONtsiCMsSRkc+/PpX0PD+z5YyPum8yY4wPMOa6HS/2ftEtUDfYkd/V8t+hrL2TNPaeR8qGW0ZjIphDkY3rkE+w5rU0zRr3WFVrKxnuEyT5kdu+FPXOT/jX1/p3wr0fTkAhtIIipzlYwK6O18N2VtEEWJR9BVeyXVh7RnwzfLBoupRw36sJl5USRMMHHp1r2r9kGzj0nxRfJbwTxRXlkXlbyiImZXXac+uGb8zXul54S0rUJF+02ENyV5BkQNiuk0HRbXS7dhbW8duCNu2NAowPpWtOkuZWM5TdtTZZg2DiiolzuOaK7zlPDLpnJ4555qiy/vF4x716RJ8FPGh+7omf+3qD/AOLqtJ8D/HHO3Qxn/r7g/wDi6cqNT+V/cCqQ7nBNCjKeP0rI1jQYpoWaNOeSOa9WX4H+N9uDon/k3B/8XSr8D/GzDa2i4X/r6g/+LqPY1VtF/cU503o2j5Q1fwTaXF7c3Cp5N1cMC5KlgSBjgZ9Kq2/w88w7MK0THlVTBP45r60b9nnxQx3HQ8t/19Q//F0+L9n/AMVRqf8AiRLnOR/pUPP/AI/V+znvyP7mY+7/ADI+WV+F8CYRYJFHsBjr9Kv2vwijkx+5kY8/xdPyAr6ij+B/itcA6EAO5FzB/wDF1aX4K+K4/uaOB7faIf8A4ul7Op/z7f3Fe5/P+J8up8FLV2VnsgSB3Zv8a19L+C9tbHelrGmeORv/AJk19JR/B3xZt+bScf8AbzD/APF1J/wqHxYFx/ZWf+3mH/4ul7Or0g/uK/d9ZfieHaf8No4SigfIvO3oPyrprTwja264Mak9/lr0wfCPxYn3dKGP+viH/wCLp/8AwqXxX20r87iL/wCLqXTrPeL+5lqVJbNHDW2gWsS7to57GrK6TbKuCm78Otdsvwp8VLj/AIlf/kxF/wDF0/8A4VX4pBH/ABK+n/TxF/8AF1Psav8AK/uH7Sn/ADI42Kxt48AJnHrV2GOKMrhAprqv+FW+Jt2f7Lx/23i/+Kpf+FX+JmbJ0zHH/PxF/wDFUvY1f5H9zH7SH8yOb3dwFXHSrEeGwOoroF+F/iTgnTcH/rvF/wDFVYh+GfiFOunc/wDXeP8A+KpOhV/kf3MPaQ/mRz6w5xgZFTKp3Y9q6Jfh54hRcDT+P+u0f/xVOi+HviBWydP9v9dH/wDFUfV6v8j+4Paw/mRzSriQAtyR0pxh2sevpiurHw+1zIP2L8PNj/8AiqcPh/rbdbHA/wCuqf8AxVUsPV/lf3C9tDujn7az3EEcZ5NaH+r6VsxeB9ZjX/jz5/66p/8AFU6TwXre1tlkN2Pl3Spj+ddEaNRfZf3GTqRfUxsZ5xzRWtH4J1vgtZ4/2fOTH86Kr2VT+V/cTzx7nq1FFFfRHkhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q==) | ASR 8 x485 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af fys-grå skifer. Mål: 5,5x2x2 cm. |
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wczMf7Bcf3P1FH9n3H9z9RWxRQHMzG/s+4/55/qKDp9x/zz/wDHhWzRTDmZhnTrk/8ALP8A8eFH9m3P/PP/AMeFblFKw+ZmF/Ztz/zz/wDHh/jR/Ztz/wA8v/Hh/jW7RRYOZmD/AGbc/wDPL/x4f40n9l3P/PL/AMeH+Nb9FFg5mc//AGXdf88v/Hh/jRXQUUWDmYUUUUyAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z) | ASR 9 x189 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysegrå skifer. Mål: 1,4x0,5x3,5 cm. |
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) | ASR 9 x400 0308 Hvæsse- eller slibesten
4 fragmenter af hvæssesten af lysegrå skifer. Mål: 2,7-4,6 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x302 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lys-grå skifer. Mål: 1,6 x (0,6) x 2,1 cm. Skæremærker på tværs af stenen ved de to endebrud. Slib mindst én side. |
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) | ASR 9 x156 0308 Hvæsse- eller slibesten
7 fragmenter af hvæssesten af lys-grå skifer. Flere samhørende, flere slibeflader. Mål: 1.5-3,2 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x395 0308 Hvæsse- eller slibesten
2 fragmenter af hvæssesten af Lys-grå skifer. Uregelmæssig. Slebet på størstedelen af overfladen. Mål: 1,5 og 8 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x173 0308 Hvæsse- eller slibesten
2 fragmenter af hvæssesten. Lys-grå skifer. Samhørende. Mål: 1,8 x (0,4) x (4,2) cm. Mindst 3 slibeflader. |
![](data:image/jpeg;base64,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) | ASR 9 x145 0308 Hvæsse- eller slibesten
2 fragmenter af hvæssesten af lysegrå skifer. Mål: 1,3 og 4,6 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x388 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lys-grå skifer. Mål: 3,0 x 1,6 x 7,3 cm, kun én slibeflade (bevaret). |
![](data:image/jpeg;base64,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) | ASR 9 x392 0308 Hvæsse- eller slibesten
Hvæssesten af lys-grå skifer. mål: 4,3 x 2,5 x (5,2) cm. Næsten blankpoleret. Stenmassen meget homogen og uden struktur, modsat de fleste 'lys-grå skifer'. |
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) | ASR 9 x113 0308 Hvæsse- eller slibesten
Tre fragmenter af hvæssesten af lys-grå skifer. Alle tre samhørende. Ca. 1,0 x 0,8 x 5,8 cm. Slib på flere sider. |
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Fragment af hvæssesten af lys-grå skifer. Mål: 3,5 x (2,9) x (4,0) cm, slib på tre sider. |
![](data:image/jpeg;base64,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) | ASR 9 x153 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lys-grå skifer. Mål: 3,9 x (1,4) x (3,7) cm, slib på to sider. |
![](data:image/jpeg;base64,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) | ASR 9 x039 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lys-grå skifer. Mål: 1,15 x 1,2 x (1,6) cm, slib på alle fire sider. |
![](data:image/jpeg;base64,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) | ASR 9 x017 0308 Hvæsse- eller slibesten
Hvæssesten af lys-grå skifer. Mål: 1,2 x 0,35 x (3,8) cm (mindste dimensioner). Svagt kødbensformet i den ene ende. |
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) | ASR 47/63D D00422 0308 Hvæsse- eller slibesten
Hvæssesten. Brækket i den ene ende. Længde: 13,5 cm., bredde: 2,4 cm., tykkelse: 1,7 cm. |
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1 afsprængt, uforarbejdet flis af grålig skifer. Længde: 5,7 cm. Bredde: 1,3 cm. Tykkelse: 0,5 cm. |
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1 flis af grålig skifer. Længde: 2,0 cm. |
![](data:image/jpeg;base64,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) | ASR 7 x0229 0308 Hvæsse- eller slibesten
En stump grålig skifer med brudflader på alle sidekanter. Fragment af hvæssestensemne ? Længde: 2,3 cm. Tværmål: 0,9 x 0,9 cm. |
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1 fragmentflis af grågrønligt skifer skråt overbrudt i begge ender og med glatslibning på den ene sidekant og tildels på begge sideflader. Længde: 5,80 cm. St. bredde: 1,90 cm. Tykkelse: 0,24 cm. |
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1 flad afspaltet flis af lysegrålig skifer. Længde: 3,0 cm. Bredde: 1,3 cm. Tykkelse: 0,4 cm. |
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1 flis af lysegrålig skifer med rå spalteflader. Længde: 3,7 cm. Bredde: 1,0 cm. Tykkelse: 0,3 cm. |
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1 stangformet fragment af hvæssesten af lysegrålig skifer med svage slibespor på den ene sideflade. |
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1 flis af uforarbejdet, lysegrålig skifer. Længde: 3,0 cm. |
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1 fragment af hvæssesten af lysegrå skifer. Stykket er spaltet på langs og er afrundet ved slibning på ydersiden. Længde: 3,6 cm. Bredde: 0,9 cm. Tykkelse: 0,5 cm. |
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1 afsprængt, stangformet flis af lysegrålig skifer. Længde: 2,7 cm. Tværmål: 0,6 x 0,6 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDDE8v/PWT/vo07z5f+ej/APfRpgU0/FbGdhfOl/56P/30aPOl/wCej/8AfRo20Uh2F86X/no//fRo86X/AJ6N/wB9GkxS0DF86Uf8tG/76NJ50v8Az0f/AL6NGKSkMXzpc/6x/wDvo0gnl/56P/30aSkpDHfaJf8Ano//AH0aabiX/no//fRptJSsApuJf+er/wDfRprXE3/PWQf8CNBphFSArXU3/PaT/vo0xrqb/ntJ/wB9GkIpjUDHG6n/AOe0n/fZqNry4/57y/8AfZpGpjUhim9uf+fiX/vs1C19c/8APzMP+BmhqiakAPqF1ji5m/7+H/GoW1G8/wCfqcf9tG/xpXFRsvy80iiN9Tvf+fy4/wC/rf41B/at/n/j9uP+/rf41JIoqs60risOk1a/7XtwP+2rf40VBJRSEd7tpcU7FGK6zMMUUuKXbQUNoxTsUbaAG0YpcUUgGbaawqSmNSYDKSnUlIBpphp7NUbMPWoASo2pWkHrULS0DFaot1DTDFQNOKBkjNUDNSNMPWomlHrUDHsetRMc01pOKYZKChHqu2c1MzZqB6kCKT9KKa7UUzNnom2lC807b7Uu2uokbtpdtPxQRSGMxSbaftpKBDDTGanOwFV5JhTAezVGz1C1wPWoZLoetSxlreKY0gqg14PWopL4DvUgXmmFQtcCs2bUB61Uk1Ic81Fx2Nd7j3qBrr3rFk1Rf71V5NUXn5uKXMPlNqS696rtdD1rDm1ZR0NVZNYXnmlzFcp0El4Kja+A71zM2tjH3qpya6q/xVDkWos65r8etC3ny8muN/t8f3qnh1xW43VPMi+RnWC4HrSGTPNc9Fqyt/FV+G8DjOaOYlxsXmc4OaKr+duFFUZHq+KcBSqKXFdhAmKCKcBTLiVbeGSWThI1LNgdgM0gGsdoqvLcBe9eU+Nv2i9E8P6XPc21neXjqMRrtVFZiQACScgZPpXk17+1Dr92SYNEtYEPRpJmbk/SsPbw6Mv2cluj6futRRQfmrJuNaRf4q+Wr746eM7qMskVhD7Kpbr9TXO33xW8b3TMg1KGF/8AYgBqHWQ1A+uJtdXn5xVKbxAn9+vkNvGniq8YRS69d+YWIPlkIOnbiqtxqGqTMouNW1CYEgFjcsOvfgio9t5FcqR9czeJIo8kyKo9zWbdeOLCBcyXsCD/AGpFH9a+SL61R1kkkuJJVztG+VmH45NZT29lIVkkjVomJJUDgAYH+NR7ST6D91H1hffFTQbfPma1YofRrlP8awbz43eGIc7tcsz/ALsob+VfNG7RvshEcMeQCV3KOORWHqWtWFru8qBMAj5sDJ9aXNJhzI+mLz9oPwnbrubWUYdcpG7fyWsO8/ai8G23XUpXPbZbuf6V8qat4saSIKiBAOAOCK4+6uJLp5Gd2AJLbTk0e8VzrsfX15+114QjYhTqUpzj5LQ/1IrFvP2yfC8LMqWOryY7+TGB/wCh18ntDI2QzcjvnArMuFB2gnBPrTsHOfVtx+2loO4BdH1Q56bvLH/s1ZV1+2tosOc6HqR9cPH/AI18tXUACkHg445rKuFb5h940uUftGfW1j+3J4UmZhc6dqtso6sER/8A2YV614F+M/h74hacb7QNUivY1OJEGVkiPoyHkfj1r809Q013kEifK/dc9aXwp4o1P4e+JbXWNNZreeEguoJVJ07o2OoP/wBes503b3dzeFVX97Y/V6y8UKzAM9dZpesCZR83618q/D34mweOdBttWsZCEc7ZIWPzROOqn/PIINey+EdceVVBbNcNHENy5ZbndWw6UeaOqZ7HDcbh1orH0288xF5or00zx5LU+hcU6lxS133MBorlvinJcw+AtXa0do5vKHzIcHaWAb/x3NdZWL4yMK+E9aa4DNALKYuF642HOPesqmsJLyKjpJHxrql6rxuhVTkZKuAwbGDkD8a5qOVfMEeYl8wZUFsZx6d+9XtQRb3KxttkhYAhxyM8fqMfnWLNC8d86AlEzuaRiMrk9ufqPxrxabsrHdU1dy81nbbZHXAZTu3p93nOBWNdXgsGYSMsbkEhn4GK6LQGhmtWLyBolYkbm3Z/2h7cCsjx1o8E2mqSQSpDgD0wf0P867qUlJanHUjys519ctbZ0YSA/N94frUereIBLZ/umY7TkYGMnFctPw6Bm3Ir4G48cDtVy4kAiKKRjHHTp0/l/OurlRjcz59cvreAK0vyNgD5uM9TXPTXl3NJkSkR4z1J6Vv30XmWoRj8iE5VRgkexqq1imUfZlFGBuPB4Bx+WPzpBcwpLq6hXy45WA7qCe/Ws26upJNmGwxz078VuapamKReG3SHgYwD29KxdUtJbSNSUZUI2q3YmpsVcyZmMzKinaQO/f2rNvMwsQXbkA4HTHvV+KxlupFSPMkhOdqjmqmo6Vc2sg88bQxxneD26EDpS8hmFcXckWRu2oc9ACahkmaZFCpnd68Vems5Gj3s2GbrVOS3eOHn1xkfrigoqTTeUqkkMw6rzxVSSXzl3YIH061YuInUA9ARz/n1qD7KHkXBYD29aVh3K7RrJcBOckZx0xVO8h3syMqkYwAea1PJ8uYSj1H8/wD61UbvMLO7Agjovegdz0L9l/XG0/xZqmjNJiG7hM0cecjejDp9VY/9819o+DC3yGvgj4NTtD8XPDzINpkmeEqB13owP6nNfor4N0N1iQla8qpT/wBouj2KdX/ZrPuegaLuZBxRWjpVkUjHrRXpRWh5UnqfQ1LRS13HOArL8UaW2t+H9RsEcxvcQPGrD1I4rVpGFJrmVmG2p8UX8AsftUc8Hl3CthwwwQwBGCPauZ1CS2e1Z0lQSYLMVdW3HnoOvavWPjV4H1dPGmoz2el3VxZXBEkYtoWdXJALngddxP8Ak1wqfDjxHNcs6eH9TZSdw/0VwB7dP84rxfZyTsdjmmYI/wBCjgBQCMIqPGoY/wD6x71l+I51XSSmwR7hkKoxkfj0+lekr8LfGVy0TJ4fudu3BErBSOenJFK37P8A401DCy6ZbrEMkLNdrnJNddOElujmnJdD5tl0x7q4iUOoz8208H6f59KnfwxczKrwy5Gcbd2Ocj0r6Qj/AGZfFJkMn2bTVkxtHmTbvx6cGiT9mHxXtAiewjxyGWY5yev8PSur3uxjc+abjT5rSMedtd5ECnB5j5BwMVSnguo4DFgRIwLHaMbtw4/TFfQuq/speO55BJE2nyEYwPtJUdPp1rG1H9lX4iSKD/Z1lKQMHy71Tn88Ucorng10st7cQskuZI/7/O/JJJ9utQap4VaXo+OfmY9Fya9o/wCGYfiBZSFz4d8/02XEZ/TNU9S+BnxBWKSNvCOomNv4Yyrfyaiw7nidx4ZfS4kvI5I5ogR8qyZJb065xWLrVxdaqv79PLdfl+X2/X1r2S4+EHjSzt1in8J6qFVtwBtGOPyHsKyNW8Caza2ref4a1BSoyd1m6nPtxUW6sq54+umM0fKlmHJJz0H1qteaXtkX25KPwOe9ekyaDd6fGWeCW3VmyVaPnHvke/6Vk3HhtL64L4KBl3bsfLgDP9KYHmlxZiSRzjPP3V4FZ80JhYkhV64H+FdxdaNDbyKpfdJJnChc5x71XvvDQTy3KghhwB1FSXc4R137RjPpR9lFwuHxs9xzXWP4XmmuAIYZZXPG2OItn8h1rfsPhL4s1vy/sPhbWLx2PWHT5Tnp/s4pDucj8JdKWD42eCIwd0U2qRRfKc8s2P5mv1U0Xw0trEoKdq+Vf2Xv2TfE9n8SrHxX4w0f+y9P0rdLawXLDzJZsYQ7AcgKTuyccgYzX3ItiACAO3FTGN5ORpz2jymDHYeX24orVMf7zBFFbJGJ6fTqTvS1uSFFFFADWFMK1LzTCpoIZEyA9qb5YxUpU+lG01dxEHl0jR1PtPpTWU+lFwsQbBTWUVNtPpTWU+lAiErTStSkGmmgCFkHpTDGMVKwpp6UxWKstpHMpDorj/aANZtx4V0i6/12lWUp/wBu3Q/zFbVNaiwjlp/h74Zlbc3h3SmYdC1lEcf+O0sXg3Q7XiHRtPh/652qL/IV0bLUZWlZdhambHp0MIKxRJGvoigVItvtq75YHSkKUjSKKnk1Ew2Kav7etVZ1rM1MpoxuJoqSRdrGioA9CBpaQdKWtSRaWko9aQwooo6UgEoopKoQtMan02gBmKaVFSU2gZFtppUelSEUhFAEJUelMMYqU0jU7hYgaMU1oxUxpmKLisiEx+9N8sVMaYaWorIjKCmMKlZqiagZCw61Xk75qw1QS/pSGZ0y96KfMvWipA7rafSl2mn0U7hYbtNGDTqKLhYbzRg06igLDMH0o2mn0UXCwzaaTafSpKKLhYi2mk8tvSpqKLhYgMbelN8l/SrNFFwsVfIf0/WmmCT+7+oq5RRcCj9nk/u/qKb9ll/u/qK0KKLhYzDZy/3P1FMaxn/ufqK1qKLhYx/sFx/zz/UUxtOuO0f/AI8P8a26KLisYDaXdEf6v/x4f41DJo922cRf+PD/ABrpaKLjschJoN83SD/x9f8AGiuvopAFFFFAwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q==) | ASR 7 x1285 0308 Hvæsse- eller slibesten
1 fragment af stangformet hvæssesten af lysegrå, partielt mørkegrå, finkornet bjergart nedslidt på midten, hvor den er overbrudt i et uregelmæssigt, savtakket brud. Alle fire sideflader er blankslebne, ligesom den bevarede endeflade er delvis tilslebet. Længde: 13,5 cm. Tværmål ved brudenden: 2,8 x 3,2 cm. Ved bevarede ende: 3,2 x 3,8 cm. |
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1 fragment af hvæssesten af grå skifer. Stykket har stangform med rektangulært tværsnit og stærk nedslibning i den ene ende, hvor den er overbrudt. Længde: 6,9 cm. Bredde: 1,5 cm. Tykkelse: 0,5 til 1,1 cm. |
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1 flis fra sidekanten af hvæssesten af lysegrå skifer. Længde: 1,9 cm. Bredde: 1,3 cm. Tykkelse: 0,3 cm. |
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1 ubetydelig afsprængt flis af hvæssesten af lysegrå skifer med slibespor på den ene side. Længde: 1,7 cm. Bredde: 0,9 cm. Tykkelse: 0,3 cm. |
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1 ubetydelig stump lysegrå skifer. St. mål: 1,5 x 1,1 x 0,2 cm. |
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1 tynd flis af lysegrå skifer. St. mål: 1,2 x 1,2 x 0,3 cm. |
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1 tynd flis af lysegrå skifer. Længde: 2,5 cm. Tværmål: 0,5 x 0,2 cm. |
![](data:image/jpeg;base64,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) | ASR 7 x2467 0308 Hvæsse- eller slibesten
1 fragment af hvæssesten af lysegrå skifer med slibeflade på den ene side. Længde: 2,9 cm. Bredde: 0,7 cm. Tykkelse: 0,2 cm. |
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iigAooooAKKKKACiiigAooooAwV0y5HWL/x4f408adcf88//Hh/jW3RTHcxP7Puc/6v/wAeH+NP+w3H/PP9RWxRSHzMylsZ+6fqKcLOb+5+orTooDmZn/ZZf7n6inC2k/u/qKvUUBzMpiCT+7+op3kv6frVqigOZlcRP6Uvlt6VPRQHMyMKeOKdtNOooFcbtNHNOooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q==) | ASR 471 x26 0308 Hvæsse- eller slibesten
Fragment af stangformet hvæssesten af grå finkornet sandsten. Firsidet, næsten kvadratisk tværsnit med alle fire sider glat slidte, antagelig er der tale om enden af en let tilspidsende hvæssesten. Mål: Længde: 4,2 cm. Største tværmål: 1,3 x 1,1 cm. |
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| ASR M8833 8843 0308 Hvæsse- eller slibesten
Hvæssesten. Med slidspor. Længde: 37,5 cm., bredde: ca. 4 cm. |
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| ASR 3 x25 0308 Hvæsse- eller slibesten
1 endefragment af hvæssesten af grå finkornet sandsten, tildannet på alle fire sider og med rektangulært tværsnit. Muligvis forsøg på gennemboring til ophængningshuller?. (L: 6,9 cm. B: 2,5 cm. T: 0,7 cm.). |
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) | ASR 2169 x148 0308 Hvæsse- eller slibesten
Hvæssesten, firesidet, let kødbensformet, afbrudt i længden. Slib på alle fire sider. (6,0) x 1,8 x 1,5 cm (målt i bruddet). |
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) | ASR 13 x0029 0308 Hvæsse- eller slibesten
3 cm langt og 1,8 cm bredt fragment af hvæssesten. Kvadratisk i snit.. Brug på alle fire sider. Svagt tilspidset i enden. |
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) | ASR 15 x007 0308 Hvæsse- eller slibesten
1 brudstykke 3,5 x 2,3 x 1 cm. Uden slib. 1 brudstykke 2,3 x 0,8 x 0,3 cm. Slib på tre sider. |
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) | ASR 15 x009 0308 Hvæsse- eller slibesten
1 midterstykke, ca. 3,5 x 2,2 x 2 cm. Slib på alle fire sider. |
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| ASR 15 x060 0308 Hvæsse- eller slibesten
Aflang flig af hvæssesten, rester af slib på to sider. Længde: 10 cm. |
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) | ASR 13 x0479 0308 Hvæsse- eller slibesten
hvæssestensfragmenter, 9 stk. |
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) | ASR 2391 x152 0308 Hvæsse- eller slibesten
Den ene lys grålig, delvist bevaret (60x3818mm). Den anden grålig med delvist gennemborende hul (90x17x10mm). |
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| ASR 2391 x189 0308 Hvæsse- eller slibesten
|
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) | ASR 13 x1094 0308 Hvæsse- eller slibesten
Hvæssesten. Mål 5,2 x 1,5 x 1,4 cm. Fin i struktur. Slibeflader på alle fire sider, og rundesleben på alle kanter og ender. |
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) | ASR 8 x403 0308 Hvæsse- eller slibesten
En del fragmenter af lysgrå hvæssesten |
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| ESM 121/65 X2 0308 Hvæsse- eller slibesten
Hvæssesten med ufærdig gennemboring. Brækket i toppen. 9cm lang. |
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) | ASR 2391 x459 0308 Hvæsse- eller slibesten
Fragment (100x26x26mm). |
![](data:image/jpeg;base64,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) | ASR 2391 x457 0308 Hvæsse- eller slibesten
Fragment (85x23x12mm). |
![](data:image/jpeg;base64,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) | SJM 154 x202 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Mål: 6,5x2x1 cm. |
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) | ASR 440 x0788 0308 Hvæsse- eller slibesten
Tre fragmenter af hvæssesten. 1 stk.: 11x8 cm. af sandsten?, 1 stk.: 9x2 cm., 1 stk-. 4x0,9 cm., den mindste med ophængningshul. De to mindste af lysegrå skifer |
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) | ASR 1082 x002 0308 Hvæsse- eller slibesten
Fragment af ildskørnet sprængt sten, med slibeflade på den ene side. |
![](/grafik/intetbillede.jpg) | ASR 1165 X123 0308 Hvæsse- eller slibesten
Hvæssesten |
![](/grafik/intetbillede.jpg) | ASR 1165 X108 0308 Hvæsse- eller slibesten
Skifer |
![](/grafik/intetbillede.jpg) | ESM 1661 X446 0308 Hvæsse- eller slibesten
pileglatter, 9,5x3,1x2,3 cm |
![](/grafik/intetbillede.jpg) | ESM 1661 X938 0308 Hvæsse- eller slibesten
"hvæssesten, fragment; 4,7x0,9x0,4 cm" |
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) | GRM 501 X2014 0308 Hvæsse- eller slibesten
Hvæssesten, fragment
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) | SJM 1160 x0223 0308 Hvæsse- eller slibesten
Spor efter hvæsning af hulbor eller nåle. |
![](/grafik/intetbillede.jpg) | GRM 501 X0927 0308 Hvæsse- eller slibesten
Slibesten, finkornet
Længde: 42/33 cm.
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iLFV9gWJP5k1Zzy3KTPtOMDNFKV+bOcmikQf0y0lFJUGgZpppabTKQ000inNTWpFDGFVpotwxVlqYwyKCjyz4pfCey8a2rzxKtvqiLiOfHD45Cv6j36j9K+a7yzvPDt8+lahG1pOkmwI4J7evcHn64r7emj3V578Tfhfp/j3S2jmXyb2MZguk4ZD2zjqM9q462HU/ejudlGs4+7LY+Y5IkmhmRHYuuRuOckjkZB6dBzWNNGV3IV+ZiGDd+/ArdutH1XQdam0fVk8q8TlJDwJl6Aqf8AP9Kgktd0whLhgcFmb0//AFmvHlBt2a1PTjJR66GQIZLeRSDz24xgen8qlkNy0O12UA8qoHXjnr+FaFhZtY7mlfzFCltx6bemMfQ/qaoX8Sx3Fu9uzMm5vlP3unQ1Hs7I09pdm/pMKwW6PGpuJRtkMZTG4Yz1+nXPSo9QSFtQm8uZbwMSpLAg7up4x6n36Gs7SoLmSRgjrHHJ91pMjaec4HHp0plwv2P5srOu7DhfvHA6/ge/tW8knFKxhF+89Ts/DfxK1DwJdW6wyiayAxLBJ908+3Qj1r6J8H+NtN8aaat3YTZPSSFuHjPoR/Xoa+Q4bg3EMXnrtXPORuyvb+f5irnh7xBqHhfVob3Sbh4pUI3R9UcFsFWHcY/+tzVUcRKm7S1RNWhGa00Z9qJJVhJN1efeAPidpnja38uORYNRRcy2rNz1xlfUcfUd67aOSvbjJSV0eU04uzL+aZJTI5M0rNWiIZ+U/wC3+xb9sW2A8xiuiQkLH52fuy/88vm/L8eK+PIfFVoNL1+x/sqGIXwhETws+ISjZY/MxLBgTwT1IPGK+wf+CgC/8ZhRsPM50SAfuxKT92T/AJ5Hf+VfD+qSrPMzQwJbIzZ8uMsVX2G4k4+pNaHNLcoySeZIQvAz9aKfbwhicfnRSIP6XqKTdSVJqBakoptBSFammlpDSsMY1MNPamNmkUMYVXmj3A1YamMM0DPPviN8OrDxzppt7geTcx/Nb3SD54m9fceor5k8Vx3fhW/Gj6xatBeL8q3S5eOdc4DA4449e47V9pzxBh0rhviD8PtP8caQ9nfR4YZMM6j54m9R/Ud65atLnV1udFOpyPXY+UBqD/aDG8mZAvBDHGPp0zzRbozKsgRZFVzvAYtnJ/wPapvFWgX3gPWPsWpxMJG5S7QExTIO+c/h6/zMFtcJ9oCxSLGQxIZhnPXnn/PNePODi9T1oyTWhNcSR2XmtE7R7G4M2QQ2D2HsajLLdLI/mJOdm/CnB6HIx68n8qsRZkkmZiHKAA7QPlHPOD/niqlqk1qTISSXO7fwfx7/AJH2rOUnaxSitx6Il7EQFEaLHkKeD2x+lQ3F1/ZcZjQs7yqE+7jbjkcnv1pJGe3mw08iq4G7y0yp5yMD/PWsj7Y11JEZHZtvBYjBPbn8P5U3pqwWuiNDT7i5tdStp7ad7SaMBklhJVgwOe1fRXw3+Odrq9xFo+uyLbagzCOG5YbY7gnoD2Vv0J9OlfO9rbrCgnf7rNhWx2xzn8xx6UzUVgWAyOXxnI253cdMfl+tFOt7GWj0FOl7Zao+7Y5PSpfM4rj/AABrX9peEtFnaXzWls4mLk5JOwZyfXNdQZPlyDX0kXdJnhPsfln/AMFAJN37XtuvzMo0aFisaSsT8sn/ADy+f8v5V8cf8JDp0ml61atodqtzePC0Ese8i0Cb9+0sxbLbhxnHHsK+vv2+Ztv7YiDMhxosBIRZWP3JOMRHd+X418RXV4sk0skUKW4dsiOMkqn03En8ya2ucstxGYIqwocnq2Ouf8/1oqKH5skdRRQQf0tigmkoqDYKTNJupKChc0lJmkzQAppjUtI1AEbU3NPaozUljWFVLmHcOKt0xhmkM4Hx74F07xrpEthqEO5W5SRQN0TdmU+v86+WNf8ACFx4B1KbTr/K4PmQ3ZYLHICcArn9R296+2LqHcvSuF8feBdP8caNLp99H15jmUfNE394f55rnq0lPXqb06jhp0PmCGJLljNBPG5xksSVGSM8eh68VdjtlaGTerJIB165z09awta8Oaj4B8QXFjqEnKAtGWPySx9ARn7307YxWja6ut7Cdq+WV+V1b3yPXjoa8iUOU9OMuYbqMHl+Uk0W4rkgu3HK4Bz3PPasL7Grsu14vMK5zuCjjsR74ra1K6Nw9sXQIhJDpyvGDgqehPT161iXCmWR5UHy4OCwAxk8DPf+fWuZ7nRHYc940K4mRt5fyyoQEZ4z+lTXMZKYgkDnIA2fw57Go7iWKMR75lA2qxk5znuPr701mzDK0eSBygwcMccfj0/Ws2k1dmibTsj6Y+CtvPZ/D/TY5icgybQeoG8j+YJ/GvULeQtGOa8t+Cbf8W10aIvvkhV45M9Qwduv5j869Ns/uCvpqFnTi12R89V0nJPuflr+35GR+19vBdd2iwcxiVm4R+MREP8AkfrxXyLH4hsI9F1uzOmwwT3jQvE8KbhGE3bl3SFmAbKng5yvYV9a/t9Mf+GxThSwXR7f5RHK+f3bnpEd35V8V3kq3Fw7rClusjbhHHu2r7DcScfUmus4ZbkKtgcUU1V6t14ooIP6XDRmkprGkai00tiikJpFC54opme1LQMXNJSbqTNAAajan01qBkTUlOamGpKGSLurPurbOeK0aYy7qAPMfiV8OrLx5oz2lyPKuU+a3uVHzRP2P06ZFfLVxZ33hfxNcafqYaC6gTa7Y+WQcBSCB0PH59OK+47u03jivN/id8MoPGunhkCwapAD9nuMf+ON6qf06iuWtR51dbnRSq8js9j5a1i8ZmZirJ5Y+62Auc4IqrbzFgwO5mwFzuxt4zgE1tXcM1jeS6bqsX2TULfO+O4HGfY4wVI6H3rK0+1bzbmJIvNdG3YVgPl7kZPXnFeRKLTserGSauQRsdxUgj6ng/nWguySL7jFlOPl5J61nzQtG2/hA/O12Awcdh6V1/w58MyeLvEVrZATLBGPNuZV42qCMjPvnA+v1rOMOaXKW5qMeY9w+CtnPa+B7Z7iMRfaJXnRf9gnAP44yPYivUbb7gxWNawpDGkUaBI0AVVUYAA6AVtWSnbX0VKPJFRXQ8KcuZuT6n5U/t+bm/bFkGWH/Ent/uJKx/1bdoiG/I18lx+JtPi0XW7RdMhgurwwiFo4/MWJVOWAaQsy5x2OT04GQfrT9v2Rl/bHnUDfjR4MKscrkfumPSMhvyr4pnljuLuRo4I4AzcRxliqew3En8ya3ZyS3HMoWNcckiimF9qkZ79qKCD+ljdSbqj30bqqxoPzSZpm4Um6psMfmkzTN9JvpWC5J+NJuqPfRuoHceTSUzdSbqQ7itTGpWamlqB3EptDNTS1AXBh1qKSFW6in+ZSbqAPO/ij8IdP+INiHVhZatCP9HvVXJX/AGW9R/LqO+fm29+DfxK0C+mNvpEd/tYqs0FxG6NGeOFdgxJHqtfa2N1RzW6sOBzWFShGo7s2hWlT0R8Y2Hwg8ba9qkIl8Pvpafde5u508tDwd+A249gBg/hX0N4G8A2ngXSBZ2uZZXO6e4dQGlb1wOg9B29yST3TwleMU1Ydx6UqdCNPWI51pVNGUbe1ZmHFbUEHlpRbwKvarLYVa6YxsYtn5I/8FAJGH7ZFyEDEjSLfOwSkn903/PL5sfT8eK+Nm1Kyls9Ri/s+OC4mkieAwE7YgocOPnLMQ24HGeoHpivsT9v5g37ZV9gOxGkW/EYmJ/1J/wCeRD/lx618U3Eyz3M0iQpboxyIoixVfYbiT+ZNNmEtwXG7BPNFMQ8n+lFIk/VSb/grdpqbv+LXav8AL13agox8u4/8svTn6Urf8FbNPjEmfhbqwKAk51ADGACc/uuODn8RX5zeLte8RabfNFdSm281GR0RgwZkX7LK2cfxGJuPQ1Q/4TDX/EWpR2sNyfPvStt5a4AkZ0SIkk9CwVc0czLufo/cf8FbooWdf+FS6l8gJbdquNoABJP7jjAYZ9MimSf8FbSm8f8ACotQ3KGJDasRgLjcT/o/bIz9RX54+NtS8QaTcQyXF6skN7bYE1uxKTq8ce5/mUEb1EZIIBFYV3461m62k3bqfLeNypx5gcguT7nC5/3RRzMVz9Jm/wCCtk+HZvhDeoq7uurn+EgN/wAu3YkA+magk/4K3X64x8HrrJ3Yzq7fwsFb/l27EgH0JxX58+M7zxDoNvoxur9f9MsPtGbaUtxKwlYPwAHIMZIGei5rnrjxrq1ykCteSKY1ddysctvk8xi3qS2P++RSuw5j9I5P+CtWrcBfhBOGJIAOqv1DBCP+PfsxC/UgVHJ/wVk19eB8Imz0H/E0c87tmP8AUdd3y49eOtfn94ufX/D+m+H7mfUVZby2M8Zt5WLfM4ny+QMNl0PGeVHpXOXHjDVpkhBvZkKAncrEFz5pk3E9zvOc+w9KLhzH6Pt/wVi8SHp8JcHdt/5CEh537Mf6rrv+X68VCP8AgrB4ukZhH8KIQFIVi1/JwS5QA/u+7gr9RX56axres2tnpZlvJYmktvOASVg5zcPIrP8A7ROGHttPes668V6nKsKJe3CBFAYrIQXYSNIGb1IZiQe1Fw5mfow3/BVrxkykp8LbU/dA/wBNlPLOUXnZ3YEfUVW/4etePG+58MdP/hxm6l/iYovbuwI+or4O8RJrOk+GPDuptqitDeo8arbznfujcSgyDPUGcYJ7g46ZPOSeJtSljhT7ZMojUICshBOHZ1J55IZiR6UBzM/Q7/h6t8QpFJT4a6Xj5Os838bFV/NgR+FR/wDD1D4kyKpj+HOjkMIyv76Y5DsVT+LuQR+FfCevpqem+F/DupHUGaK8jkjXyZCDmKUv82GyWBk7gYxxnrXPP4g1GSOCM3cyrCgjXa5HCszLn1wWOPSi4czP0Fk/4Kk/FF9ph+H+hfMEI3NOeHYqn/LTuQR+FQL/AMFSvi3IIzH4D8N4kWNkyJzkOSEP+u77T+VfDmvR6hp/h/w3fNqkbre27mOGF5BKixzuAXyMH5t20gkfKR2NYUmt3skcKNcy7YUEabWxhQzMBx1wWOPTNIOZn36v/BUb4xybDH4I8L/vFjZcx3HIkJCH/X9yDTU/4KhfGi42mPwZ4U2ssZH7m4yfMJVD/wAfHcg/lXxBr9rd6f4a8NX5vZnF3BIECoVUKkz4G/d8xBJ4wMArjOc1gNq15MkKNcSbYUCJg4wAxYD3wWP507hzM+82/wCCnHxum8sp4T8Jjesbr/o8/IkJCH/j57kH8qrr/wAFMfjpMUKeHPCgDLEy4tpeRIxVDzcdyCPbvXxj4is5dP8ADvhy7N9NI9xDIPK8vasaq5ZcOGO85duw24x1yBgSahcTRxK0zlYV2qM4wuS2PzY/nRcOZn3Uv/BSz48TRqyaL4XUOsbD/RX+7IxVDzP3IP0xzUR/4KS/HqeNClh4aXeI2BFoekjlE6y9yD9K+KdSWVbDRpJLoSRy2zYWMgtEBNINrAHOf4hnHDD61Qmu5JkjRnZ0hGyPPGFyTj8yT+NO4czPWPjD8avFXxG+Jn/CZeKYbUaxdWiR7bXfFEY1BQfccMOh71xMPii1j0PWLBdLjhN95exoXbZHtZTyH3MT8px8wxvbr0qHxPpiWtjohivPtW60U7BtzGD856E8bpGXnnKHtisy1026unWOK3mmdjhVRCxPGeMe3P0o1EMhVQoycDPNFJtK4ByO5FFAizqmualrDBr+/ur5tzyZuJWkwzHLnk9SeSe9Uo5ZIZEkRijqdysvBBHcGiisxlzVNe1LWNpv7+6vyrFh9omaTDEAE8nqQq/kPSs7dzkjFFFMRPfapdagsC3N1Nci3jEUQlkLiNB0Vc9APQVV4289aKKAJrrULm9jgS4uZZ0gTy4lkcsI1/urnoPYVXyffFFFAFm71a7voYIrm7muY7dPLhSWQssS/wB1QTwOO1VC3rzRRQBJJdSzRxRvK7pECsasxIUEkkAduSTUVFFAD2mdlVS7FU4VSeB9KZuNFFAC89SeBxQx/CiigBMlsYGakjC7WJOD2FFFADM9M5pV7gLmiigCTHAGVHNOVUU43bs+g4oooAckg2sAo9QD+tbdv4u1CKG2i3wmKF1dFNtGeVUqCTt5wPXPQelFFMCi+JUMmTv6n3oooqgP/9k=) | GRM 501 X0639 0308 Hvæsse- eller slibesten
Slibesten. Bjergart.
Længde: 11,5 cm |
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) | GRM 501 X0575 0308 Hvæsse- eller slibesten
Slibesten. Bjergart.
Længde: 15 cm. |
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) | GRM 501 X0573 0308 Hvæsse- eller slibesten
Slibesten. Bjergart.
Længde: 19 cm. |
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) | GRM 501 X0574 0308 Hvæsse- eller slibesten
Slibesten. Bjergart.
Længde: 14,5 cm. |
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) | GRM 501 X0572 0308 Hvæsse- eller slibesten
Slibesten. Bjergart.
Længde: 15 cm. |
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) | GRM 501 X0459 0308 Hvæsse- eller slibesten
Slibesten.
Finkornet granit
Længde: 20 cm.
Bredde: 7,5 cm. |
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) | GRM 501 X0458 0308 Hvæsse- eller slibesten
Slibesten.
Finkornet granit.
Længde: 36 cm.
Bredde: 17 cm. |
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) | GRM 501 X0463 0308 Hvæsse- eller slibesten
Slibesten
Meget finkornet granit
Længde: 19 cm.
Bredde: 7 cm. |
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) | GRM 501 X0461 0308 Hvæsse- eller slibesten
Slibesten
Meget finkornet granit
Længde: 26,5 cm.
Bredde: 15 cm. |
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) | GRM 501 X0441 0308 Hvæsse- eller slibesten
Slibesten eller kværnsten
Grovkornet granit
Længde: 18,5 cm.
Bredde: 12 cm. |
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) | GRM 501 X0445 0308 Hvæsse- eller slibesten
Slibesten.
Finkornet granit.
Længde: 27 cm.
Bredde: 11 cm. |
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) | GRM 5 x30 0308 Hvæsse- eller slibesten
Slibesten |
![](/grafik/intetbillede.jpg) | SJM 1210 x60 0308 Hvæsse- eller slibesten
Mulig hvæssesten eller slibesten. |
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) | SJM 979 X0167 0308 Hvæsse- eller slibesten
Sten med slibninger hele på fire sider. Stor - ca 2,7 kg. kun "nakkeenden" bavaret. En form for slibesten eller meget fint forarbejdet skubbekværn? Midt på er det tydeligt at den næsten har kvadratisk eller let rektangært tværsnit. |
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) | ASR 1710 x016 0308 Hvæsse- eller slibesten
Sten
Oval, brunlig, med tydelige slibespor på de to fladsider.
Mål: 11 x 5 x 1,2 cm |
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) | GRM 402 X0154 0308 Hvæsse- eller slibesten
Slibesten
Længde: 35 cm.
Bredde: 15 cm.
Højde: 8,5 cm |
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) 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Slibesten.
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) | ASR 708 x50 0308 Hvæsse- eller slibesten
Nåleglatter af sten. |
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) | ASR 1911 x1 0308 Hvæsse- eller slibesten
Fragment af slibesten
Mål: ca. 7 x 6 x 1,5 cm.
Begge flad-sider helt glatte med to henholdsvis en aflange fordybede riller med lidt ujævn bund og sider. |
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) | ESM 2321 X0121 0308 Hvæsse- eller slibesten
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) | GRM 501 X0344 0308 Hvæsse- eller slibesten
Slibesten, bjergart
Fragment
Længde: 7 cm. |
![](/grafik/intetbillede.jpg) | ESM 562 X0219 0308 Hvæsse- eller slibesten
Sten |
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) 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Slibesten, bjergart
Firesidet. |
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) | GRM 501 X0165 0308 Hvæsse- eller slibesten
Slibesten, Bjergart
Længde: 12 cm.
Bredde:5 cm. |
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) | GRM 501 X0149 0308 Hvæsse- eller slibesten
Slibesten? Bjergart
I to dele
Længde: 16,5 cm.
Bredde: 6 cm.
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) | ASR 1357 x050 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter
1 stk. meget lille, få mm. 3 lidt større stykker, 1,5 - 4 cm. |
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) | ASR 1625 x001 0308 Hvæsse- eller slibesten
Hvæssesten
Mål: 4x4,5x12,5 cm. |
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) | SJM 979 x0776 0308 Hvæsse- eller slibesten
Slibesten.
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) | SJM 979 x0894 0308 Hvæsse- eller slibesten
Slibesten.
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) | ESM 1917 x2016 0308 Hvæsse- eller slibesten
1 slibesten (13x12x3cm.) |
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) | ASR 1357 x065 0308 Hvæsse- eller slibesten
Skiferstykker, flager |
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) | ASR 1357 x118 0308 Hvæsse- eller slibesten
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) | ASR 1357 x133 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter |
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) | ASR 1357 x148 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter
Heraf et stykke med slib på den ene side |
![](data:image/jpeg;base64,) | ASR 1357 x156 0308 Hvæsse- eller slibesten
Hvæssestensfragment
Mål: ca (7,5)x1,5x0,5 cm.
Der er spor efter slib på fire af siderne. |
![](data:image/jpeg;base64,) | ASR 1357 x189 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter
Et stykke på (8)x 2x2,5 cm
Et sykke på (9,5)x2x2,5 cm
Et stykke på 5x1x1 cm.
