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1+Fv7dkQX9qfx07B5EN6Oo2j/Vrkfp1qo7iexXs01vUPhNHZWmqfFK8kubERR6fFaO+lEbcbARKcxnt8vQdKKrSXFzpPwzW7063+J9kIrINb3aTFdLT/ayEHycnnP40VZjG/Q/d40hpxpp6VJuMopaSkAlJinGm0wEwMc02lNJQAjYZSrDIPBzXyT+0x+yDbeIobrxB4RtFWfBkudLjXAf1aMfzX8vSvrc02k4qSsxp2Pw08XeEb/wTqL/uZBa7iG4JKn+6w/8ArVa0/wAQJqGnFGfE0bgpuJwQAPl3ducce9fpX+1N+zLbePtMu/EOh2qjVlQtdWiD5blQOWAH8f8AP69fzD8TeHm8G628Llood2fLdfmX8a5WuV2Zruro2NY0u28QQwy2sDWmp24CyxPwzADG4eufz6detc5qFrcWd1Ja3kPltETnePm69z3781qWXiJ2kiV+UhG2OcHcwwM7fce3px7VuXkdrrlirSOsd3szHPjlZBztcY+4c8devHpUr3fQPiOItpltnQBtsm4LiZc7fTtyOuRj8K0obpPOjkiJBcgqp+UduPfHH5VS/spreVklIklb/lm2Q579enI9M/SkihaSOQKJjJGN24nlfYjHP1rSxB6B4V8USaPMkqzmKRcOQhxnnqPcHH4V+gn7OfxyHiGxhWWRfPVvLdeB5oHOfrg/gfavzLs71pVWEf70eM4Zv85/SvQvhn8Q7nwzq0NxFL5ZUq3UgPgcE896hoD9lbO6ivYEmibfG4yDU+a8C+BvxntfEOmxCSTIcAyrnJU9NwH5ZFe9o6yKrKQysMgjoa2jLmJJlp2aiBp26rEJJ901+Ef7dk5m/ak8fqzkrHqGB7fu04r925Pumvwc/btJX9qj4gKf+f8Ayec9Y0I/TFUtxMgvPDN0vwgW9bwV8R44fsCyHVWv86SQQCJNn2f/AFR6gb+/XvRSaf4NsLD4e22t6r8L/HU2mLaJNPqkOtrDaSKQP3iqbRtqEnIBJ6jk9aKsyiz96Tmm06kqTYYaTFPpMUANplPNNNADTSU6m0wENNpTSUwEr4e/bp/ZWOvaXceMvDNqPOhzLd20S8qc5LgD+E9/Q89Dx9w1DIom3RSRB4WQht2CDnggj6VMo8ysxp2PwbS6mtbjDZingYo0b9Afx7VueH9WFjN5UyFrG4O2SPuFP/6hX2N+2h+xebVrvxx4HttsWC93Ywj/AFWerD/Z/ln0r4UtZJrW6Fq6YuV+RkdfunuOenauWUejNE+qPQPEHhdbjcbSQPBt3w3E2fuAAFSR1AP4jAPtXGtJdwt5RkcPD/B12dz9PwrufBOuxLB9mvN01sXLPEwOUPqgCk5OPocYOOon8WeFbS+X7bYXEbtIQYTtb5xj7vHf2PT6YrNNxfKynZ6nDR3DTBWZcSO33gflLf5P61pWEzrqGPLG9uQVBHXrj6Zqk8cUMksCTRTbvlKgMCj+vIXp0qaFW8uMYVWXgSrk5xz+X+FbGZ7J8L/ifqHgzV4bqOZmjWQB4zkfKe36V+j3wd+K9p4k0u2ImDWkyhkYtkxE9j7Z/Kvyh0S++0SBJFxKw2hlPt3H4H8q9r+DvxaufBuuBfNkfTGkMe0LgMOAGx9Bkj61G2qF5H6ojmnbq81+F/xKsvEWm2iCfzIZkXyJifb7pP8AL8vSvR81vFqWpI5m+U1+Dv7dTs37UvxA+bdm/P4YUAD8hX7vO3yn6V+DP7b83nftQ/EDDbsam6nJ6YA4q+oihqHgkWvwlGqt8ObyIfYUlGvf28rRnOP3v2fHQ5+7njIoqxZ/DVvEHgO2+x+B9HS+uLVGj1Z/GFujbiAd5t2mGCe6kDGaKoyjJdWfvlSYpaSkbCYpKdTaAGmm0+m0ANNMxUhpppgMptPplMBO1Np3am0ANkjWRGVwHRhgqwyCPSvhD9sj9iGPU47rxl4EtBHPGDJd6bCp6DqyAdR146jtxwPvE02k0mNOx+C9tc3Wi3zoEa0ubcnKyE7gR2+n+NdfpHiFI9xCt9ilw00MXRCCOcZ7Z4PvivvP9rT9jW08WJdeMPB2modXRWkutLiJRbj1ZMd/9nv27g/nDItxpdxcWc9tJZXELNG6N8rYzypH5dPWuZqzsy99T0/xR4N07V9KXV9PkUXDkq1xHjZKR2b+7JkjIPB6j1rh5omFv5UnEm0k5PAOR90g45GKueFvGVz4cmkkhfdaybVltX5ikGfTPB/r3FdndeC9O8WafNqvh1l3gHztPZ8vGRzxx69Px96y+DRj3OGsbw2seSN7yqypzyP9ofiePp7V1mmXn7m1ibCoDuV14LdDkj8ce5zXGtFJDL82YrpGKCJxghcfTjuPXNXLHUpLUiJ/mThSuT07Vb1Qj6m+BfxYm0C8hsrneLFlAlbOQhJIJ9uo68/LX3f8P/HkesWsFrcziR3X9xcH/lqPQ/7X86/JjS/EEizLMGwA4AkRQpGOgOOp9zx/KvpH4F/GA2dzHpWoTkWzt+4nduYm6/l39qjWLuhaWP0MlPyn6V+Cf7Z0nmftPfETJwDq8oz+Qr91vD+rrrWg290PvFdrc5BYdSD3B6/jX4Q/thTFv2n/AIiEjcF1qbCEZB5rsTu7kdBmpeGY4fhSb4+DPCEZFnG39rW/ifzL/nb8/wBm+1n5znlPL4yflGOCo9XsUX4WmT+x/h1GfskR+02mqM2q/wAPPlfaCPM/vDZx83AxRTMon9AlJS0UGolI1LR9aAGU0rTqWgCOkp5ppGaYEZFNNSU0imBGaSnlaaRQA2kNLRQAyvkT9sT9jO1+JtjdeK/CUC2niWJWkmtolwLrjlgP7/8APr1zn6+xSbaTSluPY/CWSw1DQbxrbUoPJuVBVwGABGSuSMHGMHIPP04rpdF1yPTbj7VFM9uFPKx8hxjBxggnp37Cv0E/bC/ZEj+JWm3HijwvE0WvQAyz2MX3bnAPzBf73PI/i+vX8zG+0aXqD6df27293bnDRYwVPPUfj1+lc0lbRlo9d8RWth4j0+fXImjiulU/aVjXAJ6O/uCc9uc464zwPlm1k2NIsgB3LJyQ4Bxlehx3/Crnh/XrvTbyG4052hmVcMrEbJRnByDwcknIrrbPwT4l8dTQjQdOutQeaXyxaQKWCMeRtycDByCM8e1ZL3dBnL6bIrXTrBKkO5ufMzsbnOM/h7da91+EvwJ8d+OtNn1Lw5py3JhbysyyrGuSOcOx28fXPTiut+F37A/j3WtWgbxbaWfh2wQLvuPtKTTsuclVRCy5/wB7HX8K/QDwL4E0j4ceGLPQdDtvs1hbLgAnLux+87HuxPX/AArRU29ybnKfBTwf4g8F+AbWx8S3EMuohRuit3LpFjtuIGT0zgY479a/Ez9r5n/4aW+JLxnIOs3Ktx/tEH/9dfvvMuY2+lfgN+19n/hpb4kbAf8AkN3OQf8AfP6VulbQjoW49Y0/w74Htr4WPww1aWG2jJtWS5e/kJCghhkKX5y3PY0VR8SzRf8ACsTHHq/w7nP2WEG3sNNddU6rx5nkAbxj5ju5+bk55K0MYxTP6B6SiipNgpKWinYBlFONJRYBDTadSYpgMNJT6ZQA2k206l20AR7aNtSbadtoAi8unLHUgWnqtADVjr5D/bA/Ycj+MUw8S+DEgsPE2f38BYRx3OTnd6bvUEjPXOc5+wVp+Khq+4Hwh8F/+Caq6V5GofEDxB9onwD/AGZpAwg9Q0rA5z3Cr9G719g+Bvhd4b+HNn5GhaZHaHbtaZiXlYehdsnHsOPauvxSFalRitbDuyPbRtqTbSVYitMv7tvpX4CftdM6/tKfEcYJY65dckZ48w4Ffv8AzDCH6V/Pr+1lIG/aS+JXYDxBeYOf+mzUuoHQT3+neIfBNvpNz8Q/BOn20ltGjxDwvJHdR7QpC+clnvLAgZYPzzyc0Vl+LvGVtefDNrEeNtO1OZreBP7MTwpFby/KV+X7UEBBXH3s/Nj3oqjGK0P37EibiwYZPvThIvqK/nmg8YeJ1jVbe/1Jo5iVj2TSHewxkDnk8jIHqKjtvHXitpI/K1TVCZASm2aQ7sdSOecc0+VmnMf0QKy+tKWXHUV/PO3xO8aJGsEWuawwkXerfaJASFBBIOegw3PsarzfEvxlJGv/ABUGsyCSPzP+PqXlQTz16DH6U7BzH9DrOPWozIPWv54F+JnjHIY+INaxs3Z+2S/dz169M1cX4seNhC6f8JHrQRlDFVu5BxnjJ3dDnr9KNQuf0J7g3enZHrX89Unxd8bpKZj4n1v5EUn/AE2UcYAHfp0xUP8Awujx8kkjDxXri5OXBvpcc9Mjd9KWo7n9DRI9aYzD1r+fOP4yfEORyW8Wa8FU/NnUJgF5/wB7ip5P2gPiFDC0MXirW4okOxma+lJJ64OT+ntRqK5/QHuX1p6kV/PtH8fPiP5Hl/8ACYa8Iw205v5dxbHT72e1Qj45/EQyFj4y14MWxtGoTdfT71Go7n9CXHrS8V/Pt/w0D8RUWJE8Z6+I8841Cb5j6fe+lU5v2gviQ0iZ8a+IMj7oXUZscdvvUahc/oV3D1pwYetfz4Q/Hz4k3UzSv4816JyuU36jMFdu4zu47/8A1qguPj98UPtASbxz4jDkZz/acxGCOow3THpQFz+hlSPWn5FfztN8f/iUPmHjzxISeR/xNJ+nr96mt+0F8TGjA/4TzxLjqP8Aiaz/APxVTqFz+iZmxSbxnrX882lftFfE5Zgg8ceInXG4q2pznpyD971q5Y/H34jaPMrv498QSuoDCP8AtKZ1AHIJy304oswuf0Hbx60Ej1r+eS9/aS+J8zMo8deIUQAZVdRmHGBjPzf5zVab9ob4lbgy+O/EgIGCG1SfjjH96jULn9D83zRMM84r+ev9qqbzP2jviWcD/kYr4ce07isqT4+fEmRSG8c+JOuP+QpP37fergtQ1C51C8mubuaS4upnaSWaVizuxOSzE8kk9zS1uFz2fxX4wm1r4Z/2Ynj/AFnWGaGBf7Fm0IRQnaV+Xzg5Py4yDjnb70VxVn8fPiPp9rFbW/jnX4baJBHHEuoyhVUDAAG7gAUVRkk4nU+F/ijZaJH4NWa2nb+xdSuryby8fOkoiCheeo8s5z7Vp2fi6DwroPgHU7lHljjttUjxCBuy5kQHsOCwooqxOK0MTS/iVYWC+GkeC4J03SNRsJSoXmS4FzsK89B5656dDgeur4Q8T2/iCS2toI5Fk0zwdqVlMWA+ZsXMmVweRtlX05BoopDaVjKPxI09bIQGGYyL4a/sfO0ECbz9+ev3cd+ue1LN8QrC4j1LCTobrw3a6Mm5VwZY2gLMeeFxE3PXpRRQPlRp/ELxRb6bqXiDTpVeR9R8OaPbwMi8Blis5SWyeBtQjjvj61m+JviJpWsWviiO3iuFOp2ulww+YgGGt4kWTPPAypx6+1FFAJKxq6v4ot/EHhr4j6vZh1tri+01kSZAHVR5g6ZOMkGsnxh8StK1yTxi8CXAXVvEVvqtsZIwMQoLncG54b98nA9DzRRQCijVX4jaZ4g8VXUVrDKv9p+Mo9Xg8xAP3Jd+GweGy68Uz/hPtO8P+KBFdRyM9h4zbVJ9iAgwq4BAyeWyp4/WiigXKr2KXhb4paNot54PeeKby9I8UTapOBEGJt3+zYA55b90/H0q7o/iyw8NaH8NtYukc2VvrOpSyGNAXK4txwPyoooDlRm+Ffibo2k2vgyO5SbfpS6mt1tQEH7RGVixzzz19Kv/AA48VWerap4Q0+BW87S9B1uK43qACzw3kgwe/wArL/KiigcoqzKOl/EzQ7O10NJY5nNn4S1HRpSIxxcTteFMeoxPHk9ufSnWvxO0GG20hDFMXtfCF5oj5QcXEj3BX6riVfm+vpRRSHyo0fE3iiw8PrbxXaPvvvAlpaW5jQf61tjAn2wG5rOvPijolxZ6vDtlLXHhOw0aL90APtEU1q0meemIXwe/HrRRTEoq1y9eeJNP8Vab8Rb2xVhDH4X0e0+dNpEkMljFJ/49G2D3FZ3jP4l6HrEHjdLWOfOsJpgtS0QGDAqiXPPHTj1oopCUVf8AryNdfiLonibxVqtvaJMG1nxVpF5al4gB5UQmR93PBzKnHfmvKviQ4f4heJmHAOp3JAH/AF1aiikxxSTObJooopGh/9k=) | SJM 154 x383 030802 Hvæs Mørk grå
Nærmest sort, finkornet skiffer. Rest af ophængshul, der efterfølgende er tildannet så en snot har kunnet bindes fast. Slib på alle fire langsider. |
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) | ASR 5M74D D03426 030802 Hvæs Mørk grå
1 fragment af flad, tynd, opslidt hvæssesten af grålilla skifer. Nær den ene ende har stenen haft et ophængshul, men er spaltet på langs midt igennem dette. L : 7,4 cm. Br : 1,4 cm. St. tyk : 0,85 cm. |
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ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k=) | ASR 5M74D D05033 030802 Hvæs Mørk grå
1 stangformet hvæssesten af blågrålig skifer. L : 6,9 cm. |
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| ASR 5M73D D02594 030802 Hvæs Mørk grå
Fragmenteret, stangformet hvæssesten af grålilla skifer. Stenen har nærmest trapezagtig tværsnitsform i den bedst bevarede ende med slibespor på de tre af siderne. Længde : 26 cm. Bredde ; 3,2 cm. Tyk : 1,8 - 9 cm. |
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| ASR 143 x010 030802 Hvæs Mørk grå
En stor 36,1 x 2,2 x 1,0 cm stor hvæssesten af blåviolet, finkornet skifer. |
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| ASR 3M70C C0587 030802 Hvæs Mørk grå
Fragment af hvæssesten af violet skifer. Længde: 7,2 cm. |
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) | ASR 3M70C C0629 030802 Hvæs Mørk grå
Fragment af hvæssesten af violet skifer. Længde. 3,4 cm. |
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| ASR 3M70C C0969 030802 Hvæs Mørk grå
Splint af hvæssesten af grålilla skifer med tresidet tværsnitform. den ene ende udviser en skrå brudflade, den anden ende løber ud i en spids, hvis yderste del er afbrudt. Splinten har kraftige slibespor på 2 af siderne, svagere på den 3. Længde: 8,8 cm. Bredde: 1,5 cm. Tykkelse: 0,95 cm. |
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| ASR 4M75 D11710 030802 Hvæs Mørk grå
1 hvæssesten af aflang, flad form med afrundede kanter og ender af grålilla skifer. L: 9,7 cm. Br: 2,0 cm. St. tyk: 0,75 cm. |
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) | ASR 8 x366 030802 Hvæs Mørk grå
1 lille fragment af violet hvæssesten. Længde: 2,5 cm. |
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| ASR 9 x400 030802 Hvæs Mørk grå
5 fragmenter af hvæssesten. Violet skifer. Mål: 2-4,7 cm. |
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| ASR 9 x066 030802 Hvæs Mørk grå
Hvæssesten. Violet. Mål: 2,65 x 0,2 x (9,2) cm. Tykkere mod enden, slib på flere sider. |
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) | ASR 9 x363 030802 Hvæs Mørk grå
2 fragmenter af hvæssesten, violet skifer. Den ene: 0,9 x 1,1 x (3,3) cm. Den anden 1,4 x max. 1,3 x 10,5 STENSUP[3]: cm, meget slidt og uregelmæssig. |
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1 afsprængt flis af dyb grålilla skifer antagelig fra stangformet hvæssesten. Længde: 2,3 cm. Bredde: 1,0 cm. Tykkelse: 0,3 cm. |
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1 fragment af hvæssesten af dyblilla glatslebet skifer. Stykket har rektangulær tværsnitsform med tilspisning mod den bevarede ende. Længde: 2,5 cm. Tværmål: 0,9 x 0,5 cm. |
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1 fragment af hvæssesten af finkornet violet skifer og af flad stangform emd slibeflader på alle sider og smal fure langs kanten af den ene bredside. |
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1 stangformet, violet stykke skifer fra hvæassesten men uden sikre slibeflader. Længde: 6,3 cm. Bredde: 1,8 cm. Tykkelse: 0,8 cm. |
![](data:image/jpeg;base64,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) | ASR 565 x188 030802 Hvæs Mørk grå
Fragment af violet/mørkegrå hvæssesten. Største mål: 9 cm. |
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) | ASR 1265 x075 030802 Hvæs Mørk grå
Afbrudt i begge ender, slib på de to smalsider. Mål ca. 4 x 1,5 x 0,8 cm. |
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) | ASR 2097 x1 030802 Hvæs Mørk grå
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) | ASR 2165 x02 030802 Hvæs Mørk grå
Hel hvæssesten med slib på alle flader og ophængningshul. Let hul-sleben på midten. Ca. 10,4 x 1 x 1 cm. Skade på den ene side efter gravemaskinen. |
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) | ASR 1689 x124 030802 Hvæs Mørk grå
Mindre endestykke ca. (3) x 2,3 x 0,3-0,7 cm. Slit på tre sider, svagt nålespor. |
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) | ASR 13 x0325 030802 Hvæs Mørk grå
To, vist samhørende fragmenter af lille slibesten m. ophængshul. Samlet længde 6 cm |
![](data:image/jpeg;base64,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) | ASR 2344 x139 030802 Hvæs Mørk grå
To småfragmenter 2,7 x 2 x 1 cm og 3,5 x 1 x 0,5 cm. Slib på flere flader. |
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) | ASR 13 x0502 030802 Hvæs Mørk grå
Opslidt, men hel hvæssesten m. ophængshul 31x11x3 mm |
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| ASR 13 x0385 030802 Hvæs Mørk grå
Komplet, smuk hvæssesten med ophængshul, l. 8,5 cm, tværmål forneden 1,2 x 0,7 cm. |
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) | ASR 13 x0406 030802 Hvæs Mørk grå
Komplet, smuk hvæssesten, l. 17,9 cm, tværmål ca 3,6 x 1,4 cm. Slid rundt langs alle seks sider foruden flere langsgående facetter. Den ene ende helt rundslidt. |
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) | ASR 15 x045 030802 Hvæs Mørk grå
Violet skiffer ? - meget lys og lidt grønlig også. Primært aflange stykker der har tendens til at flage op. Ingen med sikker slib. Største stk på foto: 4,3 cm lang. Største stk i opsamlingen: 8,2 cm. |
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) | ASR 15 x062 030802 Hvæs Mørk grå
Lille flis - ca. 1,8 x 1,3 x 0,2 cm - slib på alle fire sider. |
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) | ASR 15 x053 030802 Hvæs Mørk grå
Violet ? - også med grønligt skær. Største stk 3,5 x 1,1 x 0,3 cm. |
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) | ASR 15 x142 030802 Hvæs Mørk grå
Lille flis med slib på to sider: 1,6 x 0,7 x 0,3 cm. |
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) | ASR 13 x0485 030802 Hvæs Mørk grå
Fragment med brud i den ene ende, måske med sekundært slid også der. L. 5,5 cm, tværmål 2,6 x 0,7 cm. |
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) | ASR 13 x0490 030802 Hvæs Mørk grå
Lillebitte, helt opslidt hvæssesten med ophængshul. L. 3,4 cm, tværmål 1,4 x 0,4 cm. |
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) | ASR 13 X0510 030802 Hvæs Mørk grå
Fragmenteret lille hvæssesten, knækket i ophængshullet, l. 3,5 cm. tværmål 8 x 3 mm. |
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) | ASR 13 x0511 030802 Hvæs Mørk grå
Fin hvæssesten med brud i den ene ende. Ellers fint slidt på øvrige fem sider. |
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) | ASR 2321 x229 030802 Hvæs Mørk grå
Flis fra hvæssesten, slib på to sider. Bevaret længde: 4,5 cm. (Violet?) |
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) | ASR 2360 x040 030802 Hvæs Mørk grå
Trekantet tværsnit eller snarere tagrygformet. 18 cm lang. |
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l2c9uK6qFSVG0Yzz/8AWrppa6s5K0ug+RiDxH8x9RmnqpVsZz3yaa0jndgHjiiNcIWzg9euK2tqcwCUbiAAeeveim7NpyTjvx3oqgLTlgAP4W455qOSE7Tzx170iq425IX9KdhpMZPSuQ6io2Ry2QO9OXMkeFOcd6lkVjkLtHNJ5e5cnlj3PFRYq5UeMO+MduwqubMMcg8n1FaMMSrnj9aSOJmkwTjnisXTTNIzaM17FRnOB9Kh/s9Vzg8ZrZljXcD07EVH9n+UZ6fSp9miudmUNPGeWJHrRJp+QBnjPetExKcsWP0pPJ3LwO/FP2aD2jMlrDqW5FQtYk4YHocYrdkthwMZOMUxrUqoyc5PpT9mhe0ZhyWIyCTwaX7MiqAep71r/Y8/w47U5rWMLnb9QapU0T7RmR9h3MWByOufamNZbVyEz755rbFuFU8DB9PSo0td2OTg1Xsxe0Zjf2ep6Hml+xjaBnB69K2Pso3E5BHrTRabvmHIqvZIj2jMr7DhT3NC6epPIA/CtYWjMCVUDH61LDbNkZU49FqlTRLqMjsoBCgQD6+laGD5YI4+opsfy5A6eh4qR8MThduetdkYqKOZybZEjt5mFzjpk1YXcO/Oevaq6v6FlHQ5qVbhfmXoaoke2WfLNxRUTNu6KT6Y7UUxHsq/sj/FjH/IqgH/ALCNp/8AHacn7JHxZ53eFsZ641K1/wDjtfo7RR7GJftGfnDJ+yP8V2b/AJFMn3OpWn/x2myfsj/FhlIXwmc++pWn/wAer9IKKXsI9x+1kfm9H+yP8WNv/IplSP72o2hz/wCRqd/wyP8AFluvhbH/AHEbT/47X6P0UfV4B7WR+cR/ZJ+K7cnwnyO39o2n/wAdqM/sjfFll58J4Pb/AImNp/8AHa/SGij6vEPayPzc/wCGQ/ixxnwp/wCVG0/+O0g/ZE+LXQ+E/wAf7StP/jtfpJRR9XgHtZH5t/8ADIvxZ5z4Sz/3ErTH/o2nf8Mi/FnZgeE8d/8AkI2n/wAdr9IqKPYRF7SR+bQ/ZE+LXU+Euf8AsJWn/wAdp/8AwyL8WcceEx/4MbTn/wAi1+kVFP2MQ9oz82m/ZD+LZ4/4RQY/7CNp/wDHaYP2Qvi2qnHhLJJ76laf/Ha/Siin7GIudn5r/wDDIHxaZjnwl/5UbT/49Tx+yF8WV5HhPJ9P7RtP/jtfpLRT9lEXMz82o/2RfiyvXwj/AOVKzP8A7Vp5/ZD+LGOPCff/AKCNoD/6Nr9IqKPZRDmZ+bR/ZD+LROf+EUx/3ErT/wCO0v8AwyL8Wuf+KSJz/wBRK0/+PV+klFVyIm5+bD/shfFpl2jwnx/2ErT/AOO09f2QviyBg+FPb/kJWn/x2v0kop8iC5+bH/DIPxaDf8ilnng/2laf/HaK/SeijkQXCiiirEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//Z) | ASR 2391 x046 030802 Hvæs Mørk grå
Fragment (11x28x8mm) |
![](data:image/jpeg;base64,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) | ASR 2360 X136 030802 Hvæs Mørk grå
Halvfabrikata. Ét uslebent fragment og ét fragment hvor øsken ikke er gennemboret. |
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| ASR 13 x1353 030802 Hvæs Mørk grå
Hvæssesten 12 x 1,5 x 0,5 cm. Slibeflader og slibefuger på alle fire sider. Let trapezformet. Delvis gennemboring fra begge sider i den tynde ende. Ved forsøget på gennemboring, er stenen flækket på den ene side, og er formodentlig derefter kasseret. |
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| ASR 13 x1329 030802 Hvæs Mørk grå
Hvæssesten. Mål 6 x 0,8 x 0,5 cm. Tynd og let linseformet efter tyndslibning af begge ender. Fin i struktur. Slibeflader på alle fire sider. |
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) | ASR 2391 x454 030802 Hvæs Mørk grå
Har snittemærket på langs på bund og sider. 3 cm lang, 1 cm bred i den ene ende - tilspidsende mod den anden. 0,8 cm høj. |
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Hvæssesten, længde 18,5 cm uregelmæssig formet. |
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Skiffer – hvæssesten 5,5 x 1,0 cm, ufuldsændig gennemboret
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Hvæssesten, 9,2 cm lang, ca 1, cm bred o 0,3-0,9 cm tyk. |
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) | ESM 0086 x1319.06 030802 Hvæs Mørk grå
1 hvæssesten af skifer, 11,8 cm lang og 3-3,5 cm bred. |
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1 hvæssesten af skifer: ,5 cm lang og 2 cm bred. |
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Hvæssesten af violet, forholdsvis finkornet skifer, uden ophængshul. Regelmæssig og fint formet; skarpkantet, rektangulært tværsnit. Den ene ende er spidst tilskåret ved skrå snit fra begge sidekanter. Det samme ses i den anden ende, hvor også spidsen fjernet ved et tværgående snit. Hvæssestenen synes næsten ubrugt, kun tre af de fire sider udviser ganske svagt konkave slibeflader.
Mål: Total læ. 11,8 cm Br. 1,2-1,5 cm Tyk. 0,8-0,9 cm |
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) | ASR 13 x3535 030802 Hvæs Mørk grå
fragment af violet hvæssesten, 4x0,8 cm. |
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) | ASR 13 x3491 030802 Hvæs Mørk grå
hvæssesten med gemmenboring i violet skifer, 4,2 x1,5 cm |
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OfH/nFckKyO4xkvx9aqXVq0pAxgkYyCCP5V9sRf8E+rPcGm8azM2P8AlnpwX+chq9b/APBP/wANR8y+KNUds5ykUa/lwapRsTzHwtZKlvKpmVZFHHyjFXzIib2S3IfqvzDAFfc0X7A/gpcedrmtyD/ZeFf/AGma0bX9hb4dW/37rXJz333cY/DiMU7IOZnwU14JSp2MGbg/PwOenSpYpgygFXXPtuxn8s1+gtv+xj8MrcDNjfy/796/9MVcH7IfwzC4/sm59f8Aj9k/xqWkNSZ+e6ymCH5gpJPy7hj+tVSxjbf+7zn+DH19K/Q2X9jz4bTD/jxvk/3b1/61Wb9i/wCHbZCrqkasckLdg/zU1CjYfMfPf7HVtcal8RL68MskUdrYvujQ/K+5lAB9R357qK+89FZn0+Pd2yBXn3w5/Z68J/C+8urnRxfNLcJ5bfaZ94C5BOAAPQflXpdvAltEsaDCjpmtVtYl6u5OKetMFPWgTJFopVooM2dExphNKxpjNXQUIxqJjTmNRMakBrNmoZKe1RM1SAjGomalZqjZqZIM1Rs1DNUbGmAE8UxjQxprGpAQmmE0pNM/GpGgJpM0hNJmkMXNG6m0VJQ4Gng1GKeKQyQU5ajFPXNMCUVItRLUi0xMmWihaKCDcZqjY0M1M3V0jBjUbNSsaiZqgBGNQuaezVE7UAMZqjZqVmqJmpkgzVG53LgGlY1GaQBnt1ppak3U1jSAN3Wm5ozTaljA0maRmwD6U1XDDipGO3UtJSUih9OBpgpwNIZJT1qNaetNASrUi9qiWpFoETpRSLRQSaxamlqazU0t1rdgKzVEzUM1MZqQCM1QsacxqJmoAaxqLdTmPNRMaZIFqYxoY0xmoAM000ZpKkBDTc0MaTdUjCm4AZj3NFFAxc0CkoqWUh4p4qOnipGSLThTFp4oAkWpFqIVItMCdaKRaKCWb50S+/54/wDj6/403+w7/wD54f8Aj6/4111Fen7CPcx5mcc2g3/aD/x9f8aafD+of8+//j6/412dFL2Ee4uZnEnw7qP/AD7/APj6/wCNRt4b1Ltb/wDj6/413VFHsI9w5mcE3hjU/wDn2/8AIi/40z/hFtU/59v/ACIn+NegUU/YR7hzM88/4RTVP+fX/wAiJ/jTT4T1X/n1/wDIif416LRR7CPcOZnnH/CJ6t/z6f8AkRP8aQ+EdX/59P8AyIn+NekUUvq8e4czPNf+ER1f/n0/8iJ/jR/wiGr/APPp/wCRE/xr0qil9Xj3HzM81/4Q/V/+fT/yIn+NH/CH6v8A8+n/AJET/GvSqKPq8e4czPNP+EP1f/n0/wDIif40v/CH6v8A8+n/AJET/GvSqKPq8O7DnZ5t/wAIjq3/AD6f+RE/xpw8Jat/z6f+RE/xr0eil9Wh3Y+dnnS+E9V/59f/ACIn+NOHhXVf+fX/AMiJ/jXodFH1WHdhzs8//wCEW1T/AJ9f/Iif409fDGp/8+3/AJEX/Gu9oo+rQ7sOdnDL4b1If8u//j6/40V3NFP6tDuxc7CiiiuogKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | ASR 440 x0274 030802 Hvæs Mørk grå
1 hvæssesten (10,4 x 1-6 x 0,5 cm), afbrudt i den ene ende. |
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) | ASR 4M75 D11709 030802 Hvæs Mørk grå
1 stangformet hvæssesten med rektangulært tværsnit af mørkegrå skifer. L: 15,4 cm. Br: 2,75 cm. St. tyk: 1,5 cm. |
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| ASR 440 x0628 030802 Hvæs Mørk grå
1 hvæssesten af finkornet mørk skifer 5 x 4 cm. |
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) | ASR 440 x1103 030802 Hvæs Mørk grå
1 lille hvæssesten. Længde: 6 cm. |
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) | ASR 8 x230 030802 Hvæs Mørk grå
Fragment af violet hvæssesten, 2,5 cm x 1,0 cm. |
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) | ASR 8 x237 030802 Hvæs Mørk grå
2 fragmenter af hvæssesten, ca. 2,4 x 0,8 cm. med ophængningshul, samt ca. 2,4 x 0,4 cm. - flis. Mørk skifer. Den ene komplet med ophængningshul. Den anden en mindre flis. |
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| ASR 8 x462 030802 Hvæs Mørk grå
1 lille stk. gråblå hvæssesten. Længde: 4 cm. |
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) | ASR 8 x128 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørk gråviolet skifer. een slibeflade. 4,5x1,9x1,1 cm. |
![](data:image/jpeg;base64,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) | ASR 8 x154 030802 Hvæs Mørk grå
1 afbrudt violet/mørkegrå hvæssesten med gennemboring skævt for midten i den ene side. Mål: (3,1)x1,0x0,6 cm. |
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) | ASR 8 x212 030802 Hvæs Mørk grå
Hvæssesten. Mørk skifer (4,1)x1,7x1,2 cm. |
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| ASR 8 x416 030802 Hvæs Mørk grå
Fragment af hvæssten af mørk skifer. Mål: 5,0x1,2x1,0 cm. |
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| ASR 9 x472 030802 Hvæs Mørk grå
fragment af hvæssesten. Mørk skifer. Mål: 1,4x0,2x4,5 cm. |
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) | ASR 9 x565 030802 Hvæs Mørk grå
Hvæssesten af mørkegrå skifer. En primær slibeflade med bred hulning. Mål: 4,8x1,4x6,9 cm. |
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) | ASR 9 x534 030802 Hvæs Mørk grå
Hvæssesten, mørkegrå skifer. Større fragment, slib på een side. Mål: 8,2x2,5x8 cm. |
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| ASR 9 x475 030802 Hvæs Mørk grå
2 fragmenter af hvæssesten. Mørk skifer. Det største: 2,5x0,8-1,4x12,6 cm. Kun slibespor på to flader i den tynde ende, den anden ende holdes i hånden. |
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| ASR 9 x546 030802 Hvæs Mørk grå
Hvæssesten af mørkegrå skifer. Slib på alle kanter, også delvist på endekanterne. Mål: 2,3x0,7x6,7 cm. |
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Fragment af hvæssesten af lys-grå skifer. Mål: (1,9) x 1,0 x 3,5 cm. Slib på to sider, i den ene en meget kraftig nålefure. På den bredde ikke slebne flade, ses tynde bueformede furer, 'graffiti', der samles på endekanterne og slutter ved den markante nålefure på den slebne side.Største mål: 2,5 cm. |
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) | ASR 9 x548 030802 Hvæs Mørk grå
Hvæssesten af mørkegrå skifer. Slib på alle flader og delvist på endekanterne. Bred markant nålefure på den ene side. Mål: 1,8-2,5x0,9x8,2 cm. |
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QSc8Z69v61GxQ77XIqyTLGd7PtVcYzjHJ4+tUJpp47xt5ZLdwHJZc7D6Dn+VXrq1mZ1BtZpVVAQ0JBCDGPu9ScelMNxJ9jxLC0UTLlSRjPPH6VaatcnqcLfa4LrUlQbobfGx3UBuBz9evatC0uLeV7by5WPkEuxc8rx1Hv6Vg+J7ADUjsdUVhkHJ5PrUOhq27CSsXBHysf1+lHxamy2sdybo3G6ZGxI33pGBBx7596zvE2nvqdut1C8iajAp8uSObb5g4yrcHIP6GgXM0yll24BDtuGOQf/AK9OguFjuo/3u+LgspH1461nUoxqpMcKsqbK+h+KL+4t1N1aQWMKLtkTAkklPVnLBupPsDjH0CXWv20MQECEXKuWjMJCkMR7kD05z6jFak+gTTNHdRzxzW7B2ePAXYoHAPPPBB471kXnh2Dzl/dtbowVGkZskepx6nnr/wDXrl9h9mx0+1je511x4kt9Z8ONCdrT3KGKS2k+UpkYb1z+Hrmr3g/Wzb2el6rbzedd6ZMryRx/LtbzNy7h/wABHP8AtHNeXSeOPBvhG4VZNaiv5l+ZI43EjD1BCjrx37Vf0v4gnVLrSr3QSpiuVeC7tZIwhjYnADnHcNx/uk1tTpzTTfQzlKFrI/UbQbxL7T4Z4zuSRQyn1BGRWnXln7P/AIobxJ8O9HnkI85IzbuB6xsUH5gA/jXqWa+shLmimeLJWdhaKbRVEHOTH94aj3VNeLtkzVbvTZoeD/tZeBf7a8O6f4itlVLnTZRFPIBz5DnAJP8Asvj/AL7NfNmm65EZDGCECtyOMcdfev0A1bTLbXNNu9Pvolns7qJoZY2GQysCCK+GPiN8N4/APjGS0gIjSE5C/wB9ecN+WD/nFeRjIWal3Oqk9LFi1uPJZGYqxJ7KMBeuPp706S9WSWRYU8xWJVe20fh3x/WsezklktSwVY0ViR5jZbHfPTPP86t29xAjNJGRkfMo2g89TgY9685GpO1wI4HZ3j3KvOwg49h1NUYrV1h87zWaNj2IAORwPy//AF1I0zu8bQ2vzMpBeLIxn1PQHgfTNPillj8tHUg7sZDAj09fWtVroyLW1BYRBtZXwGx8rYHbpj1x2pfOhYSb5FUqMuc/ywKa11D9qcbGA3EJuyWHvx17iqrQpb5IuPnDH51XOTwce9VqidHuakIe6uoRAjNwwDjKY75J7j/GqepapJptxLGtuJUUnc28diR165z2qvFqA+a3LYZnKsxQlgSOhP4etMuZZZLyGIFXSQFmaRcep4/XrWdnuO62J7jUmvoYnhZoHK5YPhMAEf5/GoZLV0jCEtcBW+8gLZHOff8AGpVkgXahkKKF6qB/IenFTxXyxtI1rK+7ay+W+3gEZOB17Y+lS72GrXMCbRIppUJKiRm+XzOOOeAO/Q1Rm0uKzvPNgONuWxGmSRkdgPrWqsxBA38bgNzZyP6dO49qrNN5W+RcPKTtAVuq9Mkn/PNNK5XM0T6kq6cqybRKHI3NGPbv6fjWBeapF5zK8iiIfeZscYz1P4VT8deOtO8M6akt5KEmZSUtU5kf1x/LJ9K8N1z4g3viDL3kpsLFQStvaDgk9AzN1PTj8q6KcHYhy1PTNW+MVtZ77XSHbUL1jtWOMFVz6Z78VwPibXNa8XWccGqXEkKy8iKGbaqjpll9+PwNYWkaPqWvzbLFvs1m2Q0kxALnHYZyOK6LRvB8WlyLJcj7Wq8KiyNtPH90jDAH1NU4pFJmSvhqS2uIozdBNiKu6Q5PHRjlc/lnpXXeF7a70mR7nTrlbx7Y5byVKK6jOQdx5OB+OazrqbSNOmZ3Z55nGAnAeXjGFUD5V4wck9OOtXo/EGqR2MkMOnQwJJz9njuODx1cZ3d/u+1DvbQS3PvP9iTxwdS06/0eViWUJeRlz8x3AK+foQn4k19dKdyivzB/ZE8f3Hh34raXb3Vw2NRY2rqxG3LE4AwSB82zqe3Sv05t23QqfUV6OHleFuxz1lrcmoptFdRzmTex5XNZf8Vbky7lIrFuF2SGqZoNNeDftTeCje+H4/E9oWju7BfLm2jIeMn5dw9iT/30K933Vna9o1p4j0W90u9j8y0u4mhkX2Ixx71hVh7SDiVGXK0z8+NI1SHVIYw06O55O0grxxkY/l7V1G21SEoVG5VH8GDwexx/+quS8ceEL/wR4o1DTJrXCLOUG3Ij3Z++Bno3UVNY3VzbRRETvOZCA8TkbDx/D+vrXz/wvU7fiN97srtSJgE3bWBXOeCM8cYxSrfC6uFaRydpwSoC4GeR/k/41TWRPll2fumA3KeBz04/CotgAA3Nyd3fkEjHH+e9bJGJfuJFk2v5uVY4MeMMBnj6D6Gq91br5e1Q20cyMW2kc8jPXH0x+FTw3kMZJaDfvjKht3A6HB7emearzSWciIX2spJVk3cnk5GTnHUijXZgTQWsMMCx206lF5Cnlj37mqt7cG6UYg8tlJ3MHB3ZOBxxz9KatzHD5sMYbeTuVVGSc44/Uf4U63kt54VUuWaMnMSn5eP/ANXvU7AZ5kmXhUdy5HuAM/yx/MVbWb7RGix2qmSFWMnl5wV45Ye3rx1pkkyybjboIvlwdvb39uwqOzRrbUlliVuSSfUDjdnpnjIo3YXJVMNmvLRkqCwJBwOD7/z715D40+NTxzyad4chE1wxZHuZFIRex2Dq2OenH1rf+N/iIw3x0nQbOaB8/wClgSFtrEA+UvpgHnJ9sda4exsUjtw0umrM4OXmMu3pjgHr1xn6itYx5dWPc5+z0nUtSujeaohuriYYjnaUjaTzj1UDOcDHHoKvW3h2S1uop9VkbUEVi8SzSN5Y9l59Pb8a1rjUpY42MDzIzEF0U5B5wM8hsenShVvJrcrvmSGQAKJmxtHUEDPY8+nHrV3dg0Fl1K3uYfMttsbJwRb8BOP72eTwPXg1AtvPqEaxySTzRgBgv21lJ9DkYwPaopNC3XAMt1uwOcxAAc8jBOMY79amXTftDD7ISkecGR2YgnvgAk5/+tzRog3LUNnZ6O0f+l26vJ/rhHGyd+QS3UD19+ta+m2b65fDT9MsllebAUQKTK3PBXsBnuOtdb8I/gL4j+K2prY6LFNMIji51a5LLBCPQn+Jvbk/0/QD4H/sx+FPgvYrLbwLqWuSAefqM6859EX+Efr71tToupq9hOaiecfsz/ssyeD5LbxL4kCHVsbobcIMQ5BGf97B/CvqeNRGoUdAMCikNejGKgrI5ZSctWOzRTN1FUQQtyKzb+HgkVpVXuI9yGrNDCLU1mp86lHPpUIwvAGOc8VIjwf9pjwGdQt4NZt4EMcg8m9bH3SBmN/028/7NfNFrqBhNvExOY+ikdee4FfoDrekwa/o99pt0N1tdwtC474YEZHvXwB4p8F6v4J1y4025iid45WTchJRgpwOCBjKkEe1eTiaSjLmXU6qcrq3YsNefapjtLLINwQ7SpY9cjjkYPb1przGM9cH7rMPmweev9Kw7zz7Xy5kiV51O0eZIyEZ/wBo549emM9Kda6wt5DsMMlvLGTuhkAypPfI6+xzXKrlNGtb38cUhmA+dyELEEKfXjj86r3zNJalIN2clgVJGO/XByelUiZJGAj5G3JHQepA/UfnV2G6Wywy/O7DOWYEEdcYxV2JK9v532jeSH2jbydvAHOfxNWYbUTSSSBASxXJGByBjgD29vTJ5q5Z3sKxzTXEcckrHEfAXaT3wPw61Q+3QrLKyT+ShbBAwePT+fXilZhcuWtu+2Q7UU4+Vd47D+Zxiuf8Va7eQqlvBfC2uXOPNJy6L0BUY+9xwe1at3rVtDHK3li3hALHcMMFBzkkdT19Otedi4n13Vp7sTAGRlG0sQxB4Azx6469zTUWF0yNtLuIGkjHlXDbjKZTlS5Y5JJ6k8nOTyehpI4o47yTyovJKgATc8L2HByeTnJ+vNatxpd1bX1zAWf9y7K2RtIwcYxxzwPz/Cs8aPBeQzGa2khlkbaZomwSMdgMY61VtNSvQxb9ZLi4CpBZAlySWy+8Z45J68+nHPpVe8tWWVS0p3Lu/db2fr3/AA9Bk8VrXNmmn28caXCWQYhRM2WkYdhk56VteD/BU3i7xBZaTpsDz3VxIsaxKN5b1OegGO+OKV+iLt1Zl+AfA+o+LtWW30+xl1S5Y7IYEjZvMY9cj+fYevFfbPwf/Ya0mxWHVPHH+l3DgP8A2PBIRBGfRyD82PQcfWvbPgv8E9E+EuhxpbWsb6tMg+03e0bif7o9FFelZr0qVC3vT3OWdTpHYpaLoen+HNNh0/S7KCwsoRtjgt4wiKPYCr2aaWpN1dhgLmmmjNJSGLuopuaKkQ001hlaX8aO1WUZN/D3ArLbO7iuhu49ymsK4UxsR0NSIj5Arzf4rfBXS/iQn2wXVxo+tRpsj1C0wSV5wro2Vcc+x9xXo+44pG5ocVJWYrs/PT4nfCjxd8PZEF3qFtq9shwtxGjQPjPdfmH6nqfWvP7nVtWkkDSIrMqld/mkFs468ew/U19+/GbwaviDw/Ooj3PtJHFfDOsaVLpl9NbTIUeNiORUxw1KXQHVktDnzrmtRqoSBHycsN4A69uKcuvao0eWs9svOCkgbH54q6YvamiL2q/qtMn2siG48Tas0MccVszeWMBpWTcenGQfrUY1a7jgWQWkzXecsvmqI+h9z6+lXPJ9qetqW4C5NR9Upj9tIzm1zUriZQ+motvnJRZQf5+noauNeRJmQWc8zHHBKqwx6YOM1pWug3V0RshbH0rdsvANzNgyMEHsM0fVaQKrPoYWsa9FqMMb21hem+l3PcS31wrfMxJJ3KTuOT/dHXFY91c+JLmMJYWlrJKOFMjM4HvgAZr1bTPh7axsDLumPpXqPgz4UXerSxJDZ/Zbc9ZGXHHtR9WpItVJnzf4f+D3iHxVdW4v4IGkkdScgk/REHQfjX3X+zb8AbT4aQyardp52sXC4MsgGYk6hF9Oev4V2Hgf4Y6b4dWMw2ymYfemcZY/4V6TEgiQKOgFCpwi/dQ+aVtWSUZptJmrIHE000maSgoXdRmm5ozQAtFNoqRFn7FN/c/UUn2Gb+5+orVoqzPmZkPp8zDGz9RWbd+H7qTlI8n/AHh/jXU0UrBzM4v/AIRu/wD+eP8A4+v+NJ/wjd//AM8P/H1/xrtaKYuZnB3nhG9u4SjW+QR/fX/GvJfG37Lq+Kpmm+wqkp/iWRB/WvpaigVz4muP2ItTZyYgwH/XaP8A+Kqq37EWvK2V5H/XaP8A+Kr7joquaXcWh8TW/wCxlrsPBt1b3M0f/wAVWhb/ALIOtwnP2WPP/XWP/wCKr7Jopcz7jPkmH9ljXY8AQqB/11j/APiqv2/7MOs7gHAQdz5iH+tfU9FF2O54X4Z/Z4i0eVZbmPz5B/eZcfzr06w8LrZRqiQKoX3FdNRUj5mZUenyR9Ex+Ip/2Ob+5+orSooFzMzfsc39z9RSfY5v7n6itOigOZmV9im/ufqKT7FP/c/UVrUUWHzMyfsM/wDc/UUn2Gf/AJ5/qK16KLBzMyPsM/8Azz/UUVr0UWFzMKKKKZIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z) | ASR 9 x523 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Mål: 4,6x1,5x7,3 cm. |
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| ASR 9 x515 030802 Hvæs Mørk grå
Hvæssesten af mørkegrå skifer. Regelmæssig, skarpkatet. Dene ene ende flad, den anden afrundet. Gennemboring i den afrundede ende. Mål: 2x0,7x3,7 cm. |
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| ASR 9 x412 030802 Hvæs Mørk grå
Hvæssesten af mørk skifer, brunlig overflade. Stenen er reelt mørkegrå. Slib på alle fire sider. Mål: 3,8x1,8x12 cm. |
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) | ASR 9 x329 030802 Hvæs Mørk grå
4 fragmenter af hvæssesten af mørk skifer. En helt slebet på alle kanter. Mål: 1,5 x 0,8 x 1,7 cm. En anden med skæremærker på tværs af stykker, ved brudflade. |
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| ASR 9 x395 030802 Hvæs Mørk grå
3 fragmenter af hvæssesten af mørkegrå skifer. Mål: 1,7-4,3 cm. |
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) | ASR 9 x137 030802 Hvæs Mørk grå
Fragment af hvæssesten. Mørk skifer. Mål: 1,8 x (0,8) x (6,9) cm. Slib på tre sider. |
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) | ASR 9 x137 030802 Hvæs Mørk grå
Fragment af hvæssesten. Mørk skifer. Mål: 2,8 x 1,7 x (5,5) cm, afbrudt i den ene ende. Kødbensformet, to nålefurer, den ene meget markant. |
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Fragment af hvæssesten af mørkegrå skifer. Mål: 4 cm. |
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) | ASR 9 x261 030802 Hvæs Mørk grå
8 fragment af hvæssesten af mørk skifer. Største mål: 1,5-4,5 cm. |