Alle tre har spor after slib. |
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) | ASR 1357 x271 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter |
![](data:image/jpeg;base64,) | ASR 1357 x233 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter
Begge med spor efter slib |
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) | ASR 1357 x106 0308 Hvæsse- eller slibesten
Hvæssesten
11x2x1 cm
Spor efter slib. |
![](data:image/jpeg;base64,) | ASR 1357 x132 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter
Ingen sider med slibespor |
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) | ASR 1357 x205 0308 Hvæsse- eller slibesten
Hvæssesten
Et stort stykke, mål: 8x5x4 cm.
De andre er små stykker |
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) | ASR 1357 x219 0308 Hvæsse- eller slibesten
Hvæssestensfragment |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07614 0308 Hvæsse- eller slibesten
1 fragment af hvæssesten af grålig skifer. L : 3,2 cm. Tværmål : 0,85 x 1,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09938 0308 Hvæsse- eller slibesten
1 fragment af hvæssesten ( ? ) af gråsort, finkornet bjergart med spor af afglatning på den ene fladside og den ene bevarede sidekant. St. mål: 5,3 x 4,5 x 1,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C0217 0308 Hvæsse- eller slibesten
Fragment af lille hvæssesten af sortgrå skifer, afbrudt i den ene ende, forsynet med dobbeltkonisk gennemboringshul i den modsatte ende. Længde: 2,8 cm. Bredde: 1,1 cm. Tykkelse: ca. 0,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C0372 0308 Hvæsse- eller slibesten
1 stangformet, firesidet hvæssesten af skifer med rhombeformet tværsnit. I begge ender brudflader, hvoraf den ene antagelig er sekundær. Største længde: ca. 9 cm. Største bredde: ca. 2,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C0537 0308 Hvæsse- eller slibesten
Uregelmæssig hvæssesten af grå skifer. Længde: 10,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C0538 0308 Hvæsse- eller slibesten
Hvæssesten af lysgrå skifer. uregelmæssig form |
![](/grafik/intetbillede.jpg) | ASR 3M70C C0652 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af grå skifer , svær form. Afbrækket, tilslebet på alle 4 sider, fure i den ene side |
![](/grafik/intetbillede.jpg) | ASR 3M70C C0701 0308 Hvæsse- eller slibesten
Hvæssesten af grå skifer. Trapez form, slebet på 3 sider. Ophængningshul i den ene ende. Længde: 5,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C0829 0308 Hvæsse- eller slibesten
Fragment af stangformet hvæssesten af grålig sandsten med en noget skæv, omtrent kvadratisk tværsnitsform, ca. 1,8 x 1,9 cm. Stenen er afbrudt i begge ender. Største længde: 6,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1036 0308 Hvæsse- eller slibesten
Stangformet hvæssesten af grålilla skifer. Stenen har langstrakt form let krummet, rektangulær tværsnit med ovalt, dobbelt konisk ophængningshul, ca. 2,5 x 3 mm. i den ene smallere ende, medens den modsatte bredere ende har svag klumpagtig fortykkelse. Hvæssestenen har antagelig oprindelig været bredere, idet en lang splint synes at være spaltet langs den ene smalside. der har rå brudflage uden slibespor. Længde: ca. 10 cm. Bredde: ca. 1,1 cm. Tykkelse: 0,5 - 0,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1099 0308 Hvæsse- eller slibesten
Stangformet hvæssesten af lysegrå sandsten. Stenen har uregelmæssig, rektangulær tværsnitsform i 2/3 af længden ca. 1,6 - 7 x 2,2 - 3 cm. noget fortykket mod enden, der måler ca. 2 x 2,5 cm., men antager i den modsatte ende gradvis tresidet tværsnitsform med en bredde på ca. 2 cm. og en højde på ca. 2,3 cm. Stenen er glatslebet på alle flader, idet dog 2 af de skrå sider lader den tresidede ende fremtræde ret brudfladeagtig med ret svage slibespor. Begge stenens ender udviser naturlige brud. Største længde: 30,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 3M70C C1113 0308 Hvæsse- eller slibesten
Fragment af stangformet hvæssesten af lysegrå sandsten. Stykket har uregelmæssig, flad tværsnitsform og er spaltet på langs, således at kun de bevarede dele af smalsiderne - medens den anden af fladsiderne står med rå brudflade. Stykket er overbrudt på skrå i den ene ende, på tværs i den anden ende. Største bredde og tykkelse: 3,1 x 1,6 cm. Største længde: ca. 8,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 179 x023 0308 Hvæsse- eller slibesten
1 stykke af en slibesten |
![](/grafik/intetbillede.jpg) | ASR 372 x001 0308 Hvæsse- eller slibesten
1 fragmenteret hvæssesten af grå, finkornet sandsten med fladt tilslebne sider - nærmest firsidet tværsnit - sammenlimet af to. |
![](/grafik/intetbillede.jpg) | ASR 419 x004 0308 Hvæsse- eller slibesten
1 stk. rektangulært ( 6,5 cm langt, 2 cm bredt og 0,7 cm højt ). Slibesten af gråligt glimmerfyldt bjergart. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12147 0308 Hvæsse- eller slibesten
1 flis af stangformet hvæssesten af grålig bjergart. L: 3,95 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13185 0308 Hvæsse- eller slibesten
1 hvæssesten dannet af et særkt vandrullet trind, aflangt stykke bjergart, hvis fladsider bærer slibespor. Mål: ca 12 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x110 0308 Hvæsse- eller slibesten
Natursten med slib. mål: 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x205 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Natursten med slib. Største mål: 7,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1308 0308 Hvæsse- eller slibesten
1 stykke grålig skifer af flad rektangulær form. Stykket er glatslebet på den ene sideflade og de to smalsider, medens den anden sideflade er råt afspaltet. I enderne ses tævrgående riller langs hvilke styket er overbrudt. Længde: 4,1 cm. Bredde: 2,7 cm. Tykkelse: 0,4 cm. |
![](/grafik/intetbillede.jpg) | ASR M547 0547 0308 Hvæsse- eller slibesten
Slibesten |
![](/grafik/intetbillede.jpg) | ASR 579 x008 0308 Hvæsse- eller slibesten
3 hvæssesten. |
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) | ASR 579 x054 0308 Hvæsse- eller slibesten
1 slibesten af glimmerholdigt granit. |
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) | ASR 579 x054 0308 Hvæsse- eller slibesten
1 lagdelt sten af skifer. Slibesten? |
![](/grafik/intetbillede.jpg) | ASR 479 x8 0308 Hvæsse- eller slibesten
Utrolig flot glittesten. |
![](/grafik/intetbillede.jpg) | ASR 482 x1 0308 Hvæsse- eller slibesten
Hvæssesten af glimmerholdig skifer. Mål: 5x1,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 621 x140 0308 Hvæsse- eller slibesten
Ubetydeligt udspaltet fragment af hvæssesten af grå skifer. Største mål: 3 cm. |
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3b5MTuvzHnn6fj71oXn2aHEqASHYq7Q/APbg+v601Z2bYlxbYgbjdJkLtBHUfXAqLaFqbvqZF1oqBbN4Yy4k+fcCNw46/r+gqhfeG7mIPGkmW2qyEHkEdm9SDiugawubeZZAflyE8lBvbJIGeoxj1rXisdjMyl3AXyxuTIGOpPPAx07cVPM47GllJHnEdnaafarNM00cShll8pQ6LlfvDGW6+g5wMDrWjJqS6XceUJPOCqqh37EZ6A9RznnnntXWy6dCTLFJFsbO8lF+8TnkgngE9Pr2rHutPe5SaNQgkTC88DcDnJ/z1AzWirc2jMnR5dUVrjVUmtbjzoVER4MaoCq4wPlI+rEn39ucfUNEWaZTaq7EFwEWQEZIHO7+IYDcdOKuTQT6erMoPk5wX2Dbn29xzyanguo7SITQtCys7ExyZZdrDHX1BJPPqcHrXTHVaHFOLizlLrRzHHCL2yjXy4yo8tSCCwwCBznG0jHt0NfT/7JvxxGl3kPg3Vp2On3jk6bNJ/ywkbnymJPR8gr05PTnjwC6LzNDMssMKAty6HfC+BkD2OB6dc9a528knbVTPEvkOHWQfeUKCSo59cAfTJraMnGRz1KaqxaZ+sO6mlq8j/Zv+MEfxW8DoLqZW17TQtvfLnl+u2T/gQBz7g+1et16Sd1dHz0ouLcWBNRSGpO1QyN1qyT84f+CrHz+LvhepIC7LrO7GP9ZD6gj8xivgXxvJaf29OLWHYVPztvQqxx1UIqqB7AV98/8FVWb/hMvhgFyCUuemc/6yH0IP6ivhvW7XS7jxqqX1zLEvm7rs3Suq4CghQ253+bGMnpmuiOxyVN2cOzEr1/CinXC7JnClWAYgMmSCM9s9qKZgfrj8WtNOm/FLXYX+VG1O4fpyPNnZwffII468D3z55p95PYyvEJ3azeaONWWIAqHfI6gg46jdgj19Poj9pTTU0z4jahO0Pm/akinXPT7gT6fez/AJNeE3lp9vmgW2uGhmg/1siqAXJI3DA44BAG0ZyR+Pz9SVqson2+H1oxkZ+r3f8AaUUen3S/2hD5/myMcrudVYkcFsgKffBycgmsi1tpGz5bZjBRUjGBuHr6d8cf0rau5Llr64llj82OCT5ljRmZAe2dvZO+R9488gnN8PpAdSaE3LsCTtbywN2MZUYIOOD34/Os5uy0Z2U13Rq2tkEUiTMakfNuO47epwc+vrTfsEgwVkdoioXdtUkjjkg/55NW76POwYBbzMKGAB5GcdeemfoaktQLqSWBXIZjskU5ARgAeuBzhl/TuK5k+bVGj03II1v7iZ/3cUy7FHnDKrhuuV/EH86W48Olo/tK3jSRyqML91Qc/eXuOmOtXNJK+WYzBvVcgIhyHI6kD6kjGR6966W6hFza7YTGJZpQFjUAjG04746/oPelr0Ftucdp+k/IyW8ccab8uWwodQD1PXr6Hr9a0PsNtG12hGSSS6ZOGLYJK9uRnitXTLeGOJbOB440KspfoATnd3yTn2qK4t4Y7gwoWaRJSrEKHPT7vH5dewqWUvMyFtLdWnjIaOT5YkkI4BOecnqCdv50stjPZz2yxSQ3JIbzFLdcKfbvz+eK3lhW0RpVZVEKk99654J5OMcf57581wRFFHIW3sNglZQu7Oc4YcYz7e1Sy02ZkF008iQNlnUbiVUBs7gQCD1Azgj/APVSTWwRRCYI3tySAVYh8ZGQvfjnkcZBq/q2krJbmWSfDk7lkV9rdcKMDORkg+4rJhuxpe13jWeI8wrtKEqc7gAcY5HP1rP4TdNyM24sXjs7y1AWJmXcFJyQvIJz7Dj/APXXLXkAW4nkVUEakkqeBIBkgf8Aj36CvRri1eS4mm8wSpuxLLgHaAfmBxzyB9OB61yeraWIZSsZyuOGUn7uPuqc5xx9a2p1LSsZVKfNG5nWr/aVa4WVokkUQysv7wREHIcd+eB36HmsLUNPSxtGthMTdB1RZHyD97cVJAwOnAOeh78nds40W2mIGxwwQbTkghcDgDkHHfuD2rOuLqa6VYr5/mmcbbmMFjGRnOR6fNnHTHTNd6d3oeW1Y1vgv8VIvhb8SPD2pwSiCyvrn7NqCqT5ctu5VWcj1Q7W+qmv0vWQMAQeK/I6+sTq2tW9lCyyXUhZYgmQuSw24z/e7enP1r9X9Hjex061tpJWneGJI2kc5ZyFALH3PWu6i9Gjx8YldPuaTNUUlO3A0ySuk4D83/8AgqwAfGHwyzgr5d1nOP8AnpD6gj8wa+BPGkcEeuXHkTJKGOSsaqAnHT5VVT+AFfff/BVTcfGfwx253eXc4xn/AJ6RehB/UV8N6h4ZbWvG5tZbkI1wzHamXlUqmcFWYkE47tXTHY5Km7OL6DFFWdTsxp+pXVqJVmEMrRiROj4JGR7HFFMwP3s/at0M+Zo+ppCJUliktJeucj5o/wD0KSvlibQoL4veyx/ZmjbKyRybtoC/P2IAxxyO2e2a+9/jT4dXxB8P7/5SZbPF2mM/wg7un+yWr4rjUfb5LXeYQxHl72J44wBxx68+or53FwccRfur/oz7HLqvNhuXqn/wUc7qFq8qSKkCl5i6OqqFwn8RIP8AtKAD0x3rH023+0zR3ULSHdhS5PHzDp2ByDng10fijbYW1ykj3G9pTGXBKgo2cDeB90ccZ7flyOnyH7U0LkrFu8lOrFcnbwOfY98Guep8PkerS1Z0cFwxupbUBw/lsFcxkq2TyPTOAO461HdSSx7WeNgJDsO1lyBwCVH1bHT0qW9uESGQQITKW8tGmbbl/wC7x36889BVG4Z7jyJEmVUhcvKzAEkEYwvTBz6joK54s2lEtrA9xEDDIttKrKg39A+4AEjqfarVqsgsUQH7POHwHWMbcD+MAjvzxk9etO0ua2urPMNwHMm3yljkyjYC5H1IJ446/SrMccl89yeI2iKhJVySQQB29yen+FF9SbaF2JpJYW2o4uiu2Rh+7DdCSDjP0wf4vXowstticQmASZMkbEhhnODg8DPXj1zVGO1ZWia5WPO9zuCgn5sDB468fXkegqe+kb5CSxd4/lXBUEYzlh6jHXPWnchK495hPZGAxq8Uh2vIVAypOBkHvx/PFVL+4hjkWJpBFNL94oQWLccjdx0x+QqN5HgsxNKFYySF2aRvlBBPrwOg6Y6dqo38MNw0Msr8OcEEYcfJyvTk+3qDTt3LXkX5rmeS8s4bRYzYsHnlXdxGo+6ACOhx0GO3YnBeQw3lotwkcKOh+QxgngY6DHTgdPSpLFre6SV4lcELs3v8gYr93nqAM+hHNUI5fKkRWcRpBEpdbYZEZ6EAsT6jkismjWL6FeZrmN/IjhctCVBhjJ24wcsw7jjH4isoXVtqDSDeoaOQKwdhuGFOWYZ/Ht2rZ1CyivDA07SXaxnILvgg56EKQDwcdPWsO/0vTraaXy7VYmaLEcixLjAx1bJOMcDPOR9Kzubx8jm7i80/S9cMETzvLOf3SiIyNICPQDAweOves+QzapCbiG1lt5vMaR4ZJVUt1UdNzLgcYAp17b2cc0VybeBY1kUKSFCEggk5xxyw46dqnW7Om6jZrHEHiniDR+WN+Tld3tjhT65B6dK9GlJtanmV4JPRHMaxYz6XqFq8TxwtC5lhWFzJkAjB3bVxg5OCOPUYr9Jvhf48tfiJ4K0zXLV1YzR7ZkUg+XKOHU/j+hB71+dfiSELOscM4e3MpO9/vKSCoXOQcHG7BHUelejfsu/FK7+H/wASLPw1O/l6Hq8vkPHITiOUghGA7HcApPQg89BXfSlyy16njYmn7SGm6Pv+OSnMxqvG3FSbq7zxj85P+CqvPjT4Zrwf3Vz1x/z0i9QR+YNfAni+3e112d/lVJDuQoydOn8AAH5Cvvr/AIKpt/xXHwywfm8q4xjOf9ZF6EfzFfB/iDQ77UPFE8aQuGlLOsk+5VKquWO5mPQD+8a6I7HLU3ZzDNRSzQtbzSRPgPGxVsHPIPrRVGJ/T5cW6XMEkMqh4pFKMp6EEYIr4f8Aib4fl8H+KL+xJLCFmZN2NxAA2NjPORjr6jpivuYivm/9rjwSosbLxhAJt1sVtbtYjx5ZbKvj1B4z6HFceKoqpFS6o9bA1/ZVOV7S/pHzprS+dZWd1PM03mXG0mRME54IJzx1HB5/lXL6nDDpLCPi4vGkE00YBBUg/KF/QnPcg967hoVvFt4VZnjUBy4AJDYGCwIPB56gHpg8VzF5pkV5FqUrsrzRQGE4B+ZsgYPHyjk9MZwc14sve0Z9RTlyvQi0/UJLrzWIEIyTswBnBznHpyefercakyXMZVZlkH7qYMOApGVIwfmB/n045522We3uljCSNKmVVotyqTnuMjOeec966WxkisRLtbzZJG3K0ZyQw4JwTgcg+nvXDs7HpSirXMjw2sEU13b3lslri4kIcQeW0g42kZHPyk/MK6n7bFCsKI3KttbezF8gtnfgY/iHHX6VHLpO6MXLBZbmTDiMblRcjG1tq/d5Hr9Kg1JYLuwiaELFcSMUX5v9X2YnnA4XPHbP0rTqcwvmG6jcLcH96yusq4DA5+9yemfUd+lMF7PqLGKWeRl+YFgEXGcED8RxwO3vTbzR5ljQyyNIfLUblYdccHt36Z6kngVkTaoulxxXOowxpAsmxZIZCrSfPg/KSdp64yefap2K+LY1ms3uLc2907XMKQor/KRGGGM8cdDnHt61DawJZlEsbeNLfARvJXB4LEYPTqeg9e9Wv7eg1byRbeYqtGokZGG5MgNyyjnoBkYz0xVi2dobN5ZxbuzZ27RsZwCNwC5yTwPxqXIqKt0M+WMwsoKEEMS3zN0zyeR6gcdqqQyYwiBZZHcvIGwSfm4A9uR3/kKuXTIyyGLZ5ZKx/aG+8wDHgkDqAeB2z+JybWZBBkLIshcbVJ++M49P7pzj3JHNHNoUl3L07K15E9scQqpR42bG0HGSB+f4YxWbfMZptqtu8xgVxtBB4HU+nt37Va1MM0J2L8yHzcq3qS3B/Hv6/Suev7h47QyO3mq4wpUhSB26984/Wo5WaKS3OT1zdayyRxlvsrTOFkbq2PX/AOvVSGyn/s2zWC7iMqvJJtIJMYGMMOPlBAPNW57hJ5jC5UwA7mXn5m6E49eh/CpL7T7/AE3Q1AdYzGGKDLfdwR1AwRtJ6++exr0afupXOCtLmZRk1QXmmXdndzRy3NvgusAGSx52gdcbc88c57iqsl15t5YXvlsLi3MbNICQEOT05z1Cn8atWcLWclw91HhbqXZcb12+VuO3GAM5yd3PQA8dKo3Vwy300byxx2yI2xGTaXIY4xn0JP5V0I4JH6gaZdG8sLecrsMsavtznGQDirW6uf8ABeof2p4R0O84H2ixgmwpyPmjU8H8a3N1eqfNH5yf8FU3H/CffDQccW9wTnGP9bH6gj9D9K+ENa1W507xTLdWkwWSGTMbYV1XjqBtC/8Ajor7r/4KoMf+E++GxB5+zz9M5/1sfoQf1FfB3i66nudauUlkkk8ttqhyx2jrgZZiB+JreOxzVN2Yt1cPczPI7F3dizMe5JyTRTFXkCiqMT+ohlrL8RaDZ+KNEvdKv4lns7uJopUYZyCP5jr+FazVGarctM+DfEvhW98E+K73w/dpseHCREqQlzF/AytkE4zyOxHeuN8UaU2n2ttfRu9u0ilbjyyAN2CQWOME5X0zX3V8WvhnbfEjw7JANkOqwKXs7lsgK/Xa2P4SQM/16H4217TdY0d7nRby3aHU7eRTLauV+XA4aPIGVOMg5xXi16Ps5XWx9RhMT7VWe6PLbyO4tRFerCqpgxycblyQRwccAlT/AJwa3NB1O1mvI5rjzvnw0e7BXlMAEHn8+5rW1bT7K+0dreO3AAPMjZZm2tubK9gOc89688gltJL2dxGyyQlkMMQwFA+6zAZwMA4A45rzpw5lfqe5SqfZex6PNeJFcQrtjmkmDbYUQR5BwQSOpx9e549L0K+ZcPNcxR+U52FVAI3Hkgeh/HnPSvNY9dkjVbq6aNWztWXf242k+n1/nXWWmsedCZzdKoXgkY+8OWAIPruBJ9+cdOblcTdpS2Ny8to9QEW9wWd8Iy4LbCeB0Hr0zznFed+ObWG68qe5l321qdxtXwVfnoB75x+NbM2svawOwO5o9ud2U9/5Y57etcx4i1lbu2aFgo3cosjlivXHfOM/19KmN5O6L5VHRvQy/B+uNperCytpfkntmR0wMoxJBTA77SOB+mOOztNckgjUzSxyXCuzBlwNmVPy/iSenv8AWvL7m0juLy31C1tmj8uQxo0D9UKMAfVjkKfz55rp9NWf/RizhrdUDzKxxIuc4GO/OOf8MVrUS3ZMUdi+oDUJJ1gQhk3blwMjnOfbJJ6e9OVZms0Z49iDnCc428Zz1J4I6+lZAR7gRXVsxAV8nacK2MnoOvXr6iqNxfXENtDDJN9olIbMzYDEck8duw7/AI9a5+Vy2L0iaC7NuBkQyHKzZL5yp+6STxxnGe596zL64khYK7FkYbC+Sex4A6Hn8qkj1h/mkKrJKUztIBwwGM46jH9fyqarqW23WQXHlpg/cBBHLc/X+XvxWkU9mRLujlr6SI3SxQ5SHaQfLGSzHJ5A7jjnr+taRvrzWLM6crMkflgSxEfMQFG4cHk4GCR7e+ZLHSbW9uDPPeCONVEokVhtJA4brkDP51m3iiPUQ4HlrA24Km4GZsDg9vlBJ5Hb257la2h50276lVdUnuLnUZbSBb7bK8rYxtVAAOeP4RnGPU59K56K6l1RNggjYxSOW8s5A3H5QeemP1+uK07e4a0ubmJF84XOTG8Ry0aYX5zj+H1+nvWr8ObWPUNesbOONo31FI4X3AMxUyKAeB1yR6V0x8jjnLTXofoj8ObVtP8Ah/4atWbc8OmW0ZPuIlFdIGqtDClvCkUahI0UKqjsBwBUq969TofNXuz84/8AgqhJ/wAV/wDDhc4/0aYnOMf61PUEfoa+JZPE0mi+LDcG3tblLfzEWNYo1Dh0K/MVRd3XuPyr7W/4KlZ/4WN8OQCc/ZZsYzn/AFyehB/IivhbxZIr65cjyljZG2s2XJc+p3Oxz+NbR2MJ7mVcTGaaWVgoeRixCqFHJ5wBwBRURO40VRif1FUxqkamtVIaIWrzP4z/AAjg+I+kie0K2uv2gJtbjO0P/sNjqPT0PtmvTWFMYUpRUlZm8JOLUo7n5z6lFqWm31xBOlxbXUTtbzwSja0bBueDxk5z/L3xbWxtbaQu6SfZACZGUDKqSRkNjqfQ/wB489q+5vix8G7H4hQm7t2jsNcRdq3OzKygDhZPUDseo9+lfIHibwXq/gLWJbTxHp0gE3DNEf3Ui5HIbHzDv9fQk141bDum7rY+kw+KjVXK9Gcl4g8IJJm4gvN4UBmSQb96ggkemc8c9zWMt0865iCKkecqBsJxgEj0xx+ua6K6uLM27WUUMir53+sCHc2SQcoF6AMfrxWXc+GYF02UWjGefaQTGwMaMchmDEgjnH3SDwK86UXK1z2KdVRTMN9et5bfaEuUuJI9u1gI0XB53A9z6457YyK5uaGTUI1lit7iWC3BdSsb/OAcDJ28ZJHcgcdK7jTvBulTXFjBPtie3YGZJEwsxDBt24+px2HWurjgtbuzkitoVsIoYghV5yMbySFBIw2Ttx9e3UkfcdkW5cyuzxa6RzHNMVWOFciXKDap47EckDdg9R2rqLLT55GNylti2jbaNziTYvJ3Dr0+Xjrlug4o+1aYLq6e6i+2Px5zTJsLAod0YUHkqCOMe/PFafgdIz4dihtZo0aymZEhd2CTRhiq7iflBCkfKevJ7ms5xu+Y1jUtHlMyS8vtPsY1kRgjM2FgUvtlJyTz1xn6Dpj0z4buRrN/Ncs6n7suQzc5xg9huH5V1mraSmsSXcs0ksN0cQmI4YKvygmNlGSCqhjzwTzmsIeF5byQXFuI5YFDN5zIIsqThuATuySePXt0pRikrIftL6syZL0X9q88S7W3FEViAdwAxxnJHPX3NUbq484Su6jy1UIHCkrtBOAec9WP69uvUL4RijuXkVxbqVZphcEh2YD5gMnIGGz0OMZPaqGsWoaHfaq1vbQmNV8wOgaQKFJ+boc45JJ9zW3LHoYuZjQ3UYtbuCZI3TJIM2GQ4B2gg992PbPoRmtK70NL60tbq2uI7XUGjMs8zybdrbFyPm69cgd849KdeM2n6TFLd2lqZJOXW4CudnIyBnrjnnrmseGaPm6AJjuG35kIG0gH5cDPPB455YVrc4pa3K+ueVo+k3iFlD7jBMyf8tF4KkEnnBYd+ec8g59J/ZB+Hx8ZfEI63eROdP0GKN06qhmyfKXA9OZO/QZrxWayvvFHiRLfZJJdTFIorRW37mY5C98g5GOe/wCf6NfBX4Yx/Cr4f2Gi5WW+I869mX+OZuvPcAAKPZa7qMNbs8jFVuVcq6ncYNPjXOacsJarkNrgdK7zx1ufmp/wVIh3fEr4cbuFNrKDuxj/AFy9cgj8wa+LxeaHbeM3N5BiBRKskkjLNEZCh2MEWMDAbGRg19tf8FTI2X4qfDNVDEm1k+7nP+uXpgg/kQa+DvG6wx+I7sRtMX3nzRMpBDegyzMR9TmtY6IxqbmNdtG91M0SgRlyUCqQAM8YBJx+ZoqGimYn9RbU1qc1NamhojNRtT2prVRoiNhWXrWh2Gv2T2mo2cN7bNyY5kDDPqPQ+4rUao3pFngfjT9lPR9TY3OgXkmlXIYuIbjMsWfQHO4fiW6dK8S8b/A/xr4bkJuLJr2MDy4brTYWkU5PVgg+Xt1X/wCt9yNTWFcs8PCR2U8ZVp9bn5k3kN1A8slxOkcsL+XJHIPLkzjJYqSrEZI4HpyeKTUNegglS3SARM7OFkafcACmOVHIIJUnIx0+tfpDr/hbSPFFjJaatpttqFvINrJPGG49j1B9xXz944/Yz0jUbu5vfD94LRnU7bO8Uuo9lkzuAz6gnk81xzwjWsdT06WYxlpPQ+P9Y1KfSxLJoCwyTugEZuRlXORyWI5PGOpJ+hpfDmqrpPh+303U4YYLr5nC5BDEMeWKsehHp29cV6L4y+FOtfDuZZddsrmCGMkxvn/R2wTgbxke2M9+griJNJj1eEPeQJGzq/mM1ySVBOTtIGD0H0zXDKFt0epGqp7O68jYFxcXjLEjwyO6OY52z6kN8xUevpxx7Vm2tjdafoaaVdRC2uAQoAxKjIBuP3Tx3xz29TxgtFq95bqkwUJHmBG3bSW3ZA+UMScYGenU4FbaRvqFvYzGSW0vHiaOSLDhyuPmB5OOQeOnQDHNZcprzGikFpdaXZTRuGjdfLZAiMxxjIyBtLZ2j14H0qr4igjntbRxdvF9im3GNVYuXba20nGRnGDgHO4Ywaw9aubmM26aTE1jGsixLOcfZ1PJPy5BJI4zj19zSreT6NpxaO+jnvEZZHWRVlDFj93e+FyD9efrShDUJy0MjxdtNvbx2vyWTxMjo5/eFyoXKg8jAOfxHSub8QBdP8P2M0J8m5kwQR82HJO4nBIx8xI47n0rW1bVb3xFrEMFpY3WpanOTFaW6xea7MRjKoAdzcZ6cD6Cvo74J/sUarqVxZ6t8S9q2tuqmDRUl3vIexmYcKMcbVJPqRjnupUpSseXXxEad7mZ+x38BZ57iLx3r1qywKqnSY5iS0rYwbg89AOFz169lr7DSxPpWza6PDZ28UEESwwxKESONQqqoGAAB0AFWVsQvavVjBRVjwJ1HUldmPDY9OKux2mF9K0FtwO1K0e0VRJ+Xn/BViMJ8WvhmDtA+xyZ3bcf69euQR+YI9q+KW8NaVrXj5rWa/ElvI0jzRwMkLJtXO1WKBGJ7YAH0619v/8ABVT5vjH8MkUusn2RyCm7P+vHTaQc/Qg18CfEC1+z+Jr4m5WZ3kLEfPuXno28lgfqT9a0WxjPc568jSO6mSMnYrkLlg3APHI4P4UVFntRSMj+os0xqcajY1RQ1qY1KxphNMoRqjanmmGgojamGntTG61LASm06m0gK91aw3lvJBcQxzwSDa8cihlYHsQeorx3xp+yn4L8UedLZQSaDcy8sbMBomOc8xtkfgMCvaDSVMoqW5pGpKDvF2PjrxJ+yb4y026RdIvbDXbGMYjF05jcfVTxgY7N3rkb74GfEPQ5HZvDUtwHX544Ak4JB42lTnGAOCOMV94mk25rllhYS8jtjjqsezPz8f8AZ/8AiV4jeBLbwlKk29GmutSeKJWBJB4Zuw7AZOfXmvUNC/Yem1mSG68XeJfLAOf7P0eEIEHPAlb2JHC/ia+tVWlxVQw9OPmRUxtWel7HE+Bfg/4P+G6k+HtBtLG5ZPLe82b7iRepDSNliCecZx7V13ljPSp8U3FdJx3vqyLaKNtSYpDTAiK1HJ0qwRUEw4qCz8uv+CrRX/hcnw237fLFi27ft2/6/vu4/PivhDxJ4eubzxRcRQC323Blli8qWJgVRSx4j4XgdMCvu7/gqpu/4Xh8NAgYt9hOPL3bv+Pjtt+bP05r4L8XNqWg+Mru5X7XYXLSNJFM/mRyFTkbgX+bB5GSa06GEtzmCcUUjfMevNFIzP6iGao92a/E/XviR4qhtbSQfFXXY45E3I32+f5iFkLf8tP7yKv/AAIelZjfE/xdbWsdyfi3rgt5HaISfb58EqYSf+WnpKx/4DXT7PzKufuAzVHu96/DmP4neMFhNwfi5rz20bpG8n9oT4DN5xA+/wD9Mh/337VnxfFfxrdR3U8fxc111hjDORqE4CAiLH/LT+87L/wD3qeQdz91GambhX4Vn4neNbiRo4vjDr7CMF5GGpXHyr5jru/1nYKrf8DFZ1v8VvHd1CfJ+L3iGSby2l8kancZysKyEf6z1LL/AMBNTyhdH7yM1Rs3vX4RW3xT8c32oQ2kPxk8QSySTCBNup3HzZmMYP8ArO6gN9GqhJ8YfHCwl/8AhcHiASCMuI/7UuM7vK37f9Z13fJ9RU8o+Y/erNMMg9a/B28+K3jrT72S1n+MfiBZY5mhkU6rcfJibyyf9Z/dy30FV774veP7OHbL8W/EKSmFZTC2qXG7mEyAf6zudq/8CFLlC6P3qyKY0gHevwXuPit48tZolb4weIVSXlHOqXHKeaqbh+86YLN9ENV7j4s+P4bSKd/i34hCyoXTOq3HOEckD95/eQL9XFHKFz98AwNG4CvwTf4sePkjjmHxh8QiB5WiEn9qXG3IeIH/AJaf3ZC30Wk/4W14+exNwPi94geNdoZ/7UucIzJMwU/vOpMQH/A/alYLn74KwoLD1r8EI/it49kMxi+MPiB4oQGkddUuMKu+JNx/edMyn/vg+tR2/wAWfH9422P4u+IZGEZlZRqlwcAJKzf8tO3lr/32KfKF0fvkGBoavwLt/i14+up1hg+L3iCSWQ4VV1S4yf8AV9P3n+2//fs02L4t+PLiaKGP4weIGaQgKP7VuM5Pmcf6z/YT/v4KVh3P30yKDivwGk+LfjuGRo3+L3iBWU4bOq3HB/d8f6z1dx/2zNE/xY8e21xJDP8AF3xFG6HDK2qXHH+s/wCmn+wn/fwUuUfMfvsWHrUMzDHWvwKuvit47t22y/FnxArlBIAdTuOQViZf+WnfzG/74NR3HxU8cxLCZfit4gEcylkY6ncYZd8i5/1nrGP++hS5R8x9W/8ABVWRW+Onw6R9mz+zvmD7duPtDdd3y4+vFfB+raJd654wvrWwgWZ2lcoqFETaD2IIQD6HHIxV/wAbeIdb1S40/VdQ8UX+v3KkpBdXNzJJJFtCPhWZiRhnPTuKyrTxtrMGoJeSXsl9MilAL1zMuCQejH1AP1AqvIzbuzBkjaORldSrqcFT1B9KKfLI1xM8sh3SOxZie5PJNFIg+i/ifY+GrPTYG0XUI554ZNgtfPaUeWWkIYZGASBGzDIwzkY6geVySvIAC3Azjniiiu2QHR2sOjN8M9Tnm1Bl14Xa+XamTClF2BSFzycPNzg429RnB4iO6aFsg5Hcdj9faiisnuB1nw7h0K+fWl1++az8vT5JIcS7PNkOPl68k+nPfg1wzTNGeDjjtRRU9ANPwnbJqHibTYpb1dOhMys1y8oj8tV5JDEgA8cZ74qjff6HqEoXaRHIwXbIJBwTjDDhvqOtFFT0GZ8khaRmcksWyT3rq/ifZ6LY61aDQ7576BrVGlZ5RJsYMyqu4EjPliMkZ4JI4xgFFIRyPnNxkkgDAz2rqNcttMXwNoNzb3Xmak7yrPbtOGZAGJzsH3VPy4zgk7utFFAHLKxVQGJKjJ257+v8vyrodMh0eTwPrM11fzw6qlzALazjI2TAh8sy/wCyM/N23Ad6KKAOdEhUEAnng4Pb0/l+VdH4Ch0261O9Gp3AgRbOQxBrgQCRiVBUuemUL+vToehKKBnMCQo2UO0g8EHmtPwzHBca/p0d1MtvbtOgkld9oUZ65yMfXI+ooopAHin7LH4h1BbD/j0EzeX++83jP98fe+o/XrWU0jMSScnuTRRQI0fEUcEd7D9mu/tkbWtuxbcWKMYl3ISQPutkY7YFZZkJAB5A4FFFSM6LWrXTI/C2kPa3G+8YsZY/O3YzjdlP4MEAD1HNYkNjcTJvSF3TB+ZRxwCT/I0UUx2C8s5rGby5k2NgEDIOQfcUUUUCP//Z) | ASR 629 x032 0308 Hvæsse- eller slibesten
Slibesten. |
![](/grafik/intetbillede.jpg) | ASR 629 x034 0308 Hvæsse- eller slibesten
Slibesten med en slibeflade. Godt håndstore |
![](data:image/jpeg;base64,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) | ASR 1070 x078 0308 Hvæsse- eller slibesten
Hvæssestensfragment |
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) | ASR 1108 x055 0308 Hvæsse- eller slibesten
Hvæssestensfragment? |
![](/grafik/intetbillede.jpg) | ASR 565 x074 0308 Hvæsse- eller slibesten
Fragment af hvæssesten |
![](/grafik/intetbillede.jpg) | ASR 565 x045 0308 Hvæsse- eller slibesten
Hvæssesten? |
![](/grafik/intetbillede.jpg) | ASR 565 x103 0308 Hvæsse- eller slibesten
Hvæssesten |
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) | ASR 1314 x07 0308 Hvæsse- eller slibesten
Fragment af finkornet hvæssesten. |
![](/grafik/intetbillede.jpg) | ASR 565 x193 0308 Hvæsse- eller slibesten
Hvæssesten, fragment? |
![](/grafik/intetbillede.jpg) | ASR 565 x324 0308 Hvæsse- eller slibesten
Hvæssestensfragment? |
![](/grafik/intetbillede.jpg) | ASR 565 x324 0308 Hvæsse- eller slibesten
Hvæssestensfragment? |
![](/grafik/intetbillede.jpg) | ASR 565 x380 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. |
![](/grafik/intetbillede.jpg) | ASR 565 x424 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. |
![](/grafik/intetbillede.jpg) | ASR 565 x452 0308 Hvæsse- eller slibesten
Fragment af hvæssesten? |
![](/grafik/intetbillede.jpg) | ASR 565 x246 0308 Hvæsse- eller slibesten
Fragment af hvæssesten |
![](/grafik/intetbillede.jpg) | ASR 565 x301 0308 Hvæsse- eller slibesten
Fragment af hvæssesten? |
![](/grafik/intetbillede.jpg) | ASR 565 x324 0308 Hvæsse- eller slibesten
Hvæssestensfragment? |
![](/grafik/intetbillede.jpg) | ASR 565 x321 0308 Hvæsse- eller slibesten
Fragment af hvæssesten |
![](/grafik/intetbillede.jpg) | ASR M0109 0109 0308 Hvæsse- eller slibesten
1 Lille firkantet af lang Slibesten ?. |
![](/grafik/intetbillede.jpg) | ASR M0474 0473 0308 Hvæsse- eller slibesten
Slibesten. Slidt på begge sider. Længde: 25 cm. |
![](/grafik/intetbillede.jpg) | ASR M0610 0610 0308 Hvæsse- eller slibesten
Hvæssesten, stor |
![](/grafik/intetbillede.jpg) | ASR M1425 1444 0308 Hvæsse- eller slibesten
Slibesten af kvartsit. længde: 11 cm., bredde: 5,5 cm., tykkelse: 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR M2528 2749a-b 0308 Hvæsse- eller slibesten
To Hvæssesten af Skifer, 8&9 Cm. lange og 2 Cm. brede. Nogenlunde firkantet Form med Hul ved den ene Ende til en Snor eller lignende. |
![](/grafik/intetbillede.jpg) | ASR M1770 1784 0308 Hvæsse- eller slibesten
En Slibesten af kvarzit, 30 Cm. lang og 20 Cm. bred. En Bredside og en Smalside have været anvednte til slibning og ere meget glatte. |
![](/grafik/intetbillede.jpg) | ASR M2031 2053 0308 Hvæsse- eller slibesten
En Hvæssesten af Kvartsit, 12½ Cm. lang, 3 Cm. bred, 2½ Cm. tyk. Aflang firsidet Form med Slidmærker paa alle Sider. |
![](/grafik/intetbillede.jpg) | ASR M4635 4636 0308 Hvæsse- eller slibesten
Slibesten af Kvarzit. Firsidet regelmæssig Form med afrundede Kanter og Endeflader. Betydeligt mere slidt paa Midten end ved enderne. Længde: 19 cm., bredde: 4,2 cm., højde: 3,5 cm. |
![](/grafik/intetbillede.jpg) | ASR M0782 0783 0308 Hvæsse- eller slibesten
Hvæssesten. Med buet fordybning. |
![](/grafik/intetbillede.jpg) | ASR M0851 1021 0308 Hvæsse- eller slibesten
En Hvæssesten, 12½ Cm. lang og 2 Cm. bred. Gjennemboret i den ene Ende for at kunne bæres i Bæltet. |
![](/grafik/intetbillede.jpg) | ASR M5510 5510 0308 Hvæsse- eller slibesten
Slibesten. 31 Cm. høj, 11 Cm. bred og 6-9 Cm. tyk. Haard Sandsten med Slibeflader paa alle fire sider. Den bagerste Del afbrudt. |
![](/grafik/intetbillede.jpg) | ASR 1 x015.09 0308 Hvæsse- eller slibesten
Sten: 1 sandstensfragment - slibesten? |
![](/grafik/intetbillede.jpg) | ASR 1200 x0063 0308 Hvæsse- eller slibesten
Hvæssesten. |
![](/grafik/intetbillede.jpg) | ASR 1200 x0126 0308 Hvæsse- eller slibesten
Hvæssesten. |
![](/grafik/intetbillede.jpg) | ASR 1200 x0128 0308 Hvæsse- eller slibesten
Hvæssesten. |
![](/grafik/intetbillede.jpg) | ASR 1200 x0148 0308 Hvæsse- eller slibesten
Hvæssesten. |
![](/grafik/intetbillede.jpg) | ASR 1200 x0199 0308 Hvæsse- eller slibesten
Hvæssesten. |
![](/grafik/intetbillede.jpg) | ASR 1200 X0234 0308 Hvæsse- eller slibesten
Hvæssesten. |
![](/grafik/intetbillede.jpg) | ASR 1200 X0242 0308 Hvæsse- eller slibesten
Hvæssesten. |
![](/grafik/intetbillede.jpg) | ASR 1200 X0265 0308 Hvæsse- eller slibesten
Hvæssesten. |
![](/grafik/intetbillede.jpg) | ASR 1200 x0354 0308 Hvæsse- eller slibesten
Hvæssesten. |
![](/grafik/intetbillede.jpg) | ASR 1200 x0364;1 0308 Hvæsse- eller slibesten
Hvæssesten. |
![](/grafik/intetbillede.jpg) | ASR 1200 x0577;4 0308 Hvæsse- eller slibesten
Hvæssesten?. |
![](/grafik/intetbillede.jpg) | ASR 2047 H04512 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2048 H16447 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2048 H16715 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2048 H16716 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2048 H16714 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2048 H17179 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2048 H17180 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2048 H17181 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2048 H17182 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 449 0449 0308 Hvæsse- eller slibesten
Hvæssesten. Ca. 21 cm lang, af lysegrå skiffer/sandsten. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 0308 Hvæsse- eller slibesten
1 hvæssesten |
![](/grafik/intetbillede.jpg) | ASR 2 x28 0308 Hvæsse- eller slibesten
1 hvæssesten L. 7,5 cm. T. 0,7 cm. af grå finkornet skifer. Tildannet på alle sider, den ene ende brækket. |
![](/grafik/intetbillede.jpg) | ASR 2 x54 0308 Hvæsse- eller slibesten
1 fragment af hvæssesten af grå skifer, rektangulært med brud i begge ender (L: 5,2 cm. B: 2,6 cm. T: 1,1 cm.). |
![](/grafik/intetbillede.jpg) | ASR 3 x19 0308 Hvæsse- eller slibesten
1 fragment af større slibesten? af gråligt hård stenart. St. Mål: 7,5 x 6,0 x 4,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 3 x25 0308 Hvæsse- eller slibesten
1 lille fragment af grå sandsten, sikkert fra hvæssesten, L: 1,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 2147 x082 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2147 x024 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2119 x0618 0308 Hvæsse- eller slibesten
Bjergart - hvæssesten. |
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) | ASR 1561 x0620 0308 Hvæsse- eller slibesten
Bjergart - slibesten. |
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) | ASR 1561 x0630 0308 Hvæsse- eller slibesten
Bjergart - slibesten. Ikke en slibesten til flintøkser. |
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) | ASR 1567 x0730 0308 Hvæsse- eller slibesten
Bjergart - slibesten. |
![](/grafik/intetbillede.jpg) | ASR MA90 A090 0308 Hvæsse- eller slibesten
Hvæssesten |
![](/grafik/intetbillede.jpg) | ASR MA160 A160 0308 Hvæsse- eller slibesten
Hvæssesten |
![](/grafik/intetbillede.jpg) | ASR MA161 A161 0308 Hvæsse- eller slibesten
Hvæssesten. Med hul i enden |
![](/grafik/intetbillede.jpg) | ASR 2360 x038 0308 Hvæsse- eller slibesten
Lille fragment |
![](/grafik/intetbillede.jpg) | ASR 2360 x042 0308 Hvæsse- eller slibesten
Hvæssesten, nu flækket på langs og i to dele. |
![](/grafik/intetbillede.jpg) | ASR 2360 x109 0308 Hvæsse- eller slibesten
Mindre, tilnærmelsesvis kvadratisk fragment. |
![](/grafik/intetbillede.jpg) | ASR 2360 x120 0308 Hvæsse- eller slibesten
Ildpåvirket. To fragmenter af samme hvæsesten. |
![](/grafik/intetbillede.jpg) | ASR 2360 X132 0308 Hvæsse- eller slibesten
To fragmenter. Ét lysegråt og ét mørkegråt. |
![](/grafik/intetbillede.jpg) | ASR 2360 X057 0308 Hvæsse- eller slibesten
En lysegrå og en mørkegrå skiffer. |
![](/grafik/intetbillede.jpg) | ESM M0120 0120 0308 Hvæsse- eller slibesten
To slibesten. Den ene af granit, den anden af finkornet stenart |
![](/grafik/intetbillede.jpg) | ESM M0600 0600 0308 Hvæsse- eller slibesten
Slibesten? 9 cm lang. |
![](/grafik/intetbillede.jpg) | ESM 119/64 AE 004 0308 Hvæsse- eller slibesten
Slibesten - rødbrunlig. Næsten cirkulær. Diameter 12 cm. |
![](/grafik/intetbillede.jpg) | ESM 119/64 AE 010 0308 Hvæsse- eller slibesten
Slibesten. Stribet granit. 32 x 12.5 cm. |
![](/grafik/intetbillede.jpg) | ESM 102/62 959 0308 Hvæsse- eller slibesten
Slibesten 32 x 18 cm., svagt nedslidt, rødgrålig, grov overflade. |
![](/grafik/intetbillede.jpg) | ESM M0764 764 0308 Hvæsse- eller slibesten
Slibesten.