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) | ASR 9 x500 030802 Hvæs Mørk grå
Hvæssesten af mørkegrå skifer. Pyramideformet. Slebet på alle fire sider. Mål: 1,5-0,7x1,4-0,8x5 cm. |
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| ASR 9 x392 030802 Hvæs Mørk grå
3 fragmenter af hvæssesten af mørkegrå skifer. Mål: 2-3 cm. |
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) | ASR 9 x171 030802 Hvæs Mørk grå
4 fragmenter af hvæssesten af mørkegrå skifer. Uden slibeflader. Mål: 2,6-5 cm. |
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| ASR 9 x105 030802 Hvæs Mørk grå
Hvæssesten, mørk skifer. Uregelmæssig, oval, med gennemboring til ophæng. Afrundede, bløde kanter. Mål: 1,5x3 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x485 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørk skifer. to slibeflader, samt glattet på de to små endeflader. Mål: 0,6x0,5x3,6 cm. |
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) | ASR 9 x113 030802 Hvæs Mørk grå
18 fragmenter af hvæssesten af mørk skifer. Alle splinter på nær én: Uregelmæssig kantet, ca. 0,8 x 0,5 x 6,8 cm. slib på alle sider. |
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) | ASR 9 x105 030802 Hvæs Mørk grå
4 fragmenter af hvæssesten. mørk skifer. Største stk: 2,2 x 1,2 x (11,3) cm, slib på to sider |
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) | ASR 9 x374 030802 Hvæs Mørk grå
To hvæssestensfragmenter af mørkegrå skifer. Mål: 2 og 4,2 cm. |
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) | ASR 9 x019 030802 Hvæs Mørk grå
Hvæssesten af mørk skifer. Hel økseformet slibe- /hvæssesten. 4,0 x 1,9 x 10,8 cm, slibeflader på tre sider. |
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WbcXcrMCvljPXcGJ/8A10sepo/yO4RwNpPQEkZ4z/SoSbBtFj7OYcgjdj5Rwfc8HuOaqtdJAjlicN32nI9c4+lMa6baBH+8J4ZcnOB+Fc1JZya5eyG81L7HGFZEhiZowOeMkjDZ9Tx/OtuVRRHNc6bS7qFkUCXepfjYAc5PT27f5zT5rxFuNqB328YxjPHviuP1nUv7IthZpeJ5cS4zCwBwcn5R6fe78cdKuaPrzNDG5B+XC7W4HAOevPWiOr0Q3seqfDrxd9g8VWluYWt1uA0O4KSGzypLcjGR69698s9T3YV+tfHia0YbiKTfHGVbcNmSRz/PivqizuBPFHMh+V1Dr9CM16uH0jY5ZWkdaH3LkV8N+JJjfeIdXfqZZ5PmYcNyeR69/wAq+2Lectbk9TivhxolF1dO/wAji4mZ8dtoGD7DJIrSr0Jie8/s66011q2sW0an7OY0YljyGUAcD0IOa8R+OGmSeF/i34htFAjtLt01CLHUs4y34F9w/Cvbf2Y7NWGuXih/LJiVN3ugLc/lXVfGT4H6P8VLVbuRWt9dtoiltdoxHGchHHRlzz61Kg5U7IbfvHceE75tT8L6Rdu4kee0ikZx0YlASa1a5T4WaXf6D8PtC07UwVvbW1WKRTjIwMAcccDFdVurpWxiLRTc0UwGsaM0lJupsogvH/dms7dVu+b5azyaQEGqafb6xYT2l1Es1vMpR0YZBB4NfEnxg+GmofCzxP8AarFC9pI2+1nP8Qz/AKtj6jP4/jgfcWa5zx14P0/xx4fuNLv4wySj5H/iRsHDD3FZzhzIpM+PvCnxI/4SBShCQzqdsu5juDD2z611019HuWQktt4wmAuR+P0+teFfErwPqXw98UXVnPm3vLdsrMgO2dDna3vnj9c9Ki0D4sXKrJbyRM5X5QufmHuOOR7da4ZU7svmcT3GTxRsYF3BG7A2gjJ57gdazLjxk9tGzSeYi5GSA2cH37V53c+Ow1o0n2ZGabOyT7SB5YA5JGfXPb2+uOPE+l3VvJNNexyeUwCxpOPm9/f8KSpoOZnrF540ifDiSUP1/eNkdeBjuKrjxOxbzFkKKOCqtjg9+c147eeLrKCQIl/Bau3zCKX7zAfnnr/Ksqb4gaZHdPZkTXV64+X5isQwMksR0GPWnyKxPMz2vUfiALdSsUoVmHc9wfXNZtn4ij2zNPcKhZQcSHr06cV8/a58S0sZJBc6hGJfveRDbvjHXBcMfXqR3rml+NTwRyHyWnibh1c8Edx64/nR7O4+Y+m7PxJpl1dLLJdxzxMuIWLBlf14H0/Sty38QWVnCkfmKpxjeGB4H1zXyTf/ABsaaFPmuFjJwIYNij6E4P6VzerfFy9YgWUEdsp5IdjIQfXLHrVqir3E5s+07zxVauF8u+WSJeGY7FweeO1fbHhmYTeH9MkXAVrWJhjpgoDX4ix/E7W7n9010wjA+VAdoU98AcV+y/wWnuLj4R+CpLvBuW0a0Lkdz5K8/jXRTjyk3uej6fNj5TXz9ovwL1HxL4s1qO7jk0nSYbmVBKU+aYFy2Uz1BGOegzXutu21wa3beTcorVxUrXC9jK8I+D9N8E6Sun6ZG6RZ3M0jl2dsYySfp0HArbpM0bqogWim7qSgBd1FJRQAmeKbRRVFFe4j3LWXICrYraZaz7qDqRUgU91NJob5abQB5l8d/hDB8UPDLm3RU1q1UvayHA3+sZPoe3ofxr80viZ4fv8Aw7PcOBNbzq7LICSGVgcEH0wQetfr1mvnL9qD4Dw+KtNufEWl2oe5WM/b7aMcyoB/rFH94Ac+o+nOc49UNPofmDD42vrHMbSqyv8AeE2eB3GR+VV7j4gXqs/2eGKPIKiQPub6nIHNHjvwrLoesXVu6naGPlyL3X/JrlPsLRqCWZvqO1CinqTqdAvjrUWVQ7qezHaQWGehqpN4ouWVgskjF+XLN1PbPrWUsMnYdu4zT47ORmG9uPTAAo5UFyePVmXLmFZJT0JXnpVS7mkuGUu5z9f5VdmtUkYMECADHWlWzXdvUdeDRYDOWJlXOWC+9Jhm6D861WsmPRffNT2ukyzOFSJmbsFBJqkIl8D+DdW8deKNN0LRbRr7U76ZYYLdSBuY+pPAAGSSeAASa/c/w3pv9j6Hp1gAALW2jgG0cfKoXj8q+Cf+Ce/wB1m38ZTePtXsrjT7Cyge3sftCFDcSyDazAEfdVSwz6sPQ1+hKgLwKpIpD14rWs5Mrj0rLjjaQ8CtS2jMa4NNgXKTdTc0m6kA7dRmmbqKAH7qKZmigkM07NR5p1UUOqOSPdkU6ipAzLi1OeKpspXqK3WUNVaa2DdqYGRSe1XWtyvbIpnk/wCzVCsfDv7Y37KNzqyt4m8IWBnBbN1YwjDR56sg7qe47fTp8US/BnxUZCi6Fekg9oW/wr9ujb7lwU4rEvPAul30hd7CAuep8sZqeVBqfjVZ/AHxpdNlPDt2f95QufzrUh/Zf+Il0w8rw0/PrPEP5tX69x/DXTVbK2kS/wDARWjb+BrKHGIVH4UtA1Pye0H9iP4gaoytPb2OnA9fOlLH/wAcU/zr13wR/wAE/nVg+valcXoOP3FmghX8WOSR9AK/RWHw1aw9Il/Krselwx9EA/CjTsM+UPCv7G3hbRQhh8OWAdR/rLlDO/1y+a9S0X4C6ZpqgJawRAdo4go/QV7KsCqOAKftFVzMNDF0Hw7Bo2nR20a/Kn9a1FtUXogqekJpAMWJV7AU6iikAUUUUAFJmg02gBd1FNaigRN9mk/u/qKX7PJ/d/UVdooJ5mU/s8n939RR9nk/u/rVyigOZlP7O/p+tBt39P1q5RQHMyg1mx/h/UUn2Fv7v6itCigOZlAWbf3f5U4Wjf3au0UBzMqC2b0p3kt/d/WrNFArlbyW9KPJf0qzRQFyr5L+n60nkv8A3f1q3RQFyn9nf+7+tH2d/wC7+tXKKB8zKf2eT+7+oo+zyf3f1FXKKAuyn9nk/u/qKT7PJ/d/UVdooDmZR+zy/wB39RSfZpf7v6ir9FAczM/7LL/d/UUVoUUBcKKKKCQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k=) | ASR 9 x019 030802 Hvæs Mørk grå
4 fragmenter af hvæssesten af mørk skifer. En uregelmæssig klump (6,5x4,5 cm., 2 splinter, 1 afbrudt hvæssesten: 1,7 x 1,7 x 12,0 cm hvor alle fire sider slebne. |
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to fragmenter af hvæssesten af mørkegrå skifer. Mål: 4 og 3,5 cm. |
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Hvæssesten af mørkegrå skifer. Mål: 1,6 x 0,5 x (8,1) cm, afbrudt i den ene ende, ellers slebet på alle kanter. |
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fragment af hvæssesten. Mørk skifer. Mål: 5,6 cm. |
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) | ASR 440 X1149 030802 Hvæs Mørk grå
1 finkornet mørkegrå slibesten Størrelse: 6,3 x 1,6 x 0,7 cm. |
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) | ASR 440 X1179 030802 Hvæs Mørk grå
Finkornet mørkgrå hvæssesten Størrelse: ca. 8,2 x 1,8 x 1,2 cm. |
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1 afsprængt, uforarbejdet flis af grålig skifer. Længde. 3,4 cm. Bredde: 1,2 cm. Tykkelse: 0,6 cm. |
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1 flis af grålig skifer. Længde: 2,0 cm. |
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1 flis af grålig skifer. Glimmerholdig. Mål: 3,3x1,6 cm., tykkelse: 2 cm. |
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1 ubetydelig flis af grålig skifer. Længde: 1,45 cm. Bredde: 0,50 cm. Tykkelse: 0,10 cm. |
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1 stangformet stump uforarbejdet, grålig skifer. Længde: 3,10 cm. Bredde: 0,30 cm. Tykkelse: 0,35 cm. |
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1 bred flad afspaltet flis af grålig skifer uden spor af forarbejdning. Længde: 3,80 cm. Bredde: 2,10 cm. St. tykkelse: 0,45 cm. |
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1 stangformet spaltet fragment af grålig skifer overbrudt i begge ender. Den ene smalkant er glatslebet. Hvæssesten (?). Længde: 3,0 cm. Tværmål: 0,75 x 1,35 cm. |
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1 afsprængt flis af mørkegrå skifer. Længde: 2,40 cm. Bredde: 0,80 cm. Tykkelse: 0,25 cm. |
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1 afsprængt fragmentstump af mørkegrå skifer med slidspor på den ene side. Længde: 2,4 cm. Tværmål: 0,8 x 0,8 cm. |
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1 afsprængt flis af mørkegrå, glimmerholdig skifer. Længde: 6,2 cm. Bredde: 1,7 cm. Tykkelse: 0,6 cm. |
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1 stump mørkegrå skifer med to slibeflader, den ene plan, den anden let krum. Længde: 1,8 cm. Bredde: 1,1 cm. Tykkelse: 1,1 cm. |
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1 splint af mørkegrålig skifer. Længde: 1,8 cm. Bredde: 0,4 cm. Tykkelse: 0,2 cm. |
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1 splint af mørkegrålig skifer. Længde: 1,4 cm. Bredde: 0,4 cm. Tykkelse: 0,2 cm. |
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1 splint af mørkegrålig skifer med slibespor på den ene sideflade. Længde: 3,1 cm. Bredde: 0,7 cm. Tykkelse: 0,5 cm. |
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1 splint af mørkegrålig skifer med slibespor på to af sidefladerne. Længde: 1,7 cm. Bredde: 0,8 cm. Tykkelse: 0,3 cm. |
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1 splint af mørkegrålig, glimmerholdig skifer. Længde: 2,5 cm. Bredde: 0,9 cm. Tykkelse: 0,5 cm. |
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1 ubetydelig splint af mørkegrålig skifer. Længde: 1,7 cm. |
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1 splint af mørkegrålig skifer. Længde: 2,2 cm. |
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1 ubetydelig flis af mørkegrålig skifer. Længde: 1,2 cm. |
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1 ubetydelig stump af mørkegrålig skifer. |
![](data:image/jpeg;base64,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) | ASR 7 x0716 030802 Hvæs Mørk grå
1 stump mørkegråligt skifer. St. mål: 1,2 x 1,2 x 0,7 cm. |
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1 afsprængt flis af hvæssesten af mørkegrå skifer. Længde: 3,3 cm. Breddef: 0,8 cm. Tykkelse: 0,4 cm. |
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1 flis af mørkegrålig skifer fra hvæssesten med spor af slibening på den ene sideflade. Længde: 2,8 cm. Tværmål: 1,0 x 0,4 cm. |
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1 fragmenteret hvæssesten af mørkegrå, glimmerholdig skifer med glatslebne sideflader og brudflader i begge ender. Længde: 2,8 cm. Tværmål: 1,0 x 0,5 cm. |
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1 stykke uforarbejdet sort skifer. St. mål: 3,2 x 2,2 cm. Tykkelse: 0,4 cm. |
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1 uforarbejdet flis af mørkegrålig, glimmerholdig skifer. Mål: 2,3x1,2. Tykkelse: 4 mm |
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1 ubetydelig uforarbejdet flis af mørkegrålig skifer. Længde: 1,40 cm. Bredde: 0,60 cm. Tykkelse: 0,15 cm. |
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1 uforarbejdet flis af mørkegrålig skifer. Længde: 2,8 cm. Bredde: 1,1 cm. Tykkelse: 0,2 cm. |
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1 afbrudt stykke stangformet, mørkegråligt skifer. Længde: 1,1 cm. Bredde: 0,7 cm. Tykkelse: 0,6 cm. |
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1 afspaltet flis af mørkegrå skifer. Længde: 1,6 cm. Bredde: 0,9 cm. Tykkelse: 0,15 cm. |
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1 afspaltet flis af mørkegrålig skifer. St. mål: 1,7 x 1,8 cm. Tykkelse: 0,2 cm. |
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) | ASR 7 x1089 030802 Hvæs Mørk grå
1 stangformet hvæssesten med rhombeformet tværsnit af mørkegrå skifer. Stykket er samlet af flere brudstykker og frembyder fire slibeflader. Længde: 18,2 cm. TværmåL 4,0 x 2,9 cm. |
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1 afsprængt flis af mørkegrålig skifer. Længde: 2,5 cm. |
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1 flis af mørkegråligt skifer. Længde: 1,5 cm. Bredde: 0,8 cm. Tykkelse: 0,2 cm. |
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1 ubetydelig afsprængt flis af mørkegrå skifer. Længde: 1,4 cm. Bredde: 1,1 cm. Tykkelse: 0,15 cm. |
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1 ubetydelig flis af mørkegrpå skifer. Længde: 1,3 cm. Bredde: 1,0 cm. Tykkelse: 0,15 cm. |
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1 flis af mørkegrå skifer. Længde: 2,9 cm. Bredde: 0,9 cm. Tykkelse: 0,3 cm. |
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1 fragment af stangformet hvæssesten af mørkegrå skifer overbrudt i begge ender. Den ene sideflade viser spor af slibning. Længde: 3,6 cm. Tværmål: 1,8 x 1,9 cm. |
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3 ubetydelige fliser fra hvæssesten af finkornet, grålig skifer. Længde hhv.: 2,2 cm. - 1,5 cm. og 1,5 cm. |
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1 fragment af hvæssesten af grålig skifer med slibespor på den ene bredside og sidekant. Længde: 3,3 cm. Bredde: 1,0 cm. Tykkelse: 0,4 cm. |
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1 tynd flis af mørkegrå skifer. St. mål: 1,8 x 0,8 cm. Tykkelse: 0,2 cm. |
![](data:image/jpeg;base64,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) | ASR 7 x2521 030802 Hvæs Mørk grå
1 fragment fra hvæssesten af gråsort skifer uden spor af slibeflader. Længde: 3,8 cm. Bredde: 1,3 cm. Tykkelse: 0,5 cm. |
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3 fragmenter af hvæssesten af sortgrå, glimmerholdig skifer uden slibespor. St. mål henholdsvis: 3,1 x 1,3 x 0,4 cm. og 2,5 x 0,9 x 0,3 cm. og 2,2x0,6 cm. |