Længde: 29 cm
Bredde: 14,5 cm.
Rustspor efter plov. |
![](/grafik/intetbillede.jpg) | ESM M0787 787 0308 Hvæsse- eller slibesten
Sten m/tydelige slibespor. |
![](/grafik/intetbillede.jpg) | ESM M0835 835 0308 Hvæsse- eller slibesten
Hvæssesten - L. 53mm - br. 15mm. Tildannet i den ene ende til snorvedhæng. . |
![](/grafik/intetbillede.jpg) | ESM 0045 AH 050 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0045 AH 056 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0045 AH 057 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0045 AH 063 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0045 AH 089 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0045 AH 115 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0045 AH 120 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0045 AH 125 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0045 AH 165 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0045 x 052 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0045 CAD55 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0045 CAO14 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 2151 X0034 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0045 VÅ01 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0045 AII01 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0045 AXU02 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0045 BKF 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 1801 X0007 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 562 X0199 0308 Hvæsse- eller slibesten
1 fragmenteret hvæssesten |
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| ASR 13 x3085 0308 Hvæsse- eller slibesten
Afhug |
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) | ASR 13 x3067 0308 Hvæsse- eller slibesten
Ubrugt mulig hvæssesten længde 8 cm |
![](/grafik/intetbillede.jpg) | ASR 2391 x540 0308 Hvæsse- eller slibesten
et mindre fragment |
![](/grafik/intetbillede.jpg) | ASR 2391 x435 0308 Hvæsse- eller slibesten
3,3 cm lang, 1,3 cm bred, irregulær halv cylinderformet sort/grå sten. Muligvis tildannet. Fragment af hvæssten |
![](/grafik/intetbillede.jpg) | ASR 2391 x437 0308 Hvæsse- eller slibesten
1 fragmenteret stykke hvæssesten. 2 er højst sansynlig af samme type som en del hvæssesten, uforarbejdet, mulig hvæssesten |
![](/grafik/intetbillede.jpg) | ESM 0086 x0216 0308 Hvæsse- eller slibesten
slibesten. flade 19 x 10,5 cm, længde 4,5 - 7,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0283.05 0308 Hvæsse- eller slibesten
Lille stykke skiffer m. slibespor. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0420 0308 Hvæsse- eller slibesten
Slibesten 43 x 17 cm flad, 6-12 cm høj. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0465.06 0308 Hvæsse- eller slibesten
1 hvæssesten af skifer 3,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0482 0308 Hvæsse- eller slibesten
Slibesten, flade 24 x 32 cm, højde ca 14 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0504 0308 Hvæsse- eller slibesten
Del af hvæssesten af skiffer. 3 x 2 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0524 0308 Hvæsse- eller slibesten
Hvæssesten 0,5 x 5 cm.
|
![](/grafik/intetbillede.jpg) | ESM 0130 TD1 0308 Hvæsse- eller slibesten
Hvæssesten, med påbegyndt indboring. |
![](/grafik/intetbillede.jpg) | ESM 0130 XØ1 0308 Hvæsse- eller slibesten
Hvæssesten. |
![](/grafik/intetbillede.jpg) | ESM 2243 x017 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 2243 x028 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 2243 x029 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 2373 x010 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 1251 X0005 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0086 x0911 0308 Hvæsse- eller slibesten
Fragment af hvæssesten? |
![](/grafik/intetbillede.jpg) | ESM 0086 x0999.04 0308 Hvæsse- eller slibesten
2 dele af slibesten af finkornet sandstensavf. Hulsleben på begge bredsiderne, sleben på den ene smalside, den anden slået af. 10 x 8 cm og 6 x 5 cm.
|
![](/grafik/intetbillede.jpg) | ESM 0437 X0034 0308 Hvæsse- eller slibesten
1 Slibesten |
![](/grafik/intetbillede.jpg) | ESM 0437 X0069 0308 Hvæsse- eller slibesten
½ lille flad skiferhvæssesten. |
![](/grafik/intetbillede.jpg) | ESM 0437 X0070 0308 Hvæsse- eller slibesten
½ større skiferhvæssesten |
![](/grafik/intetbillede.jpg) | ESM 0437 X0071 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1060.07 0308 Hvæsse- eller slibesten
Del af sandsynligvis slibesten. Mål: 8,1 x 7,5 cm. Tyk: 3,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1159.03 0308 Hvæsse- eller slibesten
1 slibesten af finkornet granitsten. Oval af form. Undersiden er flad og glat. Mål: 8,4 x 6,9 x 3,8 cm. |
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) | ASR 13 x3045 0308 Hvæsse- eller slibesten
Fragment af hvæssesten |
![](/grafik/intetbillede.jpg) | ESM 2596 x052 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 113/63 892 0308 Hvæsse- eller slibesten
Slibesten - 15,5 x13 x5,5 cm. Finkornet, grå granit. |
![](/grafik/intetbillede.jpg) | ESM 113/63 902 0308 Hvæsse- eller slibesten
Slibesten - gråbrunlig granit - 24 x 14,5 x 11,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 1459 INGEN 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 1459 x0008 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 1459 x0358 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 1459 x0393 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0136 x040 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 0136 x051 0308 Hvæsse- eller slibesten
Slibesten af finkornet kvartsit - delvis bevaret - ene ende og del af side afbrudt - 23cm x 12 |
![](/grafik/intetbillede.jpg) | ESM 2136 x0003 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 2136 x1057 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 2608 x074 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 102/66 AD 172 0308 Hvæsse- eller slibesten
Slibesten længde 26,5 cm. Bredde 8,5 cm. Højde 11 cm. gråbrunlig kvartsit. |
![](/grafik/intetbillede.jpg) | ESM 0788 x 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 2320 x093 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 2320 x101 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 2348 x123.03 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ESM 2348 x200.01 0308 Hvæsse- eller slibesten
|
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) | ESM 2321 X0166.05 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 157 HT060 0308 Hvæsse- eller slibesten
1 stk slibesten, kødbensformet, firkantet. Største længde 20 cm, største bredde 13 cm i den bredde enden, 8 cm i den smalle ende. Stenen som er brunlig, har slibemærke på de 4 langsider |
![](/grafik/intetbillede.jpg) | ESM 1917 x1967 0308 Hvæsse- eller slibesten
1 fragment (12x6x4cm.) |
![](/grafik/intetbillede.jpg) | SJM 506 x012 0308 Hvæsse- eller slibesten
Hvæsesten (123x17x14mm). |
![](/grafik/intetbillede.jpg) | SJM 506 x037 0308 Hvæsse- eller slibesten
Fragment af hvæsesten (52x23x5mm). |
![](/grafik/intetbillede.jpg) | SJM 348 x499 0308 Hvæsse- eller slibesten
mulig hvæsesten?, to fragmenter |
![](/grafik/intetbillede.jpg) | SJM 348 x807 0308 Hvæsse- eller slibesten
Hvæssesten |
![](/grafik/intetbillede.jpg) | SJM 306 x06 0308 Hvæsse- eller slibesten
Aflang hvæssesten med rekstangulært tværsnit og tre slibeflader. Stenen er ca. 11,5 cm lang og 2,5cm bred og 1,5 cm tyk. Stenen spidser til mod den ene ende. |
![](/grafik/intetbillede.jpg) | SJM 306 x20 0308 Hvæsse- eller slibesten
1 fragmenteret facetteret slibesten med slibespor på fire sider |
![](/grafik/intetbillede.jpg) | SJM 358 x7 0308 Hvæsse- eller slibesten
Ca. 5,5 cm lang og 1 cm bred. |
![](/grafik/intetbillede.jpg) | SJM 358 x16 0308 Hvæsse- eller slibesten
Større fragment af hvæssesten. 12 cm lang og 5 cm bred. Ca. 0,7 cm tyk. Slebet konkav på begge smalle langsider. |
![](/grafik/intetbillede.jpg) | ASR 477 x2 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Længde: 5,5 cm., brdde: 2 cm., tykkelse: 1 cm. |
![](/grafik/intetbillede.jpg) | SJM 431 x031 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 537 x0005 0308 Hvæsse- eller slibesten
Hvæssesten, 2 fragmenter |
![](/grafik/intetbillede.jpg) | ASR 537 x0003 0308 Hvæsse- eller slibesten
Hvæssesten. Længde: 8,4 cm. |
![](/grafik/intetbillede.jpg) | SJM 596 x06 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 564 x006 0308 Hvæsse- eller slibesten
Flis af hvæssesten |
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) | SJM 311 x197 0308 Hvæsse- eller slibesten
Knækket i begge ender. 11,0 x2,0 x1,1 cm |
![](/grafik/intetbillede.jpg) | SJM 311 x220 0308 Hvæsse- eller slibesten
Fragment. |
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iVr2BMwuf3qAZ2sTw3T1/I/WuCjkAU+WGGSqqucd+Tg/wAjjpXm1adnZnvUqnMrouzaguwExl0bOQwPycZPQd/Wql6sV7G8RMjR8qzRyFCeOcMDwQMc+9TzzeWTG4JbaccgFz3xk0z7dBDbzq0PlsgwqjjI6dR2z/OvOlo9TtjqtCOZIJpYUuIgdj7oHlxwSuOD24Zl/E0qri4SMRnY3A2n5BxlePQD0/wqxLGlxaiRUURrghSozweDmqS3CiTZJ8ok+6FbgnHHHGD2/DNS/MpDpLeeO8SbepjY/vINuc9e+fXHP+NaOka1LpN6okctaSYVkwPlbnLjH4DGKz41O8tLJgSYXaW9uR9f8KRrdoJi6gHK7F9O/OPzqIydNqUTRxU04yPU7a4Eigg5BHBFXoZK4Hw3rjJL9kl/1f8AyzkweD6H8a7KGbpX0NGqq0eZHiVabpy5Waqvmn7qqQy5qwrZrpOZj2bivxz/AGy9SfT/ANtL4jSwXa2En2OFfOkuEhyfscGACyNzx0AB44Ir9iHavxz/AGyLyaz/AG0PiPLE7QyfY4SsiXEkJ4tIOhRWPUdOB7itImNT4T5X/wCE413+x9U0ttRlktNSZXu1kAZ5ihBXc5G7gqvfsK5kk7z35rXuNP1S/tbzVmguLi3En7+8fLDcSM7mPfLDP+8PUVjs2D6UHIOY5Iopm7sBRSA/p8ooorIAooooAKSlpKAG0jUtI1NDRBcQpNG0bqGRxhlPcV454v8ADMmg3pYKZLRm3JJjJCgZKn3GPxzXs7DIrO1jTYtWsJLaXgMOG7qexqKkOdHbRqODPCjcM6xFVUyZA8zvjpnnqcVUZxJauwcbgMMpBQhufQ9ORitHXNLl0m+ENxDte3clSpI6ggEc8ggmsW+2S3BMZkwyf6ps7SOvpz/9avEqQ6M92nLqirN4hudFUJ9ne4gQZcg8oOTjA54yOfep9H16w1X7RDFPiVTuNvNkPjHBw3BH0yPxNQrdPcWxz5kjZAcoBwB0b8Mfp7Vyt3pZvLyR2lkU2qDEgbD55yQSAcnPrj8jXmScqenQ74xjPXqekR3Xno8cieWwJG7B4b0x+B/OnJIsO4FmOThS2T+Wa5vQ9cW61AaZO37508yKRsr5iehx/EPfrkEd8bUMjRzZLEQJn96MkjkHnn1HWqUlJXQnFxdmT3Ct5xAJLLwMHnvg8fU12PhfWpLiEQXIZbhc4LkfOM9eK5K+YyYjhJVuWbAGOONvXqfpjjtxWZc6tLp9xG8CzNKvK8Z53AYb065/A/jtRrOjPmWxnUpKtGz3PaoZMjrVyOSuS8N+IY9YttwO2RDtdSCPxA9DXRQzdK+mpzU4qUdmfPzi4NxluXWavxt/bBuJYf2zfidKjzIyWsRVoXnVhi0t+cxc/n8vrX7FmTivxw/bAeRP2yPiZNG0iOlvGytHFM5yLWD/AJ5kEfU/KO9bo5amx8xN4y1J9I1KwuJTdRXzrJLJcOzvkFTwS2BnYmTjOFAziuZYl2JxzV2+lnvJJLmZnkLuS0jZOWPJJPqaqqPU4FByCeX3NFKx9OmaKAP6eqKKKyAKKKKACkNLSGgBtI1LTWpopCVE1OLGmlqo1Rzni7wvF4is+MJdxj91Ien0Pt/KvEdStZtNuntJ4Nki/IQxwQSOOf6ivoyRh3Ncp4y8I23ie1OCIrtBiOXsf9lvUfyrlrUedXjuehQrcmktj5/kZbPa8asMH5ATuX3x+ntT76SC+S2nSLdK4ClmGfLYnjPbGSev+NWtas7nR3m+2ReWsL/NHIcfN2IPb/8AV1qhYyDTZJbq3Hnwy5BV8bSMYKt+JGfQ47dfn6sb6M92nLqjO17TY5poVcKZIyVjk+ZBGy5GAfwP5da0vDOtMlxNp11diaSEDbJvAfgcBxnnqPTPNJ9jkltpy0BeFidjFOuc8EjBUqe4xngj1rlbC3u4tRlaSFruZMYbygMAHA3EfeGOeefavOl7jvE7o2mrSPUFuZAVLzAyt83yY257g89PShzDJM0gVIXfG516nHI69xms/TpY1324lSXA+Td8uOOQM9wc/wD66bMzQv5i7VQEBzIRuCjOFB9M/oTWqndEcppaZqDaay3cDgqvdchT3P4HNenaNq0WqWaTxE4PVW6qfQ+9eLeeGklgiEcciAboV/hBzt498Vs+HvFT6Heq0ozbSNslKgj2zj1H65r0MHifYy5ZbM5MVh/ax5o7o9i83ivxz/a8aVv2xPibJHGJGjgRxutzPjFtBzgMuPqcgehr9fY7pZI1dWDKwyCOQR61+O37WzmT9r74nulrHdtFErhZYI5guLeH5tsjAcevJ9jX1CPl6mx87N461OTw7qWjM6G2v7mO5nbbtJKjAAA+UA4UnjPyjnGc85u3YA5ApZ2lumluDHwz5do0CoCcnGAMDvwKiXilc4yRjzmigfnRTA/p7ooorIAooooAKQ0tI1ADajY1JTWWqRcSGuJ8UeJ5lylpI0SKcblxub3+ldfqG5bK42HD7GwfTivLNQJa5fGSMAKCDjjr7VyYiTVoo9HDxTvJk8XizUbWT99ILqPJyGAVwPqOPzH41sWHiqC+bZHJiTGfLcbW/wDr/hXGzKXkCsAQT6DkEd8/54/OqbXaG8xi7liyseCv0IHGK541JR8zqdOMkdJ468NweMtLeNW8i+Vf3Uw4/wCAn2/lmvEoZbzRbqTTLqLynDYeJuMEdCfb0I/rXq9pr09rGRMGuFUfLg4cj8ev6VleLdFt/GlilzZTKL6AfKx4ODyUcdunGRxUVYxrLmjuaUpul7stjj7PUBZlmD77N1AljZjkj19cge/Y1oXmkwNazS23mFxlRICST37c8cAe3HtXK2809rdNBdQt56fKVkHQjn196001Wa2jPkTsitu6EHaPoR9fy54rx5U77nrRl2MPxBbX39p2sqo8MsZLrIr/ADLjBII/iXoDzkccGuss9QM1jFclUje4XLKrE4bHzAZHIznipFt7PU7VfI8syRjcFZMAHHIU5wec/p9KpQy/ZWaFmBY/MGcldrehHp3rgs4yO26lEQSTWwgWMqihssAfY8fnz7YqGaeRmkHyrGUOWbk7hnPP0/zzWd4g8Rx6bZzyokcjqpLo7YGMZJPoOCaxrdTfW8V5PqMiwsqsBgbT6DgZI7fT9K1vcrSx7f8ADnxENY8NwxuQJ7RRC/OcgD5T+I/lX5O/tZSRL+1t8TZZFWQqoZAyQONwghxkTcY+nzenev0q+FOW16YQF/Ljg/esf4s4xn3z/I1+Z/7U14bX9rD4oTCZYSAQPMMOGPkxfLiQEN9AMmvscHUdSjFy9D4/H01TqNI8HbxnPJ4avNHeJVW4uPtBeDEKZIQEFEABH7tcDgZycE4I5wHnOadNIZpXkYKGcljsUKMn0A4A9hTBz9a7DyCVT+NFC/L05NFMD+nqiiisgCiiigApGpaa1ACU1qdSNVIpELc8VyGveEPMZprIqGzu8iQfIT7eldiy1Ey5pOKkrM6IScdjyKWErK6SjZIOSjjBB+lZ8sarKCw4b8O3SvVdW8P2erLi4hV2HR1JVh9GHIrm7rwDaSMMzXW0HO0OMH26Z7+tcksO+h3RrLqec3C3FngHdIWYsS3XoTtGBzx/KqMl8uli0uVmVH3he3zDOCv09v8ACvQtS8C5XdYzukgHCTHcp/HqK4k/CPWL/wAQQ3N7eQRWERUiGMksSOScYxkn3rnlRmpaI3VWDWrLup+DofFi+fB/o18owJAPvD0b1Feaahpt54cvZrS/VkcOMCRQy446eo6n8fwr6R0fRlshxzVXxt4DsvGmmmKX9zdID5Vwo5U+h9R7VrWwvtFzR3Jo4n2btLY+eGv/ALRHIheVVZVCsjMGHfnnoayrnUp7V2gnuluLdYy3nbvmTPAHIweAe/YZAqx4o8OXnh3UJNNv7f8A0mPo8bkB0JOGHH+fwxWbofgrXvGiwR2mlzNCxybm4UxwLg9d3Ktgj+EGvBlRlJ8qWp7casYrmb0OO8Z61dak9na2kKrZvKzSGIct0xknrnnPbgYru/hz8PvEXiqG2E5ex0RCT57DDSLu4CDnPHGenX6V6d4b+AtvZ3kF1q162omP5vsyxhIi3qepYe3APfPSvVYNPEahQoVQMAAcCvToZdd81b7jgrY/Tlpfec3ofhax8N2P2bT7cQox3O38UjYA3Me5wB+WK/IL9qWdrD9rD4pyCaOE4biWVEV/3MXy4ZWDZ/u8E+tftQ1qNvSvxi/amuns/wBrL4ssska7Q42zTGNX/dRfLwrbs/3eM+or31FRSSPAqycld7nz3/wl5bwvfaR9mMb3dyLh5IXCREALhfKC442noR97kHC4577vA60+aTzZpHCKm5idqDAHPQD0pq+54pHKKq/LRSqd30ooA/p5ooorEAoopN1ABTaKM0xhSNRuphaqGDVGaXdTS1UaIYy1FJGG6ipGao2amWV2hFRNbq3arLNTC1BREsYWlNOzQBQBlav4c07XfKN/ZQ3ZiOU81M4/+t049qkWwSBVRECIowFUYAHoK1MCkKg0JWdx8z2M8Qj0pfLHpVpoxUZWtAuVpFwtfir+1LceT+1h8XX8sSqvmbozPNEGHlx8N5Yyw/2SQp7kV+1kw+U1+KH7Tsgj/at+MMhiadUeYmPM4VgEThvJIO099xC+poZlU2PnGbVLObSby3+wLDdTXUc0UkLfJEgVwyYbLHJZT97+HvxjM6cd6fIweR3VFjViSEXOF56DOT+dR7cZrMwHAUVIqBsA9qKAP1kn/wCCjXxR3AQfDzRyCI8bpJTku7Iv/LTuyMPwrNH/AAUt+KsskCQ/DrRZDMsbJh5vm3hmXH7zuEf/AL5NfIPgfR/EXizRdTvdP1SbccWkcLpJIciSLBBDfK+6Zdgwc/vMYI58oTxxrGnzHyr64VhGYQXkJ2jay8c8EBmwe2TiumUILWwXP0N/4eZ/FeZYmh+HOisk23y23TfNujMq/wDLTuilvwqOb/gpz8U1Vinw70QqvVi82D+683j95/c+b6V8O/Cy113xhqWpWlrqjwGz02aUCZ2bIKi3UKNwwR5wwc/KATyBg8TbeMNWsZGaO/mYsjxlZJC64aMxE4PfYcA9u1Z8sVrYfMz9EJP+CnfxZhWZpfh3oSLCGLndN8u2MSMT+87Iyt+NRz/8FPfi3bmfzPh1oUfkrI0mWm4CBS5/1nYOv518Q/CWx1j4g+LW0mDVmhlnt51LXLl1KvH5THBZRkKwPXonAY4U8XH4s1e3meQX9xIWSRG8yRnBV12tkE9xj8h6ClaO9g5mfoZJ/wAFP/i5HIqt8OtBTl1PzTHlJFjb/lr2dlH41BJ/wVA+L4YgfDzw+GD+Xj9/97zfJx/rf+eny18GeCLrX9f8WWVtY3Nxdz7nlKyF5VCD95KxUHLABNxA5JUd8VkWnibU9Ovo7g3lw00LeYFlkYjzA+4Eg9cP82D1IpaD5mfoOf8Agp/8YWIC/D/w5nKLj9+Tl5DGv/Lbu6sPwqL/AIef/GKURrF8P/Dhkk2beJ+Q5YJ/y27lG/KvgzwDd6prHjPSraLUJBM06yDzWLqzITIFKllBywOAWUZbkjk1V1m+1bwZ4tvrFdTaefSrxoBKjlo2aGRgCM5BXIJH196Wlrj5mfeMX/BUT4z3XkeT4C8MN5wRo/kn+YMrMv8Ay37qjH8KhX/gqL8ZpY43XwL4XKyY2ny7jnMZlH/Lf+4C1fCPg6+v77xZoltHfyQu93DGjSMzIvzBRkZGQASMZHBIyM03xMdS8J+KNQ0xr2czafdNEdzAYZMpggMyggfLgEjqMkUdA5mfdsn/AAVC+NCpI7eCPCqJGCzt5VwcARiQn/j4/uMD+NRXH/BTr43W7zq/grwqvkK7SfuJ/lCBS5/4+Owdfzr4N0u6vfEGu2to+oPAb65WJpXZti7yEJIHbHYdhip/Gk1/pvirV7afUo7qZbiQSyWcj+SWY/OqhgDgH5cEfw98Ug52fdE3/BTr45RMyt4M8Jqy+ZkfZ5/4GVW/5eexZR+NB/4KbfHRWA/4Q/wmPmZf+PefqsgiI/4+f77AfjXwSurX2tasGnvnSS6m+eQsQoLtljgds84A7Vs/EiC+8PeN9WsZru4aaOcu/mJ5J3MQ5wgdgBk5BDHIwaOgc8j7fT/gpl8d5G2jwl4TB3hD/o83BMpix/x8/wB8Ff16U3/h5Z8eZGxH4X8K7iUA/wBHl/jkaNf+XjuyMPwr4FOtX2oXzyy3UnmzSb2ZW2jcW3E44A5JNdF8TLW58N+Mr2xN/PcSoI2dnhNuQxUMRs3NwCTg5weo4NPpcOeR9np/wUs+Pl00KxeHPCuZljeP/RpORIHKdbjvsb8qrf8ADyX4+3PkGLRPC2JghQi1bncjSL1n/uqx/CvhCfWLu6mEslxIXVUQENjAVdqjj0FaPis3en6yYJrkTMkFuFeJvl2+Sm3oTztwD756dKVw55dz7Uf/AIKPftATRq66X4ZVWxgi0PeIyjrN/cGf068V8reP/idr+ufErxJ4j8R2dpLrGtfPeW6tJHCQ6qeBHIDgrjgk9a4G41G5vpkaWZmYIsYOcYVVCr09FAFbvxH0c6L4k+y/bDfFYI08xoxGwVB5a5AY9VRWBzyrKe9O+gnJvRg3iy0fwjd6QumRwTTXZuFeM5SNTswBuy2RsYAljxI1c2ihjknipYbG4m3bIJJCqlztQnAHU/QUxewP1qSSWMjdwPxopFYDjFFMDrWupFhZQ7KjHJ2nqfp36msqbpkHjsTRRWzAiW6eH7kjoSpDbSRkHt9MVDuDMSRx6UUViAn2lo5N0Lsh5UbSQcEY6+9QFjziiikAR3T2zB0kaJx0ZDg1E0zP3/WiikAxJmjcMpKupyGU4IqNm3c55oooAFkKkEHkU1pmY8kkk85NFFADVY7s/lSlj65NFFADdxzS7i3JOTRRQAbtoznmhnLdSaKKAEGW6DNO2nuQPxoooAPlHU5PsKXfu7UUUAdJN451GYQBo7VTFuZWWLB3M24seeTuJPpz0xxXP+5/GiincBy/eJ6DPFFFFAH/2Q==) | ASR 1445 X0050 0308 Hvæsse- eller slibesten
Hvæssesten |
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) | ASR 1445 X1164 0308 Hvæsse- eller slibesten
Hvæssestensfragment
Med begyndelsen til et ophængningshul. |
![](/grafik/intetbillede.jpg) | ASR 9 x475 0308 Hvæsse- eller slibesten
Hvæssesten af lysegrå skifer. Ret spaltet. Længde: 9,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x479 0308 Hvæsse- eller slibesten
Hvæssesten. Lysgrå-grøn skifer. Uregelmæssig, kødbensformet. Længde: 8,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x479 0308 Hvæsse- eller slibesten
4 fragmenter af hvæssesten. Lysegrå skifer. Mål: 1,4-5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x561 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysegrå skifer |
![](/grafik/intetbillede.jpg) | ASR 9 x207 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysegrå skifer. Største mål: 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x302 0308 Hvæsse- eller slibesten
Fragment af hvæssesten, grågrøn skifer. Mål: 9 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x524 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysegrå skifer. Mål: 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x170 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysegrå skifer. Mål: 2,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x393 0308 Hvæsse- eller slibesten
hvæssestensfragment af lysgrå skifer. 2,4x2,5x3,9cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x190 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysegrå skifer. Største mål: 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x129 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysegrå skifer. Mål: 1,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x392 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysegrå skifer. mål: 3,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x110 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysegrågrå skifer. Mål: 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x128 0308 Hvæsse- eller slibesten
5 fragmenter af hvæssesten af lysegrå skifer. Fra samme sten? Mål: 1,2-2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x108 0308 Hvæsse- eller slibesten
Fragment af hvæssten, lysegrå skifer. Mål: 2,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x119 0308 Hvæsse- eller slibesten
3 fragmenter af hvæssesten af lysegrå skifer. Mål: 1,2-2,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x454 0308 Hvæsse- eller slibesten
3 fragmenter af hvæssesten. Lysegrå skifer. |
![](/grafik/intetbillede.jpg) | ASR 9 x210 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysegrå skifer. Uregelmæssig, mål: 0,7x5,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x071 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Lysegrå skifer. "kødbensformet". Mål: 1,2x0,2x2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x069 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Lysegrå skifer. Længde: 1,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x443 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysegrå skifer. Mål: 5,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x440 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysegrå skifer. Mål: 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x043 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lys-grå skifer. Uregelmæssig klump. Mål: 6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x034 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysegrå skifer. Mål: 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x018 0308 Hvæsse- eller slibesten
Tre fragmenter af hvæssesten af lysegrå skifer. Mål: 2,7-4,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x062 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Lysegrå skifer. Længde: 2,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x193 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysegrå skifer. Største mål: 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x183 0308 Hvæsse- eller slibesten
17 stk. hvæssesten, lysegrå skifer |
![](/grafik/intetbillede.jpg) | ASR 9 x021 0308 Hvæsse- eller slibesten
2 fragmenter af hvæssesten af lys-grå skifer. Den ene: 2,0 x (0,8) x (2,7) cm, slib på tre sider. |
![](/grafik/intetbillede.jpg) | ASR 9 x363 0308 Hvæsse- eller slibesten
2 fragmenter af hvæssesten af lysegrå skifer. Mål: 3,5 og 4 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x356 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysgrå skifer. Mål: 2,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x037 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysegrå skifer. Mål: 2,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x439 0308 Hvæsse- eller slibesten
Hvæssesten. Lysegrå skifer. Lille fragment med flere parallelle nålefurer. Mål: 3 cm.. |
![](/grafik/intetbillede.jpg) | ASR 7 x1063 0308 Hvæsse- eller slibesten
1 ubetydelig flad flis af lysegrålig skifer. Længde: 0,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2522 0308 Hvæsse- eller slibesten
1 fragment af hvæssesten af lysegrå skifer med slibespor på den ene bredside. St. mål: 2,0 x 0,6 x 0,12 cm. |
![](/grafik/intetbillede.jpg) | ASR 471 x33 0308 Hvæsse- eller slibesten
Fragmenter af hvæssesten af grå skifer/sandsten. Den ene fragment er et afslag uden slidte sider. Største mål: 3,3 x 1,6 cm. Det andet er slidt på alle fire sider, har rektangulært tværsnit, afbrudt i begge ender. Længde: 3,7 cm. Tværmål: 1,8 cm x 1,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 5 x03 0308 Hvæsse- eller slibesten
1 fragment af hvæssesten af grå finkornet skifer. begge ender afbrækket, st.Mål: 3,6 x 2,8 cm. T: 0,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 2089 x002 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2089 x015 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2089 x050 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2089 x051 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2089 x075 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2089 x107 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2089 x084 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2090 x021 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2165 x11 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2165 x02 0308 Hvæsse- eller slibesten
To småstykker op til ca. 3 cm. Slib på flere flader. |
![](/grafik/intetbillede.jpg) | ASR 2162 x028 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2089 x122 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2089 x121 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2089 x118 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2089 x111 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2090 x051 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2163 x023 0308 Hvæsse- eller slibesten
|
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) | ASR 13 x0235 0308 Hvæsse- eller slibesten
Fragment af stor hvæssesten. Største længde 5,8 cm. Bredde 4 cm. Tykkelse 3,2 cm. |
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) | ASR 13 x0322 0308 Hvæsse- eller slibesten
Fragment, både langs og tværgående brud, l. 5 cm. |
![](data:image/jpeg;base64,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) | ASR 13 x0325 0308 Hvæsse- eller slibesten
Fragment af stor slibesten med brud i den ene ende, l. 10½ cm tværmål 3 x 2 cm om med nålerille på den ene bredside to sammenlimede fragmenter af større slibesten, brud i begge ender, l 3 cm, tværmål ca. 2½ x 2½ cm. |
![](/grafik/intetbillede.jpg) | ASR 15 x016 0308 Hvæsse- eller slibesten
2 samhørende fragmenter, der tilsammen udgør er afbrudt endestykke med kraftig slib på den ene bredside. Største længde: 4,6 cm. |
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) | ASR 13 x0328 0308 Hvæsse- eller slibesten
Lille fragment. |
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) | ASR 13 x0489 0308 Hvæsse- eller slibesten
Små fragmenter. |
![](data:image/jpeg;base64,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) | ASR 13 x0493 0308 Hvæsse- eller slibesten
Fragment, l. 2,8 cm. |
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) | ASR 13 x0500 0308 Hvæsse- eller slibesten
Fragment. |
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) | ASR 13 x0504 0308 Hvæsse- eller slibesten
Hvæssesten med brud i den ene ende, l. 5,5 cm, tværmål 1 x 1 cm. |
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) | ASR 13 X0497 0308 Hvæsse- eller slibesten
Fragment. |
![](/grafik/intetbillede.jpg) | ASR 2360 x006 0308 Hvæsse- eller slibesten
Firsidet profilsnit med slid på alle sider |
![](/grafik/intetbillede.jpg) | ASR 2360 x103 0308 Hvæsse- eller slibesten
Fragment. |
![](/grafik/intetbillede.jpg) | ASR 2360 x058 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | ASR 2391 x152 0308 Hvæsse- eller slibesten
Hvæssten af ukendt bjergart. |
![](/grafik/intetbillede.jpg) | ASR 2391 x145 0308 Hvæsse- eller slibesten
Del af hvæssesten. |
![](/grafik/intetbillede.jpg) | ASR 2360 X064 0308 Hvæsse- eller slibesten
Fragment. |
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) | ASR 13 x1357 0308 Hvæsse- eller slibesten
Hvæssesten 2,5 x 2 x 1 cm og 7 x 3 x 0,8 cm. Ene er meget fin i struktur. |
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) | ASR 13 x1156 0308 Hvæsse- eller slibesten
Hvæssesten. Mål 9,5 x 3,2 x 1,5 cm. Fin i struktur. Slibeflader på to sider. |
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) | ASR 13 x0818 0308 Hvæsse- eller slibesten
Hvæssesten. Mål 4 x 2,5 x 0,4 cm. Fin i struktur. Flad og langoval i snit, med rundede kanter Slibeflader på to sider. |
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) | ASR 13 x0774 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Mål 4,6 x 1,8 x 1,8 cm. Fin i struktur. Afbrækket i begge ender. Slibeflader på alle fire sider. Hul sleben på to sider. |
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| ASR 13 x0742 0308 Hvæsse- eller slibesten
Hvæssesten. Mål 8,9 x 1,5 x 1 cm. Fin i struktur. Slibeflader på alle fire sider. Slebet let konkav på den ene side. Sliberille på den ene bredde side. |
![](data:image/jpeg;base64,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) | ASR 13 x0856 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Mål 4,6 x x 1,6 cm. Muligvis skåret?/nedslebet o.lign. i den ene ende. Afbrækket i den anden. Grov i udformning. Fin i struktur. Ingen synlige slibeflader. |
![](/grafik/intetbillede.jpg) | ASR 2391 x321 0308 Hvæsse- eller slibesten
Fragment: 11 x 3 x 3 cm. |
![](/grafik/intetbillede.jpg) | ASR 2391 x372 0308 Hvæsse- eller slibesten
Fragment: 8,5 x 3 x 1,5) |
![](/grafik/intetbillede.jpg) | ESM 0086 x0667.04 0308 Hvæsse- eller slibesten
Lille hvæssesten af skifer. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1006 0308 Hvæsse- eller slibesten
1 hvæssesten af lys gråhvid sandstens- eller skiferart, sleben på alle sider, tyndest på midten, sandsynligvis rest af ophængningshul i den ene ende. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1144.09 0308 Hvæsse- eller slibesten
Del af en sandsynlig hvæssesten 5,7 cm lang og 2 cm bred og 0,7 cm tyk. |
![](/grafik/intetbillede.jpg) | SJM 401 x025 0308 Hvæsse- eller slibesten
Fragment af større hvæsesten (106x22x18mm). |
![](/grafik/intetbillede.jpg) | ASR 2391 x504 0308 Hvæsse- eller slibesten
Fragment (63 x 19 x 10 mm). |
![](/grafik/intetbillede.jpg) | ASR 2391 x508 0308 Hvæsse- eller slibesten
Fragment af større hvæsesten (49 x42 x38 mm). |
![](/grafik/intetbillede.jpg) | ASR 2391 x508 0308 Hvæsse- eller slibesten
Fragment af større hvæsesten (49 x42 x38 mm). |
![](/grafik/intetbillede.jpg) | ASR 2391 x538 0308 Hvæsse- eller slibesten
Lille fragment af hvæsesten (29 x 12 x 9 mm). |
![](/grafik/intetbillede.jpg) | ASR 2391 x571 0308 Hvæsse- eller slibesten
Fragment (43 x30 x23 mm). |
![](/grafik/intetbillede.jpg) | SJM 506 x017 0308 Hvæsse- eller slibesten
Fragment af hvæsesten (115x32x14mm). |
![](/grafik/intetbillede.jpg) | SJM 348 x470 0308 Hvæsse- eller slibesten
Hvæsesten fragment? |
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) | ASR 13 x4248 0308 Hvæsse- eller slibesten
To stumper hvæssesten. Mål h.h.v. 3 og 2 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x2024 0308 Hvæsse- eller slibesten
Knækket hvæssesten m. gennemboring t snor/rem. 8 x 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 537 x0023 0308 Hvæsse- eller slibesten
Lille flis af hvæssesten, grå skifer |
![](/grafik/intetbillede.jpg) | ASR 537 x0025 0308 Hvæsse- eller slibesten
Flis af hvæssesten af lysegrå skifer |
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| SJM 431 x038 0308 Hvæsse- eller slibesten
Hvæssesten af pæn størrelse. Måske Eidsborg? Afbrækket i begge ender. 14,5 x 1,8 x 2,3. |
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) | ASR 1357 x167 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter
Et stykke på ca (3,4)x0,25/1x1 cm med spor af slib på en af siderne
Et stykke ca 8x6x1 cm.
Et stykke på ca (8,5)x2x0,5 cm med spor efter slib. |
![](/grafik/intetbillede.jpg) | ESM 2321 X0633 0308 Hvæsse- eller slibesten
hvæssesten, skifer 15 g |
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) 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) | ASR 1730 x84 0308 Hvæsse- eller slibesten
Hvæssesten
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) | ESM 2321 X0893 0308 Hvæsse- eller slibesten
hvæsse/slibesten 9x3,3x2,9 cm |
![](/grafik/intetbillede.jpg) | SJM 952 x080 0308 Hvæsse- eller slibesten
Fragment. |
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| ESM 2321 X0341 0308 Hvæsse- eller slibesten
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![](/grafik/intetbillede.jpg) | SJM 1253 x104 0308 Hvæsse- eller slibesten
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) | ASR 1445 X0078 0308 Hvæsse- eller slibesten
Hvæssesten |
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) | ASR 1843 x172 0308 Hvæsse- eller slibesten
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enWs3zJdWlUWUkbRWqCZ4L5SYyCTv3kY+YdhjqoOD3LdyTvF1K31eezi1KSbVGa0dntZHcQDGMAqW9QFULk5wBmtfTVn8Tanb2l3aJoqOTCyiEyMj7VG/YJGGN2OuMZPvXDaNNb67qGyaPyRuLCeGQsYY1XkjqSc85HcY45A6Dwr4q8R6Xc/wBn2LRXFvuaRg5J3EkNtIJDKMKv8Wccg8mnYVz0q90c+E9CGkXokiRi06apEIlS42sQUzyABzw3PB6DirWm3mmLHpsN1YxxyRgBJ2ljlMrEhvmAPAwevHfrjI85+Ivi7XvD9rHZT2KLJJKZYmMzqZBt27gBkYXk/Lzkt3Oa5i++Ik7abcyRxaha2wLGG5UA7eRvIG7OMggEjIqkhHqvjLVdCj0/Ub+1gkhW1Ro5x5H2gSbR842qrnOHzkdM9s1yknjO1vvDtrdTC0m02Rkjt5ox5TOpBwjR4wvzKv3TzuHevOpvGRsdWkuNQvBZWsgOJrm2HII25bBz0OOR1A9aw1uzrTeab7zLcOYImVc22NpJCryVI+maYHWRXXmapJDpgsre4jkSR5JSJJmj4G4Kw2qcNgHI4zjB5rJvI2lZFvp7e43jIYOOHBAyR3BC+4I5B6VjRw+W0Fvp0M7yzsc+ZGA6qDgZ29Dg/TNddaaDE0lqL5hPJLAZFluz8zEHG449N3OT2+uc5ItM90/ZV3y+Bb+5aPykkvmCgAAcIhP5FiPwr2otXAfA/Rk0P4c6fGqBGmaSd+CMkuQDz7AV3y56dq6YK0UZSd2yxE3ArSt2yo55rNiX8qvw10IzZp2smKvR/MKzLer8J4qxFpflooXmii4DmqI4YH0qSQ5qFs/Sglle4gEi4IrkfEOlhQxX9K7XG4YrO1Cx+0IQBRYLnh2uxmOYgg15l8RfBNv4y0/YWMF3FnyZ16jI5B9j+nWvffE3hV5tzKvP0rzjU9JmtpCGXj6U0lJWYXad0fFca33hHxD9nn3fa7dlSSO5jMm9VHynAOSCFOevt61vR3s02mXhvreJ7+MrEEVDBES2WwQV67cZyDyeOle1fEX4Xab42h3zx+RfIuI7qMfMOvB/vDnoa8hv4dX8F3L293afao48lLlRuU5UrnBzgjPvjmuSdJxdzojNSRj6ZrmnalM2iXdze6cmVczMzMiKpAblc78dcY53ZrtrXWJPBbJYW66dqFo++BbqRcllU5MQXcNuDycjOTnoa4p/E8ccNsrQ2/m5LhhB85GB8pOOnrnrjpzVO3uLH7ewSEWDlWdY4ixViSScnJ2/eOcetYl+h6f4I1qw068N7LMbeSNZIR5QJI6hsZU85JzkAHjpkZx7jx7JomvPeWwFzp5cqqwBmZS5CluCc4BJIxjn6Cua1bXEt9NEFmdshAEu1CzHB5G7jGRjqDzXNaf40udA1N9kHlI8n35OfMVhz64A6fU09CLHrPjzxhc+INSsZJbm4+xeV5qWMke0SDGTsxjJHHB59a5K3mN8jXzXbyTq+xLWZyIAAeu1PXA755NYd54ydbp7kRmWcjyo5XfJjU4yE5O3PXj0rOj1hpIgWgaKIPwsbZQsPu85P+eKNth2Z1GoTXN5cLNqFziOLy9lvbgIdpXlMH7wB3HqMnFUbrWRdSQ6lZPc6fb3RKQxvgAnPzEr7jJ5/ToMeOQTa4l2BcgsuCkkg2R+nGAMf496NVuPtlxiLy3VXB2/KAvXlQOn5Clcdj0LwvrS3cezypFkxIJLqNsKARzwO2Sv5fn6d4T0O38TSafpsEm662+W0oAKomCzNjv94ct3I9a8r+H/AIJ1nxhPG8Vg1nBlVM0oIjC5+bHQsT7cc96+q/hl4HtfCFmsEH724bma4YfM5/oOelXGm5O/QiU1HQ9P0m1jsbGC3iXbDCixovooGB+lXR14qrDmNVHtU6M3euhIzuWoVO4960IY+QKpWoLVq20da2JuTxx96tQjApI4iF9Kei7aALMdFJHlTz0ooGOwfm5yO1RsuasN+lRNgmmiWMUdsVH5JZiSwxVihlpiM2408Tfe5Fcpr3hOK4yQgrt2zzULQl+ozTQmeI6p4JfcfLXNcZr3w0fUoXElvuH05r6Vm0eOTnHNUJtHCZ+TIq9GZ3aPh3xR+z7cpJ51tAUZclfl6Z615/qHwo16zk/1bnByDs56Y/lX6LTaTA4IaIH6is258KWNwPmgQ/hUuhGQ1WcT847z4f69J8rLIqj+FUwKo/8ACrdZLAsJHUchGQED9K/RS4+HenSNxAo+gqlJ8NbHtGB+FT9XRX1g/PwfC3V5I/LMJKenl4/z0rT0v4P6yMLGJI15AXHAz14r7tX4b2a/8sgfwqePwFbx9IlH4UvqyD6wz400r9n+6nbNxI6gnJC5GfrivR/CnwL03SpElkgWRxzlhX0SPCCR9FA/Cj/hGtp4A/KrVGK6EOtJnF6bpEdjGkcUYVRwABxXX6LZspB21pWXhVpGHy8V1Fj4b8lRxihxCL6mQsbECrUNsW6itsaNt7VNHp4j61Kiacxn2trzite2t9qiiO1EZyKtLwKqwrj1jwKVY92DSbzT1btQMesY70U5SfwoqbFXI5BmmKRu9qex9KhmkEMZY9ByaAZOvX2p/B618p/tPftYa98HdS03TND8FX/iSK9haSS7sp2iaAqwG3iGQcj1xVX4L/tAa38UNDk16/1m08AzJM9r/YPiFxcuwAQiYHNu4ByQBgjg8ntpGDlsTex9bNGu3mo/LGeMYr4T+L37dmtfDfxpfeG/+EcvvE8VmUZdd8M3yWtvcB40faUmtroZUkjKyDPoK9g+D/xZ8T/ETwPYeJ7fVdNsIdSVpE0vX18+6tdrMhVpIDbq2Su7mIEZxzVezkxcx9FNGPp70wQbv/r18C+Ov+CkC+D/ABjrWgX2i6o91pN5NYyz6VLALaVo3ZC6LKjOAcdC5r6b8K+NfGereFdO1ZH0eSG9tkvEF08iyqjrvVX2jbuAIBwMcUKnJ7EuSW5641nGzcqDTWsYz/AK+BtM/wCCm2na5rFrYW1hq0N1eTrBEslhC8au7BVBYTg7ckc4zjtX0342+Knin4e+CdX8R6pp+lvY6XaPdXDWl7JJJtUZYpG0Khm9FLqD03DrTUJPYTt1PXl0mFj9zNH9gwPzivjP4Y/8FCrH4o+N9J8L6FDfT6xqMjJBDqGkJZW7bULtunS8naP5VbBET84GOcj1n4wftH6v8GfCa+IPE+k2em6X9oS3a5028fU5AzA7QIWjtsg46+Zx6GlyztcXu7Hun/COwdAabJ4eiH8Wa+Zfgx+21a/GzXrvSfC1pLrd5bWpupY7m1/s0IgZVzuMswY5YcYHrmtf4vftfRfBO60qPxjZw+H01JJDa8ve+b5ZXfzEvy43p1HOT6U7VLXC0b2PoH/hHIdvXmhfD8MbYK5rxT4T/tUwfGLRbrUfCukXHiG0tZ/s89xaFYFWTaG2bbho2J2spyMjnr1rnvGH7cXhr4d+JLrQPFV1pvhvV7fDNY6lJeySqjDKMxtrSePlSDgSHGeafLO12L3b2R9Lw6dHHxgVP9nC8YwK8i0P9oOPxX4bh1vw94b1zXNOuozJZ31vDAlvcgZAZd8yyqpI6tGGxzt7VxcP7cPgFb57W98SaDFcxlo3tYbyZpxKMjy9rwIN24betHLLqh6dD6Pa361GtuUz3H615NqX7Qi6LpzX2oeHdT0uziJNxd6lEYLeCMDO95MEAZ456Zqhof7XHgrxFMlppeo2mvarI2I9N0K8ivZ3UKSzhFOcDHPHenyPsFz2nyfwpCvPSsXw/wCNrPxIriO1vrN1AJS+tJICc+hYYP4GtrzAe9Kwxn4U7djBobB6U3dx1qbDuSeZRUbfdoqC7kxxjrUEsfmKQelPamsfeoGeZ/Er4L6d8R7FbK+d/sol84xKSAW2suTgjsx4rxr4pfsE+Gfi14gh1jWNT1CK6htIrKNbWQKgjjGFHzAknHcmvrHcD1puQ3SrUnsSfNfhv9kW38KeC9I8Madr+pQ6ZpbTNCUuJIpGMsnmMWaNlzgnjgcetcF8Sf8AgnHonxN8aar4n1HxFqkGoalL50qWvliIHAHyhlJxwOpNfaDLlMVI3QDrVcz7geSeC/hZqvgfwXovhuznsrmy0mzisoZLm3JkdI0CgthgMkDnAFfMGrf8Ex4dS1i7v08balC9xO87RrGuwFmLED25r74ZvWm7+cU+eTJsjxzxJ8H7rX/DepaX9h0a2a8tJLZbqO0G+EuhXevuM5H0r518Ff8ABPPXfCXi7SdYn8fXmtWljcpPJpt5GxhuVU52OC5GD7g193buwpRTdST6i5UfOPxS/ZsuPH3gm/0bRrHRvB+q3BjMOuabbBbi32yKx2FQrDcFKnDDhj9K85+FP7EHivwV4qGoeLPF/wDwsjRxA8f9ia4jvb+YcbZcSPIu5QDj5c/MeRX2zHjHSpGx0o9pK97hyq1j5C+MH7JeueKLLT/+FcnTPhPqUMjG51Dw8ht5bqMjiJ2hERKgjdgkjIHFUfhX+x/4h0ePUh8Vbq1+LzyGMafJr8j3BsAN3mCPzt+3eSmcYzsGegr7NGNvFJup+0le9w5VsfDvxI/ZP+JcPiJJvhHrlr8L9Aa3UXGk6XK8Uc1yGbdMQgAJKGNenRBWz4P/AGRbe+8OwyfFLw3aeP8AxmzP9q16a4fzJl3ERrnIPyptX8K+yHI6AZqNRzyKPayuHKj4E1X4A/tI+HtTvLPwF4ysfDng+KZxpWjkhhaW+4lI8tE2cD3NdXefsW+BZNHkux8Ppm8XGAyjUv7Rm2G92580r52MeZ82NuPbtX2cQD2pjEcfLVqpInlPgjTfhT+0v4ovodG+I+v6dr3gW8bytX0+ySKKae3/AIkVlgQgnjkMD71q+IP2Uv8AhWttFrvwQ8O3PhvxzFKI0vdUujPCtuwIlG2RpFJIxjj8a+3yF9BTQV9P0o9rIOVHzr8C9E+NEfiTXT8Q9Wg1HRAE/sorDDFMDk7jIIlAzjA6kV9CW6PGgDtk1OpXsKDWbbk7spbWEMgWm+ZTWFJt70irEnmHpRTKKgCzIxqLce9acmi6i2cafdf9+G/wqt/Yep/9A67/AO/D/wCFSaFbPFKv5VONF1TOP7NvP/Ad/wDCnroep/8AQOvP+/Df4UySq7dRT9/yirH9h6n/ANA67/78P/hQuh6nj/kHXn/fhv8ACmIqM1N3c8VbOi6pn/kHXn/fh/8AClGhal/0Drv/AL8N/hQBVWnVcGh6l/0Drv8A78N/hTv7E1LP/IPuv+/Df4UAV1+UGl571bTRtRX/AJcLr/vy3+FP/sfUO9hdf9+W/wAKAKHNO5q4dF1D/nwuv+/Lf4U7+xdQ/wCfC5/78t/hQBRxSVf/ALG1D/nwuv8Avy3+FH9iahuP+g3WP+uLf4UAZpqNjWo2i6h/z4XX/flv8KjbQ9Q/6B91/wB+W/wpoRlnNRtkVrHQ9R/6B91/34b/AAqJtA1I/wDMOuv+/Df4UyTPGcU7rV7+wdSHH9n3f/fhv8KUaDqWf+Qfdf8Afhv8KRRn4NG2tD+w9SHTTrv/AL8N/hTP7D1Q/wDMOu/+/Df4UXGUwhbpRWrFoWocf6BdD/tg3+FFID12iiigoKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | GRM 501 X0431 0308 Hvæsse- eller slibesten
Slibesten, grovkornet granit
Længde: 21 cm.
Bredde: 12 cm. |
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) | ESM 1917 x1897 0308 Hvæsse- eller slibesten
1 fragment af slibesten, 17x20x7 |
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) | GRM 402 X0149 0308 Hvæsse- eller slibesten
Slibesten
Længde:13,1 cm.
Bredde: 2,4 cm.
Tykkelse: 0,9 cm. |
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) | ESM 2608 x072 0308 Hvæsse- eller slibesten
Slibesten/hvæssesten
Dobbelt kegleformet, afbrudt i begge ender.
Mål: 7,2x1,3 cm.
Lavet af lyst glimmerskifer med grønne striber. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0191 0308 Hvæsse- eller slibesten
Flad sten med fordybning efter mulig slibning. |
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) | ASR 1988 x376 0308 Hvæsse- eller slibesten
Hvæssestensfragment |
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vB9/wDPeqsMwIx8qHGVUZ/T9aj85W4WTBbG4tjJyen+fSmG5sQt5xRdu7cv/LPtjP4CkuoTIwiDHcDz+H8qzbPUE3ZVlQnK/M2QBn9OPT1qwdSBRnaRVfjK5+U+p57gd6kBrbo5id2Dycckf49v0plxdHCyIAyIdwb64qObUNybym1hwACR1/8ArVUj1LfcMFYCNgF4AGOh9PahaDeps29zvf5QFmc+ny5Pfjp6024umkZgXH90Bcja3UHOPSsiTV4ZwVEqPtP8/wDP86ibWYo1C5J5GSMjt1FXfuRbsaZkRWba29lOQrdenSo0uI0kLH5mUgbiRhfQY/Pp61i3Gvrb5+fCqOpPr26fSqU2uJEwOQSycDOSc/n+VAWOgkvJGJjH7ts5Dxjt9T171n6lqJO9ixJPJwM//qrCk1y3jckTsXzgAt06cYqle+JUk2qr7ieC69/y/wA81DfYtIZrMyfZ3IO/cfu5HBJ5r6z/AGH3nb4N3Ql3CNdXuPJ3f3dkZP8A48Wr4p17WJbmZLa1DXE87CNIolJZmPAAxyTk/jmv0f8Agn4Ik+Hfwr8PaHcKq3sNuJLraP8AltIS8g98MxH4CuzCRfM5GNZ6WPx6/ayje8/aN+NCKYdx1P5TPceWflP8IPDHjoT6UVW/aumL/tHfGqJrpbQDVhmWSFnRfn4yyg7e3bk0V662OB7n7pV4z8dvgi/jdf7d0EJHr8KbZIWwq3aDoCezjse/Q9sezUmc9Oa5ZRUlZmqbTuj875by80y+nsb62msr+3Yq8E+UdTj+6Rn/APXVuHWEZUPmcduSRz3+mDX2v8QPhT4Z+Jln5OuaessyqVivIT5dxF/uuOcexyPavmzxl+x14p0hpZPCus2us2vVbbUCYZwP7u4Aq31O36Vxyw76HTGqupwU19CseS/zD+HaDz07e3pVd7uPbggOTyQR0HTkVheJPBfxC8GtL/bHg7WIYF+9cQQm4hGO++PcMfjXGN4+ijZ455mV8bWDkqc/z9awcJR3Rpe+x6d9qFxCwQCHIHzE5HtnP0/UUi3yszCV8Y4I5HT8fyryxviFBHIR5qsQMYDgVBJ47g5y4Z+/zjjrzj1qbMo9PbUkt2bGMkY7du3T/Oahm1tVETbSoPZm4yM4AyK8ybxwJsIrNI5GFVOvpitzR/C/jrxLiLR/ButX0bD/AFi2Ugi5x/GQF/WqUJPZE6dTpf7UMaseJAG3kMee/pyO1V5tdbyy7nn0Na+n/sz/ABn1RA3/AAjkNgj8f6VfwBgPcByfTtXQ6T+w98S7xR9u1nQrBD/CsssjgHrwIwP1q/Y1H0FzRXU82n8Ri2YMJ8Bjnhxyc/8A1/8APWq83jBI42UyKo7/AD7scjOM175pP/BPm6uGD6147fB+9FYWWM/8CZ/6V3Gj/sD/AA5sdjXtzrOqOOomulRT+CID+tUsPLqyfaRPkObx2vlghs/JtbBAz7jFZr+PZtzbBlT91c/hmv0F0n9k/wCFekbfL8J287D+K6nlmz+DOR+ldlpvwn8F6OoFl4T0W3/2ksIgfz25q/q3di9sux+YDeMLyVhtjYqP7opq+INXuCqJbTyH0WNsn9Pav1cg8PaXa/6nTrSH/rnAq/yFXFgjT7qKv0FV9Wj3F7byPycFh4v1Bi0Gj6lITz8ts5Gfyqwvw/8AiJqG37P4W1p2PAMdhKT/AOg1+ru0elLtHpVfV4C9sz8udN/Z1+K+sECLwjqcbE5LXQEP/obCu+8O/sS/EzWJUOoy6dokX8Xn3XmsPwjDAn2zX6EbR6UYqlQpoTrSPAfgt+yJ4d+FOoxa3qN03iLXofmhuJohHDbt/eRMn5v9onjsBXvGzv1qemt0reNo6Ixbb1Z+Ev7XarN+0L8cfMaSKAathpY3wFIk4DJn5snj2zmiqX7XDWf/AA0L8bheyIiHXXGRD5k3+tP+rJIC9BnPUUVuR1P3por80r79v34sWtxLbRz+GHuFmWEK0J5ZsAcbuxPNZdp/wUO+MN0xVZ/CIAMmX8kn7mc9G6EDOaXspC50fqDRX5ZN/wAFHvjD9luJkk8JMsNuty2IGJVSQNp+f72eMe4qtN/wUh+NMbS7W8GMqTJbmTymKh2G4ZPmdMA/iKXs5BzI/VWqepaLp+sRmO+sba8TptuIVkH5EGvysX/gpd8a/s6zsPBQiPmqCYHALRkBhnzPcH3BqvJ/wU2+N6wo4i8FglI5Pmhf5g7bQB+86gg59KXs2PmR+mF58Dfh3fZM/gTw3Ix6sdKgz+eylsfgf8O9MYPa+BvDsLjo66XBuH47c1+Z/wDw80+OMciJLD4IG6Xy8mJwPuls/wCt6YHB9aqP/wAFRfjjDGJHtfBI/wBFN15ZgkDbewx5v3jkcUcjHzH6xad4e0vR1C2GnWlko6C3gWMfoBV/aPSvyTm/4KdfHr7c9qll4GEsci25UQSkmQrkf8tvwPvTbX/gqH8crgIBZeB3Zkmb5Y5OPKOGOPN6YBI9RRysOZH63YFLX5Gf8PRvjm3mbbLwSAoikLeTIdqSMFBP73sTz6UkX/BUr45MxX7F4HJ85o93lSBBtBJyfO78YPelysLo/XSivyA/4epfHY2bXQsfA/leSs4/cS8Bs4X/AF33uOlWW/4KhfHjco+zeBVDT/Zw3kybdwTeSD53QDjPqQKORhdH67UV+QMn/BU747Q28UjW3gYCSGSdS0EgyqNtOB5vXOceuDU17/wVF+O1rI0TW/gdJFeJSDDJ/wAtACpH73p8wJNHKwuj9eKK/IKP/gqR8eTMLdoPA4nZpU2mCTIaNtpBHm9z09aig/4KjfHqXcuzwQziOOTYtu+7DkjGPM6jByO1HKwuj9gqK/IG2/4KhfHi6ulhU+CDmVoyVgYn5ULs3+s+7gHn1qBv+CpPx2ntZZ4n8FIiwG5wLdmZUBAwfn65I/OjlYXR+wtFfjw//BUD49hWIu/A4RJo4Gk+zkrucZBzv6dfyPpVaT/gp98fnjSVdS8FxRs8sasbX5SYzzyW78EeuR60crC6P2QpG6V+N6/8FPvjzHEr3Gr+D4w8cc8e20HzKzMpUZbqCDn0xUN1/wAFOPj+sgj/ALd8H25abylZrRMY2bg/P8OOM+po5WF0eU/tXX0f/C+vj0sy3EluPEDqywbVXPntt3sQTgHkY6+1FeLeO/iLrHiXx14t1nxFDZalqmtX8lzfnEkcZmLsxKKjLgZPf0orUZ/Qt/wz38LPtAn/AOFaeD/PDbxJ/YNru3ZznPl9c1F/wzf8JQuB8LvBYGCMf8I9adCMH/ln3Fei0Vhdisecp+zb8I41cL8LfBaiRdrhfD1oNwyGwf3fIyAfqBUX/DMvwe8oxf8ACqPA/lkhin/COWeMjoceX15P516XRRdjPNj+zP8ACBoVhPwp8EGJWLLH/wAI7Z7QSACQPL6kAfkKjb9mD4NyKit8JfAzKgwqnw3ZkAE5OP3XrXptFF2B5lJ+zD8G5tvmfCXwNJtAUbvDdmcAdAP3XSkf9l34MyNuf4R+BWbAG5vDVkTwMD/ll2FenUUAeaf8Mx/B03RuT8J/A/2gv5hm/wCEcs95bOd2fLznPOaZH+y/8GoWLR/CTwLGxDKSvhuyBwwIYf6roQSD7GvTqKLgeYp+y78GYw4T4R+BVDrsYL4ashuXOcH91yMgUi/sufBlY3jHwj8CBHILKPDVlg46ZHlV6fRQB5h/wy38GPLMf/CovAnlk7iv/CNWWM+uPK60H9lv4MNEsR+EXgQxKSyp/wAI1ZYBOMkDyu+B+Qr0+ikB5e37LXwXcIG+EXgNgg2oD4asvlGScD91xySfxNLN+y78Gbhg0vwj8CSsFChn8NWRIAAAH+q6AAD8K9PopgeY/wDDLvwZ+0ef/wAKj8C+fu3+Z/wjVlu3ZznPldc96Rf2W/gwsnmL8IvAgkznePDVlnPrnyq9PopAeYxfsu/BmAkx/CPwLGSpU7fDVkMgggj/AFXQgkfjTV/ZZ+C6Bgvwh8BqGGGA8M2XIyDg/uvUD8q9QooA8w/4Zb+DAiaIfCLwJ5TMGZP+EassEjIBI8rqMn8zSf8ADLPwWKBP+FQ+A9gJIX/hGbLAJxk/6r2H5V6hRQB5e/7LXwXkWNX+EXgNljG1A3hqyIUZJwP3XAySfxNI37LHwWfG74Q+A24xz4Zsv/jVeo0UAeXy/ss/BeeR5JPhD4Dkkc7mZvDNkSSepJ8qivUKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z) | SJM 979 x0968.B 0308 Hvæsse- eller slibesten
Slibesten.
I grønsten. Flad side snes at være brugt som slibesten.
Fra grav dateret til YRJ-ÆGJ. |
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) | SJM 941 x027 0308 Hvæsse- eller slibesten
Hvæsse- eller slibesten |
![](/grafik/intetbillede.jpg) | ESM 0730 X0150 0308 Hvæsse- eller slibesten
1 slibehvæse sten |
![](/grafik/intetbillede.jpg) | ESM 0730 X0451 0308 Hvæsse- eller slibesten
1 slibesten |
![](/grafik/intetbillede.jpg) | ESM 1661 X936 0308 Hvæsse- eller slibesten
Hvæssesten. Næsten hel. Længde; 4,6 cm., bredde: 0,9 cm. |
![](/grafik/intetbillede.jpg) | ESM 1697 x0528 0308 Hvæsse- eller slibesten
1 hvæssesten |
![](/grafik/intetbillede.jpg) | ESM 1697 x0497 0308 Hvæsse- eller slibesten
1 hvæssesten |
![](/grafik/intetbillede.jpg) | ESM 1697 x1255 0308 Hvæsse- eller slibesten
Slibesten |
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) | ASR 583 x0009 0308 Hvæsse- eller slibesten
Slibesten Marksten. Få knusemærker på de to ender. Slibesten? |
![](/grafik/intetbillede.jpg) | ESM 1697 x1220 0308 Hvæsse- eller slibesten
Slibesten |
![](/grafik/intetbillede.jpg) | ESM 1697 x1268 0308 Hvæsse- eller slibesten
Hvæssesten |
![](data:image/jpeg;base64,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) | ASR 1189 x12 0308 Hvæsse- eller slibesten
En fragment, kødbensformet slibesten med knusemærker på den tykke afslutning (ca. 7x4x3 cm.) |
![](/grafik/intetbillede.jpg) | ESM 562 X0197 0308 Hvæsse- eller slibesten
1 fragment af en slibesten |
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) | SJM 3 x0098 0308 Hvæsse- eller slibesten
|
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) | SJM 799 x0051 0308 Hvæsse- eller slibesten
|
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) | SJM 799 x0008 0308 Hvæsse- eller slibesten
Fundet ud for nr. 15 – øverste org. lag |
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) | SJM 799 x0009 0308 Hvæsse- eller slibesten
|
![](/grafik/intetbillede.jpg) | SJM 763 x16 0308 Hvæsse- eller slibesten
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) | ESM 0977 200a 0308 Hvæsse- eller slibesten
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) | ASR 926 x060 0308 Hvæsse- eller slibesten
Slibesten. Glimmerholdigt, lille fragment. Mål: ca 5x3x2 cm. svagt glatsleben hulning på den ene side |
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) | ASR 926 x104 0308 Hvæsse- eller slibesten
Hvæssesten. Lys/grå skifer. Småstykker, begge med slib på 1-2 sider |
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) | ASR 926 x115 0308 Hvæsse- eller slibesten
Hvæssesten. Lysegrå skifer. Mål: (2,3)x(0,5)x(1,0) cm. Sammenlign med den brunlige fra samme hus |
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) | SJM 1253 x017 0308 Hvæsse- eller slibesten
Slibesten, fundet i tagbærende stolpe A1639/A1640. |
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) | SJM 614 X25-2b 0308 Hvæsse- eller slibesten
Hvæssesten. Spor af fastkorroderet jern på den ene side. |
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) | ASR 951 x050 0308 Hvæsse- eller slibesten
Lys-grå skifer. Komplet lille hvæssesten 2,7 x 2,2 x 2,1 cm.
Fuldslebet på alle seks sider.
Helt magen til mindre samling fundet på ASR 8 Rosenallé (ASR 8), jf. Ribe Stiduer 1.2. Tavle 34. |
![](data:image/jpeg;base64,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) | ESM 1566 X418 0308 Hvæsse- eller slibesten
Hvæssesten: af lys grå, fast sandsten: |
![](/grafik/intetbillede.jpg) | ASR 11 x5281 0308 Hvæsse- eller slibesten
Mål: længde ca. 9,5 cm., tværsnit ca. 2 x 1 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x6852 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Mål: længde 2 cm., tværsnit ca. 2 x 1 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x8118 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Længde 5 cm, tværsnit ca. 2 x 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x2570 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Mål: længde ca. 4,5 cm., tværsnit ca. 3 x 1,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x2575 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Mål: længde ca. 6,5 cm., tværsnit ca. 4 x 1,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x2604 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Mål: længde 5 cm., tværsnit ca. 2,5 x 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x2662 0308 Hvæsse- eller slibesten
Fragment. Mål: længde 7 cm., tværsnit ca. 3 x 0,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x2663 0308 Hvæsse- eller slibesten
Mål: længde 10 cm., tværsnit 4,5 x 1,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x2687 0308 Hvæsse- eller slibesten
Mål: længde 8 cm., tværsnit 2,5 x 1 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x2708 0308 Hvæsse- eller slibesten
2 fragment af hvæssesten. 1. længde ca. 1 cm., tværsnit 0,3 x 0,3 cm. 2. længde ca. 9 cm., tværsnit ca. 3,5 x 1 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x2731 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Mål: længde 6 cm., tværsnit ca. 1 x 1 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x2738 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Mål: længde ca. 5,5 cm., tværsnit ca. 4 x 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x5024 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Mål: længde 3 cm., tværsnit ca. 2 x 0,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x5030 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Mål: længde 9 cm., tværsnit 1,5 x 0,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x5033 0308 Hvæsse- eller slibesten
Mål: længde 7,5 cm., tværsnit ca. 1,7 x 1 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x5038 0308 Hvæsse- eller slibesten
Mål: længde 10,5 cm., tværsnit ca. 1,5 x 0,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x5040 0308 Hvæsse- eller slibesten
Mål: længde 15 cm., tværsnit ca. 2,5 x 1 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x5043 0308 Hvæsse- eller slibesten
Mål: længde 11 cm., tværsnit ca. 2,5 x 1 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x5065 0308 Hvæsse- eller slibesten
Fragment af hvæssesten, ca. 6 cm lang og tværsnit ca. 1,5 x 0,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x5068 0308 Hvæsse- eller slibesten
Hvæssesten flækket i to stykker. 1. længde 7 cm., tværsnit 3 x 1 cm. 2. længde 7 cm., tværsnit 2 x 0,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x5072 0308 Hvæsse- eller slibesten
Mål: 12 cm., tværsnit ca. 3 x 1cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x5138 0308 Hvæsse- eller slibesten
Fragment, ca. 7 cm. I to stykker. |
![](/grafik/intetbillede.jpg) | ASR 11 x5280 0308 Hvæsse- eller slibesten
Fragment af hvæssesten. Mål: længde ca. 4,5 cm., tværsnit ca. 3 x 1 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x2735 0308 Hvæsse- eller slibesten
To fragmenter af hvæssesten. 1. længde ca. 8 cm., tværsnit ca. 2 x 1 cm. 2. længde 4,5 cm., tværsnit ca. 2 x 0,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x5071 0308 Hvæsse- eller slibesten
Ca. 5 cm langt fragment af hvæssesten. |
![](data:image/jpeg;base64,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) | ASR 11 x2591 0308 Hvæsse- eller slibesten
Hvæssesten med fra den ene side forsøgt gennemboring i den ene ende. Mål: længde ca. 18 cm., tværsnit ca. 2,5 x 1 cm. |
![](/grafik/intetbillede.jpg) | SJM 311 x272 0308 Hvæsse- eller slibesten
Lille fragment. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACivKD421z/AJ/f/ISf/E0DxtrZ/wCX3/yEn/xNOzFc9Xoryn/hNtc/5/f/ACEn/wATS/8ACba3/wA/v/kJP/iadgueq0V5V/wm2t/8/n/kJP8A4mhfG2tH/l9/8hJ/8TRysLnqtFeUnxtra9b3/wAhJ/8AE09fGutH/l9z/wBsk/8AiaLBc9Tory3/AITTWf8An8/8hJ/hSr401k/8vn/kJP8A4mkFz1GivL/+Ey1rP/H5/wCQk/wpf+Ex1n/n8/8AISf4Uguen0V5f/wmOtf8/n/kJP8A4mlXxhrP/P7/AOQk/wDiaAPT6K8y/wCEw1gf8vf/AJCT/Ck/4TLWP+fv/wAhJ/hQM9Oory//AITTWCcC7yf+uSf4VIvi7We95/5CT/CgD0yivMz4w1cf8vf/AJDT/Cl/4TDV/wDn7/8AISf4UAel0V5qPGGr/wDP3/5DT/CnDxbqx/5e/wDyGn+FOwrnpFFecf8ACV6v/wA/f/kNP8Kd/wAJXq3/AD9/+Q0/wp8rC56LRXnR8Vavji7/APIaf4UUcrGcsy0KvoKfijHFWQNwc9OKTFPNHalsgGheKRY9tLuPYUKx70uYBrIWX1NOjUouDzThinLUDGbG4zT1TBp/alWgBNvPSjb7VLkYpBigBoUtS7dtP3BaRP3jZPT0oAbtPWk8vdwKs4GKhv7600mxmvL25itLSFS8k0zhERR3JPAFACxW4j+tJJxnvXlWqftSeBdPlaOCe91Hafv2tscH6byuaxbz9rrwZCBss9WlkPQeRGo/El6ydWC6mqpzfQ9q70bq+XfE/wC2VcbwNC0O3jQNzJqEjSFh3G1CuPzNcZqP7V3ju4uFnt57C0jDbvJhtQVI/uktk4+hBrN14dDRUZs+11BPtUykbR6180/D/wDbCtdQuI7TxXpqacXOPt1kWaMf70ZywHuCfpX0Rper2erWMN5Y3MV3azLujmhYMrD1BFbQqRl8LMZU5R3RpAU9RVdZhUquMVumRYew+Wihm+WimMoMMUwkCkmmC1l3WqrFnHJptiNGSQCqWpa1Z6PYy3d9dRWlrEN0k0zhEUe5Nct4i8ZW+i6fNe3kvk28QyT1J9AB3J7Cvj34v/FzUviNqptj5lrpNu2Etieh/vN2Lfyzgd881Sqoo1p03NnvHij9r7w9Y3EltoVhcaw6nH2mQ+TDn2z8zfkPrXkfiv8Aae8a6tK32XUE0m3PSKzgUEf8Cbc36ivHPOWJcA8ds+tN+0lGy2WLcdOK8+VWcup3RowXQ6W4+J3jC7md28Ua0ST97+0Zh+m6tqz+P/ju3s4bZPEd6ywn5TLJvf8AFj8zf8CJrz2SRXUkHP8AKo4drYycE96jmfc19mux7l4Z/a48c6PJFHqAtNdt92X86ERS7fRWTAB9ypr6b8B/GbQ/H9gs2n3Hl3IH72znws0Z75Hce4yK+BlkgaNUVMMv8bcVLpWvXGg6lb6lZzNHdWsiyqVPHB6H2PQj3q41pRepjKhGW2h+kK62khIDCrK6kijk14ZofxCTWNHs9RiJVLiJZAuc7cjkH6HI/Cte38dEkKzcetb+3j1OX2Mj1n+0Fds7sD61INSRe9eaw+JWlUFW4qY64+0ktxV+0RPs2egz69b2sMks0yRRRqXeR2AVVAyST2FfGfx3+Os/xO1Q6fpk7Q+GbN/kGSDdOD/rGHp/dB6Dk8nAqfHT45SeIfO0DSJ2/stW23FxGf8Aj4Yfwj/YB/P6dfG7WSSaPIPy+lY1KvN7qNqdO3vM2l1I26kr8z7uu7n6VXm1JJtwGIlbqFO7n8aoXMMkeXYnZ14xmqMhXbnLHaD2rikdiNLywvygsZPU0sEbKxYsAKzI5HaMMnzE9icYq9Z5ZlL8t2XsKiV0jSOpZ87bMCV3IuMg969Z+Cvx2Hw51pbW/LxeGp22TKu6Ty5GIAkA5PXAOOo7ZxXldvF5rFdwX9RReWataSiQZ2n5W6AN1ohJp3QSimrM/SPT9cttQtYrm2mS4t5VDxyRsGVgehBFacV2GxzXwd8EvjpqHglrexvQ91ornMkAIYwk/wASH9SvQ89DX2Po+u22qWcF3Z3CXFtMu9JI2yrD2r16dZVF5nlVKbgzs/NG3rRWVDeblora5Fivqd0FUgGuZupsk/NV7UJy7HnFeV/GPxl/wj2imxt223t4jAsP4I+jH6noPx9KKkrahGN3Y8W+NHxGn8Ra3LHazN/Zdq3lW6r0kboZPx7eg+pryK6mk3sznLe/etfU70XF4jKCfL3EDr7f1rEupCZCXOM/pXmzlzM9SEElYb9qO3lRimPKCgBTr/FinSwqsYIIzjNRNIdxVm3EcAZyBUGlrDW2ySYQkL9au28IyhcbveqzYXhTkdcgdala6JVDnbxj5eKllIueSfOIdiFxxzV/T9LjvDIFYFQm5pJGA7dPesT7UWwHO7b0res7iJoUjRsvgfLg1lJsqx33wu1pl8Pz6ezFvssx2/7rc/z3V1sOsNHKBu4ryvwPfCLxBqFvGQEeIPwOuGx/NjXbbzurjnNqRooprQ9M0XVcqDuryn4ufGgaq114e0S48uBGMN5dI3LnoUX27E9+nTrrzeJBoemXNy7AeTEz898DIr5rXFn5kkjFg0m5yo9Txn8a9Ci3KNzgqq0rGjcXG4hIQjFPvKX+72/HnHSo7WSXyzKSPMXjcDgcfyNZ/mLIsjsfmYljx6ngCrokdYzgbl4yf5VZJqafIl3Y4Odynn2Occ/571eTSTGcxoArdcjP5VnWt5H5jD5idw4Xq3+cV0trOGVCuFLDlT1GPU0p6alR10M2bTXtmIZOTznAxj60LGqgJIhdV9a2ZB5gK4wFX5T1Hr196z5Vk2tmDqO74P6CuY6Cv5e1wAuB9eKTVLhrazkjZcpxwvvU1vEHj/dEhwPmU80vliaGSGeMkN0deq+lX0JM+yTyy4JBVlx+de1fs8fE288P+ILbw3eTGTSrxiIN/PkyHpg+jHjHuD658ahhn3NA3Ijznvj3HtWvYySaTcWt0hbzIpFdNvXIINON4tNBJJppn6AW9wQpz+horMtbhmjQuNpIBI9PaivX5jy7Elw27Jr5U+N3iBdS8ZXsaTsywMIVCnONq8r/AN9bj+NfQfxO8SSeFfBOqalCQJ40Cxk9mZgoP4Zz+FfG9wxn23DF3ZskuzcscnJrOq+htQjvIx7yT7Ndja+VdcN9arXqxMuW/A1Zv4UkulwAmwndzms+8ujI2yMLsQ88Vxy3PSitNSBY23/ewTwMnFL5YVtrHAB5xThIF2bs5JzjrTvL+Yl92306VI3sPhUMoCAD2xViWESIgAH5VDC0UbDI+YcfStFJovuAFiPU0mZ6mUtrtkOGKk8dav28ZEwYJjPA9qluI0bBHyjPJxzQk1vbxb5GZRGuee5zUSGn2NP4fwj/AISC/kUHbHF5Q59WB/pXoykVwvwvgE1rf3YztklCjPtk/wDsw/Ku3+73rzqvxnVDY5fx5cO2j6miDfttXYLnrgE/0rw+0vJ5GbzIcxOOMNnj/wDVXuniiEyRsmPlmQo2PQjFeM6XZ7fOglLLLAWQ+uR/9evWo/w0eTV/iMLPy5ISDkbeGzwf0+taltayLEyqBKM/Kuev19sVJYWKzrEyKuNpBc/3uePX0/KteG3+z3AjLLHlhukbIVf8RTaBSE0PRYI5I7zUJ8CN9yQRLgluMYHp1GfetnVNRihdEh+WTbjdIgOM9sDrWbN/DG4Uyg/IyZOVzzVC8VsxheZ+joy8L6c+tTy3eo7m9cat5ghDskrsoJjt+eo4H/1qrx3sTXTeZI5yQMc+n6VhRSPJMQyKvPTGMe+K0I7Uws5mYLIOVGckt6ZqHGKLUpM2DNYFmaJXRtuFfdgj1HTrRp6q0z/vG8vGdrYPzf4VmFk3nEfkrtJ5J9Pf/PNIt60MYYd+KnlXQvnfU0Zg8OZIlWVt2SG4OOmAR34713XwZ0eDXfHljFd/vIYVNx5ZGQzJyo+mcH8K84s5hdKAGAwQTznANfSP7PvhFNP0ubXZ0P2q6/cw7uixDGSPqw/8drWC1Ik7o9lSTiimKpaiurmZzWOF+PEf2n4f3seMjfGSP+BAf1r5TvJJFihVB5YWPbz3Pf8AWvrz4tWck3hPU4wMssXmY/3SG/pXyfq0NtGoUTlXZtvIyFJ5/lirrPlauFG7VkZUf2VcCcghM56A/nz3rImjDTv9nxsU7h2GOtaWqbZJm8uQMMAbcYyQOo/z2rKghMmQrEMTtA9659HqdnM1sRg7W3MuzJpdomPysCPrzVuNJbXZE0DeZvy0jDIwOo+uKsR2RuLS5miXdg7RtxkcZ+vSpsh+08jNjiJY5XPWp7eTZn+E+rDmoGjMSqSSW6/5/wA9qr3F/wCTIMYdSv3c5/KpcRqcb6mx9uiRHGfNKgZ7D8axNW1STUmS3VR5W8dDxjvx/npUSyNcK0OFcp87gMAo9CT/AE9q1PCehtrfiC3s41Yea45PUDqT9ABUCbPV/A+iHT/DdspXDSZlP/AjkfpitV7STzMAV3tr4dRreOKOPCqoUADpir1r4LkYg+Xke4rhlTcpG8aiijzO40FryNlZecZFeeeKvC39n3X25Y8ROyifjuMAH8eB+Ar6ZuPDH2VAwTtjpXKeIPC63EMgMYZWBDKRwRXrUEuTkZ5dZ3lzI+cZoIbdWKE+ZgFVxw3+eKYt6yxtI5VYJjghgMgg8dOn4Vt+MfDsvhsvlGewJysneM8/Kx9PeuKmmjXK/MqZJHQf56USi07MIyT1R1Gm28dxC7Acqc+Y2MDHY+vFVL66MN04kO0t12EDisu01VlhZlbkDGB0z171Qk1RZZnYyAAAkAkg9OBwOv6Vkk7mtzYW4RYQ6sGBf7ob2pk+oTw3bYKZQD5uvbrnNYsmppnOSCOFUEHH+TTYrncru0m0NxhsdqLFJmtJqisoAZllxjk8dKSHUi8ewqufUViSbpZN6jKZ49vwrR0+3LToFy7MACSOtFkNs6zwNo9zr3iKxsIV+e6lWPcOy/xH8ACfwr7f0qzh06xgtbaMRQQoI0QdAoGAK8V+BPw1m0HGsalFsvZk2wQsvMSnqT6E/oPrivd7e3JxWsYmd7lmFSy0Vctrdj2orSxBd8X+HReW8mFBDDBHrXxF8VvhzqPhXWriYWrvp27MUygnaD2b0x0568fh+hF1GsykNzXIeIvCdrq8MkUsSurAghhnIrvqU1UVjip1HTldH503JxIi4L5XO7Bp1ikcuoIXHG4cYBPXrzxX0X42/ZbkkkM2g3CwY/5d58lT/wAC6j9a85vP2f8AxxYdLW0n2nHySk8fiorhlRmuh2KtGTvc4nVLea4ncMwEMZKgFfz6dKg8u5tbOPydyIj5LoDgt6ZA9Aa3r/4e+L9Jjf7dpVxPnq0Y3/QYBz+dczdx6hbNKk9lcRqw2CMwMP6dawcZLRo254y2ZmXV59oVlBAJ6Nnvms26hNvvMrhNjbBg4G4naOfrjp610ui+CfEeuTkWOkXBL8CSVDGo98kfyr2fwL+zBFMsc+ur582B+7UnavqPf/PFNQk9iXKMdzwDQfDt1cXUixRNcyzEfKgJ44xn2zX0H8J/hfe6fcC9mtla4k44B+RfQV7j4V+D+i6HEFtbKNDnJ2rgk+pr0LTtAgs4wEiVfwpujbqZ+2uzm9F8HCONGdecdK6WLw/HGgBWtRItgwBVtE3CtIwSMpTZymoeHY5YyAoriNV8NMu4bOK9ikgUg1jahpqsxO3Iq1BE8zPnnxH4JN0jARggjBBHWvEvGHwOkkkefTf9Emzny8ZjJ+n8P4flX23caLBJ/AKyrrwjazKcoK2tpZmd+qPzi1nwT4o0ORvNsJJE/vQqXXv6c965G7+1wysJleNicMrKVPFfphd/DazmySgI9xWTcfB7SLoYltI3+qio9ki/aM/N2O4kjYFXIPf0q9a3U87Kqbi7HAA71+hi/Abwwrbjo1qx9WhU/wBK1tL+FOj6U+61062tW9YYVQ/oKXsfMaq+R8QeC/hT4r8WyR+XYSW1tnH2m8UomPUZ5b8BX0t8OfgXpnhJorucHUtQXkSzLhIz/sr/AFOfwr2+z8J28OMJz9K1rfQ41wAtUqMUDqNnO6TpDNIMrXVWeivxxxWxpeipBGBj862I7VV7U3DUakZdtpaRp0zRW4sI2dOaKfKO5XlxVaQBhUzc1DI3ymuk40ULiFW61QmsVbnbWx5ayDJ5pPLA4AxQrja7HOSaPFKvzRqfqKoyeGbNmObaMn/dFdW8Yz0qBlXvSchWOeh8P28Z/dwqD7CtK30kLyVwKvKyx8gfpmrUMqyHbjmspNGkYha2axKMCrewelKrbcYXipVkQtyMVnYsiSMsx4qYQjFTBPSl20WAgeMAVWmjEinNXGYZx1qKQbuMcUAYNxamPoKrsvqK35YRIuKzZrMr2rRMh36Ga0dNMQ9KttHjqMU3YKu1xXK6R7u2RVuGx3c9qSMgdqvQsGTpVxiiWyJbHb06Vbt7X5gCKmhXd2q9awDcM9asauSxQ7VGKnWOnbaf7VgbDfLwtFOY4FFAGRtIUZqJ1DdafcO2wla80+KPivxH4f8ACWsXPh2wfU9bhgZrOyjgeZppOyhE+ZvoOa0Zzo9CaZI+CwFQm8hz98fnXwv4L+Knxa8WeNtLs/F/hjU/C3hWe7jTVtea21C1TT7dnKvKZZZTFEBhuXG0YORxX0H45j+H+i+CdavPCHxpk8UeKLWzkk0rQ49Z067fULpVJigEcUQlkLthdqEMc8HNVyvoO6PYJb6Ln5x+dQLNEx5YfnXwb4b+JPxq1LxNpdv4l+HmseHNAuLyJNR1d7DVbdLG2ZwJZy8kxjjCIWbc42jbkjFfVPiKx+Ful+GdSm0T49vqusQWkj2NiNe0qd7mdUJjiCLDvcswAwp3HOBzWbgyuZHpnmRKwO8Z+tW7XyVJbcNzdea/Om3+KP7RU11Gbv4Wa3Z2jOPOuG0jWEWJM/M2TNtUAZPoMV9sww/Ba3two/aFhwq4G/xLpJJ/ExZNTyMq6PR/tEe376/nSx3EWfvA/jX5st8Uf2nJHLD4UeIpFY5Eg0LWBu9+JAPyGK+0vD958H10jTf7U+OtvY6g1tG9zbTeJNNUwylQWQh0LggkjDHIxzU8jHdHrn2uLj51/Ol+1R4+8Pzr84vEvxI/aNTxJqqeH/hx4h1zQFu5Rp+qQ6PqkqXdsHPlTK8bhGDptYMgCnOQMV9bfDvWPhldeA/D83jH4yweGvFstjC+r6Lda9Y28theFAZrd4plMkbI+5SkhLDbg8ijkYz2NbiLcfmGe/NO8yL++D+Nfnp8TPiF8dbH4geIIfAPhDXvGXgyO9kXSdes9O1C7ivrcN8kqy27iJwR/EgCntX0p8F9b8Hat8M9DuviV8VF8CeOpI3/ALU8O32r2dlNZSCRgqNDdK0yZQI2HJJ3A9CKOUD3Uyx8gMPzqCTy5AfmU/jXwl8cfiJ8WND+KGt2fwq0PWfiP4EiMJsPElha3l/DdEwo0oWe0ZYW2SmRDsAwUIPINe2fs8a7pXib4cQ3fxc+IMvw08Z/aZY5fD+oX9tp8scQI8tzFeK02GBzkkg9uKOVge5zrHnhh+dQGOM/xCvj39o/x5468JfEJLP4Ox6l8U/CrWUcsutWKz6lHHdFnDw+ZZFYgVURttxuG8E9RXe/swa/ceOvC+rT/GLxVdfCvXLe88qz0u9ni057i32A+cEvVeRhvLLuU7flx1Bp2YtD6FhiQtgkCtOCKJVHzCvkf9qLxjr3w31bQU+EOq3vxVtryKV9RltJTf8A2J1KiNSbLaqbgWPzDJ2nHQ1Y/Zb8aeJPife6/B8WNWvfhXDYxwvpzXTfYftrMX80A3e7fs2pwvTfz1FaK6JcT68jWP8AvCrSSIvPGa+VP2n/ABNffC/w/o958LfFNz8TtUurkw3dha3K3jW0IQkS7bTawy2BluORXH/sz/Fbxv8AEbx1d6T8UZr74Y+HY7CS5h1a5V7MS3IeNVh8273Ico0jbRz8hPY022UkfcCzB1yQVPoaXdXC/wBp+GNIt0TQPiVD4zvWcBrP7fZ3EiJg5fEKhsZ2jJ45rqtNuzPCrPwSKzb1sUXmY9qKfu+XiilYZjs2RjFUXt5Le+t7622rc27bkLrkZ9xXTHwdrB/5c/8AyKn+NMbwbrJ/5cv/ACKn/wAVW10c9meJ6r8IrW98O+MNGjC20fiqB7fUrmN5GmYO7OxUuzBTlj29K8g8DfsHeG/h7410PxRpmratLqGj3sN9bpcyxtEZI3DqGAjBK5Azgj619k/8ITrH/Pn/AORU/wAaU+CdY/588/8AbVP/AIqjm7sVjxHUfhUL5PEWEign12yu7C7uI3mZxFcKyybd0jLn5iRkHnB5rwrw/wD8E8/C/hvxBpur2uta09zYXMd1EkssJQujhgGAiBIyBnBFfcf/AAhesf8APl/5FT/4qm/8ITrOf+PL/wAip/8AFUnIaiYOoeNPF2q6ZdWEv9lrFcQvC7JbSBgGUg4zJ15r4wX/AIJn+D9yn+3/ABBlTn/XQf8AxmvvBPBOrrybTn/ron+NSr4N1YdbP/yIn+NRdl2MmPx14yihWNRpG1VAH+jSdv8AtrXxTqn/AATV8J61ql5fT69rqzXMzzuI5YQoZmLHH7rpk193Dwfq3e0x/wBtE/xp3/CI6qOlp/5ET/GpuxnL+Fta8U+EvC2kaDaNpklnplnDZQvPbyGRo40CKWIkAJwozgD6V8l+PP8Agnj4b+IXjfXvFGo69rMOoazfz6jcR2rwrEkksjSMEBjJCgscZJOMcmvtz/hEdW/58/8AyKn+NL/wiOq/8+n/AJET/Gi7KOE+GKeIfhP8PdB8H6S9jc6bo1qtpbzX0DtMyL0LlXUE/RRXzX8Zv2FdI+NHxK13xtrOuanZ6prEqyzw2BjWBCqKg2h0ZgMKOrHmvsyTwnrH8Nln/tqn/wAVULeD9abrZf8AkVP/AIqpuxnmPwJ0HWfgD8MdJ8DaDNa32l6a0zRT6lEzzt5krytuKMq8FyBgdAK8Y/aG/Y6t/wBo34jXHjPXtYu9O1Ga3itmg01UWELGMA4cMc+vNfWkfgrWFYk2n/kVP8anTwbqqrg2u4+pkT/Gi7DQ8V/Zl+G+p/sx+A7vwn4fuI9VsrjUJNRM2pxkyB3jjQqChUbcRjtnk1xf7T37Lb/tS+KtI17xBqr6Rc6dZ/Yo49MjARl3s+W37jnLHpX1EvhPVV/5dP8AyIn+NO/4RPVP+fXj/ron+NO7A+ef2V/gNd/sqWniK30DURrCa08DzNqacx+UHA27CvXzDnPoKf8AtTfAm8/aqsPD1rr9+ukJosk0sLabHy5kCAht5PTYOnrX0MvhXUwP+PXn/rov+NL/AMItqh/5df8AyIn+NF2B8ufsv/styfst+KdV13QtVfV59QsvsUkWoxjaq71fcNmDnK/rXb/tL/C3U/2m/Adp4V126g0mzttQj1FZ9PjPmF0jkQKd5IwRIe3YV7avhfVFP/Hr/wCRF/xqT/hGdRP/AC6/+RF/xp3EfLPwo/ZDtfh78T7zxvJrU17qF1Z/Y3tltooIAv7vkKg4OIx+ZNfRENqIVA9q3h4Z1If8uv8A5EX/ABpG8M6n/wA+3/kRf8afmMyV+7RWmfC+p4/49v8AyIv+NFMZ39FFFIkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z) | ESM 0864 x1003 0308 Hvæsse- eller slibesten