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1 flis af sortgrå, glimmerholdig skifer fra hvæssesten, men uden slibespor. Længde: 2,4 cm. Bredde: 1,6 cm. Tykkelse: 0,2 cm. |
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2 fragmenter af hvæssesten af mørkegrå skifer, ingen bevarede slibeflader. St. mål henholdsvis: 2,7 x 0,9 x 0,2 cm. og 1,5 x 0,6 x 0,3 cm. |
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) | ASR 539 x005 030802 Hvæs Mørk grå
Hvæssesten. Længde: 15,0 cm. hel. Type: Mørk skifer. |
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) | ASR 1689 x068 030802 Hvæs Mørk grå
Fragment, ca. 3,0 x 1,5 x 0,2-0,3 cm. Afbrudt i den tyndeste ende. Slib på alle fire sider, og delvist også på endefladen. |
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) | ASR 15 x010 030802 Hvæs Mørk grå
1 komplet med ophængningshul, slib på alle fire sider, nåle-rille på den ene side. Hullet konisk. Let timeglasformet, ca. 7 x 1 x 1 cm. 1 brudstykke, slidt så kraftigt, at det har medført brud. Meget finkornet, lagdelt skiffer. Nåleskib på den ene side, ellers almindeligt slib på alle fire sider., ca. 6 x 1,5 x 0,3-1,2 cm. |
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) | ASR 15 x045 030802 Hvæs Mørk grå
Alle små 'pladeformede' stykker, ingen med sikker slib. Største mål ca. 3,5 x 1,8 x 0,3 cm. |
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) | ASR 15 x057 030802 Hvæs Mørk grå
Fragment, ca. 4,5 x 1,7 x 0,9 cm. |
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) | ASR 15 x062 030802 Hvæs Mørk grå
Hvæssesten - måsle komplet? Slib på alle fire sider. Den ene bredside nærmest hul-sleben. 11,5 x 2,5 x 1,4 cm. |
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| ASR 15 x053 030802 Hvæs Mørk grå
Afbrudt i begge ender, slib på den ene side. 22,5 x 2,5 x 1,5 cm. |
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) | ASR 15 x053 030802 Hvæs Mørk grå
Plader - moderne? Største stk: 13 x 5 x 0,5 cm. |
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) | ASR 15 x089 030802 Hvæs Mørk grå
Brudstykker, det ene med slib på tre sider. Største mål på foto: 4 cm lang Et endestykke, slib på alle fire sider. 6,1 x 1,6 x 0,3-9 cm. |
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LkjGD04yc/lTv2At6jefbFATbZ/afmJUMVJXO3AOSR1Jx6D0pNHsY7GQz31z5ttljJNA3znOcAc46j6cHmtKO9tLWC1068aNzvKyQyq0hOD2xjnknPofSrGtWsnMKQxwmQjy0XgMpOBk5xjnrx0rmqSd7G8Y9TlEvLm1W7uIxn+Ac7ixBGeff8AoKTw/fOtmUEnlxokkqqksiEkjA6LjOc/N07GotekS2hNuSyLCoCqFOZXLBvx4OeK2tNme1e1WMhl+QKY3wMKTzkjuR1/iPWuiju2fN5xL3Yw+ZYkP+lBJbkyO0qIP3m4lVAGQCOMhjx2xx1oplzdt5bhY3d2jaNx5a4X5t7c9eMDPcdqK7D5TToc/cyB7U4vWSUReYVZznIULjPfjPzfga5TVQZLG4txLu3R7MEfxcMCB+HTt2rrbzdFbuWkEjSK5Ub0JyWAA+76D6N+dYGtSRLY3K/6tXTerbkx8qkdfr37Zwa0WzNab5akW+5c0mxvo4Y5oLeOCGO3Xa/IU7c5wehzx156Culfxp4k0W3e4s7+5ildQESKZhtUYwu/ggDrgY+7Wktxo9x4Xtbxlji3pHIjZPz55wMZxwR+VZn/AAjt1daksHkqsRjBPy4RSDwrcdTzkcfSvN5j9FUexxFv4m1jVNQWbUNVuN27aIYpCi5z3U/1roL2ayvrg74pXtwNsTXFwpZTn5tuF4OQe38810Enha3WUIVjg8nnKEblBHzbflbjB6Z9azLXQ51vBZRJBdhTvKsQGG3v7Z3d/wAqXNH4h2exTaPRvltV06XyI4zKHhZE2sRjG8LkDGcLzSW9zprWjN9lbdINis0pkUKDk9h7nA9evXM15p/9kvPbzxiGWMpsEKhomPzE73z17cZ7iqkl0LyPyWjkkdkJEcCBBs+XJxnj24Gf0pqSa0JaaZn31vLfXe+SDNvI7MsNuwSGPOcBSAccAdeati1it7SWeZ2uJm+Te20A9zkn6j9ewrY0fw/cPPD5jGfTQpaRFjCt0BPOQCSCO5xkDFDJeW/nvFaWv2JMSpJJggKDkdcfN1AxzweKcZK9huLtzGDdQFZ2cxLbxyvuVowWAOMheDwDwOTxmp7XTpbT7XAyeTeOhYMzBwxzkABfmB9utbk0zPGLddQt7V5j5jjZnzOSOABhQO+SDk49657ybptQEb3MbQqm5Gij3N14yDxnjGKu5Jd0/VLOG8WSSCR5YyzD7Sdm1y333DMcntj1zmtTV9YsLWNZ5bqW7eV9sQQKhQA/dB/766CuUg05JrpPN1GeJmYySS8ttIPcL90d/wD62K1LGGyZfJurmGVYgD0JkYEg5QkHDEevNAG3Y6guuTPBDNi0WVVMOWwgIJDZxnBUHknJxUwsZ7XUg7TG6nhby4BGoCsoUZ+YdfcnPTk1Shms7WFLqJZJYZA8JtnDiSL5eCMdRyPyHTmok13+0IpIrURwwKqpBhdrrkH+LuRhgc49qjluVc3LnWrq0upCZpJ/tTZMbx/OjDsAM8dh0yAPqWDWvM1BxcTrJbRsCtzMilmXYpBye/BHbp+Fc/Nqd5Dqk3295pbjaysj5yGxgbicckYP4UiiC8s4I03LeOSybmCJwAQM4BJJPc1Oi2DU6r7VZ67cJaeav3Cn7uNYUBPOCO+3HXpgVgeI7Sy0nWijW8YvAFKox+V+eMdM8gd8dfSptL026a8kk+ztcvbpsUAnccFi2Vx6ZHv75FdFZaLpk3nzXizTT28aSsEi3E5ycjpwPl4wOM9KfNZjsc9pjNpm+e4D2obc2ZIhIAzfeRCMdcjGf/r0aXrU95e3UcweSC2IEbBCuzJ6lc5GDng4HT2rtri70q9dIHgitxED5TGQAHjAyAMdcg8/xLXnerapZ2kt3dwtJaQTJtZpGGRgDcduP4m4CjPY9ql2ad0C0ejHaxqkOp6lYWtozTsJWy23aozhQOvChF3Z9cmrUcZjmVstPwX+UAldzYU/VvyrnvCujyW95/aV7NHC3z/Z4jjy1BjbLEnOSOP/AK2a6uKOORkLtu4VeYowvynJ3YcfeOcj6Vvh4+4fJZzUftkrdP1LM1mBgBRDCqSvueE/dX5QMAc4P45oq1byxMAyIzCQ4BVQOGOSRiTGeMA+nWius+d+RykxeSF0yoUEDlwMgAsQB2GT93qOorKuAmqWsMbBQHQB1V48/M59R/d79D3re1K2+aXdsBbDrvVl2hiD9AAASR2/hrnGxGzlTGdok27d+OAB1Pr69PXmrpm8t7nYfD+105PDuj2rTxxhYNhhuVLDcGK5zn5Tkfzq/qE0mm3Tf6LAkcYZkm2BmwBjbwOhPqcce9Zen6Dap4UtZxLJNvlmMkTKVgUB2wAp7nI5x1AHapf7FfVMQtKDGpBiYqVUc9ww78dB/DXlSglNs/RaU3KlH0RQ1vVryxvraWRYYYZFIjZfuSYAJXgnB6DH59amtdXS6u/PubRLO0mAVZWmyS+OSvJ/XsAPru+F9nhrWpfKnhjmMahmcckFsEY2g8kjv25om0XRL3WWjNwqhX3/ALhcouSWYgZ6HkZIOOOBilrs0arumU22NZuYheyxyrndEq/IAeASTu+uMZqnJqkVmJrf+xndgFKMxwYztxv+RgMAZPO4c1tpDb6TPcwwXCRYbINypn+XecKFUZ+7x3x71sSeII7eFjFvmt42wh2qwwRjoF55J6ioKMbTdHumkt7jSS0N7KrbhdR7otuTlgMKMHj16dqzbrwLdL9nu7i8BNxMsQjgzyepHpyfXNdLF42ljutkbxxy4GI9hDGPPPJHPAPT1rNm8SJJqavMZp4yu+Mu/wC4WUE/dUdOMjnn2NVFNEysZOn+FJrQ3AlumW4llw0bbUG3B+UKDg9j1HU1K3hGHRXmkN0siKzJJ5AABDAe+T0OOPXGetSR3zahcK16VvYmbhQxLJuOcY9eoz9anmaWS4WSFhcW+FQ7QNyAjJA4wCPUYNU2+pOhSl8O6TNDAVV5pI0wPICouegO0Z3ZweCTWTDoPnXBfzPOlL43MG3Y7Ht16dOtdLqlvGdJge2kkRcncGXBPfPOMjOT9KgCXKGQxxCOTAcXXzheRyCABxnuPXpzURk9SmkZM+m3BcyPaSK8cnlkNhm25AwyryCM55x1qaS1sLaNmNvMHA81Zoj8pPGRhiecnt6VYa6S6bz7WJpbx8NJbDKqWGAGLnhgQM8Y56e93T9Vktt1qZJ47UEAtklZcfNjbjjPOD171rdkWKSRxPZJGoaaRsdYeVG4YZx279/06Wbq3dVgdokkh8rI8pxndu4bbyR6DnH51FIrx20qETWwibbFdOQoB/hGefpjsTUCssKo1uruS67Yy4kXgAgnLc8g9j096V+4G3Zz3ywi9dVuWjhMXlMoztGfl2gjpkd//rZ91couH3SyhmEbLISnQDOGHQHggZ/mahh1yNbVAqTtbb9zwRxgFSFG0gc5BHXOMfrUn9n+ZA1wkMkaZ5JjOR6gdweAeex+tTpuPXYXUr+X7JKDEqPIFiVEXc+0jAOScHgcnryOlc9fWYvtSZJEX90n7xduNxBwTz3y2MnuKu6lb3kaxTG7VVZA0aiQSfKeOSuNvXoBzWNb28+qTXKsrwxKoUvuwQCR1ORjqPpUO+wpSUIuctka2jQyXSyM8O+KJ0SMROnVmxnDZ5+Ugduue1X44Va4w1sphZDuDDopYdsZ+U54yPartrbpYwvFawqtrFvCptVycFkXJzgk/qPehYY4byQkwq/mKpAjJB2LnPB6ZOB3GDXpxjyqyPz3EV3iKjqSKxvYo/Me2TEaDeA8fJbaqkkgdSQfbqDiircatcSJFvWFNqKSGfaAzlyOBxgZz/e7UVRy69DE+ywtsiEuNoTJVn2lVU5bG08dvY5rHvtHNvePE6SwMWWMqzPnL/Ng4Trjk/3q3FtTJHwiguu7m5G88hV7dTg8np0NZmq2j7fn+baGBxcKBhQAOMevY8nqOBVwLbTKHh34hPJYJYWdtJeNa3LxyjOFUOxO5snOfmOOPx6V2Npffb4yzxQxXAUpL55KgYOABkH1P418+ePPBOqprrahoV15MroolSO7VGyAASG3DIz3NcpN4u8faS32ea8vnCdRIBKD9Tg5/OuGpCXM9D7bC4ulOlFX1sfW994g06xhkDWzTzW2NywoVRmGFAJweOCevao5tStrmeOSbI8wlfljAKnGcDIHt3r5UX43+LYZHadbWYsQ22a2GMj0FQ/8Lk8YXBBjnUKuTtSLK+xI9sVnynf7WO59Ya5caffaWPsd7NNO8geMNj92vuwY5YjHcZ29KSxkuipDSR7mjKCRiCqoMZACgk8nrjPJr5Y/4W58QJrpJ/tLvKg2KxsY2IHpyhptzrPxJ8aKyS3uoNC+CY1cW0ZHbgbRjikoz2SJlXpRV2z6L80RkzM2b2T5kx8vyA4wMgc8Y6+3Fakd9IEgllJ8uNmjLSRhRA47njqAR3/A18v2/gP4gvFGsEl1JG+AFj1Jcc9vv8fj0qKPwl8QY5JCsl8rp1AvxnnjA+fv+ta+zl2OdY2h/OvvR9U+ZPI7RrF5bKMSyxuAG7fMe2eeMY9qW81Cf7P+4l8sbgjbyF25Ocg5wB1wK+WoPCfxF1MO3m30hQZJkvwCAOM8v0HTNLH8J/G2pSeXKSGQhMTXy8cE4+92wTjtU+zl2CWNoLea+9H0svii3kuLbzrq1gQHq06jBxjJG78c8/1BfeI9JuYnWzvk2s6g77tWBIwBkA8Dp+X5fNafBjxS+1GntkVwCN14ADlsL+Z6U5/gT4oDOVNvMFL5ZZiw+UZJBx0HrVexl2M/7Rw/86Ppxdatre1dY7jFxNGXAUqNx4UZIzjgZ/Oq1rrDWMsElzfQu2FWOJZVyMAc453AcD5fWvm+H4GeMGjG3ywrNhh5rcELuIIx6VYH7PHiSWHzBc2rynYQqiU5DDIOdmOcUvYyfQP7Swy+2j6R/ta2a3jjlvIN5RpUkSdXji9Twc5789Oazbjxx4dTZ5+u2C+WNjIsoUkbSvy/MOfXjuea+f4f2e/FUobJtlA4wTIe/PROv+RWpB+zD4hZnSa9tYWVQQPKnJJJ2gf6v2PPtR7GXYl5lh1q5o9cuPiz4c0a2Y2uvWcErqVPlsHJUjlTjsQemB9TVB/2hPDVrptrbLegtGAGlTzGJ7ZIIx6/4nrXnH/DM95bybrnWIfJCs7NDBISArbMcgc7uMD61uw/sy6ZFLEl1rUgJkVH27cDChnOSMY5wD3PFP2DetjJ5th1opfgyaf43eHZmaNpZZcnKzNEFI56cemOPrXUaBrEPiXbdQNcMrOZfMZdsTYGc/MPm2nHTgcZqlpn7PPhTT44ZWnmvJRtDLJIjjcTnG0Y6DGR2ruV02FYoo4ECw7f3UcVsgUb3wCNrjsoAP5irjRs7s83F5oq1N0qfXqPt1CXSxMvmwMqxtE20ZPDsNv4np+FT2hNxaiXy1RRHz5gJbcz8DIPB7j0HWors3NxameTdshO1F8klNudoOFJxjH6cVFHcNDgMqqsbSOFZzENyfdBz1Oec98YroZ89E0bS7SFZfLlRJ/ndWSJ1zxhRjd0z0X15optrJH9qI+R5NyRZN2MHau5vz/8dxxRSDQp21vMiwhVYyR5D7lkLZILNnnuPvdAQOOc1EtrPdRgxljIIg3mL5qk5bCnJOM4G1T2A55qFFkXehtiI4ywkZg4VAi/ToCeh5zzyKfFZtHlAjMIyFBUMSeNzL0xnkEkcEUI1draEWrwm9m3soSRxKm0PIWb97gjkdu479qqTWsFvcRv5hjHmsQfOXdxGSvJGQc9W9OK1rOHy5YXdWm/erzEsmOxB6ZwM4HcGov7Lma4jObiB87irPIQdzYIPHXHJ7njFWroyuYkdjZahJA0yo4VVUncuOHZm+XZx2wByOtLBYWcEKKjylJYpAW3D/WM2FBwvTHUdGrSkhmPMZkyyyS/K0oxuGBkleCR0PYcGmSFo7iNSkqNHMow0zgKqbT02ZwD27HkUajv0JYfIt7QSSNgrKZsMQGACfIM7eDk9ewODUt5b2dvHLK1zGCqGMFSVy4VRnbszjk/L68jtVy3z9lkh8y6e4VIlfbO5xxllOU6gAZ7Hp1qTVLV7eGO4lkmjjkXcyec4KoWYk8pyTsGPSjUV1ujK0+4s7YxbJJlEcrsRvAJ+RQp3Y67v4vTr1q7ts4XbLokyGFGKliG2qSWK7enbHVeCBim2ZaaGEJNcqsywo7eY+35mZiBhMYAxx0bn1pyzSX1rPKXnbfGzIzTSfM3mBVx+74z69QOKBc1iTSVgU7WmaASKN3llhnc6noF5wF9fm69aYzRSQiQXKP5u9yhkfOd2xTkoc9Sc9hwatWVwGMnMkSRzMWMlx90Kh7Bf7x6D6irqxyoPI88FoVj+UXeAdjZIDbT253cA4weaZD1bsYzaVFY4BmxGkxRmVQcIoLAgbOck8DqOo4zUtuySSBYZSgfywpIXCl1JP8ACOgGM8ZPFSySCCNopLxhIF2H/SFJJbngdf4TnuM+lWXkSSzNwv8ArmLSgqkb5OSoyQfTOOMHBPB5oCyKUtvDex+VGEZ2zsj8tO7YK9QcYXJHaq509pHnUJJJK/zBxAvcgIxAbgnOB2wKt2sJMt1IxMy26FgFg3KQvyjkN0Bcc5z164pkdq1vfK/ky3IVyp/0c7shC5Bw3XjnPGOlAtAXTI1uInKbVjkBJMAwFRV7bugJ6dcmrMmmyMSwtmaNOTmJ1wVOWBxwM7hk9DkdKr2tiWjUyW5jLNFuZIHwNzsQ3qMhcDuO9F5YutqBj5ZtxPmRS7eWHA7cBTx35xSHZNE11Y+TpsRS2lWRgsWGZx6yd14yXHB5XINVZPPW1V15ndNx3OTguxyNpHUBRwOG6jmrUMafZySuACzgbJgcthFBPr8pIbt0PpVRrO2hhWOW9iQRdCzSc7FIyBt9T93tnNAJNaFq4kuIvNYzCTa8xWNplkHBVF5PUY7nkYAqvJa28MyTrdRuY5juTMe7aFAC48zqxI4HBA9alRWnCMS8DZUuWJK8LvILFenTnkMeCKpR2rfZ1jI2LiMFikRyWBZgScY4VcjtQN30LwW3aPd+5cRtHv2KG4UHccCTJUEjHcGl+wzNLHFbLLE2QuB5nXAkcYBPbk+v4Ukaz7WMUiyvMvyny4iCzt/gD/8AWqvNcSm43ebGfmLAvBgcnZjAHTnt1PIzUmnLfqWN18joVS7kURDDAud3menHfnn0A60VmTCbzonWaEIm5t3psOAc4/2f6HGaKWnUXK+hRdhNajBt93yMSjvn5mHOd3YdO4HWpEkLTDBRUdZGT5ZMZJwAcN36nHXqO9ajSbF/c3MxYAEnzW4whGd2OvH3umODVOxaOaMkTyHmPA3yHds9ARwMkcckHnpmmaWu0JJKsbEHyyqszI+HLEhVVepwTwfb15pks6Wcf/HtDJLCygpsYcJk9M52gnp1HXpV67kM1ssaO0rA5Yt5jFQzOxz8p5PGSOCOnNZzySrvmQFWCsUZWk4JwFPToQTg9uhoHZISGT5RujIQMoOdwOWXcR+OOfUelVRJFKsjgpHKMfMm8Y3E8jPYdPbvxzWzNPI0DrJNlMsqIHddwAwByOmeq5yTyKq/ap3kZlnYozDLJMzkBMKCSR36Z7dDjNURd3LkSK0cqRpBgLKdn7xOrHaOvsTj2BGTRqSmMQAu3l948uC3yBQcgnJJc/N371Gs0yNCrzvHGyR523DDKqFbAyOuT06jqOKs295JIqDeVRQud05Xq5JAO04+59Dj8KDN2sUtL1IxxteBEjQCQKiCVlwo2jj+6C/3T359qttL/pksYWNRu8sBhLn5U3nJHUnqSevfmoraZBalXnXcxQnEhUddwOAOT8uMfw8dc1eVljWMRFgJd4bDthw6kE/d9OwyGxx6UD0b1K1ushuI1dY03xpukR2HzMwLN6ggevK49DU00N1+9mQAKVkbm42lS5wOvXIPTo1P8yW4hiuFuZF2zNM580rngBTnr079sbTzSXk3n3Cws0qx+ZHyXcLhUBPvjI4XqvUcUIUo9itfTJcyXazbZE80yR+XKhG1VYDjqFGfvdjxSSs9vH5J+4saRruWIAEKXYYA6ngY/EURybYNstxM2+OPDtd8bi655Ppg+zE+1MDNLGkW9pTKZEXIQt820AEkexz3FMlxaLFvctK0yTQ+VJLGJI2JixvZlK7jt6EA4z144FLYxzXRi82N3lmaRgqxqxBbClTgZ9z3FPNw6s1xtmfbhkKbANwQr1H1OOMHr1qe0aZtjf6yOHy8g7HGIwTnJHTPG7qTkEEUXDk01K0kwXeVgIG55RtiUnoApwT1OOO2MnrVnTVZYyj20myDaVYwZUBQc9OoBOBnkcGmR6fI2yOW3Z2Zkj4gCgfL5jqcd8dfUDjBp1vbNcDzYtiycEyLC4++xK4IHHA4x0HWkXGKsPaz2xJHLHMkish2vE2PlUu2fmwc7xk9Dn1NRQ27Pp6xRmRJpFUOkkbLy7AnowyeOO6gYPrUjeRJb3BEUYlkTC4il2FWfGemBgDp37c1CjraGZ1EbZLSkqzDHBUdjz/tds4Puioq61IoVlYlBcOx2naiOygMWKjgkj7qnjo1VrozbmEeFQqwCG5jPBO0BgwyeBk9xmrP2uXbuGV8tWzG78BVAwFXHcnhPoRQzNaXKANF8pVNrtHgKilmKluoyQM+pwc8UB7tiCS4b7Qzxx5cncPmU8lNg+7xz19D7UPAquss1urRxnkMkuMJjdxuz1wMDp7CrFraxJHblzH5knlxMu2M5z8xGBzkg8ii1sHa3BkVZ1zvbyoCHG5uv1xgA9s89aQOwxdPnhZ4VswHMiRvH85ZcKXIznAx6Y5/Gim+SJGdpINr+TkfI64LEA5wp6AdO/aii4nFX0KFvM3zl0kBIdDhJAMMwyAM9OpI7kcdagjvZvtEjoj7cM0bbpMFj8gbnuQCAe3Q5q3DdPJBGscvlqqKflWQKdi7vqVB6DqDTbeAOtus7tvwFcRl1OW5OCR1weexB4wak3SLDwloJFX5wqmJPM37dq4zxgcAtkr64I7VDJCcBJH3SCRAfmZW3YJPOPQjJ7jilkXyXLt88TJ5m9vMADFgUJGOmFOPTv0qa2RrqMLIEw0bja24qcuOo28qCeR3PTNMWmqMoQ3XlxK9x5SKkbSeYZQCAwz0U5HHHcVek/0iOQRXTPKY8BZWkILOxZj9wAnkZx94e9Puo5VeUqwKqXIIL+hUdR1I749jii1iP2pIhLG3kniT950QAjjbwASBjqCARTuTbVDbyYLp8RRcsqszkSODknaDkr1wOG7A4PWlW9lWWdQSVRQFYFwpCK/BGPujPQ89+hoW3aZc3Bdf3iIVJkX7253UkIQexJ6Go47Z7i7hjjLytN8wXMvJZgq4+TvyB1I6HNMTstGXvtgXdJJKpJaTarSvuztx1288kcnoDgjpSRy/ZZoCZVaKOSNcHftKxqCSAOgBPA6gnIqO1hkkjk8zMcmNztLJIvDOdw+ZcZ459avQtcLbvuVI1Eb7Ga5fKtkBfmxjO3oe1S5Jbs1hh6tRc0INryRTgnF1v/eHIYKyl23c8k4IwevPTd+tSXiurvhw0SKduyYjBZioOT/u9TyvNX445ZLqSRBEoeTzV2yvjpwTkdAf1545pq2d4rLG8ixhCil1uXHQHnPQ5LHJA5H51PtI9zp+oYpr4GVJIWjZ3LbU8uWRf3iMWABUYB4JyBgcZzmoLe6jhuJEXy0NrKjfO8JXCAkg5PT/AGh345rRj066WNJGnc/JsMkcrnOSQ3UYHXgduajk0J2+aSTaJGY7nKuwxnoecrwevWpdWC2ZUcrxc/s2+aK9vJuu7aCWWJUfCBgsPRpAcHB4ODz7Vb+0WzRlhKpQhuUWMFSSVBzn8AO+T0pzaanDssjyEgRrDCCTxjspPv6+nFdBpXw3ubiHzv8AQ7OGOQbzdMRIGwSNyc4/i5OBxS9tF7HRHKcT1t95z19NbxxmciNss4Vg0QQ4wq9G6DGT74qSPy7eEpsxMoY/MyBlIUAHmTG45+hHqa0dV8MtprskzyCBWjxO0Srk8tgZBzjPPU9M9Kzbe3eZZcB2lWQxOYY1YkM5JHIHI289/SqjUUtEceIwNXCpSqWszR01IYSQHiieMFd3mEKdsbNnAk4UEgDAyDVKSxfzrfbJ5kreUCvz5JxuYEhuvc9mB7GprTS5Lr9+6zOm3zN0sIIG9wgOfcZx6fXmqN9JbSSOIyu8QuCBA4YbmwBjPvz79DVnHomMubeaNIV84DzDtcoZSTvO4nn2XA9KrSebcSOpkUt/CzO3DOfTbjKqPXB9yK0p/K8qcRmF5fmdiVYD5flBJ+p6/gaoqr7Z/MhQum4kqXyQuBwucj73Q+uaNSvdKt9C00LACPhCdrMoPPAGSBxt3E+nt0q3NZWslrOA8ZVssMMgYLxGvRxycgj1HJp1ssUFx5fzsUUZzIf4VPfHIyeSep68U+6VFykZnXgArsVwQFVyME9c8kHjijyKcftXKc8lujt5W1yisyvGDjbGOn+sPAPTA65op8cdvM0aSK53SRwmSSIZ3sQTgBuuOnQjmimYswmZJZg8pbZ83l4ZwSDwCDtPPXntjBqa6aGPdIX2BXmb5yzL8oHO3byMgcdzzxiiO6im+yDzT5kjR5xcBTksS2TtxkAjLdD9aLqRZPKhErOjKvzrMF2k+3p1/wB3BPQ0GnXVl7etyHEzKGDbDmRieIiPvBcckjJ9BjtSxqnk2iSTRxpHJGoZVdCR3BGAQDgYA+71HFVbS4BtVLylBKp3E3AUfNKQSMDkYP8AwLvT47wbN+WDK8kgH2jPG3bnOOPc9QBil1HHYrrblppWLncy5+8+OWHJOOeDz/e7dKu/8tG3SbmkDHd5rDg/KAcrz06/w/mKSFdtwwVvl8xfuzgHZGp7FehI4A9zUkDGOJFDkfdzm8QAEKWPJHTn73Q8imRcr3iRv5jO8LSbWPzNIRgBV6BeOp+U9etQXSRSXAkfYzxFFD+Y3OxMn+HvwS3f7tWI5GKq6Dl3Rc/bk3DLMTx1zj/vmo76WWSOOBJJJWmWTG26B+Uv7ZwMA+x5J6YqvUcIupJRjuzY8GXim3vITufdloZUQ5zswCRsYsBjO3jAOa0Ps/8Ao728i2c0yGMQlb07ZRnBO0g/xHI6AYY54AMljNdeHbZbWOCdZo3E0d5GyOFbDH+IkZ4PynufarEviZ7fTWeeAS74FSRrmKJuxXcMAfNnbgjOMY5xXBJqTuz9Eo0/ZQjBdCszSaZNA13DZwKMfKJhJuySpJYqM8gcE9DnpWvpOkaTcwXInma0eJGIaFgfnLqDwADt+Zjxxx7jGKt+JTJLb28IDTCPdIQi84bG4oAADk9uTnGamtbi9vIl3NK0VuFjmdI3YMpbkHsTnPfHFJNGljt4dBjFmJ7aWzufLY+bEJiSwCFgME4OAD26gYz0pB4Ws0aCaG82mZ8MphZcfNjaTjBJxyBkjvjtya6tqOn3EYtX8xH3OpRSC47JzjIyPTIIPvWrapcXUMgt7mSWdWQNHuYlVKks2VyNv15Ix6Zp+geZ0C+H7R9QJuL6KyjCGJWX/SYywUEnHGRu6kdxx0q9J4fWwuGlv7p7htQixHMsKxAHOFLFmbOQCME9OfmJwcP+w9R063ks5LdYrl0EmZt0pB4IKkNkFhkcg5yMZ4rTurHV20+2FxCYlcBTtdlL4BOU4wSeecEE49qBlLxXp1jpOmrZG4lF/G6KqPGpDAkgldo246gE5Py1wN9b+XfPKi7w/wA7Rqu5V2ggbskHb8wruW06C40d2mRY7qNQoknclgx3clRn+6B0PQfjwutXEfmRWjQSmdWBll3luAQd3bgAcc8lhgdTSi2ppo4MdSjVw8k+mou5YWZ5Y2eOPcdyQYLeXGevzY3EnJ7EY6mmRwqnymEqkcpxtRwvyqGPIY8Z/h6jJNUpbWRZI4TZEsw2keVwWZiSoG487RlueccVFeRmPbtMkSyASxK0Tr80rbRznuAcE9Aa9A/P5eReheOHESSSpHIsaO0kg3ZB38EgjsCTnB4HWpYNU026t/LMMyNv2q7KpJUtlwcjrlcn2qLUpNtxJOhBfMpRvMkUEk7FBG0nj06EjOaYZWVpZRK44dhtlYBhs2AE7OxZst74PWpGo3RHCf7UiAjgaRm2GRlMZJZ2GGzs7AAAdyaW7hXyRvtzl432qyAqMyEBcDqBjn36U+1cpG6PNMYUBCvgMVMUbADnA3ZJwD0HSo5rNY7i2xG1yqvtk/0foqor8YfOAWP8/WqHayJGt0sVZ47Rk2s0hba6nPRTgN1IB9gKKoxW6bpLdQYyBHGWcuD8o3SAndz7446Cilc05LmbDdb7iYSSJEIy5STdHj5BjG3HPsvQ9amVnsr+RQxCrMgyZEYgLkE7gfl57++Kq3KybWSOJ4htwytKFJ3tvxjsQMcfwVJcSu8xlkHlyNGzlFnTBJkOMjv2/wB78KQa9R9xf/ZbSB3eRiPLwR5ecLtYjHY8cDt19act3bWtmqR7hMzRgEyIVw2SRkDpnHPRiMGort5pLGSMEqEM+P8ASwT931z6cZ7Z96fNMPlQiRgsm5Qt2CowCBwD64I5JPUUyVcT+1n3efNK026MurecgPzM2ecZBz/3yM9jVuSQx+eCHXfHKSvnICDwoyMeh4XgNweKpzSGZYIBLuSMqNzXmc4UtnOf1B9qvNeS+TExupdzAAK9xyNzbixG7PboPu5zQBQkuI7GbY8nnIrsRm5C9EAxnbz15bqOlZkHjgaHqUKG2F4luFiP7zGVHK8gfLyc+wP41vPam9g8y4mwWReTP0y2SMg9CFPPQn3rzzxDpkbaqwuLeOZ5GLoxlJbbnByS3uuM8jn0qKnwOx6mWJfWVzHb6v490u5kLWV9cQr8geOW13K2MDKsuTkdOemBj0FVPGdtHdmWPxI0Hm7jKv2cKFb05HI/x74rk7bw/DLMB5UkYdgqx7wy57DkHBPp+taV14VjQBrmO6huNnyp5hxgduM8D1zivPlNLc+4in0Oqh8VXMdvFDD4itJIIx+7Cn92+fmGWABBz1A45PHWrc/iqJriI/2pY3MzfMwkmyNuCCCeBj345PNeM3P9m29xDIsF1vbpGEZsEDjDZB7j6e9WVm07yV22UwDR8qrEOT3Oe+cCruSey2fic3WnWqR31g5sYyiRSAFk5yfmAJIyc+o7ZzTP+FhfY5njk1C/sxO2WFnG5WMgEAjOQ/X0HU+teMrNYyRjdYXNtyAWkPAI9CT0rej1K7+yqiXpurSJmSKHBZsDnqcEKc/zqriPWdH+JV2I7m2i127vIWBaNZLZVKfMGOwlVwepPX6Vet/HkKaw11BJb2lwyr5kn2ldm4YAZRv65/n0xXjdgmpX0I+1JeR7mYKLeEc5PQMP68V1Gl+C7fWdNjP9oQ2lwvyyLdyvt5B64wB3/L61Ll5lWfRHoV1440tY1FxatfQkvvgSN2HmbSqsAGwAu/IA6nHUVi32sQeIri1ZNOFobe3Me1V+YnPyk4PDHcF9BsGR6czq3h2Pw7ZuNL8SabqWpJ+8Wxt1hn3AANuJKMQOvJx0Aq74et/EOr2Ty65d+fOlxFapCsPEIYl2UMqj+EZYYAI4Hetaa5nc8bM68KdF029X0NSREjRnwoRNwMhViPLQAZ246FmHHOSM0X1rJcXa7UYKzKzFkkAUqgBJO3HUjJ/Ci3t2eFDMoZpoiciJwSzvlc8dSFOPQDvSaxayNbpIohjlYbU2pMA+X57YPH/fX1BrrPjJFgxz/Z1m3t5SvEmEaUdFZycFD3xxyQTkd8JZXDQ/Z9i5DhV+ac8ZJZiflwcAdehPvWfcwnyk+WFJVVpGV3dTngAk8ZxjqOnTmpGhe1a4wIZJEMpGyZW4ACpx79h0Oc0FQ7DVkSRUmeXeZMPKJHBI3tkjBHfkkdttSW+n2tzuLyAlvLdARGu0sSM4D54AAHB6DOBTI7aWJZiYt20KVOFlGyIYLZz93PGcd+M9aWZbpWXbDJ5sS5AW2BYbR0yOn3/1560BJKyZaubCKGad5J1SP95uVCFPLfKD856Dnjv2PWiqcj3KlA8THaEQkwuPlWMHHTrzjH9KKRpCUbGZDIWjhdZPMWRVYbSoA2pgZOTwCeT68d6LhVuIV8uYK4RU/gY4AD/XJ/u9uua/RT/h3j8PwoA8S+MMYI/4/bbocf8ATv7D6980D/gnf8OlTaNe8WAZY5+2W2eV2kZ+z9wPr+HFRzo9H+y6/ZfefnZuIRD5qBl8pSMxlQGOc8jpz1PU8GraSW9wpcTh/MQZHloxBfBIHTg9T/dH41+ha/8ABPP4erOJhr/ireCG/wCPm1IyAAODbYwAOnTmorX/AIJ1/DqzIKa94rP3Rhrq1I+Xp/y7+vNPnQv7LxF+n3n53XTQt8y3BIHmbQsSk44UEDP4D1AzWhCMK7mVZMKWUiJcYVD79PVux4r9AJP+CdPw3mUK+ueKmGAP+Pq1HQ5z/wAe/f8A/VipF/4J3/DhV2/2z4mK7doX7Ra4HPBH+j9R/wDrzS5kH9mYjpY/Ppmil2rlm2s3mFLdedqZAwehyxwvTvWZqHhq18RQqjzMAGhQXCBVeMkHc28npz3+8eO1fopJ/wAE6fhxIBnXPFIIyMrcWgPJBP8Ay7d8VZj/AOCfPw+jZmGu+KNzYyftFoOgI6C2x0P+TT5olRy7FQfMt/U/Ma38AtCIzBrbRMzb3P2b5zwdoJ34LkA5AHGaWPwxdXBjaXxAxmLIm5QgBz945JPY8Gv04j/4J8/D2NVUa74pKKAu03NqflAwBn7Pn8Rz701/+Cefw6kVQ+teKGCtuA+12wGcY6C3x0HTpWdqfY7/AGeZW+P8j8wL74c/apTs1qWTzFjLiRI3yXIxlRjPX14qhpngNpLRWm1WWMPv2RQWyDBXgcsW6nGOPm9a/VNf+Cfvw9Xy8a54pxGIwP8AS7fkIOOfI9qih/4J7fD2HaRr/iwlST/x+Wwzlg3a36ZHToO1V+77Gfssyt8f5H5kr8ObVGWS4uby4Cl8bp1CbUUZO5cHAJ5OcDpUkfgTRVkjdDqAdXw/l3jk8DLLkyfe56enftX6bv8A8E/vh87E/wBueKASCD/pNsc5IPe39vx75qr/AMO7fhysMkaa54pRZCxOLi0J+bGeTbe1CcOxEsNj5a834n5r2fgex+1Sxu2p3BV1jKzTSSpls/KQXxzggd+uaW18FaVEiJJo1uzSAsAdPXu4UDd3Hyk579q/Shf+Cdvw3W6ln/tjxIXkcSEGWzwCAQMf6Nxwf8mpF/4J4/DZGyNU8RAYRdvnWuNqkkDH2f1OfwFVzQXQzeDxsnq/xPzpi0m1sPMOn2K2qtJIQI7NEDbvkXp3P8I6DvzzWpb38atciWMhWUyMklsFyAAOg7ZJyOpODX34v/BOr4aq0ZGr+JRsUKP39pg85JP+jdT3/TFWF/4J7fDhZTJ/a/iUkgAj7TbDo2R0t+2APoKfPEy/s3FXu7fefBUtxFFqEjRhdkcjyhNw3f6sjqfryf4QcHmsu4uFFhbAbYyoAbAxwsYwCByPmbp14zX6Ht+wD8PH4bV/ErLh12/ardRhmDMOIBxkfjk5zTW/4J+fDpi5OseKSzEkt9uhzzj/AKY9scelJSQSy3ES2S+8/PS3hNnGqJcsBHtT5pwgIB3Hn3x16HGOKvWd9HIxDysTIU6XW7LEs7jrx/THevv9v2Afh5sKLrHihFJJKrfQ4ORjH+p6U2T/AIJ+/DplKrq3iaNSFUqLuA5wpUdYD2Jo5kP+zcQney+8/P8AlWeWRJJXuIoSqBN48wgNJlONpPOTjvnOQcUk8c10rIsKzeYkmyWS1fPzMN6jC/7P88YzX363/BPf4ebgU1zxRHhQAFuLUjgYBwbc8gdPrTh/wT5+HQWMf2t4iPl7QuZLPoAQF/49unJJHcnnNHMhPLcS1ay+8/PaWK+1GaOZYIxJtEYxbyqBIX2DBx12rweoxRX6Cw/8E9fh5CuBrfib7u0HzbMFeScgi268nmin7REf2XifL7z6gooornPsgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z) | ASR 15 x090 030802 Hvæs Mørk grå
Brudstykker. det største stykke med fragmentarisk slib på den ene smalside |
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) | ASR 15 x142 030802 Hvæs Mørk grå
Flis - evt slib på den ene side: 3,9 x 1,4 x 0,2 cm. |
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) | ASR 15 x145 030802 Hvæs Mørk grå
Mindre brudstykke, slib på to sider. 2,6 x 0,9 x 0,6 cm. |
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) | ASR 13 x0445 030802 Hvæs Mørk grå
Komplet hvæssesten med ophængshul, l. 6,5 cm, tværmål 2,2 x 0,5 cm. |
![](data:image/jpeg;base64,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) | ASR 2391 x083 030802 Hvæs Mørk grå
Fragment (80x18x13mm) |
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Flis af mørkegrå skifer. Mål: 3,4x2,7 cm., tykkelse: op til 4 mm |
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sq1jIVc/NnuB0FaKfdU7j0z9K55oqJYjw2G5/ACpePvbsc5yKrRsN2RyfTOM1JwrEjA9BzWRY5gZAMcDHpikVer5qXy2b5sZHfmkEZb5gvC+pp2GRKw3bwQw+mKcZCxIVAop0ijbk7lP41CpbczBOV70CHSeac9jn65opd3zHccMfeimItmPbtGR07nNReQd3zdM0+RhIygbc/rSNJt+XGTjI9q5zoGMzbSFOR32iopNzEsVPv2zUhba3ykDj6UyRZV+8xPOSPTmmIhj2SZHI7HPSo5I9vAIA7+tWGx24x1qpJKd54AJ70AMjB3Hkn371Bcrtzxuz1zViKQGPj5fXNRzIGXrge9K5aRy+tZYHjC9K4GNVkmuQE3lZGxjrxn9Miu/wBWYqjniuARhunRsHa7k9c9ev1x/IVNP4joa90y528nT0hIVj1C4OAdzdwenSkjvnjaDfEsYbPzLnewLYJyT+HPWtO40rfYyyG58iTbuMcwOJMdFB6Z/wARWKcyNk7DwSojOe2cY7denvXrxaZ5clY6q1kWSFrlB+7UAGJh0PToOg9B/jSfaFt4WKO8UyhstgFcEDH449fSsCzvRMymQKEZOcIOwIwBnrx9SSKvxSJJZkZLsmG2hOEJB9fQHP4daqxBYv4FZftCKwhb7q4Hfkj8s9P8a2PBcJW+u0c5j+Ur0+7kmqT6av8AZoxNsUruKqAwK56Dng8Zx1GTV/wrst7y5SEbVVVA3dTy2f8APvU9LAzvbFSwBD/Ln36VrW7bmAYbe3fmsWzkLN93n64rTEqcBc59q55lRLUnlQyBQBgnt2qdWCxqSW6cD3qiuA3zZPu1WY5Sy46jGaxNiZXVW6ZbvnpSCT5jwFx2pq4HAc5J54qyQvlknOB6CgCIssm35D0zxTPMVWOc4I/i6059okA2Zz05pONxUnJ7ZpiIGtxNxwDnOaKteVkbASPfvRQINq89jTGZlcr0AqT+LH3h6jnNNaNPvNgAn9a5jp0F4BLHGR/DUTMCckgHuOvFTMysuMgd+ahfHmfOAfcd6AZA2WY9Tx1FQLCS55BHr0NXOeirwOuTTCvlyNk4XpTAijjRcBh93nioLrYI8kAj9KuM3zYGMHjP8qz7wg7kC8Ec0pGkTm9Wn2q54YHjA5rg44w087eWxJlbaMbtzYPAH5fp613WpRhY5M/KK4WDd5l2HYgecVU4zwQef69qin8Rv0IL9PODeb/EWVsA7g2R+gwOP8Kyd6WcYljXFx3LDBAHpg/T8q6W6vN9rGsVuJwV2MdpY8jAOeoPWud1RRC6QyLJI+wOTkY3kdvbgV68Dy5ELXEaqqIdzyHeRu7Y4A7d/wAqt2sMkkigvGNmchuVGRyMev8AKsb/AI9p5MgBwoK4yfQ49u9XEZZ4itscIyrlehwM5GOc9e3p0rYxOkbbdW9pHFJGsseVkhd+SQeD6ZPt71p+FP8Aj+udysY8LsB4C8sSv4E/rXJ29w0yKpwsBC+YqkBhnvx14J/PpXY+DbQwSzO3zBlGNxJYjnGT9Kh7WA7S1yucDBxWtZovG4D1BNZ1q2ZBtKjjrnIrTt8qwAHPpXNIuJcGNwChtxOMZp3kydfu47CmlmVsHaCDnFSNIzqH6+wrJo0QyHfEwY8j6dKd5jNIduVpysGXcATnr6U1ZtvJHydgKnQZKuTgMwpZdijcD+JHpUa4Zy2GU+x4qSRiFAzyetNMVhynzF3N+GDRTI36Z449MUUXAftVfmz8p4xyaSaFeDGWBz2NSyYnbaflIH3h3pjJ5fJOVx92uc6CM2vzHcVY47mmSMp4C7TTnzweo6YNVnYyswJ+b0xTAcmerbc9yKRt24gHP+13pVjJb5MKuOahdWj5kIIot2GOaPMZJbnrurNmBaM7WJ96vEhRx09uKpXSmP391/rQxxOc1YMsIbqvQjFcRaxh5LyWUhYVnAPGT6YH4Gu31aRtr8EqfWuMt7EXVxKoON7knauf4sEdeT14xWcN9Tp1toLJNDILkQyyiOMqvmSDO/nqRgg9/r1rL1K1N4ofesk84wrA5JXOFJHOKu3ELWsjJtkeCZ+W28cnChwCOe4xSabNLaTSxnzDHtCBn65OOmQM9e3978a9WOx50tWczcWoj8nPyE9Wznt19+cjjpipHt4rbc0kHbfndzjpkjPXJH5VsXCrcBWbKruAaPIY5Iw3AJx9PY81W8QR2pt4FhU4wSeueTxz37d+PStVLoYtCIrTLGwVZYUHEm3aFbHqBzyf0/PrvBNyZ1d+VRQAF6kdfX8PauR07WLqG1khkEM0aptWMgZBztAH4Zz1rpPAwZIJMpgE4Ur/AC96bM2egWsiR53DH1rUt5DJt2jIb8Ky7G3LNyTnHJx1ret7cLgjt6HFc02XFXJxtaPleehwaaJBswOP93P5U6OTzARj/gbYqMRtu2HgdCf61gbWHbgzgNz6470u4qOikH2qPyl3feGQOWNSrncQOQO471JQ4sEXcF54HekK+f0496iDF2I/hBwcjmn+WI4yUz83X1zTEDRuzqM8dDRTvMRYg55P96imIfuYZxyD6npTlZtm5jwo7dzTFZlY5GT0+lBc7d6rgdDhuKwNx24ED5PmzVaRlY88Hpn0p6h1Xjlc9+tRNINwB6+vFADI1lVmyd3XvSuit1XOOeac8qKwCrnIAOKACqg9F7UDVitcLuOeo9AeKqzSL5ZBJDewq7IrsoCkD0qpKvyg9ycnFJjRz+qYeEqvHGBu4rh7JjHqis/loonIJdSd+c5B/QCvRdSi3RsFGeO9cLNpckVzOR91n3hh1Hp+IqISSdzptzKxbvIVuIoJPLeVWJLMrbVBIOB8uRx0GOcD2rH8yVZo8qsMcbjGDgMOoXg9cnOc/wD15Lq6lWFV2+YkYIEaq2cn+f096Fmjfaq2Lj5MhnTkdBg9O2eRj36V3wqJq5yTpSTsQ3VqFuo5Ut/3BAJdT8/Q8kYySCf1FZWoWbNmV4jHFIQT0D9ckD044/D8K0HvmuLh2HzZYt+94XJBxjk5JODzVSaSC3PlB9sYTiFtwyAfpzwTx+laxmrmEoOxnR6j5SG3gQKWDKfNYE5HOOmfb3z6V3PgCx3WzhUJ2y7TyDnA9fTmuYs9PlvmVLO1bzZCq+a4OAvBzk4znv8A/Xr1bwb4dk0LTRHPJ587sZHbHUnHT8qqVRW0M/Zvqben2JiUHO1sd84FaRUhcHGc8YNQrGBycnjtVj5NoJ5HociuVtvc1SsR435zkfQc0nRlB2g59MVOrDapI2jPHcVAHIY889RUgOK4PK8A96ROCTyR1HGKdIGxuJwT+NIkZIJX5eMkEZNACqQqYGQepz0FMMvReOKcxH3SnJ46fzqMw7ZBzyTnjgUATmWJlCsmG9Rziio9jHJ289sUUxE0w3ZIPPrioAwztHX3p8cqSKfN+6OmaaeVJA47+mKxNhI8uzAjg+9SNa5b5znHqKiwAQQ2B0qYuVVdz9sUAU5VbdtzzntUnl7fmVuDzU7RglScentSPwuAQwpgVxlgccNVOQrypzV9oRJluPwNU5oypKgkL34FJopMy7yJvJYA4B796wbqEtIVA7cnpXSTqApAJyBkc1nSxgkkgKzetcktGdcTn5LdWX5k5z6UnlEcFeMccVqi3zkjDn0pq26xxqQoC9OnSjmNDKa3LAfKEPfjrUkenxyNllUnpnFX2tVkXd3Hf1pVh+Y5XBHoKfMJk2jWLbidoPt611NrC8ceM7Rj1zWPpaCRhzgAYro7ZE4JbHHUd/rXXTvY4qj1I0+8CAN3YdM1MxCo2ckg5/8ArU2SNGOM5z/EaVrdd397vWmpiLCTcZ7d8ZpQuzdjLD1PNNWMKMD5fU01flYAbWPqDQIkk+f+In6CpGY7edvBwM1B80Zz79etMO9mO0YoAsxZYt0yKQSc/MOR19KjSQqcjKjuamVFk+YNk96YhUuB82Vzk9M0VHJsXGM+hzRRsIZLHhl5z6BQKQDzeCdm3nvTm5YHzAfTA6fjTdrK3Qkev+NZGwsbNuIYZHtSYwW+XIPvSLJy7KMH2703aZPmOPTkUAWI5hz1znGKhUo0pDKfr2pyoq5LcD2pG2kjndjt0pgPmmHl/KM9uKqSN5ikdW6gCrBUDBIO3s3FVZt65III9KUgW5QuFKncQAO4xWbM37wqcqD6GtGZmbOdu3pgCqsieZyRx6iuOW51xKuFjYk9enSiRzs3enp/KpJFO7gBv51E0bjIUDn+KpLuRjbJ8wVs+hzUtvbAyFiMAfWpobVzx+J6c1ctbfaxwMr6GqjqyZMn0+FVZTjBrVjVNp5wT2qmoWHaBx+FWUbcox04Nd0Njjlqywyo3y7tvqMCnbeMAbh65qBMHhhg471JG4YAZ3d+Kq5FgY+Zw3DdeOlRyKq5TG7Hf0pNoZm+ZutP49MFRwc0xEHziPO7GDgKacFK4J5PUrUsvXG4e/8A+uo9zEtuK8d+mKQCqvmYIGCe7dKSOZoyVJx6Y5FV7gsCoL/rkUrM0S4Cq27vQBJNKWwilSzHtRTIvmfzMY2jp2ooEaMakcldvcc5NRt82VX5D1yec0UVl0NiurcAA4bpxUjFmZTgk9KKKQC795I6HsBS7du7IweucUUVQCfewAMDuKqSLnADZz360UUPYFuVpbfaPX1qvPHs57e9FFcslqdCdim0bclRuPoe1O8hlAzz7CiihJA2WbdXCHGGH61ct125P8PpnmiitopIzkybA4J44x7irBXCge3+TRRWxixcEDGe/UGk/wBXnDcmiigBrN5j/NjOOtPUFFJPP49aKKpEkNxHvOVJB7+1J82zG7J6miigBvk5kyTjv2p207SSOD1ooqiRn2hVwFU4xjgUUUU7EXP/2Q==) | ASR 2391 x561 030802 Hvæs Mørk grå
Fragment med øsken (54 x 23 mm). |
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) | SJM 3 x0381 030802 Hvæs Mørk grå
Hel lille hvæssesten med hul i den ene ende. Trekantet tværsnit, med fuld slibeflade på de to sider, mens den tredje er rå. L: 6,2 cm. Skiferen er helt mørkegrå, meget homogen og finkornet. |
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) | SJM 3 x0734 030802 Hvæs Mørk grå
Fin hvæssesten med nærmest kvadratisk tværsnit. Fuldsleben på alle fire langsider og den ene ende. Afbrudt i modsatte ende, uden spor efter ophængningshul. Mål: 4,2 x 0,7 x 0,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 872 x315 030802 Hvæs Mørk grå
Fragment af hvæssesten af violet skifer. Spinkel, flad tungeformet genstand brækket i ophængningshullet. Længde: 4 cm. |
![](/grafik/intetbillede.jpg) | ASR 872 x234 030802 Hvæs Mørk grå
Fin hvæssesten med slib på fler sider. Tværsnit trekantet. L: 9,6 cm. |
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) | ASR 1960 x005 030802 Hvæs Mørk grå
Fragment, afbrudt i den ene ende.
Mål: ca. (2,6) x 1,4 x 0,4 cm. |
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| ASR 1265 Privat 030802 Hvæs Mørk grå
Komplet lille hvæssesten med ophængningshul. De to langsider slidt ret skævt og nærmest huset, således at tværsnittet er næsten trekantet. Sild på alle langsider, delvist også på de to endeflader. Mål: 6,4 x 1,5 x 0,65-0,9 cm. |
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) | ASR 1874 x092 030802 Hvæs Mørk grå
Hvæssesten
Mindre flis
Med del af gennemboring bevaret i den ene ende.
Bevarede mål:
Længde: 4,5cm
Bredde: 0,4 cm.
Højde: 0,6 cm.
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) | SJM 1160 x0215 030802 Hvæs Mørk grå
Smuk, tyndslidt hvæssesten med hvide årer. |
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) | ASR 579 x054 030802 Hvæs Mørk grå
1 fragment af meget lille og spinkel hvæssesten med gennemboring. |
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) | ASR 1874 x185 030802 Hvæs Mørk grå
Komplet bevaret hvæssesten,
Fuldsleben på alle sider, også endefladerne.
Mål: ca. 12,9 x 0,9-1,1 x 0,3-0,7 cm.
|
![](/grafik/intetbillede.jpg) | SJM 952 x143 030802 Hvæs Mørk grå
Fragment. |
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) | ASR 926 x108 030802 Hvæs Mørk grå
Hvæssestensfragment. Mørk skifer. Mål ca. 1,5x0,4x0,2 cm. Delvist bevaret gennemboring. |
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oz6n56qY/MC9Qvynv2r2n9liwF18SZZl5W2s5JPz2r/AOzV4s0RVlBGwhuT3/8Ar19X/so+EU07wnea5LDJHc3sphjMgwPKXHI+rZz/ALtBoj3+zU+YK6e1ysYrnNNjLSV0kPCipkHUnDe1OyeKYrA96dkVBQ7dS5pm6l3UAOpaYG4pfxoAdmjNNNIT3oAf+NLupmRxzS0APzQDTaNwzigCSimbj60UAfzwfDO1+2eKIYvKaf8Adsdi2Ud32/55u6Kfrnivf/2QVW2/a38JiOEqw1CZG3QCEp+7f/lmrMF+gJArw34Z2djdagC0t0dR+bZbJpcF3EyADk+bMgz14x2617P+x8xh/a88LRbdoGoyqR5KQ4/dv/AhZV+gJHvUxG9z9oIz60/tUMZwBUm4CtWrkIRsVVuF3fSrG4Go2xQgKiQndWR4+8My+LfAuu6NAyJcX1nJDE0n3Q5U7SfbOK6FVFPVgKYj5J+Hf7G91NNJc+M7kwW64CWNnKGaT13MMhV46Dk+or6PstEttKtYLOzgWC1gQRxxIMBVAwBXTkg8VD5IJpIZVsbbYc4xWkny4piqFp27mhgiTcM59qduqLdS7sVNhkpbtSUzcKNwpASL9aOfWo9wpfMoAkz70u6ot9HmUASbqVai3mjcfWgCbNGKh3H1pc4xhqAJgMUVFu9zRQB/PP8ADmIy+JYV+UDY/D2sFyOn9ydlQ/UnPpXtv7ImIf2vvCinBC6nIBtijiGdj/wRkov0UkV4Npfj3U9Ls4rW3WxEcYIBl063lY5JPLPGSevc1oeDPHniHwz42tvE2gym2120d7uKa2t0xGQpLMI9u0ALuJ4wADUJl2P6BhOFA5xTvPFfjdD+3D+0AF3f8JFdEKXLFtLg/hUO3/LLspDH0Bz0q5/w3L8fY8hteuF2K5bdpUHG1d7Z/ddlKk+gINa8yM+V9z9g/OApDMK/Hxv27Pj3CxEmvXCFN4KtpMGSUUM+f3X8KkE+gIpW/bv+PcLfNr0h279wbSoBgooZx/quqggn0BBo5kLlfc/YLzqPNr8fG/b4+PMLMr62ylS4YNpUHG0AuD+7/hBBPpkZqRv2/wD46xMwfV8KrOG3aVCCCgBcf6vjAIz6ZFHOg5X3P1/82l86vx+b9v748Lv36uI9hdW/4lMPBTBcHMfUZGfTIqX/AIeAfHSOORW1VQ6b95fS4QV24LZ+TjGRnPTIo5kPlZ+vnnUvnD8a/IL/AIeCfHWNm3aomELbw2lQjbtxuz8nbIz6ZFSN/wAFBvjnGrl9RiUIWDltKiG0qQGz8nYkZ9MijmQcrP16M/FIZ6/Idv8AgoR8cot5fUYVCbg+7S4htKnDZ+TjBIz9RUkn/BQr43RW8m6/gEis25jpcYCbSAwPy9QSPpmlzIOVn66+b05o80V+Qrf8FC/jlFvD6hApjzuLaVENuCAc/LxgkD6mph/wUM+N0e8SX1uNgbdu0yMYwdpz8vZiB9eKOZByvufrp5vNHnV+Rsn/AAUP+NsKt5l5aqyZ3btLQbcHac8cYOB9Tihv+CiHxsi3eZeWq7c7t2mIMYbae397j68UcyFyyP1y+0UfaBX5It/wUS+NMauHubQFckltMTIAO09v73H14pW/4KJfGdVINzZhlyW3aan97bzx68fXinzIOVn62+cPWl8/3r8lJP8Agol8Z1XHn2asoyT/AGamOu30/vED68Urf8FE/jOYRmWyVlHzN/Zq4+9tyRjj5jj68UcyDlfc/WvzvejzhX5LH/gop8ZuP31kOO2mr67c/wDfXH14oX/gop8aCMiSxbuP+JcvTdt/9C4+tHMg5WfrT59Ffk4P+Ci/xiZEw9grFc/8g9efmK9/cY+tFK6CzPiKOup8AalbaZrN1NdyrCjabfwqzdC72kqIPqWYD8aKKwRvujQ/4Wlq08jBktgGFwDiM/8ALa2W3k7/ANxBj39elal78VZptHRgkY1Ka4vmuF2Hy/KntoYPl564Rvpx1ooqrsmyM24+K+r3k0jvHbZka7ZiqN/y8wJDJ/F2SMY9DnrWr4y+Jc6+INTg05ra5sGnvGjmwW3C5hjikOc9ljGPQ560UUXY+VEMPxWm1GbUG1RIoluI9QmT7PGc+dcwpHjk/d/dJ9MnrVC7+LWqXxvDJDahbqW9lfajcNcpGsgHzdAIlx9TnNFFK7CyNbVviTNd+HEu/wDRm1LUb7UzdW6g4jSdLb5gM5GSrYzn7prNv/i1qmoSXjSwWqfbJLuR9qtlTceXvx83bylx9T1oop3YkkaHiv4tS6hq+tJZRRSaddT3rQyyIwk2XDRk8Z6/ulx9TViD4lTeIoPEbal9ltfPgvbmIR5G6aeWFmQZJz/q+O/XrRRRdhyqxlar8WdU1dtQM1tar9te6eTYrDBnljkfHzdjGuPYnrV3XfixJqWku6JF9vv5L1ryPY2yMTTxTDZk+seOc8UUUXY+VFW/+LWoaxJf+fb2sY1A3HmNGG+XzrhJmxk9mjAHsTWl48+J8zeJfE9rZC1ubCe6vIorhSTvjku1n3Ag4PMa4PoTRRRdisg/4Ww2sWviJ9SSK2ubq2m+zrCjENLLfRXDA5JwAFbH0qjqfxe1PVftwltLVftgmDBA3HmXa3Rxz/eQD6e/NFFF2HKjW8TfE6SfR7O5jW1e61SC5F5ChJ8gtqH2kADPGSi4z2P41nt8XLrULqU3FtbxR3IaOUqGyqverdsRz1DLt+nvzRRRdgoom1z4uXDapqaWUEMtnJJMsMkisGaNr1boEjPXKKPoT3q9pfxQk1LTfEM9yLW3uIbPdbRZx5ztqcNwy4J5x83T+FaKKLsOVGUfjBqBZibO1yV2/wAX/P6Lv1/v/L9PfmtS8+LXk2OmSWdvFLdNbsLtWDBYn/tF7oBfUEbR9D6iiii7BxQaN8V577XNKt7u3tbe0aSGCSViRsj+3famYknH3mI+goooq4yZlKKbP//Z) | SJM 952 x190 030802 Hvæs Mørk grå
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) | ASR 994 x1 030802 Hvæs Mørk grå
Hvæssesten
Fragment |
![](data:image/jpeg;base64,) | ASR 1357 x079 030802 Hvæs Mørk grå
Hvæssestensfragment
Mål: (2,7)x0,6x0,5.
Spor af slib på 2 intakte sider. |
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) | ASR 1357 x021 030802 Hvæs Mørk grå
Hvæssestensfragment |
![](data:image/jpeg;base64,) | ASR 1357 x036 030802 Hvæs Mørk grå
Hvæssestensfragment |
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) | ASR 1222 x173 030802 Hvæs Mørk grå
Hvæssesten
Mørk eller violet skifer, ikke Eidsborg |
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) | ASR 1200 X0156 030802 Hvæs Mørk grå
Hvæssesten. Meget mørk stenart. Mørkegrå? |
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) | ASR 1200 x0206 030802 Hvæs Mørk grå
Hvæssestensfragment |
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) | ASR 1200 X0237 030802 Hvæs Mørk grå
Hvæssestensfragment. trekantet tværsnit |
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) | ASR 1200 X0240 030802 Hvæs Mørk grå
Hvæssesten. |
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gro/wARbPdPH9l1GMfuL6EDzI/Y/wB5fY/pXyL408G658NtUFjrEeIXfEF5HnyJx7Hs3HKmsZRO6nUUtGTaf4nv9Pj8kTgggjc6hyM8Egnpn2pt94guZ1CNdSyrtwdzfKMZAwPYVjifzdokZh0Hv2qzHatN5flSoHcbj5jcg+xFJ23Zt6EXnyRyH5+M9c9j2q7Z6peaFdmSM+WytzHnhse4qhdW8lo+14jGRyccjHsaa0oePIViMZHHAGetLfVAfUPwb/aEFvHFp+pSeZbjA2M3zxf7pPUe38q+ltN1S11ezjurOZZ4JBkMp/T2PtX5jWs0kMyNExUj+JTyP85r2X4W/Hi+8L3kcTzb0JAZH+7IOwPv71tCbjo9jjrUFPWO59vUVy/gv4gaX42s1ks5lS4Ay9ux+Zfceo966bNdad9jzHFxdmO+vWkNFBNBJ+aP/BX2Xy9W+HGVDDyL09OR80NfE17aWd58L7VbWz02bUiV5tbXUPtnDnOXYmA8ddvbHevtT/gsExGrfDk8Y+z3nX/eir44l8aXuh/CmyGmeIbiyv12qIrTxJPvRS5yBahAqD6N798VsiJbnFeDvh/c+OvEP9jW95bWF+2FjhvkmDyOSBsVY0cluc9KKu+BfiqfDt94gl1y3vtb/tq2Ftc3EOoG3u8CRXIE5RztYJtYY5U4yKKat1Mz+ibtSUcUZrI2DikozTd3tSGOpjLTuaKQyrLDuzVOSPaelabLmoJIgaiUTWMjMk9hkUw+vUVZkjKn2qArjI79qwZsQMoYEdq57xV4P0zxVpU9jqdpHd2kw2vFKuQff2PvXSsvpxUEnHDcClcZ8Q/Fb4Fap8NpJtQ0sTan4fB3N/FPajP8XHzqB36jv6151Z3zKFkIBbII7jpkZr9GLqyS4RlcbgRzxXzL8Z/2a2jkn1vwfCI5STJPpK8Ryn+9H/db/Z6H9DLR0wq9GeQ2OpWN1bymdJCjMPMhG1to9Qcj/wCtWHcSxRtJs3C3x8jDPIxxWejZMkcpa3uI22PCylWVhwQc8j0qS3kO5kl5DDHzdFPqPesbcuqOy/MaE1lcWKrI2145kVldWBPI6Fc5FVbVXMyLF/rWJA4z+v8AjT5Ib2xb99lgmNu08EEcEe3Fbfw88Daj8TvFEWk2P7qBPnu7pV4hTOCxPr1wO5/GqV5aIiTUVdnuv7K/h/UNavT4ivpZotO09zFZxBivmS4IfPqoDdO5PsRX1hb3IkUc81wvhnQbHwpodlpOmQ+RZ2kYjjTqcdyT3JOST3JNdHazFfauxLkR5s37R3N+kY1Vt7rcBmrOc1qnc5nGx+Zf/BYKZP7Y+HcR4kNteMpx/tRV8kTaNq3ib4R6ZplrqRYfK62994i02G3XDHOIWZZVP+8a+sf+CwTAeI/hxxlvsl5j/vuKvjnXtJuo/g7p121jdx27bD9pPhOCGE/MeP7QDeY/4jnoelbI55bnkU1s8M8kT4DoxU7TuGQccEcH8KKa+M/Lz70VJB/TJSc0lBNSzcU0gooqQHUlLSYzQAlNZafSc0DK0sW6qc1vWoy1C8eahxuaRkZO3b9aY3ze9XZrf0qqy4NYtWNrlcxDpUUluHXB5HvVkr6cU1lPWpGeFfGv9nLT/iEH1XS2TSvEca/LcgfJPgcLIB1/3uo96+R9a0nUPDOsTaPr9rNp+owknypPusD0ZSOGBx2r9K/JD8Y5rm/iB8G/DvxQ0NrDXLPzMZMN1Eds0DY+8jdvp0PcGnyKRpGq4bnwt4X8J6j441Kw0nTGM1zK/lNIyHbHH/ExI4woz1xnOK+3fA/gbSfAOhw6ZpVtHCiqPNlCjzJ3AwXc9z/LoOKzvhd8EdM+D+jtaWckmoXsv+v1CZAsknooA4VR6DvzXaqnQVpTgoLUVSp7R6bD41q1CMVHGlW7eHdRJ3IRNbqd2a0F6c1FDDtFTYrSKsjGTufmT/wV9Kf8JF8OyzYxaXfHc/PHXx4uj6Pqfw5sRdXXh/QncKzahJYaq1wTk8M4VoTn/ZH619d/8FgGT/hKvh4GDZ+xXXIPT95HXxrr11ay/CbT4F1O3MoKE2/9tTSuOW/5dduxfwPHXvXQjlnuYfgfwLbeLfGl/oNvcNrCpp99c202nRyBp5IbSWWMKrKGILooIKgnnGOtFcjpWsX2g3hutOu5rK48t4fOt3KNsdCjrkdirEH1BNFVFx6ozP6Vs0Co/M9qPMrE6CXNGajDUu6kBJmjNRbvel3+9AEmaTNN3e9N3UASUmKbv96TdSAR0BqpNB1q5u65FMbmk1cuMjJkjK0wc8CtGSLdSRWoU5rLkNeZDLW27tV5VC8CkXAGBS7q1SsZt3I5oVkU5rOnsNh+XpWrScdMfSm9QTsZMMBzyK0IYQvFSeUvpThgVKiU5DgMU1qXdUbNVEH5gf8ABYH5vGHw9GePsF1/6MSvlKa+0+L4U6WmunXb3ScIPstp4msNgbJwVtvLaVAOfvDj1r6n/wCCwDH/AITP4fDPH9n3P/oxa+RPEmm3Ufwb0u4ksdQitWaPFzJ4TtbeA53fdv1bzZPxHPfpWyOeW55PcPH57mEN5Wfl3dcds+9FaXh/wnrPi+/az0LSbzV7tY/MaCygaZwowCxCg8ZIH4iipJPu7/h7R8RWz/xS/hwDH/POf/45Sf8AD2b4j5Qf8I34a5GT+6n9T/01r5l0DXNJ1bwRrJj09En0nQY0laSNcvI2sI5dT6+VKqZPOBjpUOtfEjw5fPqrR6MYRcz6u8W6CNdi3Ij8gdeNmxunTPFWPmZ9Lzf8Favifxs8OeFx9YLg/wDtWmf8Pa/ijjH/AAjnhcH18if/AOO189y+NfDLaRPra6ZF5LaiYlt/Kj8zB08xA7f7okw31561i6P8TPDtneaZLNo7Sx29xoskq+RGd62qMLhffzCw69cc0WDmZ9Pt/wAFafif1/sDwwPrbT//AB6lX/grR8UNpz4e8M59ref/AOPV8waprWmaP4P0JZbFJZdS8NmOORYlysq6zLIXYnv5cLJnrggdKi1D4kaDdXeotDo5jS4n1iSMeVGNi3SKsA4/55kE+2eKQuZn1Kv/AAVo+JxBz4e8N/UQTfy82nQ/8FYviXcMR/Y3heLALZa3n59h+96181eJPG+i6D4kubc6bHcqty0/mQohUq9isYUfRzu/+vR4F8ZaPrXinwrpQ0lVkl1XQY2eSNCpEG+OYH2cyKffbzRoHMz6RvP+CsXxOjnZIdI8MkLxuNrNye//AC16Zqv/AMPZviouc6P4ZxntaTf/AB6vlFfGmlx6GLD+zP8ASV0kaeZti8zDUvtPmZ6/6r93nr26V0Nv4y0LxFca/ssYrNXGuX0Xmqi/LPGhhjHuvlnGOm7igfMz6MP/AAVm+Ku7jSPDJGP+fSb/AOO03/h7J8Vj/wAwnwyOf+fSb8P+WtfMU3xO0V7y4lGi/u5JWkVdicA2Rgx/32Q/4etamg+MdLTR/wC3DpamDSdR0BZYSi7pfJhnEuO3zlO/XIzRoHM+59Ef8PXviwzYGl+G8c8/YpffH/Lb6Ukn/BV74tebiPTfDQTpzZSnp1P+tr5Ut/HmmR6Klo2nFp10hbAyFVwZRqP2rzP+/f7v17dK3dX8caR/Zr6lBYxn+0rrWlFuoQPCsyxeTuHYKWOPocUBzM+jG/4KvfFxuE03w2SvU/Ypf/jtRv8A8FYPi6Sdum+GV9jZS8f+Ra+bJvijo8moPONG/dtdzzhdqfdktBCF/BxurQ1TxhpnhHWdKSXTFudv/CN6o2xFw0cFkDKnPdzKPY7eaQczPoBv+CsHxf4AsfDQP/XjJ/8AHaev/BWD4t8B9P8ADuPUWcn/AMcr5Vh8dacNCTTv7P2zHSV04zHbjzBqP2rzPX/V/J6/hWz4u8eaVa+IPEVlDYx3Ef2nVoYpoQmxhPKPLZcdl2nGPXigOZn0m3/BWD4rtGR9g0ASdmFm5H5eZ/Wq0n/BVv4wNwlr4d+v2B//AI5XgWh+NNN8T+ILmGLTVt2kXULwMyrhVGmugXAHXcm78azNP+KWl2d9YTvpLOtvdaNO64TDCzhaOUf9tC2f50aD5mfRy/8ABVn4xk/Nb+Hce1g//wAcqKT/AIKr/GT/AJ4+Hx/24N/8cr510TxVps/hfUIXgjhuLDQo7YeZtDXEn9qpOSvfPlvj1wh7VDdfEvT7yS92aP8A8fD6oUX5cj7Vt8sdP4Np/PijQOZm3+0L+0z4t/aS1bS7/wAV/YhNpsLwQCxtzENrMCc5JyciuR0v4jW2m6bb2b+D/D180S7Tc3UU5lk92xKBn6AVpfELWrTxF4N0/VLW0W0+1a3f/JxuAFvZcZA6ZyfxNec+najYXqen+AfGWjrN4httVk/4Rm31KW1uI5tOt3kSHyZQ5iC7twDDJHJ+ZVzgcgrzRXK7hk8jnHeii4rJntfwC+Eq/FGy1CGO91C3e5uoNLMWmhD5SyBnE9wGIzCrxoMDv3BAB8ZukeG4ljZtxRipPXoaKKqS0QiHcehpySKCAcD/AGu9FFQB638Rvhrb+G/h5pGtI2tXa7bSOLUJjG2ny+fC87RwkHcpjfepHOSHJ2ng+Q7/AK0UVUtHYEL5hzz0967H4R+GIvGnxA0rSpdWGh+YzyLfYcmNkRnUrsBOcqOcUUUo6sCj8QPCbeAfFd3o0moWuqTWwQvPZ+YEDMgYoQ6qwZSdrAgEEEdq5zzOpJH5ZoooYAJC3Q8fSvUPCngnRbj4U3uv6rc6n++vZrRFsZoljglihV4nkhb5pgxkZTsxsAJJ5AJRQhnmGDuIpjE9yAKKKBE1rGbi5ijVGkLMFCx/eOT0HvXpXxo8H6B4TGkQ6ZLqR1f97DqUF7dpdpbNGECQiVI0UuoJ3KNwUFBnOQCihbMZ5d944AwKRiPurx60UVIHR+AfDp8SaxeWySzxyRaZe3afZvvs0VvJIE+jbcH2Jrm1ZuckjtiiimA/dtXGPxpFw0mOtFFIZ6v4u8BaLpPgeSS0k1BdU0yLTbm7M0qtbTfbbfzf3SBQUK4ReWbcATxjFeUKjvnA+717UUVTAmjWNV3M7O/TYowMfWiiipA//9k=) | ASR 1200 X0243 030802 Hvæs Mørk grå
Hvæssestensfragment |
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) | ASR 1200 x0366 030802 Hvæs Mørk grå
Hvæssestensfragment |
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) | ASR 1200 x0578 030802 Hvæs Mørk grå
Hvæssesten. |
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) | ASR 1200 x0603 030802 Hvæs Mørk grå
Hvæssesten. |
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) | ASR 1200 x0298 030802 Hvæs Mørk grå
Rhombeformet hvæssesten. Ingen spor af slibning |
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) | ASR 1015 x0105 030802 Hvæs Mørk grå
Hel, mindre hvæssesten. |
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) | ASR 1015 x0672 030802 Hvæs Mørk grå
Fragment af aflang hvæssesten. |
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) | ASR 1357 x037 030802 Hvæs Mørk grå
Hvæssestensfragment
Mål: (10)x2x1cm
Spor efter slip på alle tre sider. |
![](/grafik/intetbillede.jpg) | ASR 491 x170 030802 Hvæs Mørk grå
5 x 2 x max. 1 cm. Slib på to flader. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11432 030802 Hvæs Mørk grå
1 stangformet hvæssesten af grålilla skifer. Stenen er stærkt nedhulet på den ene bredside, medens den anden har hvælvet form. L: 14,9 cm. Br: 2.0 - 2,55 cm. Tyk: 1,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 440 x1027 030802 Hvæs Mørk grå
1 violet, fragment, mål: 4,5x0,7 cm. |
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) | ASR 1000 x058 030802 Hvæs Mørk grå
Hvæssesten
Violet skifer
Med afrundede kanter, gennemboring i den ene ende.