2 slibesten i håndstørrelse. |
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) | ESM 2321 X0721 0308 Hvæsse- eller slibesten
hvæssesten, skifer 8 g |
![](/grafik/intetbillede.jpg) | ASR 1200 x0096 0308 Hvæsse- eller slibesten
Hvæssesten. |
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) | ASR 1200 x1024 0308 Hvæsse- eller slibesten
En lille stump skifer, måske fra hvæssesten? |
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) | ASR 1085 x024 0308 Hvæsse- eller slibesten
Hvæssestensfragment. Lys-grå skifer. Flis |
![](/grafik/intetbillede.jpg) | ESM 121/64 AG 103 0308 Hvæsse- eller slibesten
Mørk kornet sten med spor efter slibning. |
![](/grafik/intetbillede.jpg) | ESM 121/64 AG 143 0308 Hvæsse- eller slibesten
Hvæssesten - gråbrun - den ene side svagt slidt - 12 x 7 cm. |
![](/grafik/intetbillede.jpg) | ESM 121/64 AG 144 0308 Hvæsse- eller slibesten
Hvæssesten - gråblå med glimmer - fint slidt på begge sider - afknust langs den ene kant - 12,7 x 6,5 cm - 1,3 cm tyk. |
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/uk+hrOUbrQ6adTldmfO7XsIwZI2PlHzI32g8Yxke/OKcsrBY1VtzsQ/wA4Ax6Hp7Yqlqy3Gl3TReUVf5llikJAU84O4dOeD1qbUrKa6tYWj2O9ud5jfmOTGDjPPcA5HQgHmsZXjrFXOpe9oy3dambWJruaMJFAnzOcnJzjG0fz9/rTLpbHWLKC9mhU7VOBcKNyqRgknsMVQ1zSbbXIbV5fO32ziZEWQx/OCDhgPvdMY7hverUN4sxwf4RtMfocc/Udqau3foDta3Uq3PlN4deVI0MUcR8sxYPyjJIB7j0rwvwLDJ4x8UPpzCGK4nvFgRjLvfG4ZY/TcpNe0eIJhD4d1BIDiPy3CKvAHHbHbrXHfAnTrZ/iJpB2MW3yt+8bcdwR2H/1voKmTfNGIvsyZ9XafbRWFvBZwpsghjWONR2UDAH5CpELbPmyDuPXHqcVKE+bPekdfxNdR51yKonqaSoWPzdOKYivJ+lflD/wUXAX9oi6Jzu/s+2/Laf/AK9fq835ivym/wCCjGw/tDXIzh/7Otu/sapEy2PBfh9ptlfSXn2zwtrHiXaFKLpVyYfK653/ALmTIP4dDRTvh/cWdn9tN54r1bwzu24/sq2aYzYz97EseMduvU9O5VGJ/SJTTTqa2aZoMYc009Kdn1pppANpjU801vpmkBDJVaRdufSrZx+NQSLupFFXsR3pu7C1LIvcVG3SpGRM2aXdTWpu6gs4f4ifDuPxMq39ofLv4ckxjhZxgjB9/SvCdUtdR0xbi3tpxE65aETHaEIz+7f2OTzjj3xX1fXE/ED4aWfiq1nmgQQ6gy/eBIWX2PofespU1JM3p1XHc+XNO8Ry6lrU9o6PYX9ugaWMglJST0DdG49Ofat2zcwXE7XZiXcqiPB2kHuM5/I8daTXNM1DRSbW3iKXsL/NFMedpOHbnuBkjoMgDoar6rCttbm+lZiyoMHaMc55x+J68DJrltKC11O26k9DK8cRnTtJuZLPaVkBDxsOFB6kfhz7n8TWH8CbKO1+I2lx2jmQ+cZAxOT5flsOnpgnn3rL1C+lury909bdgknnHdCS+7j+IEcNgDHPQ9O9bnwHhisPi5oZCFd9rNAWZCCDsfj0/hUceoqITjUktNmKpFwi79j674Oajapv4cmo5M9a9I8kgbrVeSrEn51C9AEW39a/J/8A4KPLt/aOucf9A22/k1frF645r8of+CkYx+0VNx/zDLb/ANmqyZbHiXws1DU7GTUf7O8QaFoJYIHbWoUfzOWxs3RPjHfGOo60U34V6Rc6tLqC23g7T/F7KE3Jf3M0Ig+9yDHPFnOD1z07UUzI/o5NNPFONJxVGhHjPWkantTaQDaaacfWmGkAjCotualphzzikBXeMdqgaP0q7UTL3pDuUJBtyaj461akXiqzLtNIYnamtJS5pppFHnvxM8Df2wG1SxRPtscZDqw++PX8BXhsEdysUL3tuWtWVkfD5KsGPBAH3cYx688dK+sm5xXj/wAYPhxBdWt1f28cginGJ0hbG04PzD2OfzArCpByV4nXRqK/LI8dtrzw/JbS3VkY2EQEUhdNrKFA2kjA4AOM9sHpXD/D7xZa2fxagMiCL7JdI2dw2mMsVZhj2yeemRmuu0rRR4O02Wa3059UvJJd3lSPs8wHhtpAOPl5Gf4gR3rzDxhc3154m06JLW0sNPRYVuJdoyrShGcO/wB3YgYAcD8ccebGq4uKkrHfKCknZn6AS2DL0HeqU1uV4ro/s+2NUJLbRjJ6ms+6t8dK9o8QwpEqu6+1ac1vtzVOWOgCpivyk/4KSRs37RMnHH9l23/s9fq8YzX5R/8ABSbK/tDuMY/4ldtk+vL1RMtj538Fr4dE1z/b2mavqS7VEK6RcpDtPOd5eN89umO9FX/hjr50GbUCPG+r+DPNVBu0qORzcYJ4fZInTPGc9TRTMT+j6mU7NNqixDTTTmptAxtNPWnGmkUhjWpoPFOam0gGtio6kak4HaiwFdl9qgkX2q41QsuaQFB1w1R96szR96rsuKmxVxp44oa1W5Vo5FDowIZT0IPal6nFWoVwtAXPnT4ueAdZ8PyG50i0+1WrNxM0gVYlJ53cZGO2Bzz9K8u16GRdBma8hWRG/d+cQAp+bhD+Y79/rX280ayKyuoZWGCrDII9K5S5+F/ha6uobiTRbfzIZBMoXKpuByCVB2nHuDXPOg5O6Z1xxFlZo6Fc8ZHPeoLiHrVqkk5FdZxmNPb8dKz5raugePOaqS245zSAwfJHzYIODg4r8nv+ClqgftEbcD/kE2xPHu9frpJCB2r8k/8Agpuu39otcDH/ABKLb/0KSmTLY8B+EramtxqX9m3Xha0bam8+J4bKRTyceV9pRgD1zt9s9qKd8J/Duoa9PqP2D4ff8J6YlQvHm6H2bJOD+4kT73+1n7vHeiqRmf0W0maRjTN1BQ+mlqQtTSaBilqSkpuaBik01qQtTS1AxabSk02gBGNMNONMNICKRdwqvJFkVbY03jpSsBSWEhuasL8oANP4zik/nSAQ5JpmKcGzSMaoCPbg00ins1RtTGRvULjNTtUDH5aBlOZeua/I/wD4KdgD9opM/wDQHt8H/gUlfrlN0Nfkb/wU/b/jIyH/ALA1v/6FJSJlsfM3ghfDbzXQ8Rf20yYXyV0cRls853b/AMMY96K1vhNr13od1qBtfiFd+APNVA8tobkG5wTwfIGfl/2vXiihGR/RM0w9RTfOXuRX4WTftDeNdMjvM+NtZu0KIkch1CYkbiXBxu64GPxrl7j9oDx5OxYeMtcbHHzX8p/9mqtB3P3585f71L5y/wB4V/P3ffHLxuLiWJvGGsuFJQlb+XaccZHzVQk+NXjJhz4s1o/W/l/+KpaBc/oS81fWmNMv94V/PS3xk8YNz/wk2rH63kn/AMVVdvit4rkbLeItTZiOpvJD/Wi6Fc/oaa4X+8KT7Qn94fnX88H/AAs/xJk513UPqLlyfx5qm3jzXpGy2rXpz/03b/Gi6K5j+iv7Qn94fnTWuo+7qPxr+ddvGursroupXSbzyDO3Qc4zn1/kKqnxTqfmbjfTk/3jI2f50rhzH9FzX0CjJlQD/eFQPqlqvJuIh9XFfzpf8JHfs2Ptc2O/znJ+tVzrt6pYi5lBP+2aLhzH9Fza5YL96+tx9ZV/xqJvEelL11K1H/bdf8a/nROsXZ/5eJP++jT11y7ETL574JH8R96LhzH9EsnjDQkPOsWC/W5Qf1pjeN/D68nXNOA97qP/ABr+dj+1Llm4lYk+9I2rXX/PeTP+8aVw5j+h6T4heGYid3iHS19c3kY6df4qrSfFLwhH9/xToyZ6br+If+zV/PXJrV3M25rmVnzksznOfWmNqlxIfmkZj7mi4+Y/oOm+LXgqJcv4u0NB6tqUI/8AZqrN8aPAMfLeNvDq+udVgH/s9fz7G+mP8bfnTftkvXc2PrRcXMf0CP8AHL4dp97x34aH11e3/wDi6pyfH/4ZpkH4g+Fx/wBxm3/+Lr8BxeTc/O350xriXn5z+dFw5j96rj9oz4WrkH4i+Ff/AAc2/wD8XX5af8FFvG+h+OPj4moeHtXstasF0m3i+1WE6zR7w0hK7lJGRkfnXy41xIf4j+dQySFuTRcTkehfCNr97rURYx+FHIRCx8UvbKo5OPL88gE+uM9s0V5wWop3JPozwt4M0G+8TfBO1ubRZLXX5kTUxvYfaM6jND2Py/uwq/Ljpnrk1ya+HtNPwpt9WSFP7QbX2s3nZiD5IhRguM465ORzzRRTA6bxl4K0DTvFXxptILZI4dGlb+zFRmYW6/2hFFgc84jcrzn+tI3gnQ4fHlrYyaai2z+CJdQeFmYD7WujyTeZ1znzVDY6Z9uKKKAZneC/DOh6g3wm+12sMy6n4hktdQBc/voRNbAI3PHyyMPxrm4dK03/AIVd4hvvIQ6hb69ZW0U2fmWF4bsso9iY0P8AwEUUUhHVeKvDuh2OvfFGCKwggjsdHtZ7BOhila6sQzKD3KSScejGmaToOgyeLPBEMttbta3nhqee6Un5XnEd0Fdv9oFEP4Ciin1GYuk6VpNx4b+HkjW0L3N14gura8bGWkiH2Parew8x8fU0usabpNr4Z+IiLBbrdWev2sNo2BvSLN2HVe+35Y8/RaKKQGtqWn+Ho/FXjSJLayW3TwxBPagBdq3BitWYp6NkydOeTTfCejaHqGv/AArgaztLj7VpV0b+PaG82UXV6FMg7sEWLGeyr7UUU+oHH3EWnR/CzQ5RHbjUv7evFmcBfNMIhtSgbvtBMmM8ZLe9dH4yttAjm+La2iWMYi15F0wQqgCw/aJwRFjou3Z93jGPaiikBM1no1546uI7a2spbYeCkl2RIhQXC6MjO+Bx5gkDMT13ZJ5qr4Rn0FfE3wga8Gn/AGZZUGqecE2bft8ufPzx/q9v3v4cdqKKAOXWfTv+FWyx4tv7S/ttSPu+d5Pkt+O3cPpmur8QLpVzqvxdlsIrOS0TbJZyQKpjRTewgeWRwAVOOOxoopDIoL/Qo/FmlSGWx+y/8IlPDKfk2/ajp0ygH/b8wr77sd6z9B1DSUj+G5uGtQLbVHN9vC8RefEQZPVcbuvYGiigCoyW0nw38WyxpESviCwEcqjkIYr7IHscL+Qq/rWu6O2ufEaSGa1eK902OOyZQMM/2m1YhPfasnTsDRRQIbpuvaPHqXhN3ntwkHhu9trjIHyzsL0Krf7R3x4/3hXO+KY418C+DnVVDtHdBmAwTic4z68UUU+gHHUUUVIj/9k=) | SJM 934 x012 0308 Hvæsse- eller slibesten
Mindre brudstykke med slib på to flader. |
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) | ESM 2321 X0655/-b 0308 Hvæsse- eller slibesten
hvæssesten, skifer 41 g |
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nfD3xbH4y8J6fqqEeZJGFnUfwSDhh+f6EV24aomrI8zF07PmOqr5e/4KRMV/ZW18BS267tRgD/pqK+oAa+Xv+Cj8ir+y7rW9yiG8tQcd/3nSvRjueaflL4KuGbwXq+mf2zJpv2tnUwvr32OFsoBl4PLbzB2PzDIGPesDwv4BtNS8YS6Xeahb3kEFlNe50+9jjSXy0LbPPkGyM4UkswI4xySK2PD+pNb/D3W7OC9uYvMZw0MWuxWySZQD5rZoy0vpwwzjHavPtN1q+8M6kt3p1w9reIGTzEwcqwKspB4IKkgg8EGmTpoQ+JLaystWuodP+1rZsVaIXoCyqpUHa4HBIz1GAcZwM4BUGr6jc61qFxfXtxJdXdw5eWaU5Z2J5JOaKCD+lhqY1ObrSVAIiZe9eS/HD4QJ450i41PSIVTxVbKrWxaTbHMVP3H7dMgHjtk4r11vWo5I81hUpqSszenNwlzI/NPVPiTqHg/xB/Z3jbw5faBcqfKM8akovJOSP7p+h6+ldGnicT2H2iDWY7i1kJaN1YMvtyOh/rX2946+HuhfETRpdM17T4r23YfKzDEkTdmRuqke1fEfxo/Zv1D4c6lG+jzeVYOcQ3q/KZByTHIoGCw/Xt3A8yrScV5HtUK8ajs9zStrb+1Y7S8kHmXLR/6pnIUkDJwp46fjU9ve6bZ3phuBgqTiJFJH6fdNec6J4k1Tw1ZrHrqw3dmPnFxY53x84JZT+HQDrXofh+30y+0+K902Zbq1k+fcpySTgYPcH1FcfW53dLMlW4W4mL7dsBLeW0mQ47Ag56cHv6VN9omlge1lMc0BGVlUZdc8jnvip2sj50cjjzoc5SNsAe2fWpDbwyKTGTBk+YVBwrYB4I7f/qp8nYXP3OehjFvfBVkWeBX8syRjITB53ehBI4PpV/WbP7Kw85kYblZZJMfNzzWhb6KrZjWaRJUbf8Ah1x15HaobmQxsySEuN2GWQ5VjjoPy71hKGl2bRnqew+EbpviD8H57KVmm1KxeWOMuxJ8xGLRjJ5wUZRn0NePaSpjkNq37wElwc8K2SCM/X9a9D+BviSzh1LVdFMYt7u4b7YhDZDDaEKj6BQfxPpWF8RPD40PxDPHESpP72IbjjaxOOMgHB3D8K9OMuaKZ5kfdqSgZNy8EeyGQqflJ2kcBen9agntxJLGqvInzbhkgI2OoOOc89/SgTm4U4yEOOGGAePT1qOO4UwsQNrI2MHkLhuuO1U3c3RZnt4JoVhcYCr91X249AMHpVWytnmhV5kLXAABO7JU5AxnHOQM9Ov4Gm3WpxtcLEsmwMuc7TkjB6fj/KrtndfZy0tq2E28vt575Iz07YP/AOusKicotRdi42TTauc/4hhurC8QxuMncsYkbhX2E4Ppz/OvVv2efE114b16TRLxmaw1Bz5TMu3E23OcdPmwRx7ehry3XLO4vpELxLHbh9yPyWY8NkjPquMf0q/pup3c4kfd5c0UqtGsY+4QAc7sdfvY/Dilhr00o9ETXSqJ+Z9uI3FfK/8AwUukMf7LOq7RknULUdP9s19C+A/Ey+K/C9jqG5TMybJ1U/dkHDD255+hFfOX/BTZh/wy5fZGR/alp3x/E1e/B3PnpLluj8tfAWuQ6b4J1ZLqOea08xzLDb69Z2bupRQcQSxPI5x3TrwMZBrzLUpre41C4ms45re0LExxzyiV1XsGcKoJ9wo+leg+HL7/AIt7rsYCYkeQktqdjC33F6QyoZ3/AO2bDPQcg1wWk6FfeJNQ+x6db/abjaWEasF4HXqasxfQznAWRed3oaKs6xpd7oN/Pp2oW72l5bSmOaKQfMjDGQfpRQQf0rtSUrUlQMQ8000+koKImjDe1Y3iTw1ZeJNKuNP1G3W6tJlwyN/MEcg+4rexTWX1qJQTLjJp3R8YfEr4M3fgW7kDRf2t4fkOYpJ493lHurkD5T0GTwf0rzDSYf8AhFNYmksrhY0kzI1k5Uq/qQgOeMHkCv0SvLKO4jdHRZEYYZWGQR6V4p8S/wBm/QvFim506GPS9RU7k2AiIn6D7v4ce1eVVw9vhPYo4y+lQ8O0bW11qNrh441t3OIngYv83cNz7+lXjDdafMWhl8xW48ts8DnPPft0rL17wV4m+H+sFZFaeLpjj5+oBUkYZeenbjgGn2nilXJhuomtpM7QzdAe4+n5flzXLGOtpM7m7q8dUbNzeLdQmQ/IyBhtXJz06eo61nXUaXEmFeNX2/MN2Q2e3/6/1qNmH2ry3XylkBIYY6dz1+lPmXEjEorAfMHQZIGOnP8Anis5XKjYxW16fwr45s9ThLPFZKhdBnJGcsAffNfQHxIs7fxB4TttasiJTGqyJKgyWjf9eu0/nXzn8QPNmsrOe3KvMxZS4yu5BycEdOv0r6I+CobVfhrDZ3SKYFD26mMYUpjnA7YJI/Ct6O7ic2ItHlqdUeBy6jLa6k0VzIAfOBjhUEhV4P1yc9ecfnWrZeXd3Ui+X+7U42nKgj+vJP8AOn+NNEm8Pa9cWtwFKQuTuwSWUjg+wPFY+n3zwQRIIJFWSXHy5wn+A4/WtOpqnpdGlqNukN0sIU+YwDozPuwAenqev4DpVjbACqPGPJYjgsPlOV4GT3649jVKaYzKI5tzeV8wEZxknPH5j/GlgldfsqDb9nH8LKTk549uME5p6MZcuYmmmOElIVicYT720YYHPHfr79sUljp7eexCxxyu+WG3JODnIz36c+1aEdyW6sOcg465qe1067nlMsVrNcKADmGJnK+3Az/k1XKRzaHpPwQ16TS/EFzp0w8q21IB0jzxHOo5A/3l/kK4T/gpx8/7Ld6O/wDalqf/AEKvRfBvw3164msdQmjTTBFMky/aP9aQCD90cj0w2D7V5p/wU8mSH9mGbeDh9WtV49cPXpUU0tTyMQ4uV4s/LjwbqT6T4G1a6iazE0cjMi3B02QsQq/8s5wZmH+4COuOc1i+F/HltB4ruNV1yFFlkt2hgurGwgzayZG2ZYMJGzAAjnBG7cDlRW74R0xtT+H+qW0M9ks80jIsdyNNjJ+VcfvJ3Eyj/c49Oc15hqGmy6dfT2sxTzYXKOYnWRMjjhlJVh7gkGuk4diz4n1GHVte1C7tftJt7i4eZDeS+bNgknLv/Exzye5orNK7W9D6Gigk/pnNJS0mKgQlFFFBQYpP1paKBjGH5VBLbiSrPWkK0mrjucp4n8I2XiTT3tL+3E0JOVYHDI3ZlYcg182fEL4WzeGbqR7oefayviG+RArHuFfsG/DBx25FfXjRhh0zWPrnhqz16yktLyBbi3k6o38wex9646lHmOujXdN+R8TW8f8AZN0iTymS2xhGYgbO+MY5H0rUvp/JtX8siYsoaNuqMPbH157V694x/ZxupreWXw7qMPnDkWuqxb439t64I/EGvnfxBqmr+AdS/s3WdEmgcHY8TSZjiOCdwJHC49D9M9a86pTcNz16dWNT4SLxLbXuteIvDmk20XmC+kaFCuSyyEqMfrk+wNfYvhfwfB4L8P2GkWxLRWsQQyHq7dWY+5OT+NeF/s5alD4u+JVtdNEhhs7GWSLd8zCRiBuPHB29xmvqyS1WTqM100KacXJehxYqo+ZQZ4H8dPBovLGHW4owWhHlznuAfut+pH4ivANHmnimeNFdfLbZuccNnnPX17+9feF/4etdW0+5srhd0M6GNx9e/wBa+d4/2bvEU2vSqDa2VqHZft7tuJXqGRFOcn3IqpUZaNFUa8VG0nseZ3DR7IBI6+bcSCONTnJyeQMAknGe35V7J4Z/Z1upUhbVrpbOKPOLe3+Y4/l/OvRPh/8ABjw/4BUzW9v9t1Jid19cjc4z2UdFHA6cnua70R1tCglrIyqYpvSB5zo/wN8N6awaWOa9wdwWZ8KD64UD9TXeWdhBYwpBbQpBCgwscahVH4Vd8ul2V1Rio7I4pTlL4nci28V8e/8ABUohf2YiD31q1H/jstfYzIa+Pf8AgqSqJ+zKN/Q61agfXZLWkdyeh+Veg2rTfDvVpBJGArtlTptlK33V/wCW0jiZPoikDt1NeeswGcdc9a9L8L28E/gHUmu5Jraw81hLLb6HZ3cgAC8iaSVJVPPReB2PJrE8I+G9J8R+PrTSLOWe/sbiOQK97Gtq5cRMwyBIwUbgOd3TriqMn0OLkb5epNFJdRNbzPC20vGxUlGDDI44IJBHuKKCT+mqkpaKgBKTFFBoGFG2lozQAlJTqQ0DEpNtLRQMayCuQ8dfC/RPiBDGNShZbiIYjuYSBIo9ORgjrwR3rsaWplFSVmVGTi7o4jwL8LNA+Hccn9lWmLmVQsl1LgyuB0GQAAPYAV1u2p2jpjLQoqKskU5OTu2RqOanVc0wCpV6U0SyJo9poVKmxRtp2J5iPy6XYKfRTC5Gy4r40/4KqME/ZltyVz/xPrUf+Q5q+zWr4s/4KvMF/Znscjr4htQP+/M9NbjPy00e18z4Z6tP9kuH2yMPOTRIJo1+51umcSR/RVOM+5rzhpCrFlOD616Z4YL2Pw/1DUk0Z70QSt++m8Ppc24+6MPcmQFOv3dhxx68ea3lwby8mnMccRlcuUhQKi5OcKB0HoKohjGIxjHzZ+936UUx872HU5xRSJP6TT8QvC2M/wDCSaRj/r+i/wDiqjb4jeFVIB8S6OD/ANf8X/xVfgVD4J1a6lsYFv4Q1xcafboxdsK15G0iE8dAEIP6ZpbHwHrF5Jpu3ULdWuprGCPe7Da10JTGTx0HlHOPUYzSsaH76L8RPCrHA8S6QT7X0X/xVP8A+FheFsZ/4STSD/2/Rf8AxVfgFpPgbV9U/s0RX1un26W0jj3O3ym4keNScDoDEc49R1pmk+DtW1tNOMV9DGt8sLIJHbgS3LW65wOzISfYj6UWA/f7/hYXhbGR4k0gj/r+i/8AiqB8QvC7HA8R6Sf+36L/AOKr+fu18I6veR28kd7CBNbpcqGdvuteG0APHXeM/wC778U2bwnq0KszXsGBam7O12+59t+yY6dd/wA3+778UWQXP6Cl8feGs4/4SHSs+n22L/4qnN458OKu46/pYX1+2R//ABVfz7aj4Q1jSxdtJfwn7PbPdPskflVvfshA467/AJv9334qW+8H6voaalcT3dtOmn+cZVDud/lXMdu2OO7ygj2BPXiiwj+gE+PfDS9fEGlj/t9j/wDiqVfHXhtuniDSz/2+x/8AxVfz+a54P1mz/tOWa8t3XTpLmCQJI/zG3khicrlehaZSM4yAc47x33gvWNObU917bt9huL23l2yN8zWpiEhHy9D5y46dDnFFguf0Ft408PKcHXdNB9DeR/8AxVJ/wm3h9umu6afpdx/41/PrfeD9asri7ikvoWNrPfW74kfBa0RXkI+XoQ42++c4qSXwrrlhK6ve25KveIcSN1toFnkxx3VwB6nOcdaLBof0Dr408Pt/zHNNP/b3H/jS/wDCZeHm6a7pp/7e4/8AGv585fCWtQSM32uAHFw3EjHHk2y3Lfw90YAe45wOadF4L1jyzIL2AfujNtMjA7RZ/a/7vXZx/ve3NOwH9Bf/AAlmhZwNZ0/P/X0n+NKvi7Qz01nT/wDwKT/Gv58v+EP1xvMZb2EiOGKY/vm+7JaPdAdP+eaEH/awOnNQW/hHXJZCqXcWcWpOZG6XFs9wnbsiEH3x160WA/oX/wCEr0RumsaeT/19J/jTv+Eo0Y8/2tYn/t5T/Gv55IfCutTSxRi7iDSvZRg+Y2M3ULTR547KpB9D69an0/wzrt0bREvYh9pmsoI8ysPmuVdo88dAEbPpnjNMD+hI+KNH3Ff7Vsc+n2hP8aQeKNGbpq1if+3lP8a/nus/Ceu6oti8d5Hm8ltoo90rcNO7qhPHrG2fw61XsPCusap9iMFxAFvFhePdKwx5lw0Cg8dnU59qQaH9DLeJtHHXVbH/AMCE/wAa+K/+CreuWF9+zfpcNrfW1xKfEVufLilVzgW9xk4Br8tYfD+sXkcbrPEwkt1uVDStnabr7MPx3/pz7VV1bw7qdrYTTTtC0UcJufldj8ouGtzjPfeh/ChId9Dd8N+GbvXvh/e/YPD99qd28rLHPa6HJcYI28faFkwpx22Hr78c7o/gO4m1fUrTWjceH49Mt1urv7Vat5yI0kcaYiOCSWlj6kcEn68u0jckE4rY8L+KLrwvdzzRQW93FdReRPa3ab45U3q4DDIPDojcEcqO2RTJI/FGgzeFfEmqaRcsjXNjdS2ztGcqSjFSQcDIOOOOlFVtU1K71/VrzUb2UzXl3M9xPJgDc7MWY4HA5J6UUCJV1e9UqVuplKFGXEjDBQYQj3AJx6V1XjSbxBp0WhXN1pmpaLC1lAtvJPG0azmJflkTgZwGBz1G4HvX3+v/AARc28j4xc/9iv8A/dld546/4JXnxx4ft9Ob4kWunzrfzahcXkPhtma5keONCzA3mA3yEnbhTnhRjlDuflNoXiu+0PWNP1COZpmsriK4SGZiUYxvvUEZ6Zz+ZqmusXcATy7maPZjbtkI2gMWGOeMMSfqc1+k/wDw5Z+b/ksfH/Ysf/dlL/w5bPb4x/8Alr//AHZQK5+fPhNdf1LRPEA07TdS1WNbRI2ntInkW0CzrPuYgfKP3bn8z2Ncu2q3jZBuZiNuw5kP3d+/H03fN9ea/Vrwd/wSXHhfT7qwuviZbavaSuZ4xL4clhkt5/LdFkRo74dNwOGDA7e3WuQ/4cr/APVZP/LX/wDuygR+cWoeJrzUrSyhkkYfZ7drcurnMytO8xL88/O/6A9ahivtR1CcW6T3N1Lcvs8pXZjKzOGxjuSwU+5A71+kv/Dln/qsf/lr/wD3ZWv4R/4I9y+EfFWka3B8YPNk0+7iulj/AOEa279jBtuftfGcYzjvTA/NHxV4muNY8R6xeRvPbW97dzXH2ZnOFEkm8qR06hc/7o9KgsPFV7Z/bg0rXP2uKWJ/Odjgybd7/wC8do574FfqF8Qv+CR9x4/8RNqU3xe+zosawxRHwyHcIueXcXS72JJJbA5PAAAA5n/hyuf+iyf+Wv8A/dlAH5rvrF47OzXkzs7OzEyMclxhyfdgAD6966a4bXrnwDaXn9n6mbGC9uZJNXMbmFvOjhjKeZjGf3RB553Yr9Ax/wAEV8f81j/8tf8A+7K6vUP+CSbX3hPTNFHxXNu1naPaG7h8PsrTq1yZ9ki/bNrRgnIXGd3zbsAKEB+Vba1fN968uD97rI38S7G791AU+oGKuan4pvdSuvO857ceRHAUichSEhWHOM9Si4P1I6V+jv8Aw5Y/6rJ/5a//AN2Uf8OV/wDqsf8A5a//AN2UwPz58C3GuahrciafZanrkv2OZDa2SPM4Bt3gRiozwnmAZ7DgVhXV9q+mX09vcTXlpdwOIpYpHdHRo1MYVgeQVBK4PQZFfp/4V/4I+p4Xu7m8HxUhvbzydlpJceFwyW0m9T5uxrsq52hlAYYBYN1UVn6x/wAEZzquqXl4fjJMxuJnlLXPhzzZTuYn53+1jc3q2Bk84FAH5qQeKL+HTZ7RZ33ST284uDId6GFJEQA54AEn4bRioLfXL+HYy31ypjZHTbIwwyAhCOeCoJx6ZOK/SX/hyv8A9Vj/APLX/wDuylH/AARXxj/i8f8A5a//AN2UgPzv1jxReg6XHC1zYNa20PGSmWUs6SDHs+QffI61Q0fxJe6RqdjdJNJKtpLHIkTyHYQknmBSPTdk/Uk1+nXir/gjvB4iubO4j+LElrLDZW1pLv8ADwkDmGFIgygXS7QQgODnr1rEb/givnp8Y8ev/FMf/dlA7n5qtrV5uylzOi7dgVZGAC79+0e275sevPWtvTbjVZvCut3Mlnf31j5cds15sd4bc+esu1m6LuJbjPJb3r9Dv+HKv/VZP/LX/wDuyuu0f/gkr/ZOiwad/wALWaWOOC+hbHh7ajm5iEe8r9qPK7VPvtXpimB+Tm0BjkdDTgrSSZHWv03/AOHLQ3En4xEj0/4Rj/7sp6/8EX8DH/C4ePQeGOP/AEspAfmMIgMH75/Siv05f/gi/vVR/wALgAAJ/wCZY/8AuyigD9MqKKKCQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z) | ASR 1085 x016 0308 Hvæsse- eller slibesten
Hvæssesten. Lys-grå skifer. Afsprængninger. |
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) | ASR 1075 x001 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter |
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xjKRSOVV2OASME9enUfnXqHhv4ca7q+m2+q6bcW9vdO5t7OO8v0t7i7mUBnWFGbLYDIB0BJwMnIrA+JHwp8W/DPWpdH8U6Xd6bcWrGJi6Foz1IKMPlYHqCCc1reFfiJZmTwjpV3LDokWlyfZpNfxPLPBA8rPJIkYYjeochSFyMLjBG6tKfK37xUr20O08L+ONT0fyLLxbp1xpc00Md1BczQMhlhcZSQj0Ychhwc/jXfLKl5FHLC6yxOMo6EEMOxBrD0uPRPjJH8SPEmrNY6JGbQXfht01FJrnTrSycI0DWccm/Btlxl1AJQEEA5ryfQPE2p2U2rT+FoLi80DTc3M32iLlYGkWNZJQpIjJZ0Hynq3erlFrVDjPoz3dWLc+20HOKPMjjDBzxnkA/rzWF4P8baZ4qsfOiuPs9wq5ktZTtcdvl9R7j9Ks3hkZgUUOGAIbrx9Ky3Nrlh7tZJA3BLZ5Y8VXW63XDISpQsR0H5/pVW4uGVRg7+x46cf4YqK3mMcbOCVkVfmXAII9auxPMbflu6BmJ59BjNRyRNMcYUknpzVWHVXMJwcgdFzirqs0xyy4fOOnNRsWrMjWUQqS2BhiCOpP1FNkjVvmjYBZF+celNu4XaUEkADGcDg/5zTJ5GsYTgqWwSKQyndWs+qX1pp0CFpLhwsYUEk5Ir9Lf2f/hTB8KfANlp3kqmp3CrPfOMZ8wjhM9wo4+uT3r5H/Yp+GU3jbx3L4m1GISado5BjZl4aYnKAfQ5b8B61+hFvH0p9TmqS6E0KcV+fv8AwVsuTBpvw2Awfn1A4Kg9Bb+tfoOowK/PL/groCdM+GxCg4fUPmJxji3/AMK1huc58MeE9WtI/Aup2s17p0E0nnYhk8NQ3kzbkAAFyylo8ngYI2nkYNedR2PnXtvayyfYhI4Uy3StsQE4LHAJwOvAJ9jXrnw+1jWdL+HuqT6ddeIrAQ+fKkml+LIdPtlYIPma1ZS8h4GdpBbgDB5rgE+JWtX3inQ9W8S3d34ph025jnFrq108ySKHVmjy5OFbbg4rToMk8dfDK48B2Oi3p1nTtXt9WWU27WSzxtsTaN5WaKNtrFiFYAglHGflNcCxOK9D+K3jLRfF99Dd6amq3F8ZJJrvUtauhLcTltoSPC/KqRhSBgZO45wAqjz9e+f16Un5CPo//gm6P+M0vh3x/wBBH/03XVFP/wCCb7Kf20Ph4O//ABMf/Tdc80VnID9wqKKKkBKjkj3LUtFAGBr3h2w8QabPp+qWNvqVhOpSW2uolkjdfQqwINfGfxR/4Ji+C/EE93eeD9WufDNzMSy2dwv2m2Rj2XkOo+pavulowe1V5bXd0pFKTR+Lfjz9mD4qfAXUtR+2+HrvUtOuI2hm1PSN8ttPASN6u6jdGpA5DBT+FdJq15oH7RUOieH/AAXf2Xwyt4IybrwpdBI7SSVAArwyooe5mfnCzfMDkBsGv10ktiO1eRfEz9lf4Z/FQSya34Vs0v5AR/aFiv2a4BP8RZMbj/vA01Jx06Fc1z82f+FZ6dq10kEi3HgXwv4ctltdU8SalaSLd3Vyzs0bNbbgVYs21UU5CRliTiqutavrXw28Sar4Z1yGHU5NOfDXdk+WkQgGOQHoysGBBO08888V7z8VP2eviP8ABq21a00fw7D8WfCN0YZ4W1FJbm7tGhSRYhIiyAuFWQrgApgDheleEfFz4m6dD4P/AOEf0TV21fWdWlXU/FWu/ZjA13MMGO0VWClYYcfdIGXwQMKKpuDVy4t3LGj61Ya8srWcqyMn30I+ZO3IPIrRW3FxuAO0Ln+HrjoMCuX8D+B59Dm+33E0aySR5FvH8y4bn7x+nQenU12LFCw2naTkfKOp7de1Tc1QyCHyZgZI/wB2ynIAwOvNaSgZXIx6jPOPSkchoAN4Zc4UsOnrxS5VIwr4bJ+93/z0qGzWKJdqsxB6MM9f1rNudLude1S202wQzTzSiFI1+87EgYA+pFWbu6aytjvBzjjnrnNe/wD7D/wpbXPEN1411KIm1sD5VmG6NORyf+AqfzZT2pIJySVz6s+C/wANrf4X+ANL0KFF86JBJdSL/HMwG45744A9gK9FjTaKhtotoFWa0OBsWvz0/wCCtTL/AGf8O1LgNnUCEYDDf8e/qf6Gv0Lr85v+Cu77E+GbZxgaj2z/AM+9XDck+J/DsekN8PdU+0P4XhvGSXZHe2l9LfbtuFEbxoYlJx8pZuv3sCvI7mKSN+B+X/169v8Ah9q3inTfhvqF5o8nju3tIfPkE+how05GC5LSOOmMZb2FeSeIte1TxJqkuoateT6heuFD3N45kkIUADJPJwAB+FadBmJhu456nimt90r79fWlmZiAFCqv0FMVjtIzwTzUiPpb/gm+oX9s/wCHnzfN/wATEY/7h1zRTf8Agm6uP20fh2d3X+0eM/8AUOuqKiQH7iUUUVIBRRRQAUUUUANZQ3UVXltQegq1RQBlSWvpXjPxY/ZW8AfFJZ7q90C0stcZjKuqWcQjlaTnBkxxIMnkNnPqK95aMNVaW3zSsO7PzQ+JHwe8SfDG8hh1e0iS3l4hvIG8yGTAGQDgEH1DAVwVwQrKsgwF4yvofSv1S1/w1YeItOnsNRtIr2zmG14ZlDKf/r+/avz8/aW+C178JvEQurRZbjw9ekm2n28RN3hc+oHI6ZHTocB0RnfRnmskargi4EqgdVOQB1x+v51BdLsRFDfvHPEff/P+Fc9cagpO9n8tlHBzweOlPur9pLFCgbfIOC5AH1z2+tKxtzGra2dz4s1rTdHsX82a6uEhRf8Aadwqj8SQK/Un4X+AbX4c+C9L8P2nzpaRASS4/wBZIeWb8Tn8MCvkr9hf4MLqNy/j3VImMdq7Q6fCyjaZMYaTnrtBwD6k9xX3Nbx7RTRzVJXdiWNdq0+iimYhX5x/8FeEaRfhsF7Lfk/nb1+jlfnF/wAFdLmSFvhyEBGUvssM8cwVcNwPh/wyml2/gPUXu4fDD3yLL5TXl5ex6gp28eWkbiInP3dynJ4PFeZzK0kwIONx6scf/qr1vwLNqmn/AA6vr+0j1YrCZpfMi8IW1/aAqufnu5G3IP73ykKOcGvNPEnjDUfFVxDJqH2XdEpRfstlDbjBIPIjRQT7mr6DM/XdNutGvms72Bra5jVSyOMEBlDA49wQfxrM25y2eB+Vd58Ydc0LxL4s/tHQpbqWKS0tkmN1GqfvkhRHCAH7uV4zzxXB/U4pCPpf/gm6P+M0fh0R/wBRL/023NFL/wAE3mz+2h8OsdP+Jj/6brqiokB+4lFFFSAUUUUAFFFFABRRRQAUh5paKAK8keKx/EnhfTPFmk3GmatZQ39hcLtkgmXcp/wI7Ecg9K3yM9ajaH0oA+FPi5+wffQ3U974LvRe2jEsNOu3CSx9ThXPysPrg/WvDNL+Eurap4q0jwclg8WvT3axTrMCpjXPzBlxkKACxP8AdNfqzJal+KhTR7VLtbs20LXarsW4MY3hfQN1xSsaqo1uZPgfwdZ+CPDGm6HYJstLGFYl4wWPdj7k5J9zXSqNopFWnUzIKKKKACvzd/4K7yslx8OApwPLvjx16w1+kVfmx/wV4kVb74dZGT5N7/6FDVw3A+JPD9tay/DvUJZdPsZp1SYrPN4hitpR8vBFqSGcj0x83SvLZm3NnFexeEfELaT8PbqWCfT2kh8yRYLrwjb34LAZANzJGxA+uQteUa9r1xr2qT39xFaQzTY3JZ2kVtEMAAbY4lVV4HYDJyTyTVsDOZyq9OveonY9uv5VI7eYABkn0xVdiQakD6a/4Jtf8npfDnv/AMhH/wBN11RSf8E22J/bT+HGfTUv/TddUVDA/cqivzi/a2/bu+JfwZ/aD8V+D/D8+nppGm/ZPIWezWR/3lpDK2WPJ+Z2ryAf8FPvjGqnNzpJPQE2Cf4VXKwP18or8iYP+CnXxguJAjX+jwq3Acacpx+dF7/wU0+L8exYtQ0sucg40+Mj7xA7ewo5WB+u1FfkTdf8FLfjLaRqzahpuXyVU6fETjOB0H15qkf+Cnnxm2/8hDTcj/qHRc/pRysZ+wdFfj5/w88+NGf+P7TMZ76bH/hT0/4KdfGb5t1/pQ7j/iXR0crA/YCivyBj/wCCnHxjaPLanpgwQONNipi/8FOPjO0jH+0tJC9Qv9mx/lRysD9gaK/H5f8Agp78Y+R/aGmMVGSf7Nj/AMKWb/gqL8Ygw23GkjHH/HgmD70crA/YCivx6b/gqF8ZWjbbfaSrD/qHR4pq/wDBT/4z/wDQQ0s+h/s6MUcoH7D0V+Py/wDBUL4xMh/0zSyf+weme/PT3H5VHJ/wVA+MjMSl/parjodOjOPrxRygfsLRX45f8PQvjSzEnUtKVem3+zY/8Kl/4effGcRMf7R0wnsf7Nj/AMKOUD9hzX5n/wDBX5h/a/w5BH/Lve/+hRV4/J/wVA+Nitg6lpeMf9AyL/CvHPj7+014w/aKn0m48XT29w+mxvHbtb26w7Q2CwIXrkgHmqirCKXh3zR8LdSKpqwTy58tB4rtrW36fxWTIZJPcBvm7V5Xa2U2oXcNtawvPcTOscUMYLM7E4AAHUk102h/ECTQdNFn/Ymh3+1iwmvrFZZee24npV7w/wDEi3tfiV4X8RXumWNpbaTfwXEsWk2wh3okocnGcFsDjPtQBg+L/BuseDbm3g1i0+yyXCGWJ0kSSORQxUlWQlThlKkA8EEHBrnmUryeB7V3/wAQda0hPDPh3w5pOojWk06S6upb5IXiTdOyYjUOAxCrEpJIHzOwGQMnz4565IFJ76AfTH/BNtW/4bU+HJ7D+0ecf9Q26opf+Cbas37anw7Yjj/iY8n/ALB11RUMD0P/AIKC69osP7U3xRs5bZXv5tH021ikMIJW5As5dwbt+4DLu687eleReKvEHhvw38RtQtLvTYVisvGF9PLGLRSv2PcqpGBjBUFWwvQV03/BRuby/wBtD4hc4x/Z3/putq+bbm+kupHmuHaaSRtzu7EsxJyST3NarYD0JfFnhw+E/sTWajUP+EfNl5n2dc/bP7U8/fu9fs+E3dcfL0rtLvWvCnhTxncDVdOhaOLxDpd4IY7ZHH2SOJzOmMYwxdMr0bHPSvE9F0y513VbPT7KCS5vbyVIIIIl3M7sQFAHXJJFdZ8XPBfjDwb4knHjHTby1u5JpII7qeBo4rnyiELREqAyj5eR/eHrTEX4/F2gNZ6ctzaI11Fol9azs0CnNzI8xhbPcqHjG7tt9q2fE+raB4dultJdPhE8n/COXw2WykeSunlrkZ/22ljYj+IjJ5FePtIJOTngc/MP8mnXN410weVnkbaqAu2SFAwB9AAB9BSGelWvjDwuuwSWETJnWiSbVSf39sUtOf8AYcgj+71HNWPFuoaLpNpJaNYwLcXWlaNNC0UK5DCBGlOexbdz6968qhja4mSOOPLMQowe5r0H4qeB9R8N+XNqHiDSNZvLJ10i6trCRxJZSQpsWN1dE3ABCN6blJU/N0ywNq98aeD5NTuZYtPiFu+p65Og+yqMQXFsqWa4/wBhwxA/gzkdar6pqWj6J4figks4ftWo+GbcQSLApP2j7cjs5OMgmOORd3Xt0NeU+ZtHrjmlkupJ/LEjswUbVDEnA9B7c0gPX5vHfgyTxat2NLjTTh4rfUTEtom06eWGI8emAfk6VQ1G40TSPB+kme0h+1al4XdYJFgUsbkatL+8Y9m8qNk3dcADpXlzNnGetei+MPAF/ZfD/RvEL+JNL1rSYX/sy1htI7iKRNxkmYDzYIxIFZ23FS20yKDwRQBp6b4y8H2+uW91NpsRtV1vSrl42s0YG1iiZbmPbjozEEr0bvVJbnSNL8LaDPdW8B+16XqEO7yAzGYyOsTk4zkHGD1ArzXcY125+vel+1F4lWQu6JkIpbAXPPH40XA9JuPFXheSN1SyiQs+i/N9mXhYbVo7v/vuUhj/AH+prRkvtAsdLt9TmsYBZXl3r0cWLdScvaxrbZHYJJICP7vJHNeSLMVjwowx44Fb+uQ6pZ+G/Dq3k8Z0+7jmvrNFwWXdIYXLcZyTbjuRgA9zQBt6l4k8PNpN5b29rGJ5NNsoUYW6qRcRsvmtnHGQG5755rpdQ1vwyyR61Fp0EWlz6/rHlqtuu4wtDCYUK9AFMgwvQc4rx+R1baFOD60v2ljCkJkYRbi+wt8oYgDp6nA/IUrgdrJ4j8Pt4fMBtFOof2ILTzvIXP2v+0RKZN3r5Hy7uuPl6VZ8fSaRfaFJqek2sVva3Wv6h5DJCIz5IjtmRMDoBubC9BuNee/fBA4xXea94D1jS/AlrPLqVhc29qYr+fS4S32mzW6RPLlfKBSrqsX3WbbuXIUtQgOAmkaZmd2LMxySxyTTBjuM/U0n6fWnrGZCePl/KpAM9MdRSqG4HCAn7zVJgD7oy3cscCmP23DJ7k80AfS3/BOFj/w2p8O1BUr/AMTHJHfGm3Qopn/BN3H/AA2p8Ozg5P8AaP8A6brqipYFj/gpAqn9s/4hDcu4/wBnk7jjH/EutuK+Zlk+YNjjPK+tFFaLYCzp941nqFvc7gpjkWQKOehz/nNdj8Zvie3xQ8a3upW1s2m6P58rWOmhy/kLJI0jFj/E7MxZm9TgYAUAopgcHtZugb+lLtQclsn0oopAPjk8uRWB4yDwK9J+NPxM0X4laodWtLHUYtWupWluJb24RliTHy28QRRlVO753yxyM9CSUUwPMlb5sYIHUelS853A8d6KKQCmRAy4HPU5r0T4pfEjRfHNpDLZ6ffxag7Rf8fVwGt7CFEK/ZrZFAAjLHdluQEUf3ixRTA82mZsAsMZyaj38nLcZ6ZooqQHNIq8dscV1PiDxhZaz4J8NaLHpCxX+kwyRSak07FpUaeWUIEztABlPOCSe+OKKKYHK44Xnt+VIF5HPeiikA9lEMrZ+Yg4+Xkcelek698StM1jwjdwWmm3kOu6jZ2VhfzSyqbdYbZY1BjGM7nMMLHceNpAzngooTA84JSFuBvJ/Ktb/hHbiTT2u/MiMa2QvtvP3PtAgx067jn6UUUdQL9v4N8zVptLn1S3ttQ84W0ERRmEshGQCQPlGSFye5HGMkcoXZVwTyaKKbA+lP8Agm2f+M1PhyMYP/Ex/wDTbdUUUVmwP//Z) | ASR 1077 x010 0308 Hvæsse- eller slibesten
Hvæssestensfragment. Sort, finkornet skifer. Bredde: 3,1 cm. Med fuld slibning. Tykkelse og længde afbrudt |
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) | ASR 1077 x010 0308 Hvæsse- eller slibesten
Hvæssestensfragment, mørk skifer |
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) | ASR 1357 x012 0308 Hvæsse- eller slibesten
Hvæssestensfragment |
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) | ASR 1357 x058 0308 Hvæsse- eller slibesten
Hvæssestensfragment |
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) | ASR 1357 x151 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter |
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) | ASR 1357 x153 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter |
![](data:image/jpeg;base64,) | ASR 1357 x197 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter
Et stykke har spor af slib, et andet ingen spor |
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) | ASR 1357 x210 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter
Et stykke på ca (8)x4,5x1 cm.Spor efter slib, bl.a. muligvis slibning af nål.