Mål: 8,9x2,2x0,75 cm, |
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) | ASR 1000 x019 030802 Hvæs Mørk grå
Hvæssesten
Fragment, lille splint
Violet skifer |
![](/grafik/intetbillede.jpg) | ASR 9 x200 030802 Hvæs Mørk grå
Fragment af hvæssesten af violet skifer. Største mål: 4,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x034 030802 Hvæs Mørk grå
Fragment af hvæssesten af violet skifer. Mål: 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x024 030802 Hvæs Mørk grå
Fragment af hvæssesten af violet skifer. 2 slibeflader. Mål: 4,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x294 030802 Hvæs Mørk grå
2 feragmenter af violette hvæssesten. Største mål: 3,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 2089 x011 030802 Hvæs Mørk grå
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) | ASR 1874 x174 030802 Hvæs Mørk grå
Lille flis fra hvæssesten med slib på en flade. |
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) | ASR 1874 x185 030802 Hvæs Mørk grå
Lille flis med slib.
Mål: 3x1,2 x0,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 2090 x046 030802 Hvæs Mørk grå
|
![](/grafik/intetbillede.jpg) | ASR 2165 x11 030802 Hvæs Mørk grå
1: (5,4) x 1,1 x 0,4-6 cm. Slib på alle flader, undtagen bruddet. 2: 5 x 1,7 x 0,35 cm. Slib på alle flader, undtagen bruddet 3-6: småfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 2165 x02 030802 Hvæs Mørk grå
Ualmindelig stor hvæssesten. Ca. 32,5 x 2-3 x 1,3-1,8 cm. Store partier på langsiderne er sleben, men ved endefladerne er stenen generelt stadig rå. |
![](/grafik/intetbillede.jpg) | ASR 2090 x053 030802 Hvæs Mørk grå
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) | ASR 13 x0479 030802 Hvæs Mørk grå
Fragmenter |
![](/grafik/intetbillede.jpg) | ASR 2360 x004 030802 Hvæs Mørk grå
Trekantet tværsnit. |
![](/grafik/intetbillede.jpg) | ASR 2360 x100 030802 Hvæs Mørk grå
Fragment. |
![](/grafik/intetbillede.jpg) | ASR 2360 x101 030802 Hvæs Mørk grå
Knækket. Tyndt slebet. |
![](/grafik/intetbillede.jpg) | ASR 2360 X132 030802 Hvæs Mørk grå
To fragmenter af større hvæsestene. |
![](/grafik/intetbillede.jpg) | ASR 2360 X134 030802 Hvæs Mørk grå
Mindre ildskørnet fragment af større hvæsesten. |
![](/grafik/intetbillede.jpg) | ASR 2360 X060 030802 Hvæs Mørk grå
Ildskørnede fragmenter af hvæsesten. |
![](/grafik/intetbillede.jpg) | ASR 2360 X063 030802 Hvæs Mørk grå
Fragment. |
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) | ASR 13 x0925 030802 Hvæs Mørk grå
Hvæssesten. Mål 6,5 x 1 x 1 cm. Grov i udformning. Fin i struktur. Slibeflader på tre sider. |
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) | ASR 13 x0742 030802 Hvæs Mørk grå
Hvæssesten. Mål 6,5 x 1,8 x 0,8 cm. Grov i udformning. Fin i struktur. Slibeflade på en side. |
![](data:image/jpeg;base64,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) | ASR 13 x0820 030802 Hvæs Mørk grå
Mindre fragment af hvæssesten. Mål 3,5 x 1 x 0,7 cm. Afbrækket i begge ender. Fin i struktur. Slibeflader på alle fire sider. |
![](/grafik/intetbillede.jpg) | ASR 2391 x263 030802 Hvæs Mørk grå
To fragmenter af samme hvæsesten 17,5x2x1,5cm. Halvfabrikata med delvis gennemboring. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0222.04 030802 Hvæs Mørk grå
1 brud af slibesten 5,4 cm. Violet |
![](/grafik/intetbillede.jpg) | SJM 348 x198 030802 Hvæs Mørk grå
|
![](/grafik/intetbillede.jpg) | SJM 348 x212 030802 Hvæs Mørk grå
0,7 x 0,5 x 6,4 cm. |
![](/grafik/intetbillede.jpg) | SJM 348 x261 030802 Hvæs Mørk grå
afsprængt flis, l. 2,4 cm. |
![](/grafik/intetbillede.jpg) | SJM 348 x108 030802 Hvæs Mørk grå
Meget nedslidt stykke, største længde 3,9 cm. |
![](/grafik/intetbillede.jpg) | SJM 348 x247 030802 Hvæs Mørk grå
Fliser/afsprængninger. Største længde 2,3 hhv. 2,5 cm |
![](/grafik/intetbillede.jpg) | ASR 2391 x508 030802 Hvæs Mørk grå
Fragment (68 x 27 x 13 mm). |
![](/grafik/intetbillede.jpg) | ASR 13 x3535 030802 Hvæs Mørk grå
Lille ca. 4 x 0,6 x 0,6 cm fragment. |
![](/grafik/intetbillede.jpg) | SJM 348 x658 030802 Hvæs Mørk grå
Fragment |
![](/grafik/intetbillede.jpg) | SJM 348 x662 030802 Hvæs Mørk grå
Hvæssesten, ultra tyndt slibet med skarp kant, største længde 8,3 cm
Smukt, fladt og helt opslidt stykke. |
![](/grafik/intetbillede.jpg) | ASR 491 x017 030802 Hvæs Mørk grå
1 fragment af hvæssesten af finkornet mørk skiffer. Fragmenteret, ca. (5,3) x 2,3 x 0,5-1,2 cm, afbrudt i begge ender. Blåkort: 1 stk. hvæssesten, afbrudt i begge ender. Type: gråsort skiffer. Mål: 5,2 x 2,2 x 0,5 - 1,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 491 x170 030802 Hvæs Mørk grå
Småstykker med slib. |
![](/grafik/intetbillede.jpg) | ASR 440 x1027 030802 Hvæs Mørk grå
1 mørk grå, fragment. mål: 4,7x3,3x1 cm. |
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9Pbr6nH61NdrParAIipYjG0BSQOq9OvHqO2c17JffAe5iQ/YNWSQMPmjuItqk/Vc4+vauO1TwHrnhRmeTTZZlKbXuIf3sQAIw2ewwB973puLW6HGrCWkWchaSC+LLOHc4ynYj1wfQdMdfwrr/CNrN4Z8VWEhYSwzPGQxYHhj94YOCOxIOOa5qPUXW43zLGu0HHlxhVbDdcjHc+1alrrg1S8g8hJUSSTdLCGzhsn5lBHH4Ee9Tcu19D6jX7op1V9PlaeygkZSjOisVPUEjOKsV3rY8B7hRRRTEc18TXaP4b+LHTIddJuyu3rnyXr+f8A1eO4mvGSZjCcEu7Aggen5DpX9AHxM/5Jv4rz0/sm76/9cXr+f3WLoC6dRJ+735553HPUitY7DPXfGPgvVdN+Gs1/J8E7rRrOG1jdNfae92oDtxMVZ9h3Z7jHzV85SMz7tzE969w8Q6X4Qh8Ey3Nv4S8apqfkKy319LH9iRsjLELCDsPOBu7jmvErpgWG1SvtnIo6DZ6R4V+LVhoPwZ1zwVc+G7PVrrU9SS7ivrx5P9E2wvHujVGX95lwQW3L6qe3mMm7zGwMgH8qkZShhyMAnPApJMPIQSfmOSfbNHSxJH5gXG8446A0U24WNZpRG7OmSFJG3jPUjntRQB/S7RRRWQBRRRQAUUUUAFFFFABRRRQAUnXg8ilooA5DxN8LtD8RQykWqWV0wJE0C7efUqOD/P3rwbWvBWu+E9WVLmykIicNDeQZZCARhs/0OMV9UUVlKmpbHTTxEob6lLRbgXmk2c4z+8hVvmGDyBV2iitForHO9XcKKKKYjmPijn/hWfi7Ayf7IvMDH/TF6/n31SMNqRYjlW+bnHftX9A/xUkMXwx8XuDtK6PeEEdsQPX8++vX63d9cNkRPuOSB8rHPXHb+X0rWOwz2i78SeDNV0FNP1D4v+PZbeSFY5rE6IJIMAD5QGvwCAcYyOw6V4n42sPD2n60YvDWp6hqmm7FP2jUbBLOXf8AxDYksowOOd3PpXsHi/xbqF38N7izl+K/hvU4/ssa/wBiWuizwzuBt+QSmzRcj134O3qa8Bd1ZBkk49/61XQGOt1P2hP4huGRUMkbJMGwSMdQPWpY2ZWG1mAAJqEyAsQc+x70hEMyr5vy8AgdevSihpNx4HPb2opAf0u0V+fj/wDBVyFVyfAMYPf/AImxPP8A35qu3/BWSNWwfh8uPUaof/jVTysdj9C6K/PZP+Cr4kYbfh8u0nGP7TJOf+/VRXn/AAVhktriWJfh/BII2Kl/7UbB/wDIVHKwP0Oor871/wCCr1wRIzeArVFVAwxqZbcx6LxHx3/Klj/4KtXSxiSfwJaIjqSirqLFj6E/JwP59vZcrCx+h9FfnvL/AMFVZbexWaTwPB57jItvtrhlB6MxMf3SCCMc/TgmrH/wVcu9jvJ4FtQNwRFW+clj/wB8f5zRysLH6JUV+b//AA9o1HbJ/wAUHZhlHC/bn5P/AHzTJP8AgrVqirkeA7An/r+f/wCJo5WFj9I6K/Nf/h7VrLcjwJpq+xvJD/SpY/8AgrNqjHL+CdPRdw4F1ITjv260crA/SOivzWm/4Ky67GyY8D6ZtOM5uZKnX/grBq7yceCtOEar5jt9pk+76D3PGPrRysD9IqK/M1v+Ct2vPgR+CtLU9y00p/TNNb/grR4l5ZfBuihR2aWbJ/8AHuKfKwP00or8xn/4Kz+LFh3DwhoO7PAMk+P/AEL6VUf/AIK3eNFY48G6AV/3p/8A4ulysD9GPi42z4U+NG6Y0W9P/kB6/nm1Bi1y3JJ3E9K+5vGH/BVDxp4s8J63or+EtBt4tRtJrNpFMxZEkQoxGXxkA8Zr4TmkZ3Mo9au1kB7r4u/t6H4a3fn2Pwuhtfs8e59Lu9Nk1LGVwVWOUyb/AFwM/e96+fZG+Xk4br7V6na/FLwollFFJ8I/DVxIqqr3E2oaoDIQOWIW7AyfYVz/AI28ZaH4ntbWLSfAuj+F5IpCzz6ZPeSNMuMbWE88gx34ANPoDNvQPgb4r17wbFr2nWdqsT2s97FazajAL27t4siWaG2LCRo1KSchTna/XaceYsUZTuXL/wCycA19c+CbV5/FHw4+Jcc9nH4Q8OeG401KSS7jQwTW8csclsY87t8pxtUD5vOBHfHyLdHc25U2Af3elLpcCM5cElfm/SilijkkAwCeeTycf55ooEe1eIvhbqPh3UvHNhLe28z+EpBHcGPcROTcLDlOOm5geewpt38J9Th1a80/7dal7TQIfEDsu7BiktopxH0+/tlUemR1qnrXxY1XXtR8X3twyiXxQ/mXwjQ7QfPWb5Ofl+dQOc8E06T4ratJqFzeK1u9xdaPHocheM4+zx28cAI5+9siU56ZycVpqBoab8LNQ1S58KRC/toX13SrnVrf7w8pYHuUKN/tE2rYI4+Ye9U9J+Gd3rsPhG5S6jRPEWryaTArAkxOhgBdv9n/AEhen9010fijxhc+E9F+FOp2KR/aF8M3cIMq5G2TUdSjbv8A3XNclp3xJ1LS7Xw7ZweWRoeoSanbb4+kz+SSG9QPITj6+tGthhqXgO80rw7f6vJcwiGz1gaS8K5JL7Hbf6Y+Q/nW7q3wxvNCvvHX2i/tpbjwjMsUgaNilw32lYNwBHQFgcH8q5u+8cXmoaVqGmXDRG0utTGpyNtwfOCuuBz0w5rovit49up/iR8S10q5gvNJ12+mUzxkSI8S3IlRkYHGMopyOoo1AW6+FGpR+JdShk1OKaW20CDxE8zbm85ZreGfy/8AexNgk91JpIfhXe6heeFrW31CA/29pN1qsRdG/c+S90jI3+0TasARxyPSsqz+KmtQ6xcapm2aeTSIdHkDRBla3ito4VXGeuyJOfUk10vwt8XXOu/EHw1BOY/sunaNqVnbxoOVVobuZgT3PmTvg+hA7UtQOa0b4cXOrab4SukvIoU8S6tLpMKspJhZDAC7HHI/0gdP7prMvfAd1a+F9R1c3UbJp+rLpLRhCC7FJG3g+gEZ496r23xG1awsdAtYXjWLQNQk1Kx3JysrmLOfUfuE4+vrUEnjrU7rQ7/SnMf2W+1H+1JBs584Kygg9hiRuPpSA6XxJ8LLrw7qnjyyn1KO4PhOby55NpH2km4WHK56ctu59KWb4WzLrGp2P9oxO9p4fg8QeaEOHSW2hnEYB74mAz/smpLf4iN4k0n4pXut3cK6trkMM4QDb50v22KRwg9huOPQGuWb4oa5JqFzdGWMS3WlR6NLtjGDbRwxwqoHrsiTn2PrQB1elfCS41S68GWn9pwrJ4i0+bUlLI3+jqk9zFtbn5sm2JyP73tzDp3w2l1az8IsNRSKXxLq8ml7fLJMDIbcAnnni5Bxx90is/QfiJrtneeHr6OWCKTQ7R7GyaaMFEjklmkw+evzTynJ9h6VvXviK78OfCnwFqlnIPt9l4i1O5jYgOvmIlgyk9jyB9aAOXuPAMln4d1jW3vF8vTdZg0lozGTvMiXDeZ16D7OeO+72q/4k+Fb6Fq3xCs/7SSceE5djP5RUXP+krb5Az8vL7ufTFc1P461W80jUdLkeM2moX0eoXC7BkzRrKFIPYYnk49/aptQ+IOs6peeJbu6nQv4ibdqJ2BRL++WbIUD5fnUHj6UmBv3/wAKXtdSuLM6kh+zeHIfEG4R9RJbxz+VjPUeZtz/ALPTtUWlfCuTWNS8C2ceopFJ4nsZr9ZBGW+ziOe5h2kZ+Yn7MTkY+/jtzP4++IBj1e2vNFvI5FuPDVhpd0QmQcWcMcqcjghlIyO4rkLH4ka7Y33h+4hu1WXQ7d7axby1PlxtJLIQePm+eaQ85+97UugHU+FfhVP4kh8GhdUWB/EutSaOF8ot5BQ2wMh55B+1fd4xs9+PNLmQwuVQ8epPNeq/AfxVfX3xM+HGiTXCjTbHxHDcwKyquySWW38wlsZORbx8Z7cdTXk14x3nJzyR69aBELXEmCdxJo8yVgAGYD60kmFbauSoPBYY4pC2Bjp/WkBLHLKqsvmEDjgnPfvTGDNjqR/tHFChvJc9+gxUlraGRS2Plxyx6D6mgBY4xuVfmkJ7L7ck0VL+5hkUohlIxy2SPfFFAG60g6bFHHf6UWokcBVjy7HAUeppisLdjuk3TMOcc7fx9afb37efGFztyDn6HrWoHr/jD4C69pOg6gbnxPo+r6t4Yt86h4ct7mZ7rTITJ86/NGIyFllO9YnbaWYn+I15Akmwl2ddw6L719I/tIQ6R42j1DxfFr/heC1FlCbJ9Ku1m1LXLmQw+Y13Ar5hcDznZjGg3DGGLA18zKwYoQuMddp6/hQgLM0m62lmIXajqmBwckE/0NU1lWTaMZYnp1Bz7fnUtyz2zGKaDy33BmSQYPTjI/Goodu0s2VJbA49Ov8ASpuBocLaykbTuGwbjjvkn9B+ddR8O/By+Ir67M3jHSvBl3bhUQ6kLsPNvDBgnkQyHpwd2MhhjPOOPkdPLjjLEqfm468np+gr2b9nnUrSw0vxTJpWp6PoXjofZjpGoa7cRwpDBmT7S0MknyJPnydrHBC+ZtOcUwRwvxU+F198J/GFx4d1G/stRuIreGdprEyeXiWNZFBEiIysFYZUqCDxXIbfLAJ6lMAKM9//AK1dP8Um0/TfHV7Fp2vSeJo0WP7RqkjFlubkxqbgozAFk80yBWIywAPeuSe9DIBsz0J9sUwG4CyAFSCeufpTGVvNCIOD0285phuHk3FRjIxyKtWiGHMknGzgcd+5/n/kVLAdqEylkjDZSJfverHqfp0rY8UeHdR8PeG/C9/c3aT2OtWst/bQI7HygJ5LdtwIwGLW+eM5G3nsOXmbcxOcEnmvWvHmqeDdW+Dvw7gh1m+n8X6ZYXFnNp0dsptoozf3MoLylwwcrIDtCEYIJIzikB5YLwLasiquWOdwHI9vp/gKg+TYfmxuOD6+5qFn44PGeKFA2/xbh04479/yoAmuGVWZGVhx8o4HfvVVWCqTtOR+v+eanXDyY6LuyMnJFQMpj4OR/WkB6D8M/h/D4h0vVPEGqeJofCejabNBANRkhlmdrmTe0aRpGNxIWKRieihfUqDz/wAQfBd74A8V6joGoSwT3FqyEXNsxaGeNlDxyocAlXR0cZAOGGRmu6+GU2ieL/htq3g3UvENh4Yv11e21W1utU8wW8yLFJFLGWRGIYbo2AIwQH74Bxvjj4g0/wAWfEW9k0SV7vS7Wzs9LtLkxlTcR2trDbrLtPI3iHdg8jdR0uM85jy3yk4HXGetCxmRgiKSx9KtCzjt1zK+SR9xSM/ie1X49Fv76ayit7OVo7yTybZIoyfOfcF2r/eOSBj3pCKCrHAuHxM2fuL938+/4fnUkiyPCocqqk5AHGB6AD60/wDs+7XTzdx2zm2WUQtNt+UOQSFz6kAn8K3fEHgHxJ4Z06C61TTJLe2Z/KMrFWEcmM+XJgny3x/A2G68UAc9Cu47V3J13Hvt70VMyRw24V3G9xyFG4gZ/LqP0ooA9OX9mz4v/wDRK/G6kjGR4bvB/wC0qmk/Zp+LRXcvwr8bh8448PXn5/6uv32oo5wPwEm/Zp+MCxqB8K/Gx74Hhy8OP/IdRR/s0/F/jf8ACnx03pnw7eDH/kOv6AKKXMB/P/N+zZ8YDGu34UeOM+/hy84/8h01P2bvjDn5vhR45Y9m/wCEcvOP/Idf0BUUcwH4A3X7NPxgkWMj4U+N8bQD/wAU7eHoB/0zqu/7NfxkLEL8KfHQXHfw5ec/+Qq/oGopcwH8+3/DM/xhUjHwn8csB3Phu8/+N09v2bfjEYUUfCbxxnv/AMU5eev/AFzr+gainzMD+fyP9mf4xs6gfCnxsmO58O3mM/8AfurH/DNPxg8lFPwq8bAY6f8ACO3h+mf3f0P4mv37oo5gP5+JP2X/AIv8H/hVfjgnPbw5e/8AxqpF/Zk+L3mFv+FUeOOQf+ZcvB2P/TOv6A6KXMB/Psv7MvxgGf8Ai0/jjHb/AIpu8/8AjdMX9mX4xbjn4UeOuvX/AIRy9/8Ajdf0GUUcwH8+0X7Mfxg+0xsfhR44ADD/AJlu8A6/9c6Jv2Y/jDNEf+LUeOAyjP8AyLt5zz0/1Vf0E0UXA/n1j/Zd+MCESTfCrxxk/wAMfhy8Lf8AourUv7NvxjZY/L+E/jaP+Fl/4R285x6ny+eD+lf0AUUXA/AJv2Vfi/HKDJ8L/GCqOQf+EfvH49MLEf1r1X4c/s9+NbWXwVqWr+B/HFonhzVjc3Nm3hTUDcTxeZHJmHbCUJJVhhnXp71+1FFFxn4l65+zf8QPD/gNdK07wR4s1LUZNZju2k0vwrqQSOFImUMGmhVt+WPGBjjk84q61+zd8SNJ8M63bReEfGvie61WSJIwnhjU18mNH8wzS+bCuJOAoVCww8nzdN37fUU+YD+fib9mf4wyfMfhN44HIH/Iu3nQdP8All6UV/QPRU3EFFFFIAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==) | ASR 1000 x017 030802 Hvæs Mørk grå
Hvæssesten
Mørk skifer
Meget lille flis |
![](/grafik/intetbillede.jpg) | ASR 8 x005 030802 Hvæs Mørk grå
1 fragment af mørkegrå skifer med glatslebet sideflade bevaret. Alle andre sider og ender er brudflader. Mindre fragment (ca. 3,7x2,4x1,2 cm), med én slibeflade. |
![](/grafik/intetbillede.jpg) | ASR 9 x561 030802 Hvæs Mørk grå
3 fragmenter af hvæssesten af mørkegrå skifer. Mål: 2,2-4,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x382 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Mål: 3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x479 030802 Hvæs Mørk grå
2 fragmenter af hvæssesten. Mørk skifer. Mål: 4,5-5,5 cm. cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x534 030802 Hvæs Mørk grå
Hvæssesten. Mørkegrå skifer. Mål: 2,1x0,5x7,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x332 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørk skifer. Længde: 2,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x321 030802 Hvæs Mørk grå
Hvæssesten af mørk skifer. Mål: 3,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x418 030802 Hvæs Mørk grå
Hvæssesten. Mørk skifer. Lidt ureglemæssig, med "bløde" kanter. Mål: 4,2x1,3x15,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x575 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Længde: 3,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x347 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørk skifer. Længde: 3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x400 030802 Hvæs Mørk grå
4 fragmenter af hvæssesten af mørk skifer. Mål: 2-3,3, cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x170 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Mål: 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x286 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørk skifer. Største mål: 3,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x302 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørk grå skifer. Mål: 1,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x354 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørk skifer. Mål: 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x514 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Mål: 4,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x393 030802 Hvæs Mørk grå
3 stk. hvæssestensfragmenter af mørk skifer |
![](/grafik/intetbillede.jpg) | ASR 9 x280 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørk skifer. Største mål: 3,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x140 030802 Hvæs Mørk grå
to fragmenter af hvæssesten af mørkegrå skifer. mål: ca 3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x156 030802 Hvæs Mørk grå
2 fragmenter af hvæssesten af mørkegrå skifer. Den ene med specielle arbejdsspor eller evt. rester af gennemboring? mål: ca 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x352 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørk skifer. Mål: 3,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x394 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Mål: 2,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x169 030802 Hvæs Mørk grå
En flis af hvæssesten af mørkegrå skifer. Mål: 2,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x311 030802 Hvæs Mørk grå
4 fragmenter af hvæssesten. Mørk skifer. Den mindste: 0,3 x (0,3) x (1,5) cm. Slebet på tre sider. |
![](/grafik/intetbillede.jpg) | ASR 9 x145 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Mål: 2,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x117 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Mål: 2,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x126 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørk skifer. Største mål: 1,2-2,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x139 030802 Hvæs Mørk grå
Fem fragmenter af hvæssesten af mørkegrå skifer. Mål: 1,7-8 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x496 030802 Hvæs Mørk grå
Hvæssesten af mørkegrå skifer. Bløde kanter, helt slebet. Ved den ene kant to dybe furer, en på hver side. Mål: 4,5-5,8x2,2x10,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x498 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Mål: 3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x500 030802 Hvæs Mørk grå
2 små splinter af hvæssesten af mørkgrå skifer. Mål: 1,8-2,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x510 030802 Hvæs Mørk grå