Et stykke på ca. 8x2x1 cm. Spor efter slib.
Et stykke på ca 7,5x1x0,5 cm. Spor efter slib.
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) | ASR 1357 x258 0308 Hvæsse- eller slibesten
Hvæssesten
Mål: ca (12)x2x2,5 cm
Med tydelige spor efter slib. |
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) | ASR 1357 x072 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter
Mål: (8)x4x1, (5)x3x1, (7)x2x1 cm.
Spor efter slib. |
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) | ASR 1357 x073 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter |
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) | ASR 1357 x131 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter |
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VV65z1wef4q+aq0pU5crPrKVWNWPMjvbrUBptvFfT3ULQq7B5Lck+ZIezYBJHq2O3PvpQagtzZLc200c1qkZZY4gZo+p5BC525HYe3YiuY0bWL+KVLprq1uFVFje3kKqQhOAOnGc+46jtxet4ltbq5u7ATp9obzzsIwOpJ3DODknjPHPasPU2sdXpOpeXCZijIpOJmVCQgypzg4IXkcYBzkdhW9DcRSvbEeUGYhkkjyyknv0wMnIx6c+uORmuTeRiSGKYXBZQ6nIJycEHqrA4wCDg4rb0m7gkSNHaRTGm3zzHgtlhgD6H17/rqtSHodXDciGXB8zaFyG2ADqcc55P19a1LVtpIMhK/eUZAxnkD8K5WO4N1GzRhHk5aJlfKkDHTrg4JB+taNtqrKrLMnkc4wxXA9emcc8dau/Yzsek+G/FL2SpBc7pLf7qt3TH9K7mORZo1dGDK3IIrxmG8haOHbIMMcBjyQfXNdN4f8QSaO2ybMkH8Q3ZxzjI9K9TD4px9yex4uKwan79Pc9CoqG1uor2BZoXEkbdGFTV7N76o8Bpp2YUUUUxBRRRQB5h+1AwX9nf4ik8gaJdH/AMhmvx41ix8NazrHgm18Ra3qFhaTaeiXEkluqRxJtkI2SEd32r9wjBJ3dq/Yb9qAE/s6/EYDr/Yd12/6ZmvxQ+Kt5bNpvhWJTcXl0umRhpZxsRBlsRqu0ZAOfmyc59q1gaL4Thr94YpriK1ZpLYSt5UjDDFM8H8Riiqk11IYQqtjjBVRiitBH9IdFFFcxAUUUUAFRSJuFS0hFA1oZGoafDfW8sE8SzQyqUeORcqykYIIPUEV8jfGT4JR/D/VItX0wj+wJ5xvjlJP2Zz2z3B5wTzyR1xn7KkjyM1ka1otprWn3Fje26XNpOhSSKQZVga469FVI2PSw2IdKV1sfBsN5FcQmHT7dUmjk2lyEZH74xgYUH8unPbe0XxFcw3UF1dlWWfAiwhfDcgHcOvBwCSD61J8bPgpP8Kb24122vbi78O3RIfzQM2rk8AkDoTtHPByeAevH6T4ispL61nt7lotqlHTcQiLx8uMc/dyce/HOB81Vpyg+Vo+qpVI1I80WerxSWayRy2zMXmjWOW3kY5kkzjIfIw2cZBAPQe40NPuGtWfy7yOJUH3Js/Lgng46jgdOh471xmgX9v4l0+Mxw3UMyu37uSIqBngEH5cZAJ67hW5o0i2VvtMN5FtyVZpt7oVYqB69z/9fHGUexozrdN3WiMyRf6t9hETHJB7ge3HXqMcVb+0R3SbluMxsCs8jDOMK3UnP+PByK5fw/dXcUlwrN9ot2fC/MFkwD8y/KuDgdQeeRyeK37eGVZI3W7jntgCm3qw+U7gTgEggfh+Oa2vYyN3Tm+yRtDEj7jggg5X7ozgcBQQO3Q/lWpDqE0bIskLyjPUf3RjGc/nisG3uCyqGkRpRwse4ZyBwp5x749q0vOGqR+csUmflzIuAGwBwwyB247fpm0zNo7Hw9rc2jzA8yW8g+eM9vp9K9Bsr6HUIBLC4ZTwfY+leOWuqCNfJZXJKbgWJyDjP8uvbiuh0PW59PuMoGKFvmH8JH+f5V6OHxDpvllseTisKqvvR+L8z0qiq2n6hFqNuJYjkdx3FWa9tNSV0fPSTi7MKKKKYjy39qRtv7OfxGOSD/Yd1yP+uZr8ZPFXjGTw7N4LukS31VbGxinWK4tgjRyAuFHmKA5VSQwGSpOMg1+zf7Un/JufxH5A/wCJHdcnp/qzX40674X1vx63gnRLLUI5IZrBIoo55PLjhkCuzAqMknav3gvJwPStIXNF8J41cNukLY2hjnb6D0oqbVLaWxvJrebAmhdkYA5GQcHGOvSirEf0j0UUVgQFFFFABRRRQA1hUEkf5VYpjDgg0iouxjapplvqVpNa3UEdzbTKUkhmQMjqeCCDwRXxn8bPgi3w88RRahoxWHRbobbeNojJ5EgyxjJ9OBtJOeT6V9uunYisnXNDtNc0+exvYFuLaZdrxsP1HofQ9q4a1FVFY9PD4h0pX6HwzY+JJrG7htbuWMGOLzDNJuRfMJHAwOR93nOetdboeqxagqA3BkhAEsJlPryBkknHfJ7gc1z/AMaPh/L8L9bIuRJNptyxNlcEMVfH/LP5cYcFiSD97qOmK4rwH4kurhPtUyzQWyR+QLaXaWLFxlyuCemBwDj26H5ypTlB66H1VOpGok09D2jUbefaqEO0cMkczPEoUnDDLDBG1uxz1zxiuggieSSZmPmGSIq0bDAVwAysGx3yQQc9q5ey1L7Vazxqvmt5MYE8MpLMzAgkDcDj5vfj9NPSdQdrOze6jWC4liw0sblgjBc5POO315NZ3Ksa323+zY7RVZpZJESPfEeWPG7oPQfTr0GK3rG6+ywPFb7JRv8AMWORyijOANrDODwevX2Fc/Nc3izyR/a1VVUeSzQghiGJKcHHzAEY/wBodzitiNo2cLKqh2hxI+zAG5uDkjAPB+mSema0vYzaua/9pWs2HKqHdQVj2EttwOcdjyP0q7ZyCOUKwPyrkZGAwxk/jkdq55NQeO+ZWKGAv+7nYfPGzclWHuTkdM5A71rWN19okK7w6SgHy92CmMg4zyRkD/6/WtoyuYOPKdno2qSWMm+B94zyueB6gjP/AOqu+s7yO+gEkZ9ivcH0rx3R5pBuLuP9YfmLDDdMcZHpn0ro9J157Ni1u5kLHDK3Tjnp9M16GHxHs9HseVisL7X3o7no1FVNN1GLU7ZZYj9V9DVuvbTUldHz8ouLszyz9qhmT9nD4ksvUaFdf+izX4l/Ei9lhtfCVzb6vDJeR6ZHEI7QuksHLEBiBjPJ759hxX7Y/tWSeV+zb8SH440O66/7hr8aNabw3JfeBx4kvi1odOjjl+yxkpDHiTBfa29nD4yo25HdetaxLXwnjNx80xIPGePSinX3lRXLiEsyAnBYcgZ4H5YoqhH9KNFFFYkBRRRQAUmc8jkUtFABTWFOooAiZQwqCRM5HerRqORe/epaNIyOU8Z+DNL8b6Fc6RrFqt1ZTjlW6q3ZlPZh2NfHXxQ+D998K7CRJFfUtKkfZBfpL5OAWHEnUKQOPQ4OPSvuiSPdWPrmi2mt6dc2F9bpdWdxGYpYZBlWUjBBrgr0FUXmephsTKk/I+FNF147dsN7vZXBhR5GIYZycZwT0GOCSc13+iax/avn2cyIsciMI5vMACyjOT90dwCeBwOK5T4u/DG5+GHihNts1xolx8lpdOpYICMFGOeG+gx/Tn9M1przTVlnFzcRKRIT5h5XJKhSDj7p4PJ9fbwJQcG4s+ljNVEpRZ7E19NqEsljc20ttLHGoWRHBDMNhz3Bxj6ncTgVvWe/bCJZIvs65SRWztRSowPbAH8+3Nea6VqQvPslw1wy27R7PtBZdyuDhXY85HUZPUH8a7RNSjljNxBKzwSBcszHCZUduMnBbODn5Qe9TYDcsY1vLHeGHmxTPG44bBByMkcE4xxzjn0zVi2kWYxyyxfZ4pUwZVIIIBYtk5x07/X1NY1hfHS75YIJBe2AIliCjkOW3OTgbeTuPJB+uauWeobliilkkHnEqqqo8sPtLEZC7gMevYZ+ijJIHFm15yLJcXETOfJk2yDeRjJA+hIHcjqp5FbNrdo0jq0ilV2Derc8ZBxz6j8Poa5CwEq3BEsiH5MpKn3WXcQVK52kj+8RznoMGoYZriCSG0S6W7XYduAQrsmFZTtPyn/D61opWM3G56nY61LpMyXAfcgP7xemVB5zx75r0OwvodStUnhYMjD8vavHrXVkvo4thVwqEBepfnHXPXoPr+VdL4T8SLb3Cqw8qJsI6ueR6E/TpXpYbEezlyvZnj4vDe0jzJaoy/2sF3fs1fEpfXQ7kf8Ajhr8S/ileD+y/CsTW1mLldKi2z27MX25YAP82Nw5PAzz16V+2n7WEnl/s2fEhueNEuOhwfu1+MviTxRrPgWbwVqlrZWcSx6arQym3V1ldkkRt77QxO1+U3EdCRX0MTwlseMeWXPv65op13N5kzknLMxZ26ZNFUSf0r0UUViSFFFFABRRRQAUUUUAIaaafTSKAInTvVeSPcKuVC454qGjaMjmvE3hqw8TaTc6bqVutzZ3C7XjYkfiCOQfcc18YfGT4T3vwmuftFuhutALk202ws4ZhyrHopzyTgAgH3x92yxbqwfEfh2y8RaVc6dqNst1Z3CFJIn6EH37H3HSuGvRVRa7np4fEOk/I+AfDPjGPR3gSKSY24A3wqHVH6cY2nJGM8DA7HNdhoOvQ3OrRm1mhd5n3SQttImGdhXB6MecnkHGc8tjG+Nnwp1H4UauXXzptCuZWMFyhxtwvCkjowwB7gZGOccB/biQzpNJHh0OwSbVbfICevsQck4PH1rwJwlB2Z9JCcaivHY+g9GubhreQRjy3tciOJXILqGyBg455OB0yo7HFdDpzQRNJIIYRFtJAjbaFZcqTtYHA4zxjBB9wfKPB/ir7O8ce0K0Q8h12negVAVYAAlhyenIz3zXoGkeILfUL6O5nmaNXiZZd3Hy7AM8gZzx2zwwwMmstDR3NexmuoYWSHa6KfmjRtuz95l8EDuAeTnp15FbV8sdxMxlg/0mFvMiIywBLADvnOM8eh6GsDSZo0uFgQs4l2zBlkKCQNyOAfvZXPHtmrMd811GwuHZXeLImTam2RScOG5yCccA8ZP4WrdCGmdArNpbXBhmzMEKhQf1478jpz+mNfQwjSFdy/Mu4kgENhiM4OfT8+a5L7YbeITFkmFwoX5RlQCec57dD1xgDGK6XRy1pKN251yFDMAxYY6Djpz354NWtWZS+E0P2pLx5P2S/iDOR+8/sGb3524zX426t4H1DxpqHg3T7MWenyXWlLtMk4ZnKpJIXMabpPmVSBhTk4Ffsb+1bZnSP2RfH9twzQ6BIh3cjO0A1+IvxFWKC08MOI7i2uX0uEvHLgqw5xIp3HAPI24GMe9fYUrqKufGStd22uzj7iMxTSRkglWK8A9vqKKg3NvJOM59BRWhmf0x0UUVkSFFFFABRRRQAUUUUAJRxRSYoASkIpaKBkTLUEkO6rlRsuaho0jI53xB4ZsfEWm3Gn6jaR3lnOu2SGVcgj+h9+tfD/x0+Bmq/CN5b7TFnv8Aw8xzBNkM8TZBET56H5QA2Rnpwa+/itUNW0m01nT7ixvraK8s7hDHLBMgZHU9QQa5KuHjUWp30MTKk7rY/L7T9fWeRZblme6jG4hVYOzbuVHzDHDH09e3Pc+H/GEn2qGCaQQM0eUkZhgpufkg8EBiAevU+5rd/aH/AGddT+G10+seH7aS/wDDpffvyXe05+6/cgZwG9Dzg9fFItYaGUTNJhmKsXYAEKAACBjsT345I4rwKtGUJWaPp6NaNSN0z3/T7uWS4RYZVhmsZJFjWVy0boWO0ZGMYTPbncMHIOdy11OS6hVVkwjbhGsTbVzg55JGMELxg9c55OPF9C1qa3jZzIDI0ZMtzGQyhst1AzjJwc425AHIrftb77YbYW915pku1m8mOMLJ8wBwN2cjdgHA6g/hhtub77HqF9qhe6hFrC0UszkqWUeSAQSM7eRllweoz9c16/8ACHSbvxFqkmp3agWtrJkcjBbA2rjHBHXOTkEetcf8I/hfceLYra9kM1tYxhUlmaPZv2hsiLPIJJGT06nrivpbTtOt9JsorS1jEUEQ2qo/z1r1MHhZSl7Sex4mPxkYRdKnv+R5B+2dn/hlj4mY4P8AY0v9K/FXULzwxY6t4OfxJp+pXNkumRtchpiyyLsk2qiBlYLv2nIkHGcDNftV+2axT9ln4llTg/2PLj8xX4f/ABIaS8t/DFtHFLO66TC+ZISHHByqnAygAyOvU819JE+b6HBNIrSMyjC5+VaKb93P9KKZJ/TPRXhX/DcnwL/6KLp3XH+pn/8AjdJ/w3N8CT0+I2nH/tjP/wDG6z1Cz7Hu1FeEH9uj4EL1+I+mj/tjP/8AG6P+G6PgR/0UfTf+/U//AMbpByvse70V4Mf27PgMvB+JGmf9+p//AI3QP27PgM3/ADUjTPxinH/tOgfK+x7zRXgsn7d3wGjYg/EjTMg4/wBVOf8A2nTf+G7vgNjP/CyNNA/64z//ABugOV9j3ukrwX/huz4D7Qf+Fj6dj/rhP/8AG6ib9vT4Br1+JGn/AIW9x/8AG6A5Zdj36ivn/wD4b4+AXH/FyNP/APAa5/8AjdNP7fnwBH/NR7H/AMBbn/41QHK+x9BUV89/8PAPgB/0UazJ/wCvO6/+NU2T/goJ+z/Djd8RbQfSyuif/RVIrlZ9CMtRMuPpXz23/BQz9n1f+ai234afef8Axmo2/wCChn7Pu3P/AAsS35/6h15/8ZpFJM+gZ7WO5heKVFkikUq6OMhgeCCO4rwnx9+x14S8UTyXmjFvD16zFzHGnmWzE9f3ZIxz2Bx7VnN/wUP/AGfI2APxCj/8Fl7/APGaf/w8U/Z6C8fEGM/TS73/AOM1nKnGorSRtGpOm7wZy+j/ALEeo2NwfN1bTZIvMEgYq7HI77SvB+pPSvW/Bf7Mvh7wzNBcX91cazcREMFcCKIsOhKryfzxXGD/AIKMfs9jn/hP1/8ABVe//GaG/wCCjf7Pi/8AM+Z+mlXv/wAZrKOFoxd1EueLxE1ZyPpKOJIY1jjRY41GFVRgAegFPr5n/wCHj/7Pvbxy5/7hN5/8aph/4KQ/s/jp41kb6aVd/wDxuus4uVnY/tpSeX+yt8S25H/Eok6f7y1+KHjXxHqujR+Erqz1Gae1i02Ly4rhVaKOXYysvlkYbCsBuIOc9TX6T/tS/t5fBn4ifADxv4Y8P+Jbi91nU7A29tCdOuIw7FlONzIAOAetfm1Npuk/EDXPCtpP4qs7OFdOjtJpJIGjNqY43bB37UYZwud/JPStI7Bsjy4MdxoqytmzSMi/Mc4BXvRTA9W1T4gar4X1KfStS0nS/tNnPI237IoxIehJx8y85A6EYrSXVNeuvAN9ry6Xo8sMk32sPHbLujiR/Lf5cdC7x8A8BWyMEElFb9SOhyU3xUvdQ8yFdK0tZrv5JXWzX6LsAHyn6ZzXS/EDxDrXgnXkju9H0Uw3FtHCWgtVZHKKBKVYqNrbie2QCKKKz6MfYoeEvFur+LNfkjsfD+l3XlWxiWAWqZHmSJFExOOSJJIsn0zXPQfFC60+KKJ9H0pprdPLiMlovHIBLjHzHA9sUUVIG/qupa5pHgfSNbfRtJNst0S0y26tzLHvjjdcf3SzdSMMg6ggc5b/ABGvr+4srS10fTPPecNj7KhMkrOcDnovzAbenFFFJj62NPxh4yvvC3i7UdMutK0poYbtZvLihU/IcMirJj7pXHOOc570zw7rureLrHxO9vpmlMbWxN7IRbqnlqjJuK8f3QwxxyRznAJRR1AwZviZc3EN4rabpomuFRPMW1VQigNnAxwTuHP+zV7VPHWow2NhdHTNNgN5aMufsqYcCV13qMfL/dz6oaKKQXJNH8fXmp+KNLsrWw03y5HhsgjW6KJNzIpJOOCSM55xnvUGreMtU8K+ILnTL3T9Ne40szWLJ9nX74+XcTj5iCoPPv0zRRQBNoPiHVb7w5qmow2umuuipG5ZrdSwWR9mSAp3DJHLYAJHcgHHj+I1+lraxpaWIkgnkm8w2yHduHAIx0GW/MelFFAzd8S+INd8OQ6I1xZ6bCL23TVImRIZfM3sxDEDlBzjYf7pqXwn4u1TxX4wt7CC006OG5vDdNDJCAqqnzld4UtjanYHPpzRRTW4GZP8SdXtZNStp4bJ5ZJRlltUXZIjLyOOmExj3NbkfifXr7wLq+uOuniKS9htmb7OFfhGJCqE245Qk5BHH96iimIw7n4qaxdhwFtUeWHyJWS2T51ycYGPlODjj0rS8RfEDX9J1hI54re3L2Nrui+zoQ8bwrIGztBG7fu46bsA8CiigZa8L+INf8cXOrwRtZmC30m5Z4ZIggEW3aAGVCcgspycDjlgMmvO4o2Y+gzRRQBbjjkQEAEc7dx4+tFFFIo//9k=) | ASR 708 x14 0308 Hvæsse- eller slibesten
Aflang hvæssesten. |
![](data:image/jpeg;base64,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) | ASR 2344 x139 0308 Hvæsse- eller slibesten
Endestykke, ca. 3,6 x 2 x 0,7 cm. Slib på alle flader også endefladen. Evt. en meget lys grågrønlig variant af violet skiffer? |
![](/grafik/intetbillede.jpg) | ASR 652 x5 0308 Hvæsse- eller slibesten
Fragment af slibesten af lysegrå stenart. |
![](data:image/jpeg;base64,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) | ASR 894 x8 0308 Hvæsse- eller slibesten
Skiferhvæssesten, afbrudt. Længde: 14 cm. |
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GWvKebjKSt7RHo0jfI30r8C/FF4Y/D9jBHY+ddTahcoJAjbnG4YQYPzEkjtnpjFfvlJ/q2+lfgJ4q1fUtJ8PWNxZX4iij1SeTyCVxvV1ZSVJ+cZGcEED8a9Ojszy+hyMrtp9xIkkEtvJna8MwKt7jkDv/Kiqes+JL7xLfC81CUTXJGGkWNUz8xPO0AdSf8AIorpuSf0dUyaTyoncjO1S35U+qmrSCLS7xz0WFz/AOOmvNGtz5FkcnxHdGQZfzpMZJPJc5P5GuohtVuAJJVLKo+Vu35VnTaesPiG/uAhbDNhc8c89/x/OtfT3ZWMbLtBXKKW+bA46H/JryrH0ydkdTpeoW9r4fhjZC5nJ8reTnk9h2Pr19KqahfQ/wBoWyRxM6RAyXG47SxPoPT6VYTRmaztUEv+kohZlbpnPGMUR29xZ24lvII47yQbrebhhgZ447/r0pu9hK1znb23uNQ1RbbS7SSC6lk2sGIARcHdgkfKuCTj371XuJordZNP3t9ltpWLZbcXIY9xwAAccVeEb6vJcvfTeVFHHtHzFS5JPp948mqOoahbQ+GX0mFI8wuzm4ZvnZ2559eD/KsGborNr/2242Qxjyo+WVBtQ44CjH+etLblyomaUIkYZlRU5UkEZ6dh37Yqhp6vosMcxjhkkZGQcZPOOT7e5rQ0+Bb7zFhz5aZYlXIHsOvqaS8yvQkttcYytCzqnmIUDHIEuO+7jin2NwYpIvtIyVOB5r5D88g+n1qtPGNoikwrRqYVYLxyen0rBuppWjePzhKkOXZ9oyQPc84xn86aA7PzvJnMttczZY5CsAwQHIIJ65H9a3bHUprfSbc3G3BkZUdmyXHPJHb86+avFX7R3hHwFeTaXf67Bb3ylSIzIqkggEZXqPxPeu08I/GDT9e06G4sp/PtJAJI5FYOC3TOQTxyeKrWOrI0lse0jVBHJst2XzpGGDuywH9aghXUY7x3tykuDuG9sFgT0wR1Nc1aGXUZEZH8oyDIUnp74B4rft7preMtEkhjIILO+8ZHGc/l1quYmx0FvqkMyxwyxyW9zI2wxsp+9gnORxjjr+FNU+ZbGGSRTJuz0PHoo6+vesm1166Ni0klr5gjORIRkDA9fyq5Nqdt50RDoWcgkcemc/WtU7mdie9jhjhxDOrrgnj5Tn0rP17S7ybw6y3A8lBgqMgk8cZ5qxDtmjW3kz5isXwF5Vf8O9WNSuEms0iEjNKEKEYyFwDg0w1PH7e1eO6mglUNv5HIGWOMDJ6dDzXpHwb1b+x/FEumvIpivosDnnzEyR+YLfpXM32g3E0b3USZaFtmFPDe2KxJtXm0jW7LWIo9otJo3kiTqpBGck/SnB8skyakfaQcT6vm/wBW30NfgLqVjpVza6fHqNxPaq2pzLLcrDvTy2kUMc7v4QSeAc9K/fbzkubVZo23RyJvVh3BGQa/ATxhJJb+HrSEIshkv7rYwyGX5hkdcHIx27cV7VLqfPdDmdS0uzXVb2O0lM9mkrLBcdDIgJ2np6Y/Ois+NX3jzt0UYbb5Xf6YoroIP6O6zvEQ3aHej1jIrRrP8Qtt0HUGwDtt3bk4HCk/0rzHsVH4kfOOpQq2sXMYUt5kpOF6kqMfzxW1p8cMdtJM0LefnAKtkgZ9O/eq/hK1W8vJ9QuTgxxORngM7f8A6zUu0/ZnffsKnOMjP4Dqa83rc+k8hLhnmnXee7c5JLe36VeYSSQhSwO3GCuQfr1rPa7TbsYsk2VwfvZHIx/LFSRAxvLNyiMMbjx+I/WoZRja5aXEbKYrjzld1jYbtgTJOCT0xx+lQXGjLDqC2KlZYZMyrcSfdUcDd09gK6HUrqORlt4i0kbKDJGeMsvQn1qj5Z1W8Ubgkka8liSAT2HpisXuaplXUI4luLhICqm4QRLC/JUKcnFGnyJp9rKscnmvuwq7cdeMgev1NMktnuoJJYAFuV+Z5sZJXvg1ZsWFxbxm4BhjXazGNiN3PQd+cUtBkMrQvZy/KsqpgFmyN3HJ9znv9a8w+JOrR6T4R1WW0Pm3y2k1xsjO7aypuRMD1I/WvTbzT7e61Fma5+y28p37DkkMD93Pp+PY1RuNIt7dbjHkA3gwAGBIXnjHYfzpqWt2O2lkeHfBT9nvwt4T8IWV9q2l2niDxNqcS3eo6pqUK3Ekksg3MFLg4UEkcdcZNb9j8JtN8E+JH1Dw3aLp+mXyt9r0y3+WBJgMrNGg4TIDKwHBypwOSet0jQdY8K266aIo9U0+3AS2eN8TRx8BUYEfNtHAbg4Azk5J0oYbu4m82dDHCpwEiG4g57nv+AxXTKomjyqVCpGpdmto+j28cPmWd21rc4wY2k3Rv6jPUH3561rWPiK6W4azuE+ybRiTgNuHYjnHX3rAEBjvFMBUoW428Zbofy/pXWaXMmrW8lreWkdw+SqvG+DH2OD9a51c9Rmvo2sG0hEanzoEAwhXlgT2/E1etbWC0Ez3aRu0jfMyRjAGTgA+lYtxZHRUs0QNPNwScgYKnqc/19KuWGrG7eRZI1VVChol/h57g+v5VqnbRmTXVGlp6R28ySgM6SMQiZ74yR74rP1HWFMXlxQsJMnzJB94k9R9Ks3WqiCEPFKrRniFSuQMdce3P41naclpPMxvl3RuCec8Hn071d+xNurJWuI5osrEyBgC/cZxwf0NczqOkJJNLJFCZ1cYkj9T9a6iHTTOst0j7IVOxYi3UdOenc1XjjMu54gcKMMc5x6k0DO++GmsG/8ADYspD+9sUWNRnnyyPkz7jBH4CvxC1C9vNN0+01DTw2601WWWaSQExFlkDJnPB5U/lX7L+BR9j16J1uVzNG0UkJH3l5II9wcfhX42eJbX+1tL0+B5oLK3OozpH5xIJy6gkkDCgdSSfp6V7OFfNE8PEQUJuxyV7dHVNSu9TuGWS7vJnnfy1z8zMScDsMmir66ci30kMYMqrIyxtkHIzgHgkdMdDj3orv5TjP6EK5r4jXElr4K1R4kLuyKgA/2nVc/rXS1Q16xOpaPd24QSOyEojdCw5UfmBXky2ZcGlJNnhFnaHSbForyN2bbkqOoPGM/rRKy5Ei85B5bjP5fWrHiS7TVLtZI1MUiqFPGCrA8is+GZp7dFySTz/sg9CB+Neb6H0SGQzBpMMRt3cqy5A/T1q0qlrWTyz8qfOEyADn/Oai2s0YIRWwcBmHbueafGsS24B3MGO3Iz7kj+VQ9jTqZcLO14zszMzE5P19K1rWxtrSZXbcrEgAc8k84/z61FdWscrW+yTyfLywUDg9OP0qdrGKAJOs7BlbcQBx045PqayLKtpGi3V2sCqpaRlVFHbPYZwOn5GpbiaO5jcXC437ggjbJUnufQ+1GordSSSmC2ktEkAKiM8OMdefU559aom4ubplke18n7OdmwkHGO+cjPrSv0DzKGrLbqtuxBGePMYE859fTFUrfw/JfTystwYUI+VmUkFvT6cVuatrCSxqyfMjsC8O4gnBGQKo2NhcahFPKrNbqVd7cuflIXr9T+HekUUI5bzS7ySC6QxLuyZgc5Xpwf/rdq0DYzxpLGUxCDypbknPce9Q3VpcXGmw3E11FLFEpCJnac556jr0/KluGV44pYpXMsqt5is24n6dPegojaxhlVna8WznRiQjHgEAZ/HmtbSZmkuDLb7EAAIVfTrj8+9X7HWI206LTJbWO9t3z8rqOCSSWPp6VR1C4021vF+wyz29qVxKhQFlbGOD6Y/rVaE6mpeXZ1C4HmSMJOAvQFTjH+c1BDstzNbyRiVZTmRgefTr1/KsRdSMbh3YbE/wCWmOcngAjPc+n6UyLXyt4EMU9xK7Erb28LO2PXABP/AOunfUVjal0WXSlhljvfOtC21I8nchPO3/69dHok5mkjkumXEYOwMAOelcjo95catrDEwokEQO2A5MjMDknHboRXR3V3DdRsYbVnvYeZljJO0nHGMYPHpWi0M3robEjpcW4iUq1xEfmmkIyw9OK5wyRxxBekwB3Fehyf/wBVTz3fk28DW8TxCVSS8hBz68Dp2xVKzjdrkwCOOUv1a4JXaMnLZH0qrhY6TwLbC88TWzqmDbxSuxJ7Y2j9Wr8evEFtZNpUUIWWa6+23GI0fCqNw/hx3wOcjpX7QfCnSXtbfVLuUiRmcQq6ggfKCTjPb5h+VfkDql1e6TZ2N1Z2cax2+qSyGeRA53hww5xleQehGa9vBRtBnh4qXNUfkcpZWaCRIghjGcHtnHrRXS+XNrGqSX90F866laVgqhRuYksQPqeKK9RROE/cyiiivEGeI/FTQZdN8RPcWoIjvE80Bvuhwfmx79D+Ncdpd1J5myVPuMAuw9hxkj15r3vx9oDa94flWFN93AfNh9SR1X8Rn8cV4XEz2l4zmPG49MdORwRXDVjyyue5hanPCz3ReuHMLFk3be2evvTLIpc30UEzMqbxuWPryOCPxGfwNalpGL+ZiNiGTJVM4Uc/4cUW+jW890Y5/Nhmkw0ci87SDn+lYtXOtM1pND2eX5CLK2No38E8dc+tc/fXX2QX0F1KbWZYS23BIcg8Lx+NbsmsS2t5HBdxpEVOWfO7OBnOKiup9NurO8a6UzK0oaMMD97HUkVMkug1cwbfUJ9ZtopLdWbyVULFzkAAHvWTrXiC1s5o1kZfNnDbo2fB64B/n9a1ZmskvYBCTBtBDOrFc89tuf8AJqPVtHuLuxMFmY5mmJUh1/eLz2JH+c1iamFqljfaxpcX9nuixRASjzn+ZyOMDgAdT1p0GrN/Zlg6q1qyiSB1mRguWHBDEYzWZHp95o15NHcTsrJjfFuwAfw6V0VxeW97YW8BU5zukz8w+UYH6mpt2KKUmj2MmmRhZjFLg7oyN+WHI7ggHj8qZDbm+09VmcxeXuEW0BcZxnJ/lRZzra6tIJod0bKAFbgD0/z3q1GkjfvwwUAbl6EH1qxGdYzSWrXMUYdHUBQWI3bT0Bxx/kVNDaC+kwCyIrDcNpyWH9cUXeoLNIo+y/PGpXeo27h/d/8A181XaKW3hnZFzMAGUK3y9e+fb+tLYZrLpltr8NzcW8S297Au1d52qw6Yx646Gjw/BJo3mXMMrC4lJCRycDnrj3OBzx/Ws8+bNosWoW0okk3Ye3jJGABzu9c8dPWsk+JYY7hYJHRZJDjazHIx6emKV2Fjo9Y1+31gCdCbHWIvkDKCjPwPvfn1/pXQaTpbWNpDNbNmOQCSRtxbOfX8MfnXETTWusYuHngjnhXO1mw0n+ycH8q09J8WXNtIttBMrCbEY8w5APf8ufyql5ia00Or1Ai9uVaEKqsdqqOB3JI7dqDezLst2AYM2ECj5nPQAfy4qK2hFnBJJNNIZjkhc8e2M/TP410Hww8MPrerPr2oSySwWbbLO34EYfGS5HcjIxnufYV0xi5OyOWpUVOLkz0vSdNGk6PBajGY4/mI7seWP55r8XbjSYNSs7R5r+O1tzqEyYlBO1S4y4AGOO+SOAcV+2Ev+rb6V+J95JBHotvGbeTzY7u4Ak6K2SODxk9u4x+NfQYfqj56Tvqy/Z6fHHq5t0kFwscxjjkXH73nhuD368HvRVzwDYmXVjNKdrIA5Hpx/PpRXfclRvqfs1RRRXhCCvK/ir4HvF8zW9EtPtbj57qyj4d/V4x3b1Hftz19UoqZRUlZmlOpKnLmifLeh+OtI1SH5JVgukba0Enytn2z9K7A+Ikt/IuJHFxlSp8hS7oBzkj1+tXvjB8Abfxd5ur+Hymna5y7xKAsV0ff0f36Hv614ppuqa1od1PYX6/2ddxnypGkQB146H8u+e1cUoODPbp1o1lpud5qni61uA6W9ksl1uEgmaTDAZHy/Spf7cutcVrW301zCeZ2KhiCB1B+vYVxVvbwLJI0NzLK8nL7TsKn1wcj8zSx3OqWsyfYNRjWQEcsA5HTqT0/T2rG1zpPQV8IyTLB9hnijjhkJljuIWRz+OM/p3qpq2trA5sppY5plzlSMOW5AAx2P0rmF8QeKFVjdao80SN837tV2njGD6dfWtK8kv1jSSF1lluG2syyjrjnaR61DKQzUI4dQvoWe2jsG8oB1ViTJyeh2k56flxStpclmJbm2UJA2d6yM2fqBt4/TrS2mljT7lZLd54pM4aJpC4B7H5icfmKLS/ntry6tbi63swMm5lwO+B6ZwPxrMsoatJH9hVYm88PhxII9jdOR39BU+mfaNUhQl5I/LfAjYbefb1GcVZe4it4kkFoskCNgAjaA3B7d8Y+tUbPxFKNZRHtRboclPnyu3uCMfWqYFu6s/KdhcIyGQDK4z/L6dKy7y9uVtZ0dVEka/M2cE8jBxjp09K6SONNSvJ3d/L/AHQEY3A5HofTisuOe3S1uPLiDBWK+YAAjc4yxz0596kZzcNxfaXbfaPKIimBUrM4OQehwPc4pi6ba31ti/gjK4zHHJH989OKxtY8RMiwW6v9qhi+WQAbeSDg8Dtj3q3oN3BfPbyRTlVUbxuGGVtvIHAzzT8xm5YeC9At1la+sRY4XC3ESAuhHOcd+mP0qlZ6Br+nyLclY7rTmI2yWyZaPjgMoGR+BPStuFrk6hJFdQPM4RT8pA4wMc+tWo9cn+xNY2gntYiWaa6yQm3OCqg9TnHPNNCZJZ3uq+IL+0sbRGmvJm2h3bHHGCBjoO/16V9I+G9Fj8O6JaafG2/yUwz4xvY8s34kmuM+Enw/XwvYNqF0jnUboZAm+9DH2X2J7/gPWvRq9WjT5Vd7ng4qt7SXKtkNk/1bfSvxbvLy70WztpxDDdW66m8jCSEMu5ZFIUsegOO2MjNftJL/AKtvpX4gXEMepLp8DXsdtNPqEkbGXdtAeRVDcDbhepyRXp4fqcL2O/8ABNwl5c3kwCRb23OI1CoPYAdB7UVk/D24+y3t7YGRZHU7BIB97HfGe/1oruuC2P2booorwyQooooARq4P4l/C6x8d2hmTbaatGB5V0o+9jor+o/UdvQ97TWXNGj0ZcJODuj4W8UeENe03xBPbXzGyuIiGKuNu7n7ysByD2I9PWtTRtYkt1S2vLZcvlDLOSisM8/MAecnuT0r658S+EdL8VWZttTs47qMZ2luHjPqrDlT7g1434o+BWpaVI114evF1CIfN9hvwoccdEcDaT/vDt1rklRa1ievTxMZaSPJL2S1utScssiyxq0W6JtzbCRwrHIxwCRkZwKst/Yd0fLi1meC8VvlTU41VCePvMgxx9e9R6hp50iY21/byaRPCCWhmyoX1PXGD2IyDWXeaTBdWImF0pUqT5i/MUHqPbn61yyujui09jsNI8P3a3iW0Wo2wnwHSa2m86LGe27H48nNM3Xd1rVzFeGF7m2Vox5fyiXHUFeccfhxXm7eHzawtcWt7cRuw8uRY5CA2Dnnn361R0vWtY0fUHFzdMto7YDO3mlWPuecf/X7Vlbuanr9vfTwwpFc7vl+5heGGeMHn6H6VHqiTWyrc4S7TByqnlTxyPUf/AK6zf+ET1LUtPhv7DUPNyBtjk/1bHvnHQdjjBq3HqmuwyLbvo6peqcBI5S0cgx1Azx16cUCKF14kXasAB2IWLxyKRu9AARyM4+vFZN9q11qBaIuxgPzbYxtUd8Bf896s6pJf6peG5vk8rYMBWOFGOwGD9evOajt7hWwty7RSRnPmMMZPVRnH0/KmBzVx4Xmku1kRVEW/7pBDdP8AZ/HFXZPh/YzbLqTWrjTbsj5ZhJuUe238/eujmjFrEDJcKwwcHGW+nSsyz0258X61Bpul21xf3RBxFGM7V/vsx4VeeuR9c9XFX0QnJRV2ZFnoutalq66Ro+oPqMkh8pBAOZDz1J6D6nA5yeM19S/Cv4Mr4TtbS71y6/tXVogGRP8AlhbNj+Ad2H94/gB3s/Cf4QW/w/t/tV28d3rEi4aSNcRwg9VTufdjyfbmvSljr0qVFQV5bnkV8Q5e7F6Dlp9IBinAVuzzWxkn+rb6Gvwl8RXbL4fs/MiP/H7dMkivwy7l3AjGfTv61+7c3+rb6Gvwd1LU38N6Rp108AvVh1GZ2jkXKgLKpwG6ru5+uPauvD9RdC54I1wWWrQTNLtRmxz3B6fTFFcIPEDXWo3F6UEX2iZpdgwAu4k9gOOccDt2ort3Em0f0K0UUV4wBRRRQAUUUUAIRmopIg3apqQ4pjTsYeraDZatbmC9tILyA9Y7iMOv5EVwGrfALwpqHmeVaz6e7kndbTHgk9Qr7lH5Yr1hlDVC0YocVLdHRGo1sz531r9me6j3y6PrUTSD7kN9AQvTHLqf/Za8v8WfCXxb4dhlm1XRDdwRMxW70wecmMcEqPnGPUqBwPpX2my47U3is3h4NHTHE1I9bnwv4T+Iv/COXf2RbpZ7dgrGBmwyDOOnbuenavQLrxVpl6RLdSI0Q+aNd+GHHqD9OK+htc+HvhfxI8r6p4e02+lk4eaa1QyH/gWM/rXLN+zh8NjK0h8KWm5jk/vJMfluxXO8L2Z0LGd0eAalrlnqlutvbvGuWDEeYPyBz1FZk11bXUsdnbRte3/3Y4bdPOdiemFTn8QK+sdK+FPg3R02WvhnTFGMZe2WQ49MsCa6bTtJstLTZZ2dvaJ/dgiVB+gqlhe7JljLbI+b/B/7N/iLVxBPrV5Dotowy1vGPNucdwf4FJ993uK+hfCngvS/B2ni00y2WFTzJK3Mkrf3nbqT+g6DA4rbUCpK6IwjD4UcFStOp8TGhAKdRRVanPqKop1MzTt1IRHP/q3/AN01+AGvLLqWhaVaRtHA8mozxb5JNqybpFUY7kLnnjjNfv8A3H+pk/3T/Kv57PGCl/CWlNLNn/TbowqqcH5l3Zbr6Y/Guqjsx9DnY5mgupIpV5jJVlJ5DDIPNFZr/K2VbAAOOxorpUiD9Z77/goP4ttWkjX4f6Y8qAHb/a4GcjIxxzxXPzf8FKvGsduJl+HOjspbbj+2Rkc4yRjgZr4U+JniDRby+tp/DxvUePau2cnKqscYXDbiSQwcduAp4zgc54X1jw9Y2+p/2+uoSXU7xJE9mygCPcfODg43ZGMDI5HXGaUqcOw7s/QeT/gpV4+SZo/+Fc6ChUAlm1obee2emeOlUrj/AIKdePIbM3P/AAr3QFjBx82rnJ5xwO4zX5oy308kZTc3kghihbjPTP1ro/HmpeHdRa1Ph9LyKNGZFhus4SPClQCXY53GUnoOQR1wMeWPYo/QST/gpx8R0uhb/wDCvPDYmKs23+1icbRls88YHrVdv+CoPxE+y3Mw8B+Fwlu22RjqrYzgnA+b0B/Kvz78H6zoOn39/J4ijvLvzY9iNaklwWYCUk+YmSYy45JHzc1w80/liSOKV2gLZweM4zgkZ64J/M1DjFdAP0wuv+Co/wAS4BalvAvhNBcjMe7U35Hr9/jofyqNv+CovxPa6uLVfA3hBJ7cEyK+oycYBJ/j7YOfSvzm8R6lo11pmmR6f9tF1AgSYXH3APLiJCfOePONw3QcOv0EvgbW9AsNUu5/EsF7exSxFFa0c+ZljhznenVSw5JBBIxzuVWjewXP0GP/AAVS+J7Wcd0vg7waIHZEyb2XKs3TP7zjoevoabN/wVK+KiTCN/CvgeMsnmIzXk21hkjIPm4PINfmg8xXeiu3lk5weM4zgkevJ/OtrW9U0m88O+H7eytrmLVLWOZL+aaTdHKTIWj8sZOAFJyMDn161OgXZ+hUn/BUr4tASgeFvAweNihi86cyZBwfl87NV3/4KkfFzzFVdA+H5BG4sJpyqD/aPn8ZzxX5/wDgnWNK0nxTZ3viG1uNR0tS/nwW8hSR8owGGBBHzEHr0Fc+0x5AJAbginpYfMz9FX/4KlfF8wyTf2L8PY40dkDM1xhyACdv+kc9R+dM/wCHoXxlaa1hGk/D0S3JUJFtuS3zDK5H2jjIx+Yr8/7q4sG0PToIGuDeI0r3PmriPJKhQh3HPyrz8oOSeSMYl8ManZWHiaxvdUhlu7KKUPNHE2HIHdeRyOCMnHFGgczPvpf+CoHxkkaYRWnw72woHkk23BQAnHXz/Uj8xUP/AA9G+M32GK8MHw9SKR9ijyrjORjI/wBd23An0Br8/L6eKW9uHtojb27yM0cJYtsUnIXPfAxz7Vpy6pp7+E7axFrIupx3TytcZGwxlQMY67sj2GFHcmjQOZn33/w82+NEmoQ2IPw/E0yqyBYpzndjaB+96kEEeuaqx/8ABTz4zz293Ml14DxbgsyrBMTtyBkfvOhJA/GvgXw/qFrp+vadd3tsb6zt7iOSa3DlDKgYFl3DkZHGR0qvc3CS3UskUQt4mcskKkkICeFBPJx055o07Bdn6AXH/BTL41JHby/2n4EWKd2jWRbaUqrAAkE7+2R+YqWD/gpJ8a7q8+yDWfBCTts8sfZJP3m4Art55yCK+D5NYs5PCUOmi0xfpetcG8yPmjKKoTpkYIJ645qvoN/DpmsWV3cw/areCdJJIcj94oYEryCOQMciq93sF2fda/8ABSz41yQGVdf8GjaMvGLFiyDOMnn/ADmrP/Dx74zuok/4SnwisDEjzl08ldwx8vTrg18F6tfx32qXdzDCttDNM8iQqBiNSxIUYAHAOOAKn/tOBtHitfI23STtJ9pD/eQqo2EY7FSc5/iPFNcvYVz7pk/4KJfGi48uI+MPDEUk3yxxjTAS4JwCPl/nXyAvjCTTbu2hnsbS9+w3hnDPuDMQ4Zh1xg4x92uZ0PVF0/V7O9nthewwSrI8L4w4BB28gj8wR7Gr8Uena/r95LcXkOhWkrvNGDG0qR5bIjAUZ4B647VordBEeo6sNX1W+vGhW2S4mebyYsBY9zE7V9hniiob5LW3mQWtx9rVkVmfYVw2ORzRTA6HUrxlYhHXJP3gMfgKxpF+RixGenPaiirkIrySbFUAH3pplG7gY4wPX6UUVkxlO6uBkgce2aoux57iiisGwIW5puxqKKQDGpi9aKKAFPOfSkxiiigAX3oB96KKYD6OO9FFIBRx0p3XJPSiigABpwJb3oopgSLzkEYp/b5SM9elFFUA5Cz9Tn8akVuBkfrRRTQDkDN24ooorRAf/9k=) | ASR 1581 x009 0308 Hvæsse- eller slibesten
Slibesten
Cirkulær
Af en finkornet, lys, gråskifer. Lidt grov prikhugning på begge sider, samt også delvist på 'slibe-fladen'.
Største diameter 12,5 cm, tykkelse c. 4 cm. Centralt hul, c. 11-12 mm i diameter.
Alternativ anvendelse: Avlssten - blæsebælgsbeskytter ? - jf. den noget uregelmæssige cirkulære facon, prikhugningen på 'slibefladen', samt en lidt flad standflade på et stykke af kanten. Mangler dog varmepåvirkning. |
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) | ASR 951 x044 0308 Hvæsse- eller slibesten
Hvæssesten
Lys-grå skifer, kødbensformet
Mål: 5,3x 0,7x 0,7 cm. |
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) | ASR 951 x044 0308 Hvæsse- eller slibesten
Hvæsstesten, skifer
Lys-grå
|
![](/grafik/intetbillede.jpg) | SJM 175 X23 0308 Hvæsse- eller slibesten
Hvæssesten i lys grå bjergart. 19 cm. lang. Bikonveks form. |
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) | SJM 3 x0271 0308 Hvæsse- eller slibesten
Fragment af lys grå skifer |
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) | SJM 3 x0310 0308 Hvæsse- eller slibesten
Fragment af lys grå skifer |
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) | SJM 3 x0314 0308 Hvæsse- eller slibesten
Fragment af violet skifer |
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) | SJM 3 x0379 0308 Hvæsse- eller slibesten
Fragment af violet skifer |
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) | SJM 3 x0821 0308 Hvæsse- eller slibesten
14 fliger af violet, mørk grå og lys grå skifer |
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) | SJM 3 x0837 0308 Hvæsse- eller slibesten
3 flager af violet og mørk grå skifer |
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) | SJM 3 x1056 0308 Hvæsse- eller slibesten
Flig af mørk grå skifer |
![](/grafik/intetbillede.jpg) | SJM 926 X05 0308 Hvæsse- eller slibesten
To mulige slibesten af bjergaert |
![](data:image/jpeg;base64,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) | ASR 5M74D D04884 0308 Hvæsse- eller slibesten
1 forarbejde til hængesmykke, eller rettere probérsten af gråsort skifer der er tildannet af en 0,5 - 6 cm tyk plade som er glatslebet på begge fladsider samt på kanterne. Stykket har nærmest form af en halv elipse, gennemskåret på tværs, dog med en vis kantfacettering i rundingen. L : 2,75 cm. Br : 1,9 cm.
Probersten - Probérsten |
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) | ASR 683 x4 0308 Hvæsse- eller slibesten
Slibesten. |
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) | ASR 579 x010 0308 Hvæsse- eller slibesten
1 hvæssesten brækket i gennemboringen. |
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) | GRM 501 X2081 0308 Hvæsse- eller slibesten
Slibesten?
Mål: 43x32 cm. |
![](/grafik/intetbillede.jpg) | GRM 501 X2088 0308 Hvæsse- eller slibesten
Slibesten.
Mål: 56x28 cm. |
![](data:image/jpeg;base64,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) | ASR 708 x54 0308 Hvæsse- eller slibesten
En stor slibesten. Største mål: 35 x 16 cm. |
![](/grafik/intetbillede.jpg) | ASR 678 x17 0308 Hvæsse- eller slibesten
1 brudstykke af hvæssesten. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiqcZcj7zfnT/m/vH86BXLNFV8t/eP50ZP94/nQBYoqvuPqfzo3H1P50DLFFVtzZ+8fzpdzep/OgCxRVbc3qfzo3N6n86ALNFVtzf3j+dLuPqaALFFQZb1NLz6n86AJqKiyfU0bj60AS0VFuPrRk+poAloqHn1NLk+p/OgCWiofm9TSfN6mgVyeiq7bv7x/Ok+b+8fzoC5ZoqqS394/nRTFzD4l+Wn7aVVopDG7aMU6igYzFJtp+2koAZjFFOpNtACUmKdtoxQA2nLSAGn0AJTttAFLQA3aaMU6igApuKdRQA3bRtp1FADcUYp1FAhuKMYp1FAiNhRTmFFAiSilooLG4pKfSUANpMU+mn2oATbSYpelZuoeItL0mRI77UrOykflUuJ0jJ+gJoA0KK5t/iV4RjkETeKdGWQ/wAJv4s/+hVctfGGg3yg22uadcAnA8q7jbP5GldAbFKoqOOZJlyjq49VOalGKYC0UVBdX1tYxmS5uIrdByWlcKP1oAnpRXNt8SPCMchRvFOiq/dTqEIP5bqkk+I3hOJQX8T6Mi+rahEP/ZqAOhxRtrnYfiR4SuWxD4o0WU9MJqEJ/wDZq37e4iu4VlglSaJujxsGU/QigB+2k206igBMUUtFACYptPooAZRTsUUCsLRRRQMKKKSgAJpu7HeoLi48vpWZPfMCeaAOE/aC+Jlz8P8AwrGmmvs1O+cxpIFyYowMs/16AfX2r4nebVPGEl/q/wBoubkRqxuLi5mGTjpgEktliBx0LDJGa9d/aa1K81LxpJ9neST7FHFGVB3KFI3HjHq2eT6e1eWCPVofAptt0aWD3ZeS38rBI4Zfk27sZA+YNjBAxzXLL3ndnTH3VpucfdWwj8t1i+1BjtH7wZLf3QR68cVa/cfY70ERW8IIA3Iu7gnJ3AnHTuOn50XV9c6bdW5itluIXiUMrRkqi9TzgdQOB15Iz6RXUlpFqEvkLClnPlvJhAPbGA7LlCcYB7Z+lY2ubOViG4/tLyI5LG7njjjC52s6Mikg5GP4c49e/SrU3jzxBpEvlr4k1i3eHCkW93J84PPJ3gVemsf3IFu8YtpUVXXcGVAcHc23kknByM/TiqFx4WMcc11JcRXCMfmldWLM2ckk7cDhfXPzDihNksvW/wAQtdvriOOfXr+cliDFcX8rDHY43Y5z39RjFQa3FPcSRXLzSXm7PMTgs6g/xZOR65PTisiSOa6P2yMhI4zsyCFJHTPzZzjn8+3SlgtWaGeadWUgOgWQBmU57ZPJOPyHWnfXcVhsxsri82G9jBRF3b42IJwMgc4PHc4JIxz0qxo+pCSZPOLeXIxDSI4BB6LhuBjPPXis6TTwl1M7p5dvHiIyQoMHpwGz83Oc4NEbbbiF/LjMYJQZkyGPY5HXn/I7lhpmnrWnG1ty0siouSIyjKyNxj+E9c4rsfhx8Sta+Her2l7o2ozQbiiT2Tg/ZnAAGHXueRz1GeK47S5Wh8yJ/wB9JITuKkLGcZwRx79x36V0vlwyW8ZaBnvGYOCrAKvTIPByOvTn9c48zibWUj9GfCfiKHxZ4a0zWIFMcV7AswQ9VyOR+ByK1s188/sm+JL+58M6rpl1M0ltYSx/Z0fqgcMWA9sj+de9LdFq9KEuaKZ50o8smi7RVdZc1MrZqyR1FFFABRRRQAUUUUAFNc/LTqa/3aAMq7Y81mSda07zAY9qxdQvI7O3mnkO2ONC7N6ADJqRo+TPjhCNQ+IWsJGm6HcqyT7uUIjUY6YA3Y9+o9K82urV5LsrazHa8YCtKWKyKMY+76/3hjIz079jq+rSalrt9dPNcAyXLTyjcFweSPmJAAyfY/XvzVwVvoUmsJRZuxQBTtADc5VwcZ+UDHb1rjcrs7FGyOfl0m6nWC3hiNu6rsWMMSNxPLcDhcZ6/wD16tT3VpYxiO7ijinzghkDOuFwD8rZHPHOQQK0JoFWGVReFljfLW0MQVmPdgM8demDnpz25e4vo90ZiWZr0uP7oCHHZsgkjI4A7/jU2uF7GnZ3ialsja5jjLuFKwwYLZPzZZc/gOMVNql88lxELVSYYU2ZdDvJxg7cDkhVxk5HHpisfXrmx8N20twbqAxISDG5KSTSZAy2BnH0P8NeWa18RBeWbW0EhhgQn5cj7zFs47L1xS80Ju2jO01v4g2Fg0OnW0GG53SN87Kcrwo6qOOgwa0NF1KKWEXWZ5p5m3AyOfnAzg9uAO2T1r520O7vPFfiW1srBRMN5JPBHB7nP3QT1NfSFvpdzoPhuJY0J+0R7BMr4xj0GMjjn3J+lN2iCu9y7HbyTNcBWgl4ZvJiYB/l4/Lp1/lxVZVMjYktdrjj5MIMA45wuQenPelhvri6jju5VLiMSBZI5COehyT98kds5HqQMUxo4opBHAHEwIkExIyeR83XHPfkHms35miNvT7G1XyIUjWZwSieYc4Y4JOASeevPIxWncX9vZWcjS+cZEzgrHvU55BDbgSMA9BxWDo8gmZPmlEyz5+zqUUqT947sEAdO46d67PwD4bTxx4107QvOuV84NJK0pXMUeCWAHTHBA4H61nbmdkac3Krnu/7Kelz2nhvVtSlDbbydEjcjbuCBug9AXx9Qa95WU8c1j6Jo1p4f0m006whWCztYxFFGvZQP51oq1epBcqSPNlLmbZqQy5FW4pKy7djV+HPFaEl0HNLTVp1ABRRRQAUUUUAFMk+6afUNw+1DQBk3jda80+M+tHSvBdzDG0f2i9YW0aSHG7PLDqP4Qe/evRbpuTXz1+0Vqtr/bGmWF7NJDAtu8imNyo3OSuTj0C/rWM3aJpTV5HgkknnQyPBJK0zTtEqgAoRn7oG7jqfccVnR61DDjzLFy0kjbDGG+d+hBBHqe2O/wCLnvfsUzJ9oRFX5ldMHbkY3qVX9T7j6Z9vcXkkM8lzdmW4m2l3Yb96Nn5SD0DDjqQTXDvud+nQnj8QrbfaLaaNre8lcyCEkozZK7SDjA6Yznv0pmoX139sntBtRZo18/y5BuILHgk/ewq4LHp19M2LrXNHWzjtJdLiikwxUxjIj/2QAMnIx04yTisC5mljW0+yrLctCPmjWMoq5JwEGD1Gckg8k0bkN2OC8VaTeeILqYwQTFDjYkMJO89SBgcdO3p71jJ8E9X1wPJPNFpllGM+WjB5255B7Keh5656V6/qULxaissC/Z7aNVCr5m9ZTtBYfdGCCRnjsBVK4jghmVkcuM4SAsRt+UsxU554zx3H0FaLYye5meEPC/h/wTpccemwgzLJtnklIYygjJG7gk9sYC+nNb90pumN4IZIrhmG07MmTkHIy2c+3tWYt0txGs0G83EPLJEoGwLy24kjA6YIJxzxWxo6wR2qNcTwSiRizI0gJ+UYwSw+983BUjvzVaIlNso28a7blvLNtJuP7yNlIJJIwVzlh1+7jGcU3T8SW8q28TPLvYbhhVRMgsQevTjr7etNtrVn08396biOEtlDCu2N03HjcxOOpGK1dJaD7U6xlo2Z1EUcikM54J3EkZ4PPHINFlqO70Cyb7Lule3na3kXaNq/KX7K5DAcjPcnj3r2b9k+xiuPG1/do7lYbNmSOYlnXeyjqSc9D09B6145ZvBfyC31COJ5Wd1WO32RuWJA+YnHp1Y9Ccd69v8A2UY/svizVo5TG9w9oT94syYdAVyQMjkfl1pRS50VJvlZ9TCpFHNQKxqaM5IrsOMu261oQiqUA4q/CKoCyvSlpBS0wCiiigAooooAKqX33at1Xu4zIgxQBg3X3jXx78cvFVz4l8f6hY2VuN1kWtlkdz1QdAFI5LFhn0NfYl9GY8k18bfHq3XQPHtw81kJortxcxvlhkEfMAV5zuB/MH0rCpormtPWVjzGzt9Wt5Le8gtFk+ysDKm7zEdVBU56Y646n1rEuNQu7++uo7u6hgVeREFZVCkfdwAR2AyQeldPZxwwrG1zI7xszMscjYC4/Q9/rWbeGa3vp5LgBY1671GUYg7GbaQOn4/jXJa+qOzbRmPJa6rFhmlQ20kWEQrtSRuoHyqNw69fWmx2urzRiOUWlmEVm3Rptdsn5gAAevA6YGK0bu6nhaRnnJlZSJmjXJTnJwDzj3HPXrVSHzdRhlQ3MwMLIUmmcr1OSMnr1br+HWp1DTZCOLmCz2Q3Swq4MZUJlWI/hJLdc4z6ZOPSqcM0NxuZJJEhOQzF8ouB0AC4575HfFWdcu57GNLRDDfRS/OqmIoqHPBB4wx4zj8elNlvz9liluLuGFBJslsocIi5PK89PU4/LpWkdvUylvYpwXxjhFu5ZUVf332UNlEOFHzZxzkdR3pZLON7iaOKSSW2J/dgsGK885Oecj9M471evrO21DWhCso0nzmAkjjC+U6ZyjEDOM8e+c1Fb2M011FZQhtTukkEjQRlOdoO3B6HqRz6dqtWtczd72Fswvy2giYQ7NiGZgGUdfXOB69K0vI/tS5gmLG5ZnwQwX5CAApGB0P07Z61H4hhsdHNspuJbzUj0tJYEfywpAxuyRwpB6DPIxTbeaWwuWksVms4JMscSlM7iOcgDHToD171N4l2kaTeH5dSsrnUYLXzHWbawjbIIXOGAxnHbtn8K9V/ZkkNn8RomnkCC6s5YEi+YNvGJDkEeiufqRx1ryu11DT7G3V7pr5NkTPsjCZOSC3OOc9hz0HJzXqHwTLv8U9Cnl8xVCyInmrklPLcAk56ncvT2+lEfiQSXun16tSp1FQpzU8a4NdhyGjbDitCGqFv90VoQHcuaoCxRRRTAKKKKACiiigApKWigClqFqs0RyOa8o+JnwxtPHGkta3O6GeM77a8jUGSB/7y5H5jv+Rr2MjdVK6sVlB45p6dSXfofnj8Rvh7rnw/WW11l21rT5Nphu44wue3I7Nkj8Mc9a4TTfFSahA1ooZImfAD53sc9eM9M/p+Ffo34j8JQataywTwJPDIMNHIoIP4V83+MP2YYNPvLvUNCtojcSIURZmbMXH8J6N9D+dc86TjrA6YVVLSZ4XqE1u00ZuIlaCAYkkHyJIVwQFX+nfqetUoNeWZkHnp9h6KsMQQjn5lIHOOnOT26VF408D+LfD73Flc6JqE1vg7JYI8rnjnoy9Bj1rhb+fWbSaQxw3RZk2N+7MQQHqBt6jtyMe3pz+zZt7RHp66tp32OCBnmZVYySK0YPy7eGKjryOpH05xXO300V9JF+9tbaMKXTyI9xZiD3I6/d6EcHn0rg2h8QX0kc32e6mlAGzbGzEAeg59607Lwr4wuCoj0S+dD13W7Lz369qI03HVBKopaM6OZdNt44WtjcpqHmgSXCyNtXHUeo9fSpdWXVftcKaXcRROzFI9twDKzH5gxIOTxnk8n0FZ1l4D8cxBcaLdALwC23n681oWfgXxvDPNMnh+VHYbQyJHuwepDZyDRyzJUoXHQ+GL2xuPP1K5mv7nlp5LmTcUwMcAnjHy/pW0NHtZ5llmvXRbd/MV41YgqByoOOeSRisdfhz44uohCdIvFiVsjmMY75+91zWrZfBHx5qMTRR6VJOGYNumnQEY6Dlqxjh5Xvc3liVtZWEk1W284pJaySOkXmBnfbI8ZGVGWj6AjgZJGT3r1P8AZ502W++IWllHuUggRp/LmXLFdhOScDgnZz3BFZ/g/wDZe8VahN/xO7m3020f/W7H82Vx6YHH5n8K+pvh58P9P8F6b5NjETKwVZbiQDzJNowMkAcD0H866oUZJ3Zyyqp6I66M9Ksx9qbFase1XoLM9xXUc5LbrxWhAu0VFFDjHFWkXApgPooooAKKKKACiiigAooqKSRY1yxwKAJKQ15VrH7RHhaz1SfTtP1TR9YvEby47Wz1uze5nk6GNIBIZGfPG0LuJ4AqXVPj5omh2AudUtb/AENGG1ZtctJNNtjJgkIZ7gJGCcHGTk44FArnpUkIcdKoXFijcFQa8y0H9ozS/Ek8i6baHXIYh++k8N3EeseST90SC1LmPdhsbsZ2tjODVTxF+054Z8P3f2W8uLPS7tRl7TXtQg0q4UEZB8m4ZXKkHhsYNUrkuzPR7nw/aXHDwK31FZNx4A0mYkmziJ/3BXP2XxwtbrSU1FtB1xrRozMLu006W5tWi6iVJ0UxuhXDBwSuDnNc3pP7VHhzXNVg0/TZdN1e7mYhLTR9Xt766kABJKQRMzvgAkgDgAnoKsz5X3O9X4e6XH920iH/AAEVOngmxXpboPoK47xZ+0RpPg+3gl1awuNCWZiscniLGlxyEDJCPNgM3T5RzjmneFf2gdP8XWEl3pek3uuW0chiNz4eT+07cMACVMsOVDgEEr1AKnuKA5WdkvhCy/54L+VP/wCEUtF6QJ+VeXX37WHhrTdXm0+7n0qyuoZTFJZ3usQQXiMDja0DHer/AOwec8V0niL46QeHdLk1C98PatpdnEV8291q2awtIgTgF5pBtXJIUZ6lgOpouLlZ1sfhe1BP7lPyqzH4ft4/uxqPwrzjwr+0hovi6S4j0m2GvzwgM8fhu4TVGjU9DIIc7AT0z1wfSqmuftOaR4b1R7LVorHQZwAy2+vapDp9yUPR/JlwwB5wehxQHKz1uPR4+gUVrW2lxxRgbRXmE3xyhTSP7StPD2sXNiUE638lm8VkYSMmY3GDGIgvzb87dvOcc1V0P9p7QdfkNvppsdd1DIK2Ph3U4dTuCmDucxwksFHGTjHzDmpZcY2PYVtUX+GpVjC149rH7SGmeHrpY9Ztbbw2snMK+I9Qj0yWZcDLJHPtLAE4yMjIrpfDvxgsfEzxyWOk6peabM+231WztjcWky7iN6yJkFcjqMjrUGh320UtNSRZBlTkU6gYUUUUAFFFFACLRmm/gabuPofyoEOqveR+dEV6HtUmW/un8qa27+635UCPkTVP2LNL0TxprvivwtplvZa/GWvtBup7ud/I1DKskkoLFCgfeduw8EdelV/+FLfGr4qRXGi/GjU/D/ijwn5TTwafpu+3b7YvETu0ccTbAC+QG7jg19flGP8AA35Unlt/cP5VXMTY+ObP9nP4k/B+xjj+CVxoXg+5v2Y60bwyzx3ITH2bYJhOVK75s4IzuHXt0Oj/ALJemfEqzGt/HTR4/GHj+QmObUtKu5baAwLxEoSMxDIHU7fxNfUvlt/cb8qd5Z/uH8qOYLHyBJ8Kf2jdNv20DQ/GGg2Pw0glNlZaM8CtcRaUG2JAZDbli4hwu4uTnncTzW5rX7HnhjwPpsmt/Brw8ng/4kWpU6XrV/ez3MNvuIWbdHI8qNuhaVRlDgsDwRkfUflt/dP5UoRv7p/KjmCx8o+Gv2dfHXxMmmt/2ir7TfiLpNqBJpNrppazNtMeJHYwpCWyuBgk/QUzXv2f/il8OtQ/sz4Ba/pfw88EyILifSr5Ptkj3h+WSXfNHKwBRYhjdj5Ogyc/WOxv7p/KnbT/AHT+VF2VY+Zrf9jXwTrmkprXi3wtFrPxLuIvtF/r0d/cRxT6gRkziNXVAu/naEAx27Vj6H8Efjj401GPRvjH4z0nxr8O7kH+09CtLZbWS52gtDiSKKN12yrG/DjO3ByCQfrLaf7p/KlAP90/lSux2PlrxD+y9rPw5+zzfs8vYfDS+utyaxNeu98LuMYMSqJhKF2kucjGd3er+i/sk6d4809NU+OGm2vxA8c5MT6xa3E1mhtwf3cYjiMa/LluduTnqa+l1U/3TT/wNF2Fj5Rtvgn8dBqaaBP470l/hZ5v2F/Da2SCU6RnYbQTeV5m7yP3e/fuzzuzzWpq37JNj8P7Uap8DrC1+H3jQuIm1e7nmvkNqQfMj8uZpFySEOduRt6819NfhSj6UXCx8z6J+y7e/Ea3a4+PjWfxI1q2fZpt3aNJYLbQEAshWDywxLc5IJ96mt/gf8WPDNw2meCvHtt4Y8HWl7F/Zei/ZI5xbWI3GWFpHjaRmZiCGLnHI7jH0pRQBDb24gQDOTU1FFIYUUU1W3Z4xg0AOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z) | ASR 708 x11 0308 Hvæsse- eller slibesten
Firkantet granitsten med slibespor. Ca 15x15 cm. |
![](/grafik/intetbillede.jpg) | SJM 1057 x3 0308 Hvæsse- eller slibesten
Hvæssesten, skifer |
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) | ASR 665 x1 0308 Hvæsse- eller slibesten
Fragment af slibesten. |
![](/grafik/intetbillede.jpg) | SJM 886 x077 0308 Hvæsse- eller slibesten
Gråsort finkornet stentype, med slid på alle fladen på nær enden og brudfladen. |
![](data:image/jpeg;base64,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) | SJM 952 x008 0308 Hvæsse- eller slibesten
Afbrækket i begge ender. |
![](/grafik/intetbillede.jpg) | SJM 952 x025 0308 Hvæsse- eller slibesten
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) | SJM 952 x029 0308 Hvæsse- eller slibesten
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) 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) | ASR 1273 x062 0308 Hvæsse- eller slibesten
Fragment af større hvæssesten eller slibesten. Afbrækket i begge ender
Kvadratisk tværsnit |
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) | SJM 952 x006 0308 Hvæsse- eller slibesten
Fragment. |
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) | SJM 952 x052 0308 Hvæsse- eller slibesten
Fragment. |
![](data:image/jpeg;base64,) | ASR 1357 x007 0308 Hvæsse- eller slibesten
Hvæssestensfragment
Mål: 4x(1,5)x0,5 m. |
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) | ASR 1357 x063 0308 Hvæsse- eller slibesten
Tre små stykker skifer, muligvis rester af moderne tag. |
![](data:image/jpeg;base64,) | ASR 1357 x067 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter
Mål h.h.v.:
(2,3)x1,3x0,9. 4 g. Spor af slib på 4 sider. Finkornet.
(2,3)x(1,0)x(0,4). 2 g. Ingen spor af slib. Finkornet.
(3,4)x3x(0,7). 8 g. Spor af slib på 2 sider. Grovkornet.
Tre forskellige typer. |
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qEjxS2UfnQR3CunsCqTyjPA67TwOBX3p/wVtdf+EZ+HYbGPtd4fySKvgv4oa7a3celxtDDdzC0VhePdPPKuM/u+LudFXPO3Cn/ZFdC2Ikcr4w8b6p4mttL/ALSm8xtPtVs7ZRk+XGCWzyTyd35dB0orl7ppJpC8nUjd09f/ANdFBkf0p0UUVxAFFFFABRRRQAUjGlprUAeM+LfFX9ualeWzzhUjj2LCGwobJ6/7XTP0rhVvjY3MZugwJ2/MCdp5x06Yr3Pxb8OtI8Vq8k0P2e8P/L1AAHP+9/e/GvG/Evw58VaCDDHnVNKT5iYz7/3c7h1zgZHvUShc9mjVhay0KHjG+FnppgBSdp38wKQPkX5h165yF56cVwVzGs0fkoFNwQHKlhx7D1ravNcEslvI0Ss8UZQ7jnOScnkdec1ybXkN1qQVQwuC20K2M56Dn8qIx0Oq/Y0tPaWzbDKySxfMMg9c/n6dK6jRPHGq6PKDBO0yMcmC4JeN/XaeqmufttQ8uxna9RZQp2KW+U557/4VWSS2kXEUj8gfKy5x69Oo468UPuKyejPavDvxH0vxUv2G5X7FfSqQbO4Od699p6MMZ46+1eTeLdBHh/xA9reZmsGber52koTwM/hjPsayr6xF9AVlRXXswblcdMHqD/hU661e69p7aHqNwZ9Xt1abTrp/vXMa4Z4X9XUcjuwGezGuarDmiEP3crrYy9UihijkmihMkeMK33QAPaqtvq7Q3Ublx90Bi2Rx68emOpouLo6zbQ2fkeQ4YbkU4XPrg+oOf/1Vllp9NuRHGqvC7tvYsJCCDwNo5x715q91ndutT6w+DvjQa5pQsJpFe4txmNs/eTp+Y/rXpSt0r5G+Hvia40vVYruLiWNh9wNscd+cd+lfVWk6lFqun295A26KZQw/wr2sPUVSJ4uIp8krmqrUu7iokan11HGfAH/BWqYQ+Gfh6SN2bm9A+bHOyLFfBnxMew1C1sJbrVb1tTjs0SGBlM0bLnvK13KVH3uAAOB8ozX3Z/wVuVZPD/w5DMQftN7gf8Bh5r4I+K2k6nHHpl+9pcpZ/Z0i85oJVTdyQMuq5OPTIrdbGUjJ+KXhfRfDepWEOh6tNqiTWcFxOssaDyHeNWCFkdgx5JI425APIOCuR8zytgUfN1/+vRQZH9KNFFFcQBRRRQAUUUUAFIaWms1ADTUMsQdelSGTFcP4j+L2jeG9UFjPHcTvj5mhUEDnHcjNKU401eTsdFKnObtBXK/iz4R6H4mm+0PFJZ3Bbc8tmQhk4/iyCD9eteHePvgrrOhs01nGdVtM8SRL++T6jv8AUfpXv2l/FDw3re1YdTiikbjy7nMTZ9PmwD+FbkhWQZ4IPORQnGesWdilUp6SR8O6zpHijRbRbu+t76LT8hDNNCyqBwec/hWaniy2+0IEk/chudrA5Xvx2r7pltY5MgqCD1rzfxl8AfBvjNnluNMFjdt1udPIhc/UAbT9SM1RtGsvtI8I0/xRatbIySRuQMMNwBxgex9utJpt7puta1pshnheSG8R0CnaY5QcD6ZG4cdQSK9JX9kXwvGcxarrEfOeJY/6JXUaH8D/AA14NnN7Z2X2jUSoU312RJLx6cYH4DNTysp1o2seCfGLwzf+EdeTVbCMvpV9kTKB/qpO+PQHOfzrm0uJmtFkfaCqKORnI246nv1r6k8RaDDrmlXFhOPlkXAJGdrdjXzprVlPo0l1YvC0TRMVPmAbSeeQM+leZWpqLutmdmHqc0eV7on8Nz/ZpjOyyLHKw8uNgAWOMY/XPHHWvf8A4NeMHluLnSJ43hiLbrfzP72AWA+v8wfWvkW8urpboGK4kwPlX7yleO2OnOK9B8C/Em6uNVtY5sLdI29ZIUIO4YwSM/5xSpS9lK5dam6iPtiNu1S7uKxPDOuw+ItHtr+E4Ei/Mv8AdYdR+da4avdjrqjwGrOzPz4/4K5zeXofw4Xu099/6DBXwN8WIXs9T0oPAYFNlGQnkeTu5bkj7PBn64b/AHz2+8v+Cujf8Sn4agDJ86/7+0FfCHxK1GXTFtdNSztbaCe1jlZm0yKOYnceVkNpA4Hy9twPPzHJFamEtzitT0m90uRPt1lcWjTIs0azRMm+Mjhhu6g+vtRW/wDETxvD421JtQhtprIy5kkhluFkXzCSWKAKoQEkZGCSckkk0UaGR/RVRRRXEAUUUUAFFFFABUbdKfUbtimhrc53xlrsWk6XMouES6ZcrGHw5XI3EfQV4D471D7U3m28CTGbayMEJLAH+mTXoXjCGC81e9uLicK69QxwVXA4A/KvMNX13S7i8hsrTcI44zluFAYtngds14mKquVz6bCUlBLq9zkXhnuInzCr4zhfQevStDwzrGsaTKEsNWm0+4Izt8zEZxk4KH5Se2cdq2rSHT1u9y3W/wAsY8vcCSvpk8jv+dULrS2Z0lhfYw3OSvKgen/6q4I8695HfKcH7rOt0X4/alYyeRrNil6qgZmhHlSH1OOVPPpivSNA+Jfh7xIu2C9FtP0MN1+7bPpnofwJr5huGSS43zNmU8F+gNLYXT+WF2gKvygjvz/+qu6njJx31OaphKcldaH2PHHu56im3EIdMEV81aD451nQYZP7PvXjULuWORi69eRtPHSvQ/D/AMc47iNE1azCOMB5bc+vfaf8a9KnioS0eh5k8LOOq1Or1WyMbFlFeQ/F7wf9vsjq0AKSxALNj+7/AHvwyf09K9itfEuj+JoQbG/ikkbpCx2yf98nmsm/t9m+KVA8TgqQwyCD1FaTiprTYzhKVOVz5KntYtzRtEGkXovHcHB6c/8A66oLaTabeGa3/ezyYX5COc9gexr0Dxx4Vl8M61KhDPYXDb7ZxnAXHKexH8sVzFxbLazqzh45WwUZeCM/xe/515Mk4Ox7UZqaufQvwP8AFboi2t0Gt1uB/qnz8rdARn1HH4V7Zur5G+H+rRLJNo9zc7btn3Wk8jH5j12ZPTPUV9K+B/ED+INDSScYvIGMMwIxlh3/ABGP1r2MLPmikeNiYcsmz4Q/4K8M39n/AAz2jI8zUCR+FvXwV8Sv7NLWEcFo8F8YEJaJo1iK/NwUWGMls/xEnjjnt93f8FdnHlfC4EZBfUs/T/Rq+GPiHbyai1rqaXVlLDDbRwsi3tu0uSx6RrM7HqP8Biu9nmy3ZwNwqhQQ4I6EAdD/APXorpfH3hCDwTqSWMV9NdStDvuFmthEYZRI6NFkO6sV28lTwcqcFSAUjI/o1ooorkAKKKKACiiigAqN13VJTWoA5Lxj4Bs/FcJLvJa3OMCeLr+I714/rvwr13Q2Z4LSHVYc8vAQsuPXa3f6E9a+iyM1DLEGzkVjUw9Opq9Gd9LEzgrdD401a3GmzOt1avZTZy0ToyHjoecVTm11Ujje3nyF+8mQVx6Z7V9gap4fs9UhaK6tormI9UlQMPyNeb+IP2f/AA7qG57WGTTpSc/6O3yZ/wB05/TFcM8DLXkZ6dPGQl8aPD5dUs9UjFrKvLjcpG0kHvyOcd8GsLVtLlt5jNHKkcO7LL6/T1/Cu/8AEX7OmtWsxl069julXpuOxz+eR+tcZqWmeIPB8MkOo2EzRNwWmUlD16MB/WuWdGUfjXzOuFSP/LuV/Ig+2LDxvDvn+IgD9Ku2d6qRupK7QCQ/Q1nx3WnahmadjbXcj8RIgKkEY4z/AC+nSnSK3AXJTt5ihfbmuZ3jqb3Umk9DVhnRxuBJZOv+P862bXx9rNliGKZpwowI5z5g4z/niuZsYXsn3s20EbscgA59efWq88ix3pl+UQtndyT+tVGpKOuwuSM3Z6npGn+K7Lxxax6ZqFkxa4cofLziNgCQc9uO4rgvGGiX+hXB025jc2o5tZz6dsYHfuO38+5+ENqx163R1jZGR5GjIw6Njg+4wR+dezax4X0zxNpb6bqdot1ZSEFo9zKcg5BDKQR+Br16VN16d5PU8ydSNCq1FaHzr4A+G2o+OWjmtFt7eG3ZUnvZlYhuAdigHlxkc9B619N+GfDUHhjTfssDyTMx3STTHLOcY5/AAf8A16taDoNloOnw2Wn20dpawjCRRjge/ufc8mtRl9q9GjRjSWm5w1a0qj12Pzj/AOCuy5t/hj/vajx/4DV8FfFa6abVtPP2j7Ttso13faPP24Zvl3faJ8dem5ev3R1P3p/wV9wsfwvPIb/iZbfzta+Efipr19eXFjZPq013YLbxyC3+2NPEJBuG7H2icA4OPvKcH7ozz1M4Zbs5HVNa1DXpluNSvrnUZo1EayXUrSMEGcKCTnHJ496KpN/qzntxRUmZ/S/RRRXIAUUUUAFFFFABSUtIaAG0m2lopoaI2WoWjzVlqYwFUaJlGS1Vs5FULrSY5lIZAQeOlbTLUbJmqNFI8x8QfB/w/rSt5mnxxSc4kgHlke/HGfqK891b4D31qoTT9T+1W4fcLfUVJI+ki85/Cvot4ge1V5LVW7VjKhCXQ3jXnHS58r6x4N1bS4JEuLSWOPosijzFUeuRnA69cVgWtpF5gEhCBlYBuntn0x16V9ey6ZE3Vf0rH1TwHoetA/bNOhlc8GVQUk/76XB/WuaeCUndM6IYqUVZnkvwPtEbXZxswyWzbep6Mgzz/vfzr2+O32npWb4X8C6Z4SmuZbFZC9wFBMrBioHYHHTPPNdDtHpXZRpeygonNUqe0k5BCvFTFaIwKd2roMT83P8AgsA21PhgAuf+Qj+H/HtXwl8UtSha4t4J7N5702sey9uJ5WkRQx+UKZGGOD+fSvuj/gsIx874Xj/Z1E/rbV8J/FzT/s99ZSy3Cx3PkIv2JraaGTZ8x8z54IgVzxxk+57UzGW5zni6fS57+1bSGYwfYrVZg0IjAnEEazYGTkbwx3cZyTiisU/cB74opEH9MVFfhdNcar/Zct+PHDyBA4ZhcMQzKkzhM78ZbyQAOvzj8YZLXUh9qW28dG6aGO4k2xXLMWWIXZ4G88EWqn6Tp+Ofs/Mqx+62aM1+DF9HqFqbrb8QFm8ky7Qtyfn2fawMfP8AxfZkx/13T2zDd2Wp2d5PaXHjswyLKYnWS4YEYl2ZIL8cfN9KXs/MLH727h60m4V+B1vp9/cW9rPN46MENy8cXmyTnaM/Y94yXwdguySOwhbp2rafp17qiwsPG4ClYXmbziRArmzUlzv4Cm7YEnHMDfgez8wsj9+d49ab5i+tfgLZ28t5NaxJ4yMs84jAAnOdzpA23G/JIMzL9Ym+gh1CGWK3nz4xAaNS7QeaQSwSVtuN/XMQX/toPYF8iDQ/f/zV/vD86aZl/vD86/n71bRZNP3ufGKupjmeFvMwJlQ3agr8/IY2qAEd51HPeG60NoYbyeLxfHcW9s7x+arZVmH2soM7+C4tVI/67r1xycqGf0Eeen95fzprXCf31/Ov5+F0Zpr6S0t/GC3BVpFTyn3b9ryLkAP3CBvow+phtdOgnuokfxpDGGZELtJkKGe3Uk/P0Anc/wDbFvfD5UGh/QU11EOsi/mKabuH/nqg/wCBCv5+m0VJpLSO78Vw2RmSByknBjWUWjZ5foBdSH3EDfhTTw/G1hbXcniaOOKbaoZhwG22pZc7uSv2l8/9cW9eHyod0f0GteQD/ltH/wB9CojfW3/PeP8A77Ffz4xaDHeeYU8RpK6QtMyqMkARGQ/xdiNv+cUyXR7OFZ3TxTC7qJCqjGWKi5KgfP38iL/v+vtkHzI/oObULT/n5i/77FMXUrPPN1B/38H+Nfz96h4ft9NuLu3bxRGJ7dpo2jICkshuQF+/xk28X/f9euBmPUPD9tp5LnxOjRyb/JkK48xFkuU3D5+hNun/AH+Hpyw5j+gltWsR/wAvluP+2q/40xtZ08db62H/AG2X/Gv59E0C3maXb4mRoYW/eSqMhVMqRhj83TD5/Cm6f4etdUns4E8SqZrh4k8tVBYFzbAgDdyQZ5P+/DevAHMf0Gf2/pqjnULUf9tl/wAaR/EmlL11KzH/AG3T/Gv57bfSbCYQeZ4njjMnl7sjOzcLbdn5v4fOl/78N68JcaLbW0cHn66IpJIUl2MvI3RwuP4v+mrj/tmfXhhzeR92/wDBXjWLPUL74Zpa3kFyUj1AsIZA+Mm3xnH0r4l+K3hnUIb6C9i0e6t9OS3jRrhbJoYgxY8E/ZoBk5H8J7fMeg5vxJosGn6bbXtvqY1FJZXiO1cBSoB65PZhXOCZvXihszbudF4u8JXXgvUILW7nt7h5Y2cPbMxXKyvE6ncAcq8bjpjjIJBBoqhr3ifUfFV4t1qdwLidE2ArGqDBYseFAGSzMxPUliTyaKXoI0F1OeO2a2WZxbGQSmHd8rOAQGx0yAT+Zr0X4FeC5fiF4snsY9WGjSi1YNN5cb7lmkjtiuJHRelwe+T0UFiKKKI7jPNLl2ikYZ3KCQGGecf571Xvr+a+uJJ7iV5p5DuaSQ5Zj6k0UVAjc1TTb6w8GeH5rm4YW93c3Nxb2hixtjPlIZd/cO0bLtPTySf4qwIdSltdPubeJ2QXICy4ONyghgp9RuAOPVVPYUUU2M0PAtmdW8ZaLZfbRYGa7jQXO0N5ZLDBwSATn1IHqQOaufE7w63hHxle6c16t822G5M67OfOiSXB2My5HmYO1iMg4OKKKOgHNSXs1xHEkszSLCnlxKzEhF3FsL6DLMfqT612nhXwyNa+HfiO8XUJAbN0uJLGIQ/wAhJH3urEHzXUCMMRySPu5KKEI4iG8ltZlmhkeGRejRsVI49RUCyHcO3PWiikB2/xY8Ky+C/EkNlNrVtrUjWkLiSBHRo4wgWJXVlGD5aowxnKspzzXGNdyvAkBkYwoxdYyx2hiACQPUhV/IelFFOQzsfhb4bHia+1gG5uoRa2DSNHYwrLNKryxwlVViATibOM5OMDBORxW7aeDRRS7APluJbmaSaaRpJZGLPI7ZLE9ST3Ndj4w8NppHg/wxeyT3j3VxEw8mWMeTHGcSrtcAAk+aW2jOAwyQeAUU11EcUty8ayKrsqyDa6qcBgCDg+vIB/CtjwXYT6t4s0mztZHiupbhRE0a7mD5yuB3OcUUUluBiyBopGRgVdTgg+vpUslw9xgu7OwAUbjkgAYA/ACiigDr9Q8L/Z/hpp+q+dc4luA21lHkZdpkKqcZ3gW6k88iQcDGW4sLn2ooqpdAH9OnFFFFID/9k=) | ASR 1357 x079 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter
Heraf to små uregulære stykker ca 2-3 cm lange.
1 stykke 7,8x1x0,75.
1 stykke (4,4)x1,2x0,5. |
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) | ASR 1357 x097 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter
Et stykke ca (5,5)x1,5x1.
Et stykke ca (6,5)x(2,5)x(4)cm.
Et stykke (5,5)x(1)x0,5 cm, med spor efter slib. 1stykke ca (5)x1x0,5 cm, med slidspor.
Et stykke ca 4,5/6,5x1,5x2 cm. Udfladet iden ene ende. En fordybning på den ene side med spor efter slib, muligvis efter slibning af nåle? |
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) | ASR 1357 x125 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter
Flager |
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n//AAVgjEv7N+khvu/8JJbk/wDgPc1+U3xOnurvxdLZwwBTGsaokNmsMhyinkDknnuTxXStjkkcO8Dcs+FHX5uP0ophUt+HXJoqTM/pwooormAK828ZanLfXD28WblX3RqqkAKpGCPf1+lekMoZSCMg8EVyeveA4b6RrizkNvcbSoDE4654PVTUyTktDejKMJXkeRSBrdZdyDzIxyCcgkZ4z68E/nTksLjaHb/RsAMRICANxO0ZxnsTitTVtK1nRblUvhIbVCduCdx57NnBPX/Cs6bxA0jOZDJNAQAVZNrDHBByeDXHU9pbY9an7Nu9ybS9Y1LRUjuIbxY5BnJZwqyY69ev616R4b+IkWpQKmpIlpOcfNG25CD0PqP5e9eWy3cNwssdjeBoVUtLb4DAKMYJ3dcA/T8Oap22tXTeZHMZBswiIWClFAwoGBgcgc8A46+tU+aKsmTUhCo7tH0HLbxzqGBV1PRgc15p8R/hvdXgm1XSMvcBP31oMDzR3IPrjt3rmNF8fanouoWcMU8cen+YRNGylyc5OTlvlOeeO1eq+FPHFl4oaWFFa2uomZWif+LGMlT3HI/Ot9Jq0jn9+k+aLujxbwR4Iu/FmswM9tjR4WP2mbG0NgZ8tfXJxkj9DX0FZabHDCiKirGgCqoHAA6CrghTbhQFHsKlX5Riqp01TVkZVsQ6jucf48+HOm+PNNFvdq0U8eTDcR/eQ47+o9RXyd42+Ges/D7VMX9t5loT8l4ikw7QTxntx1B9a+3nNQSwx3UTRyxrJGwwysMgj3FbJ2M1J21Pz40u+tdWuGtYpVM6gOygY2jJBP65/CrdnaNMQIjvfz1jRVwOdw4/z6Gvq/xV+zr4O8QSSXVvp40e/ZSBcaefKxkY5T7pHtivHfFX7O/irwsjPoUia7almkYKRDOOOnJwfwPPpWnMupe+x5g1wrRMiv8Av2jVtoJ46Ajnocjj6VXLtHD5bbl8ychl6nrgE+/BqC5v30W88rVdPurCcuAI7qFo2Yhvm69cZpi3UV9IXWWIxsyMFJxvGTn8Bn/9fa+ZdwszT/eNDK68KXC7gmDnAH4cACpr+x+yB1kJCiBZZCAMklQQAD161Tk1J2jkgiMZUPvmBYKzc/KAM84PpVyEtHIA22THJOeOOcY/KpltccSaGZIp1d02fu1iKZztG4kke/PX2r62+BNqLX4c2QCkbpJG57/NjP6V8k6bNC2qM/LbhsWN+RywOfrgYH419l/CiFYfAOlKm4rtkILc8eY2P0xWSFU+FHyp/wAFZ13fs4aIP+plt+//AE7XNflt4y8Sz6b4wuGiFvf20cLRRw/aZZ4VEkIV9r5Vs8nvwcjtX6lf8FZOf2dNDGM/8VLb/wDpNc1+ZHjfwt4n8XeOWtILTUrmRkU28d80YJUKu4KVPl/eYcKepGeSa6Y7I5ZHmK267hvOP9kdaKtxQmOQF+O/P9KKZB/SzRRRXEAUUVm+INetvDemSX13vMKEAiMZY5OOBQPfQvXFvFdRNFNGssbdVdQQfwNcT4o+Ftlq9u4s3NnIeQOoB9j26D1HHSun0HxJpvia2afTbuO6RTtcLwyn0IPIrSPSmUm4s+WfEXgXxD4FXznWW5hVn/0uJiGRScjlfc+3bisZvFFw0YS8KXUH3Su0JJFnklSOvTI9OM19Z3UayKQwyDxivNfF/wAG9E19ZJIEbTblgfntwNmfdOn5YPvScUdkajsebaTcrMFMpDhiVUuBv69D6jOfetzQbO6k8Z6ZJp928cVsxkulJJzGUI289ckL9Mdqwtd8KeIvCVuzTWcmr2yf8t7EF22jv5YG7cQO2R716P4B8MyaPpXmTweRfXjefOpwSpPRCRwdo4OOCdx71hZ31OjmVro9FsLozIM1ezWbpsRjjArR7Vujgna4VFKRGpboBzk0XNzHaQtLKwRF6k15r4o8cTak8lrZnyYRn5ww+bHWs5zUfU1pUpVH5Gx4j8bNbMsNk6iTP3mwfzHpWl4e8VQeIItjBYbtR88OevuvqP5V5FdJI2+cybmJz1z60WF48UkRZvLlQ5EkbbSD2xXNGrKLuz0HQi42R6z4p8FaN4y09rLWNOg1C2JyEmXO0+qnqp9wa8N8c/sf6RfQzzeFNQm0O8OWS3nYy25J7c/MoP1P0r2Dwt40GoFbS+Kx3XRZBwsnp9D7f/qrr8Bq7U4zVzjfNTdj4O174B+PvBdjJc3ulW+qWkZXe+lN5rKM9dpAcjPoMjP1rk/7WnglMbSBTHmN4pgMqehX+f51+jvkhuorkvGnwm8NeP7VodX02OSQ/duYvkmU+oYc/gcinyv7LBVF9pHxfod9EtzFNPG0RjIy2Ac574/Wvuj4cxpH4D0Hyv8AVNZxyJxj5WUMP0NfOOtfsi67pt5I3h/WIL6yP3Ib0mOZRnpuAIP1478V9R+HtK/sPQdN07cG+x20dvuXodiBc/pQr9TKs42XKfG//BWAlf2e9Bwu4/8ACSQY9v8AR7mvy/8AGEuo+HfHEt5aFrDzEXyXgs2tF5QKdkb5K4OefXkY4r9RP+CrWB8A/DuTj/ipIcAd8W9x+Vfmr4g8E3vibx5PFBdWVu0ybo2k1H7UxKooK7uX3egYDvjOK64fCjmZ5hNGWmwWBOcdc/hRVuSERlC3yrjhaK0sZn9I1FFFeeMazCNSzEKqjJJ6AV86fEjxYuo65cOsUzBWwpkwFwp+XaCevB7dule4eK/EFroti6TYd5Ub931+XHJPtyB9SK+Z7+V9RuTFIh+9uZs9ADnA9MfXrUySkjsoJx94j0zW59HljvbATW87SBnn8wrgZ6fKOR7HOcV11p+0Rq9vq8dtItreKCQ8EqeW7jPVWXjt6GvLbqzn0+VprtTHGZdq73O2TJOGBH17+tQSaebl2Mm2cqR82dxPvwaypuNtDsqRcn72p9V+Ffiv4f8AGEwt7e4NtenGLe5wrMe4U5IbB44NdPNHmvh9mnsr6SKCbbJHg5bhT/u5JP8ALHavUPAf7RF/oZhsPEcTanYqMLewHfNGO27n5xjv1+taqSe5zulbY+hWtx3GTTPso3ZHFVdC8T6V4otftOl3sV3HgFlU4ZM9mU8qfqK0S1USTQ/LgU+6vobOFpZnCKvrWdfarBpdq087hUXp7n0rzPxN4ouNayiAxxZxycZ56cdKxqVOXRbmkKPtHd7FjxZ40bXbnyISYrVCe/WueUFym0BcHPH86pqythSoBPzVKt5twvJA/h7H2rj5urPRUVFWRadNtvtAK9iB1GehxWbcWqqzz+aTkjau7jgnPGf84q15m7BClRx06VFIwcYKKysMENgj/wDX/hRuNaFW3ujHIzOhbIxtHWvRvCHjvbHHb6jLujPypcMeV9n9vf8AP1rgGtdvQBlJ7etNZmg+7gZODuH604ylTd0TKMaisz6FjYMAQcg8iplX2ryXwb8QP7NaO2vNxszwG5Ji9/p7V63buk0ayIwdGGVZTkEV6EKimro8qrCVN2ZJGmPrUm2haWmce58U/wDBViEzfArwyqnH/FRw54/6d56/Mr4jwSWfjK+u3nYAhQseBFIPkA2sq8A4yfofev05/wCCqW3/AIUd4b39P+Egj74yfs8/vX5t654Z07XvGV2j67ptpCbaScuryypEY4wQpZwNxbBxt3HPAGcCuyn8KH0PNJIpbmbI5JOelFa1nbGNHllU7y2xEx1x/nH40VtYzP6K6KKa7CNWY8BRk15pR5P8VLpm1drdM/Milsd8ZwP/AEI/U1wc0a28fmxpGZnyEeQB/mHfHqT36Vd8ZeImbWJ7qWB5Czfu+Pun3z07/wD1q5XUbwtD+7dtg2kSEcDjJP8A9akrHppOKRR1jT7uSOS8mHmRK2WO4E9eMdCf6Vk2uqW0TS4XyCy5TzjuLYxj/dJ55+v1rqIbhGsxFuW5iZSS4JY46ceg7V57qcbm/ht4I8RTDLMylAuOuOD/AD7/AJKVktSo3voTa+1pNmOREZtoMe4lWVccDd2PGMZ9awbqO9s4Qn7u+jz8okUBihI/2cH8MVt3EY8nyI22FQCNy7jnjP0pkujCS1Z7SVHaMEIu7o2Op5H/ANel7NbBzvcpeHdQvtMvkvdLvJtNuoju2q+CDn0PbrwRj1r6B+HHxwm1q/t9E1+2WPU5CUjurZSI5GHYrztOOcgkH2r598N3yXlg89z880nBEZwVxxkZGD0/rS3jz2UiXdg5e6hkWSOeMFXQjkN15Ix2z9OapKS9BPlZ9VeNNLutVVZ7WUu0Y5t2PDD1Hv8Azrg0uANyMNrA/MjcFTmo/hD8drL4g2aWeqGKw1xcjbnbHc4ON0eT1/2ev6463xR4dj1PM0f7q5A++OjexrnnC+qNIVHH3ZHImMPIMHjHXNIWG4KpwWJA4PYE9voartdG1vfsc0bRygZPofp609yVQsh46+3Xmublsdd7lhZngYENle/B5FNd97Bt2V47cD1qsLnzAScY6015zGiPG2F6EUrjsXZJAeW5VfQ1Xkk845B4IqIMGYkkk4wMHA+p/wA96Uks2/AYYJ5/z/nFK5SBRtfJGxehVua9U+GXiRlYabOxaFuYWP8ACf7v415j5J+XIBbHWr+k3M1vLvQM8i/OuDgggZ61NOfs53FUpqrCx9EDrTqyfDurjXNJt7r7shAEi+jY5/xrVWvVTTV0fOSi4tpnxf8A8FUMf8KT8Mbhn/ioI8Y9fImr8yviVEsHjO+d5bqWaPaZlvFi3q20YGYyUPGDwB9OOf0u/wCCqjf8Wb8JDPy/8JDHngn/AJYS9q/OXVbHw4/jDUBfziGLym2xpZvawed8gUKil3AKljkgYYA4YcHup/ChdDh7fMk0cswyijhM9fT+f86KlWJTcCJAxXdyTySO1FdKRmf0S1Q1yUxaXPg4LDb7nPUD3xmr9ZHiy3uLnQbpbRPMulAaNcAnIPOM98ZryTWPxK54B4k/0vVLqL7RGwkJ2Rx5Kn1BPbrXPXypLC9uU27cDy1YcccEflWnqFu0d1Iv+ok5DAn5SfQ+h61nX+25+Vx9nnA2hSeo9Qf89aOTl1R6XNzaMz7a1muGWC0kZGJGCCBnJ5BGP/11Ff2dqsjf2hKJZF+VZIw2AeQe3PSrVpqU9hqALP5jKNu3nlTkZznp1/Osq/ma4aScq0O4/N8v3ePqeM96SaY2rGCuyVZ4rg4EROMHBA578E9qLi1I0yYRyLuDgN13YPBOBgn060a9Gp01WtkDzOAR5LEbvTPtn/PasqRZLfdNIsvmhNjSDJDY7KFOfp3pNpbis+gy626JayF3MUEY2BAm7aOnP+e9Wo54vmVJo5FAyozwOOmKyZ1e80uZGWYxzJuXc7FgT7Gl8O/6PZNa3p3SdQdpy4xnJOPeqUvuE4kGuaPaajbO8cotrwN5kbBCV3f7Xtjv7/jXtf7NPiXWte0bVdM1WRriDTWiS3mlfdJ82/chPcDaMegOOmMeR3CPsE64aIHC+SOcdBn+8Oo+n511/wAM/Fk/hnxFBPhYdKnIS5VD/CcgMe3yk549x3pW1BvSx7xr3h2LUIiJF+YcrIv3lPtXB31nd6HiOUBrYcLIBwR6H0r2WKEXEYPUEdaztS8PpcKysgdG6qRwaylAI1HE8kZVaBpEZjJnJUKcbcdc1BBdHgY56gHtXRa94Bu7HM2l8p1aBmOf+An+lckt1+88mX/R3jO10ddrA+lcs4NbHdTqKRrLIrNkNl88+9WrdWk5Vh9Pf2rNtZlk2kEZPBLdq04SbjbtOyPHMgP3vYf41lY1uWEJfK85zgn3/wAan837Ov7oYOCR7nt/SkiwrR42qACAAOfrU3y7sjp1z2puN0Lmsdv8LdYl+3TWtw+1XTCKx7jpj8M/lXpteDWN01sxlRyjj5ldeSuOmK9i8L68niDS45xgTL8sqjs3r+NdOHk0uSR5mMh73tI7Hx1/wVZY/wDCn/ByryW8QL8ucE/uJeM9q/M/4iSwDxXfv5c0Rjwknm3X2jLEDkNgHoR69Ovp+ln/AAVcDf8ACp/BZXnbr4PTP/LGTHHfmvzl1jWtG0zxdqgv9P8AMxbui/6IMPKduGaFyNgC5wVIIJB5GQfYp/CjzmcdYqVmLMTvBxj1NFTaeixqsrFdzMcLRXStjM/ooooorySzB8ReCtK8TIxubcJcY4uIsK4/Hv8AjXknij4U6no4d7eP+07TqDGvzr9V6+vTNe80jLuqk2XGTifIGskwyJKgQSR/KA6EMF4BX6HFZHiXxdo+h6bb3N9O1kJAFW3dSZC2QMKqglsE9s9c+9fVnij4e6P4oVzdW3lzn/l4hwr/AI9j+IrxPWv2VY7W/k1HTr3+1b1+Gk1RiJSvOFDKNoAycAKoqZRb1idkKqekjzS60sXFrG0MofzuE2Hd19R/9Ye9c2bG/iuhDKCjMg3SKd2cHkdOvOK72bwP4t0G6aKbw/qEot1bE0a+ejp6fJnP488Vz9w1pfyIhjaC4Q4K7yp+hyevbBHasveSuze8XojFZmtVmRhHKiqTtJ+YEDpnPHXpTPC+hwWNrcXmp+bDPM21G3MVSP8AhX0Ax7DmrssIs5NtyqAs3yMQBuJB7HvgfkK0LS31C/szHp2nXOoMw2eVBCznHqSAQKq/NqLYz7uaWzsXmhnMEhcBA8e4EDOMj684FU4tWsRfWL3F39nF1NGrRKSWdSwyQv0yePT0rt9J+DvivXLVBNYJpTbQSLqRWAYjnGAT69Riuu8CfsxxaVqMV9reorqLRyCUQpFySDkBpDyRnsFXsOlHLNsXPFI9o061jsreKCJdkUahFXPQAYArUjhEnao47Wr9vDtFdFjm5inNpqSLytcl4o+Hdh4giKzRYkxhZk4dfx/xr0MJSNAG6ipcUxKdj5n1r4f674WZ5I4jq1oD9+JT5gHuuf5Z/CqWmeKYbgYkOx842txj2PfFfTsmno2flrlvE3wu0LxVlr2yXz+1xCdko/4EOv45rCVBPVHTHEdGeRx3gkTeHVlPoRWhHMGAB6kZq5qP7Pup2bE6JrweP+GDUI8Ef8DT/wCJrLf4bePLNudOgvsH71vdoAf++yprndKceh0qtTfU01YHgn5veuk8F+IJNN1aJW+aGQ+XJz0HY++DXIWnhTxoz7W8OzofXzocfnvruvBnw91Vb6O61lIrWKM7hbq4d2I9SOAPxNEYyvsRUqU+Vps+bf8Agq1c/Z/hX4K+782u/dY4B/dN1PavzE8dTxX/AIuujFFaqAwUtbXMk6yf7Rkc8nnHAHQcd6/TX/grFMYvhl4ECsVZtdOCACf9U3TPevzX8Sa7Jb+PNQ+1wLdbI5oNs0UccmZIioZzGMMykhh16Cvap/CjxpGbp7qsxDNjB5wMduaKoWchVgp+YkEk+nFFdKMj+jSivxTuP2kfiNDBbTy/HTxFHazzCNJQ8/QKDIcbs/KWxjvVLUP2mPiLHaxTt8dPEkbzW7zxqs8+HIlZApw3y5Ck8/8A16872fmbWP25or8P9S/aK+I+n38dvP8AHrxRHG7KRN590cwtCJElwH7khcde9Ubj9pb4lW0ccdx8ePFEUskNpKyLc3DFfNIMg3B+sakN/tdODS9n5hY/cxqryIK/DHV/2kPiXpdxeWc3x18WC8t2uUaL7Zdf6yJ9saZEmP3gyc9Fxg00/tA/EmfW/wCy4/j14tkuPtq2a7b26wwIHz58zH3/AJevvnFNRsM/cdlGa57xB4F0DxNvbUdKtriVhgzbNsn/AH2MH9a/EmH9pL4iXmyNPjj4uMpg8zyzqF0v7zPKbjJ6DOenam2/7QXxD1C6MUXx08YsMysW+33gxEkZffjzO+0jHWr0KuftB4a+FOgeGIrqNIW1BZpBIP7QCy+Xj7qrxwBk89eetdItjBbxLHFEkUa8KqKAB+Ar8K4v2hPiJPbu5+OXjAGOKCSRf7TvBt3uFkA/ec7AQePvdulRL+0D8Rri3vJovjb4yl+zwTTMP7TvB92RUiH+s/j3g/7PejQfMj92ltRu6VZSMKMV+D6fHzx4xeX/AIXl4yNolysLTf2jeZ2tEzBwvmZPzKVx+PcUR/H7x+dMW9Pxm8ZbcKpB1O7OJTyU/wBZ0C5OenGKA5kfvMi5xU6YFfgi/wAevG6rFL/wuvxgYHnki3f2ld7gqoCHK+ZkZLAfn6Gmv8ePHlvb2s0vxj8Yr9ohhlQf2ldHrIySj/WfwbSf9qjcXMj99Nwpdwr8Cbj4/eN4YUc/GPxg7SRTyIq6ldHJWQrED+843gE89OPWp9Q+OXjG3u1il+MHi8LujIZb+6OYniD7/wDWdctjFTYV0fvfkUcV+AV18cvGVvvib4ueLXkWPd8mpXDDfnhdwk6Ywc/hVpvjH4th1t7CT4ueLVK3ZtmdtRuNoUL98nzMD5/l+nNFguj98+KUMK/ASy+NXi7UJLe3X4qeLBPMLdQp1C4AEjviQZ39FGCD3zUMXxp8UXDso+KvitSFnb59QuACEyUGS/VlH58U+UV0f0Cq4qTNfz8W/wAYPE1ysrj4oeLP3Kxu2b+cfKSA5Hz8lc8DvRH8YvEs1vcSD4meKS8UEjhZNQnG5g6rGo+fnIOT6YNLkuGh+in/AAVsmVfhz8P1IU51xvvdP9V39q/NPxBb32u+NNQWxt1uBaKXAs4zsSNcEnoDjLdTzkgU7xl4uv8AxNorXE/i3Wdd+yXiLBHqdxI+0NGTvUMxwcqw49B61gWPjvXoLmS4Opz3MzwtDvuj5zKhIb5d+dp3KpBHIIBzW8fdSRLCO6O4lB1G0n/Ciq9rJHGxLICowcE9aK2TMzrPFviTwtqfhWxtNPsp4NSt7e1U3DW0ce+RVl8/cVb5ss0eG2gkIAeQWbz15h7k/XtRRXIzQ3/HGseHdSmWTQ7S5tB5k37ucKBsaQtGOGP3VO3/AICOvNY/hfUrLTtetrjUojPaJvyoiWXaxQhH2MQr7W2ttJw23B4NFFTfUB/jzVtG1bxJcXWgWcunadIqbbWbGY2CgMBycgkZyT3qt4P1XT9I8SWN7qlr9usYWLPCUDgnadpKkgMA20lSQGxjIzRRSAo6zdW11q97NZRNBZyTyPBE+NyRliVU44yBjpW34D17RdA1O5m17TpNSt3t2RIlVGxISCD83QEAqSOQGJGCAQUUAcu0n6/jWlps2lxaPqyXYmOoyrGloViDxj59zkksCp+VQCA3BbjoaKKAMyRvl25yud2K37fWtJi8CXWmSaf5mtSXqzRXm1QEi2gEbvvE5B+Xp8xJyQMFFMDn1kroNW1jTLzwtoNjb2hg1G0M/wBrn8pFEoZgY/mHzMQNwO44AxgDkkooAwSw4GSfwxW14o1jTtWubJ9M0tNKjhsoIJVjdm86ZUAklOScFmzwMDAHfJJRQBn6fdRW2oWs88QuYY5VeSEnAdQQSv4jirfibUbXVNevLqyiEFrI+Y4xCkIAwB9xPlX6DP1PWiigCfwfq1jofiKzvdQtVvbSEsXgeJZVY7SBlG4YAkHHt1HWsy5m864kcKEDMSFAAAyfYAfkKKKoC5pt9a20N/Hc2xuGnt/KhYMFMUm9GD8g9lIwMcN1qCOTy29R3oopiOks9bsV8Jz6abFXvXn81boou5V+T+LG4Y2sMZwfMJPIFLo2gR3libt7+1ttsmxo5JkEn1ClgT29Bz14NFFaICC8jSyvJIopROiyFRIuMHn2JH5Ej0J60UUVYj//2Q==) | ASR 1357 x139 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter
Tre stykker uden slib og to stykker med slib.
1stykke på (3,5)x1x0,5 cm med spor efter slib på en af siderne.
1stykke på ca (5)x5x1 cm med spor efter slib.
1 stykke på ca 5,5x3,5x1 cm.
1stykke på ca (3)x(1,5)x(0,5) cm
1stykke på (6,5)x3x1 cm |
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) | ASR 1357 x163 0308 Hvæsse- eller slibesten
Hvæssestensfragment |
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) | ASR 1357 x164 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter |
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) | ASR 1357 x173 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter
Det ene med målene (4)x1x0,5.
Der er slib på alle fire sider. |
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jWJWSFIztUYGdoGSAAMnnAoqK7sLqzMa3MEtuZEEqCVCu5T0YZ6g+tFQZH9N7VE1SNUbVNjdETVBJUz1XfvSNEcJ8Q/BKeILd7q2jBvY15UceYPT614ffLJo9wkzQJImShgYsuSPdSCCCARg9RX1HIODXmXxK8E/aY31OziDSKN08IGQw/vAevrWbj1RtGXRnz/AOKr1tWuri4mKorySMItxKIWIJAznjJz/wDXrnEidJGDBoVwPnHfBB/D8+a6/XrESZKKF3Hcd4Pr1rFt7XMkonYyxZIZdu7jgjHPHNZ+bNNthkwt7rEs1/HpypMCY44SFcZBIbHX6H8qxbyFGvJWhuraQFvJRdjKpzgAj044z7Vo6hbpCQJA8qybiOv59Kwi1vHNCqXjW5UnCsAx6kYOe/fJ9Khx0ujSMtbMpXFlF/bFuZi0e1CTGhG04+6R1Jxg9SMgdyav30KyLGscm9c+YTJyWHvnp2qHxVcWNvJDb286TuuDI0RVQSVG75u44rGkvllkAjLMNmRu5Yc//q4pxS37ik3sbFxbztGYhIDHJ8zLzg8emM/z61kzQTbkBKgjLAjkNx04q9Y2wm2bn5BbI3ZwOp4P+fyqS8lKbXZFmEY3DGMLnPH8/wBKejFqjNa6baI2KwsW2smSSeCD9ccfrXV/DL4h3Hw+11pIWM+lTELc246HHVl7bhz/ACriZbeV7oBZygkO4cHI7kf0q5Hp7MkbxzhlQkNHI52nke36e1KyjsPWW59yaNrFtrWn297ZTLcWsyB45F6EH+ta0bZr5E+EPxMufAWp/Zb4SHQ52AkRjkwscfvF56ev+Ir6wsbqO7hjmhkWSJ1DI6nIYHoQfSuiL5jnknE0k4FSLVdGqdWzitUQSDrT801RT60QHzt+35/yaf48ycfurbv/ANPUNfjtrl6lj4N0hbaKzdrhZEnZoLd5Bg8c+XvU89SxPpiv2F/4KBEL+yb47OM/Jaj/AMm4a/IPxQrWvgXQFltjIkyyGGaYzDy8MM7MzFOc84Rf60SOeoYnjHxhceLpLCSa3iga1t/IBQKC5Ls7OxCjJLOeuTjqSeaKwW+ZcDj1NFZmR/Te1RNUrVE1I1RC9V5KstVeTvQaIrtVaZQykVZkqCSkWjxv4meBBb79RskItyczRqP9WT/EB6fy/l4/rEcunoWRFfcON2SD9eRz2r63uYlkVlZQysMEHoa8U+IfgL+zZHuLZWNhIcMo58on+nofwrKUeprGR5BcTQXsBRPmjbhX242nIBGO4yP0rjdW08whwyM5AIXaCCOec13F5p72ds1sGZ0HzLgjdjnPP1xWBcWq3FvITlW7uvHb1zzUbGhxd5pEv2hWiIcnGckNkdSG75p6W8xUuV2KMlVXuQc88+ma1rO1FvIyE7yxGOcZGcdc9uajvspbKu37pG6QHABGcL/n/wCtUMtFbY9vazysflwPlWQFmHp/9apZLsmGNUMe1T95m3D1x6isHxFrUlrM4OQv5ce3p3/GmWGubmRdq5b5ixyeccHOOuBzzVE9dDVllZbmNIymemMYKn+LHbH+NI1zL5m6QuRnDR55IPPPH/1uPegSRX0LyO+xuFwV/QVNawlpIYsKzLncWIUMCMYHvii6CzuXJLqC4ijTa64GMsv3fb68V6p8G/i0/hXUIdA1lnOkT/8AHvfP92CTPKN6D9B1ryk258xgu2JkCt9/OO/X05qxDKlzCASuDlc4+V+ePfPf8qNVqg30Z9zxSBsEHIPORVqPnjNfP/wZ+K32Nrbw7rM/yNhLK5kzx6Rsf5H8PSvfoW711xakro52rOxZjqSo1/On9q1RJ84/8FBpPJ/ZM8csOuLMfndwivyD1tdPg8H6O80BluZEkMbwyxIVbI++BCGbt1c9DyK/Xn/goZ837JXjcHubIf8Ak5DX5FeJLeP/AIQ7w81zNcKRHJ9nj8stGRuG7kzHB6fdRc9/WhmE9zL8aXmkahdWU2lQLawraqssSoAok3McA7VJAUqNzAk45Y9aK5uZjMSAMLjj2oqLmR/Ta1RNUzVE1QaIheoHqw1QuKtI0Ksi/nVZ1q41VnFJoopydazr63S4jeORFdGBDKwyCD2Naci9TVOYdago8G+IHg2Xw9eC6tlaSxkYKFxnYTxtP+Nea3SLBJOjhgrZOcDGM+v1Jr6t1Oxhv7WS3nQSRSLtZTXzl8UPC914dmeJAHjbmKRuA65+YH3xx/nnGa0ubQd3Y8y1KHzZnZdjENlJDgds9u2QKyLy8X7JcK8n+qG9Qq89MDn0wOuK1Zo9ryKEPkrgnLbsZHQED68e1ZtxHbedseMmIfu36kDHGf681gpcyubuLjKxxl1cJeQt5+fN2lVfnjnABo01iX2PJhCD8w/2eR2/CtK40+HzpN0BKBgo2jB5HBGfUYqpDGbFjE6YjbGFbGDyDz+dO+gaXLMl5dQ3jR27oFaLJjbO1SD9PfP4VsWMk7JHM53naFDKfx7ZyKyNHEbXksjJGOCGZue2QAff3/wrcgtGtLc+Xzbqcb2HPJ6Dv+HtUxmpaIbi9y5Jd/ulBkXJB+boRxg8Y+v50yGPMIEOQPu4Y8cjqTnuaqrb+c7CTd5ecA46gHnP51tW8Q2F4GKDkfeAJ9/eq5hcpLZQI0KxynehYZdR9w8dP89q+g/gz8UpNR8rQNblP29Vxa3Uh/1644U/7QH5j36+AWMysFHyoqgqRk/geAen0zSperbtGGmVPm3RSeZ86sDxjH0HNVCbT0JlHQ+5o2zUua8r+DfxSHi+1Ol6jIBrVquSTx9oT++Pf1H49+PUd1ehF82qORqzPnD/AIKGEf8ADJ/jLcMrvs8/+BcNfkRrljbS+FdJlN3bW8qxyFYdnzy5I4ysK9P9t268EV+uf/BQ9h/wyh4vBPDSWY4/6+ojX5I+J9PuG8J6DcNJiFY2CrJLgnJH3VMrZHHO1ExxkGmzCe5k+MfDtpoOqwWthqH9oxvBHKzbApjZlB2HazAkAg8HjODggiisd5PLAVR82Of8+tFIxP6Yz3qNqkY1E9ZI0I2qJqkaomrVGpBJUDL+dWWqBhRYZWkFUrhfSr8gqnMtQxmbMuK5zxR4ftvEWmyWlwMZ5SQDlG7EV006/nVGZazLPl7xL4ZOl3lxY3a+S688fdfjgj2NcNq+liMvvdY2A5ZeeOeP1/zivqrxt4Sh8TaeVAVL2IEwyn19D7GvnfxHpsyyTRXUTRXEXySRkAHAJ6f5+lYyibRkeckR2rNv3HcRyx6e2f8AH0qlJH/rEuk2xk85JwTk8Z7Vq6vbvZsSjEOSQxXv2xg1kHUXv90bKBgkcnkdBwfXr/31UGhYh09UuYEjXzTG3yuTwMjGfetYySeS8cnXBZnxgfT+dZ1k26ZvJJ3od8angcep7/T2ravIxyfu54DDGCQf8/lUWSZSehVEkdnbrt2smfl81s+4HHvV61Nw1mssoEXG5QhLFh655/WltYEjkQtGrlc53jncBkHP+etV9Q122gluY5PMEjHIZVBCnaBj07AfrUdTR7EljdJJdqFVwMDO30x3APpVHWJV1TZ5IdYGUZVl2qTnIIOefXr6019QSLTbq7XL+SN0mfvPyR0H1HWqOmrdTw+fOVMQOY4+iqvbnvnNaddCFtqdBpPiK88N3FneWkxivbNvNRhgt159cgjPHpmvs34Z+PrT4ieF7fVLfEc3+ruIO8cg6j6HqPY+ua+F7q4itrffOWUMQPlGSOB09e1ev/s0eKJbHx3Dptsrmy1GBvMXHA2qWVvw24/4Ea3pT5ZWMakbq5uf8FFJNn7Kfikf3p7Mf+TMdfkr4h0+6m8M6Ncxxh4reFi7LtG3JGM/u0J/Fn+or9Yv+CjUhX9lXxJgkbrmzHH/AF8JX5MeKrW7Xw3oNw8EptxCQHOSoyRj/lq4Gf8AdT6Gu2R589zM8SeG7jwtqb2V1PDNcL/rPJ3/ACNkgqdyjnjORkEEEEgg0VS1TWr3VpUkvrqa7mVdoeVtxAyT/Mk+5JPeip0Mj+ltqjapGNRtWaNCJqjant1qN+taGhG1QtUzVC1MZC3Sq0i9asv3qGQdhSYzPuE596z5k61rSLmqU0Oc1k0UmYs6815/8RvBI8QWrXdqijUIhkLj/Wgdj7+lekTw5rNuIucVmyrnx94gs5HLIwZG5DcYC9euT6iuRtdNjt2KyKSI87Wzt9T1/wAa+mfip8Ov7Uhk1TT4c3aAtLCoH7z3Hv8Az+vX54uoyqsrny2R+V6fLj/9VZOOpspaFORktrwDCDaSOTkrg9eOv+fqN9tjQozAjK5YkdCfWubmZJLoSxsojIChguevfrx0xWpbSl4VRg5+XO7n6D/PvUGiNG6RJlcBizkEc/Nzz19j1rJe0F0skUoUSI3BU5zwB/kDmpluvsiqv3h8yYx/nvWb/aSEcqrQx5fphuv5Z9qlLUpyshk0Lss9rHHgFArvjlvmBOM+/p2/WW0m8yVImbY0ikYxnkc9Ppmq63c15FPvhWM5Kx7W529fTtnJ+tWrON2vIxcRr+7IClWGc9yR+J/zmrIvcy9Q0fUtW8TWWn2rNciTaiQxoS7MSQwx+A/+txX2p8D/AISx/D7Qorm9QNrNxGBICARAOSVU+pzyfauV/Z/+GtuuzxXeQq1xICLP/ZXozfXsPx9q96Wt6FFRk6j6mVWq5JQWyPl7/go8dv7LGv8Avd2Y5/67rX5L+KF8vR9BjD/IYCzKuPbriNf1L/Wv1k/4KSc/sta4P+n20/SYGvye8SaleWvh3R7cXEqW88GXi3na+CCMjzXHX/ZT6V1yOGW5z2oaXfaZKseoWdxZSsN6pPEULKc4OCORkH8jRV3xF4kk8Vaub6e3htCQF8q3LbBgnAAZjgDOABwAAAKKnQzP6T2qNqexpjGoRoRNUbU9qjatB3I2FRNUrGoWoKuRtUTVK1RNQO5Ay1XkX5atN3qNlpBczpoRWfcWvzHjNbTrULQg54qHEq5zFxaHsK8J+NHwja+jl1jSoSzr889ui8kj+Nff2r6VltAwPGaqTaYr8YqHAalY/Ovy1tZGDcMuQ/OM9/z61qwzFVCiQzBRuGH3emP8+9fT3xS/ZvtfF0ct5oksemaqeSrL+5lPvj7p9x+XevmrxN4D8T+B7gjV9GurZYyf9IQboXHs4yOcev5VzyhKJ0Rmpbla6uPLUGMEnBySxyD9T16/yqg0htd3mMrBvcd+5/I1XbUmkwu7dEvzbFHBxVm18I3/AIuZItO0u81Bj8u23haQEEdyAeMd/eo16Iu66sW41CEW4iJ2yDKAgHAJYc9P84rX8JWN7r2rWtrEiqbh1hiTacsxbHJP1/nXdeE/2VfE+sTRvqflaPajG7z3EkjD12Lxn6kV9HeAPgvoHgbypYImvL2McXFx/CfVVHA+vJ96tUZykneyJ9tGKta7Ow0HS49H0u0sokVEt4ljCxjC8DHArUHSkSPFSbfxr0TjPlH/AIKUMY/2XdWwcf6faD/yJX5P+K7yb+wdEgcwNG1uHz5aF1xjA3CJWH03N9a/V3/gpi3l/su6lxnOpWg5/wB81+Uviy4aHw/okM9okry2imK4kaTdGODhB5zLg+6L9BSkZSOTAwB2GegorS16ayutUMunxvFaskfyOgQhtgDcAkY3Bv8A61FSQf0os1Rs1fDX/D3D4XsygeGfFWWOB+5t/wD49UZ/4K4fC3P/ACLXinH/AFxt/wD49RoaH3IzVEzV8Nt/wVs+GEnCeGvFOfeG3/8Aj1D/APBWX4YJx/wjnid8ddsNv/8AHad0B9wM1Rs1fDp/4K2fDAnA8M+Kf+/Nv/8AHqhb/grZ8MCf+RZ8U/8Afm3/APj1F0B9yM1RM1fDjf8ABWv4YY/5FnxTnv8Aubf/AOPVE3/BWr4Zf9Cx4o/79W//AMeouhn3IzVGzda+HP8Ah7R8NGyB4X8UE/8AXK3/APjtMb/grJ8Ne/hjxOP+2dv/APHaV0B9xFqYW9a+GG/4K0fDj/oVfE3/AHxb/wDx2mH/AIKz/Dg9PCvib/vm3/8AjtF0O590Eim8V8Mf8PZvhz/0K3iX/vi3/wDjlIP+Csnw7kJ2+FPEn4i3H/tSldBc+5mxzULoK+Gj/wAFZvh8P+ZS8Rn/AL8f/HKY3/BWf4f9vCHiI/jB/wDF07oLn20NJsVmMws7cTHrIIl3fniraqoXAHFfCrf8FZPARPHg/wAQ/wDfUH/xdA/4KyeBO3g/xB/33B/8VT5kI+741HHFWlAr4Jj/AOCtHgVf+ZN8Qf8AfyH/AOKqT/h7d4FHTwZr/wD39h/+Kp8yA+9xilPSvgf/AIe4eCR08Fa8f+20P+NN/wCHuXgvnHgfXD/28Q/40+ZAegf8FPGx+y/djON2q2g/Vq/KPxcbZNF0Jdpe5NqhWSOZNqrjkMohQ7s45LN9TX1d+1t+3zoH7RXwnfwlpnhjUtJuGvobo3F3NGy4TdkYXnPNfJWqavpWsWGlpLd3ontIY4DGYSUxkbsM07YwM42qo6cCpk0yJGEWyoAPOOaK2/Gi6TFrWzRTEbQIM+S7vHuyful/mPy7Sc9y2OMUUEHYap4u1/RfDthc3WhtaTT8ma4s2WF7d4rYQMpPUt9kc+/zEdeMZfixdrDO7WVmbxp1kRvK/dhc3LOCM5zuuePZRRRUSbTGi5o3jfV9Q0/V72PSkufsdujCS3tS0cR3WwzIc8DZbE/Xd74zrX4p3a3Ty3FnaMGWQgRxY+dvtBUnJ6BrhvwVfSiild6MCz4Z8aaprfiCztY9Mjvt8gLw2lsXlKKISxUA9ltlP4v68ZknxE1G3vmW5srVGRyssZgKsOZwwwTwf9If/vlfTkopXdrgQ3PxKvWvmmitLRYxIHRWiycBoSAeef8Aj3T/AL6b14l1zx5eQ3xjhs4YofKQRrPAVco0cuGPPcXDEHuAh7clFTdjGah8SLr7Yr29tajbsdsxcFwYWbHPTdAvHoW9am1bxTqltoekXR03ybe5t2iNxLbFY5WUzplG74Sfn3A9KKKd2IpTfEe6mWCQWtsLtJ2lZvL+QjdAyjGf70PPsxqeHxFqmpeG726XThKloIoGuI7cmKOMxzxneezHzhj6D0oooQyqvxGu2kmlltrYy58yLbHhQ/mwyHIzyP3OMe5p2leLb/UvMtTaLcRpaSLi2gLOMQSxqx9v3mSfaiihbiGw/EW8bUbee5gtnjWfzXSOPaWHmxyEA9uYlH4n1qtF4u1O/wDJsoreGV5FW3SOOLLt+7aIAY6khz+OKKKV2M0fEPjDU9P1+6ja1jtvLuGljjmhAYK0iSpnnuETpxgn1rOufG91JGkEMUKQLEse1lyeIWiJz772P5elFFN72A19d8UaxYf2bdSWa263Ef2lHliG2VvNRyV5+7ujT9RWTN43u5bGGBY4lKx+U7bfvDy3iH/jjn8eaKKp3EX5vHeotp9rc+Ugm+1TN5pi/dt88MuBz1DKM+zD1qoPG122mSWzLGXwqI4UDCCKSMg+pIk6+1FFF2BfTXNV8RaHrLzW3nwRxnMkKACNnmSQk89MRt0zjHpk1yCnJoopvoMsDp1ooopiP//Z) | ASR 1357 x215 0308 Hvæsse- eller slibesten
Hvæssestensfragment
Mål: 11x4x2 cm. |
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) | ASR 1357 x227 0308 Hvæsse- eller slibesten
Hvæssesten/hvæssestensfragmenter
Henholdsvis:
3,5x1x0,5 cm. I den ene ende er der et lille hul så den har kunnet været bundet fast (se også seperat foto)
(9)x3x(2) cm., 95 g. Ingen direkte spor af slib. Grovkornet skifer.
(3,2)x1,7x(1,1) cm. 13 g. Spor af slib på 3 sider. Finkornet.
(2,5)x1,8x(1,8) cm., 12 g. Spor af slib på tre sider; endestykke. Finkornet. Muligvis samme som førnævnte. |
![](data:image/jpeg;base64,) | ASR 1357 x236 0308 Hvæsse- eller slibesten
Hvæssestensfragment
Med spor efter slib |
![](data:image/jpeg;base64,) | ASR 1357 x248 0308 Hvæsse- eller slibesten
Hvæssestensfragment
Mål ca (7,5)x2,5x1 cm |
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) | ASR 1357 x263 0308 Hvæsse- eller slibesten
Hvæssestensfragmenter |
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) | ASR 1357 x267 0308 Hvæsse- eller slibesten
Tre småstykker
To stykker med slib: Mål ca (7)x1x1 cm., og (3,25)x1x0,5 cm.
Et stykke uden slib. Mål ca (8)x2,5x1 cm. |