4 fragmenter af hvæssesten af mørkegrå skifer. Tre små stykker, et større: 1,6x0,6x5,6 cm. Markant fure på den ene side. |
![](/grafik/intetbillede.jpg) | ASR 9 x379 030802 Hvæs Mørk grå
4 fragmenter af hvæssesten af mørkegrå skifer. mål: 2,7-7 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x119 030802 Hvæs Mørk grå
39 fragmenter af hvæssesten af mørk skifer. Meget lagdelt og let spaltende. De fleste stk. er små. Næsten ingen med slibeflader. Mål: 1-6,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x104 030802 Hvæs Mørk grå
Fragment af hvæssesten, mørk skifer. Uregelmæssig, slib på flere flader. Største mål: 5,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x454 030802 Hvæs Mørk grå
5 fragmenter af hvæssesten. Mørk skifer. Mål: 1,4-5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x108 030802 Hvæs Mørk grå
Fragment af hvæssesten, mørk skifer. Største mål: 1,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x109 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Mål: 3,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x110 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Meget lagdelt og let spaltende. Mål: 1,6-3,4 cm. cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x112 030802 Hvæs Mørk grå
2 fragmenter af hvæssesten af mørkegrå skifer. Mål: 1,5 og 3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x116 030802 Hvæs Mørk grå
13 fragmenter af hvæssesten af mørkegrå skifer. Mål: 1-4 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x130 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørk skifer. Mål: 2,2-3,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x450 030802 Hvæs Mørk grå
10 fragmenter af hvæssesten. Mørk skifer. Mål: 1,8-3,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x456 030802 Hvæs Mørk grå
Fragment af hvæssesten. Mørk skifer. Mål: 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x487 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Uregelmæssig. mål: 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x114 030802 Hvæs Mørk grå
Tre fragmenter af hvæssesten af mørkegrå skifer. Mål: 2,5-4,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x446 030802 Hvæs Mørk grå
Fragment af hvæssesten. Mørk skifer. Mål: 4,8 cm. cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x111 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Mål: 3,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x378 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Mål: 4,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x206 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørk skifer. Største mål: 3,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x201 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørk skifer. Største mål: 4,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x200 030802 Hvæs Mørk grå
2 fragmenter af hvæssesten af mørk skifer. Største mål: 1,8 og 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x072 030802 Hvæs Mørk grå
Fragment af hvæssesten. Mårk skifer. Mål: 4,8xca 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x073 030802 Hvæs Mørk grå
Meget lille fragment af hvæssten, mørk skifer. Længde: 1,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x440 030802 Hvæs Mørk grå
2 fragmenter af hvæssesten? Mørk skifer/tagpladeskifer? |
![](/grafik/intetbillede.jpg) | ASR 9 x490 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Mål: 3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x094 030802 Hvæs Mørk grå
3 fragmenter af hvæssesten. Mørk skifer. slib på den ene side. Mål, Største stk: 1,0 x (0,9) x (6,4) cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x074 030802 Hvæs Mørk grå
7 fragmenter af hvæssesten. Mørk skifer. Moderne tagskifer? Største mål: 2,2-4 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x023 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Mål: 5,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x018 030802 Hvæs Mørk grå
To fragmenter af hvæssesten af mørkegrå skifer. Mål: 2 og 4 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x034 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Mål: 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x187 030802 Hvæs Mørk grå
3 fragmenter af hvæssesten af møk skifer. Største mål: 1,5-6,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x296 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørk skifer. Mål: 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x307 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørk skifer. Mål: 2,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x021 030802 Hvæs Mørk grå
Splint af hvæssesten af mørkegrå skifer. Mål: 1,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x025 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Mål: 3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x002 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Slib på een side. Mål: 6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x006 030802 Hvæs Mørk grå
2 stk. flis af hvæssesten af mørkegrå skifer. Mål: ca 1 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x006 030802 Hvæs Mørk grå
Hvæssesten. Mørkegrå skifer. Mål: kun 0,25 x 0,2 cm. Længde 1,7 cm, afbrudt i begge ender. Slibeflader på alle fire sider. |
![](/grafik/intetbillede.jpg) | ASR 9 x039 030802 Hvæs Mørk grå
Splint af hvæssesten af mørkegrå skifer. Mål: 1,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x009 030802 Hvæs Mørk grå
fragment af hvæssesten af mørkegrå skifer. Mål: 1,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x014 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Mål: 4,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1269 030802 Hvæs Mørk grå
1 afsprængt flis af mørkegrålig skifer. Længde: 2,0 cm. Tværmål: 0,7 x 0,3 cm. |
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) | ASR 1273 x171 030802 Hvæs Mørk grå
Hvæssestensfragment
Finkornet skifer, mørkegrå |
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| ASR 1273 x024 030802 Hvæs Mørk grå
Tyndt og spidst formet muligvis med ansats til skaft. |
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) | ASR 1273 x041 030802 Hvæs Mørk grå
Hvæssestensfragment |
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) | ASR 1273 x197 030802 Hvæs Mørk grå
Hvæssestensfragment? |
![](/grafik/intetbillede.jpg) | ASR 4 x02 030802 Hvæs Mørk grå
1 fragment af hvæssesten (?) af sortgrå sandsten. |
![](/grafik/intetbillede.jpg) | ASR 2165 x11 030802 Hvæs Mørk grå
To stykker kan samles til én komplet: 16 x 1,6 x 0,6-8 cm. Slib på alle fire langsider. Et lille fragment med delvis bevaret gennemboring, største mål 1,5 cm. De resterende fire er diverse mindre fragmenter, med/uden slib. |
![](/grafik/intetbillede.jpg) | ASR 2165 x02 030802 Hvæs Mørk grå
Lille flis |
![](/grafik/intetbillede.jpg) | ASR 2165 x03 030802 Hvæs Mørk grå
(6,3) x 1,8 x 0,0,4-0,9 cm. Afbrudt i længden. Slib på alle flader. |
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nk4JPoPTj0qomkNuuJ7iWC4tFGw+XbAfORuCjaeo44HOKdfWWoJNdLPaXF4QfkihKLCTydxTk98dKp/2Pc21glqvh27SJ3JYxEBd7YOcDHPUfTFPlSIbdyrJ9r1JneSz02MeYIm8h4ywHQZzntz6e9SLo91eK0EU1vbJjA8tV3OwztII68+3rVNfAfnNa3SaddWLqP3zQuMlgevzZ54J9adb/D7V7O8Euj3UlvJI2Nzy5LKcZB2opx+Pb3oTjazYe92FudC1W2ePzFtWMPEZbem/AIDHAGecflzV7T4dejhm+1izuRkyB0mdCPVcY6n8/pV+z8N6vbyF5tTQXsxLzmRfMVuRkYyeeOnvVuPTZltyLjY8o5SS3iaL+bHJ79utTZPVFK/U5aS61S4jkzZpdvI3loJG2bcHqSUPHBGM8cnisvXNQ1nw74R1q+i063kuIbX5hcMWjxkbuRjkAZGenY12VwjwxxqEmt/LPzMdpOc8HPvjp7VheIdPv77Rb62ikW3a4heICacLH8y7TlS+GHTjHaj4UUldnEfDf4bWIsbDxFcMt3c3DNcEx5KKTk9O2MnrXomlw3NxPJ5ltGCwJjXaC3BPX1/+t0rM8I2LaH4U03Rr23gmMAMf2qFXZSdxYgYOO/r2rQm0cLdM1vdySW7cK67jt4GMYzjnA/GuGNt0/kdbve0ia1gW+dwky23lsS0duhVP8f8/Ss1dQaBjE0M0kTPjdCpLdeCc/xHnr61qyQQxwvDMoZGAaRFjIPzEfNnr1x2rLuNLjkhRbdfKHGNo6kdxn61DU+35lJxJLzTphqf2meJZrWdVCRmMo6jPUkHG7jtjr2qk2YYZ0tkNxtYYebdujBJyNwPJA9vX61Yk02V/lkvJpyj7xFvKBvbvnn3pwtpZYC8cAt0xgsjHDHBxwT/AEpxk07dBtK1z7B/YZ1C7uvg7eW1yY/KstXuIbdYx91CqOQc8n5nY8+tfRNeEfsYaXFa/Cm9uI4pEkutVmkkZ+jlY40yvsNmPqDXvfl168H7qMJbiL8popdlFUSfzdPlYse9Os97XlqF3lzIuNi7m7dB3Ney6J4L8J3ltpAkh0640meGB9Q1mfxFDbXNq7KDPtt2II8ttwClGL7QQTuFeY6XpOl3jGWfXtPsUhlKpDeRXBMqjoT5UbYB+uetOUbHNGR0fxQj1GH+y/7RXX1ZvM2f23YLa/3c7ME7u2fTj1r9g/8Agmz/AMmj+FO/7+8/9KHr8YPHEmks1kNK/sXjf5h0cXo9Mb/tJ+uNvvntX6G/sXft7/C/4KfAHRPCHieTVk1eymuHk+y2Ykj2vKzLhtw7EdqmfvJpFR2P0xrzr4ufB61+J1rFKt19i1O3TZFI6eZE4zna6/XOCORk9eleFD/gqN8DtxU3mtqenOnf/ZU9f+CofwLZsHU9YT3Omt/jXP7OQyhr37KvjZJo/skWjXHln5JIZyB1x8ysi849DTPDP7MvjuxnMctppkNsw+dprhQwOTggord/UVqD/gp78Cm/5jGqD66a/wDjUn/DzT4FN/zHdRH102Sq9nLsK7I5v2WPFTXmftukiMdJPtEpPsCPL/z+Nadr+zFra27Rza1ZKS+4YR3XBHPBxzVJv+ClXwI2g/8ACRXpz/1DZT/SlX/gpF8B5VyPE12PY6bPn/0GtVfsGo66/Y+vNSkka68Z+Wjfdjh08nHA6ky89+wqLT/2NbjSZA1v4x8wscyNJp5ViM5xlZefTnjHarC/8FGPgO0Zf/hKpwAQP+QbP3/4BTl/4KLfAVv+ZulH10y5/wDiKHG+6C7L4/ZPVyWbxLtPPyR2JCdfQy5Pfv3qKP8AZCiaRPN8UNsU5/c2ARunvIy/mpqEf8FFPgHx/wAVm4/7hl1/8bqxH/wUK+AkisR43+6Mkf2bdZ/9FUcnkM0R+ybpS2qJ/wAJBqDzq2fMeKLbjGCNqqMZ+tbGnfst+DLbT/s91Fc3sjctK0pT6YUcDFcyP+ChPwCJwfHaD66bd/8AxqpE/wCCgnwCk6ePof8AwX3Y/wDaVLl8hnSy/sr+Ap/9ZY3TksGObpuSPboPwp0n7LPgGRjssLqCJlCtDFdOqtg5yT97P0Nc6v7fnwDYZ/4WDbD62N1/8aqYft6fAVgCPiHZ/wDgHc//ABqpdO/2R8zXU37z9lr4f3ccajTLiBk/jjvJSW+u4nNVLj9krwDcQpGINQi2k/NHeNk/XII/Ss3/AIbw+A4wf+Fh2eDyD9kuf/jVWIf24vgZcbtnxCsW2jJ/cTjH/kOj2b25RXJof2Q/AUblpE1K4JOfnu9v4fKoqTT/ANkb4d2GoC6+w31wgOfss965iOOmQCCfxPPfNRR/ttfA6TAHxD0zOcfMko/mlSf8NqfBHcFPxD0wE+qyj/2Sl7N/y/gVzPuew2enW+n2sVtawR21vEoSOGJAqIo6AAcAVN5NeOf8NofBIKD/AMLF0nBOBy//AMTTk/bK+CkzbV+Iujk/77D/ANlquWfYVz2HyxRXki/tefBtl3D4haMF65aVgP1FFHLLsFz8A5pATIBnaTwTVd2wgB96lvsQ3dwijaquQFEgkAGcfeHDfUdarM+5QMc0pEodv5U96723+H6SeGYtW/tAh5NEk1fyvL7rffZfLznuPmz+GO9efbs4GK6nxNq097oPha0exuLVdNsntfNkBCzbrmabK8dMSgfhRG2txPyO1j+Dsdx4jbTf7XIH9uWukeb5I6TRM5kxu7bcY7561gt8P1/4RuLVf7RYb9COteV5XpqJs/Lzn235/DHeuFeZtxO453Z61o6x4mudY0/RrOSNI49Ks2sojHkF0M8s2W55O6ZumOAPrTco9gs+56C3wd2eIjpf9sZ/4n50Pzfs/ou7zcbv/Hf1rJ/4V+y+H5NT/tDhNDXWfK8r+9fiz8vO7/a37sdsY71wIuJN27zHDZ3Zyevr9a3fEnidNY03w9bQCSE6fpv2GbccCQ/aJZcj2/eL17ijmjroGvc7i6+EDW+vPpp1VX26xeaT5nkY/wBREr+Zjd/Fuxjtjqay5vh+0Xh9tT+3DC6NFqxj8s/x3v2XZnPYndnHtjvXB/bp1bf58m7cWB3nO48E/WtDW/FVzrVnpNuy+THp9kLEeWx/eKJXlBb8X/QUOUOwa9z0K6+EssOpXWnDVQ3katqeneZ5RAY2cIkL43fxA4x296x7n4eTW2izah/aCssWk2+qlAh6S3CQiPOeo3hs+2K4YandNJuFxNuZmf75zuYYY/Ujg+tdB4q8UjWodJjtvOgS10yGxnVuBIyMT26jJBGfSjmhroGp1l98Ibmy1aex/taNzDqWr6d5nlEZNjCkrPjP8YfAHbHesy4+H9zb6Q+oDUEISwtL7Z5ZBxPJ5YXOe3XPeuLbWrxmLPczM5Z3LNI2SzjDnr1YAAnv3rQ17xhda6lhHg262tlDZFY3OJBGSVJ98nNLmh2DU7O6+FFzb311bHUY2aC81m0LLGQGOn26zM3X+MNgDtjvVWT4czx27v8AbIzttdPucYPP2rbtH/Ad3PrXDHWb4sWN5OXZpGP71iS0g2yHr1YcH1HWt3xh4w/ti5sHsZLiCKHTbO0kUkpukhiVScA8jcpIP8qd49g1N5vhjd73UX8J2z6vB9xv+XC3E7n/AIGDgenemS/Dm9jjc/bofkj0x+FPP22ISJ/3yDg+tcP/AG5qCnIvbjJMrH963WRdsh6/xLw3qOtaniDxtea5fQzxl7REtLO1MMcrYdreBIUc4xz8m4ehalzR7BqdLN8NdQt5jH9vgbnVOoOMWMZkf/voAgelOf4Z6mvl4voCJJNKjHB630JmTP8AugYP6Vwba/qTNk6hck/vf+Wzf8tBiTv/ABg4b171v+MPGr6nqlrLpt1dQW0djpsTIGKfv7a0ji34B6hg+1uuD2zReIamz/wrnU3txMb6Db5d/LwSeLVAzdO7A8e/Wp7f4YapcXtvaLf2+6a50m2BO7Aa/gM0Z6dFAw3v0zXB/wDCRamg2Lf3Pl4kUKJWxiQYkHX+IdfXvWt4g8fX+rapDd2ks+miKGxQRwzn/W2tukKS5GPm+VmHdd5APcnNENTZt/AeoXOnwXQvYgslneXoHPC25YOOnU7eKuw/C7WLzUYrMahAzSX2mWAZnfG+9haWM9OihSG9yMZrhI9e1KOJI1v7gRrHJEqCVsBHzvUc9Gycjvmui8X+N57jxEt3o9/dWsAjsJAEYoRPb2yRq+M/eVt+D23HHWnzRsGpOvw/1F9NivPtcAjk0641MLubIjhmaJl6dSVJHbFFcv8A8JNqKwiIXtwFWF7YL5pwInYsyY9CxJI9TRUNroMb4ksX03XtTtHljna3uZIjJCoVHKsRlQOADjoKy+3Nf0U/8Mu/Bk9fhH4FP/ctWX/xqk/4Zb+DH/RIvAn/AITVl/8AGqlyQH89nhvXD4e8SaRqzwR366fcxXAtZ+Y5Ajhth/2TjB+teieI/i9Zal4Z1uwhufE+qzasiIU1/VFuYbXEqSb0GwbpPk2hvlwGbjmv3P8A+GW/gx/0SLwJ/wCE1Zf/ABqj/hlv4Mf9Ei8Cf+E1Zf8AxqqVRxVkJxTP52WbGfrQJNoIxyRjNf0Tf8Mt/Bj/AKJH4E/8Jqy/+NUf8Mt/Bj/okfgT/wAJqy/+NVnco/nx8Ga/beGfFGnale6Xb63Z28oabT7wZjnToyn0yM4PY4ParPiTxk3iO2jgOj6RpoR9/mafZiFzwRgkHkc9Pav6Bf8Ahlv4Mf8ARIvAn/hNWX/xqj/hlv4Mf9Ei8Cf+E1Zf/GqfM7WFbqfzss2abiv6KP8Ahlv4Mf8ARIvAn/hNWX/xqj/hlv4Mf9Ei8Cf+E1Zf/GqVxn8/3w38U2/g3xda6pcxyvFHFNFut8edC0kTxrNHu43xlg69OVHI6jp/FnxG07xR4FuraS0um8TXV9ayXOoMiiO6jgS4RZGwciVhMgbqGMe4nJNfu1/wy38GP+iReBP/AAmrL/41R/wy38GP+iReBP8AwmrL/wCNVaqNKxNle5/O55ZHLEKv60hbsowP1r+iT/hlv4MdP+FReBMf9i1Zf/GqP+GW/gx/0SLwJ/4TVl/8arO5R+APw517T/DXiiK+1KEy26wzRiRYI52gkeJkSVY5DtcozBgCR06g4NdB42+J0PjTwcbS8hjGq/bYZIIrayigt7OGOFkcRlTkmZ2V2XAAKZ5zx+73/DLfwY/6JH4E/wDCasv/AI1R/wAMufBn/okfgT/wmrL/AONVaqNLlFZXufzsH5eDRu+tf0T/APDLfwY/6JF4E/8ACasv/jVH/DLfwY/6JF4E/wDCasv/AI1UXGfz6+CfE1t4V8QQ6heaPZ65ahWSSyvkDIykYyODhh1BwRnqCMg9L8WvG+jeKF0K20Oxtbe2s7MrLImnR2kpkaWRirbCQwVWUZ7kE4GcV+8v/DLfwY/6JF4E/wDCasv/AI1Qf2XPgyevwj8CHt/yLVl/8aq1NpcorK9z+dbce44pVlIBAIGeK/on/wCGWvgv/wBEi8B/+E1Zf/GqP+GWvgv/ANEi8B/+E1Zf/Gqi4z+fnwPqmi2Grz/29FI9hNaT24eCBZnikdCqSKjMoJViD94V1fxO8ceHPEumXdvpVuiiPVC2mBNNitGtbEIR5bshJkYsyfeLEeUTnLmv3b/4ZZ+C/wD0SHwH/wCEzZf/ABqj/hlr4Mf9Ei8B/wDhNWX/AMarRTaVhW1ufzrGQ/lRX9FP/DLfwY/6JF4D/wDCasv/AI1RWdxnqFFFFIAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z) | ASR 13 x0387 030802 Hvæs Mørk grå
Fragment, kun lille rest af slibeflade på én side, l. 4½ cm. |
![](/grafik/intetbillede.jpg) | ASR 15 x143 030802 Hvæs Mørk grå
Flis, uden sikker slib: 3,3 xc 1,2 x 0,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 15 x003 030802 Hvæs Mørk grå
Endestykke, afbrudt og spaltet, slib på delvist tre sider. 3,2 x 1,3 x 0,3-6 cm |
![](/grafik/intetbillede.jpg) | ASR 15 x064 030802 Hvæs Mørk grå
1 lille flis fra kant. Slib på to sider. 2 x 0,5 x 0,3 cm. |
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) | ASR 13 x0479 030802 Hvæs Mørk grå
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) | ASR 13 x0489 030802 Hvæs Mørk grå
Små fragmenter. |
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) | ASR 13 x0520 030802 Hvæs Mørk grå
Fragment, l. 5,5 cm. |
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) | ASR 1988 x369 030802 Hvæs Mørk grå
Fragment af hvæssesten
Den ene ende bevaret.
Længde: 2,6 cm
Største bredde: 1,5 cm
Tykkeste sted: 0,7 cm |
![](/grafik/intetbillede.jpg) | ASR 2360 x058 030802 Hvæs Mørk grå
|
![](/grafik/intetbillede.jpg) | ASR 2391 x154 030802 Hvæs Mørk grå
140x28x20mm) |
![](/grafik/intetbillede.jpg) | ASR 2391 x214 030802 Hvæs Mørk grå
Fragment: 14x6x2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 2360 X136 030802 Hvæs Mørk grå
Fragment |
![](/grafik/intetbillede.jpg) | ASR 2360 X059 030802 Hvæs Mørk grå
Fragment. |
![](/grafik/intetbillede.jpg) | ASR 2360 X057 030802 Hvæs Mørk grå
Fragment. |
![](/grafik/intetbillede.jpg) | ASR 2360 x090 030802 Hvæs Mørk grå
To fragmenter af samme. |
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) | ASR 13 x3004 030802 Hvæs Mørk grå
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) | ASR 13 x3145 030802 Hvæs Mørk grå
fragmenteret rektangulært stykke hvæssesten. 2 glatte sider. |
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) | ASR 13 x3140 030802 Hvæs Mørk grå
Mørkegrå med lyse striber. Fragmenteret Længde:2,3 Bredde: 1,5 |
![](/grafik/intetbillede.jpg) | SJM 348 x196 030802 Hvæs Mørk grå
Fragment med slibeflader på tre sider. Største længde 4,5 cm |
![](/grafik/intetbillede.jpg) | SJM 348 x208 030802 Hvæs Mørk grå
Flis, længde 3,1 cm |
![](/grafik/intetbillede.jpg) | SJM 348 x220 030802 Hvæs Mørk grå
Flis, største længde 5,1 cm. Med én bevaret slibeflade |
![](/grafik/intetbillede.jpg) | ASR 2391 x536 030802 Hvæs Mørk grå
Fragment af mulig hvæsesten (26 x 36 mm) |
![](/grafik/intetbillede.jpg) | ASR 9 x501 030802 Hvæs Mørk grå
en lille stump hvæssesten, mørkegrå skifer |
![](/grafik/intetbillede.jpg) | ASR 2391 x405 030802 Hvæs Mørk grå
Fragment af mindre hvæsesten med øsken. |
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) | ASR 13 x3537 030802 Hvæs Mørk grå
Ca. 8 cm lang og 1,5 cm bred. Ophængshul i den ene ende. Knækket i den anden ende. |
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) | ASR 13 X3563 030802 Hvæs Mørk grå
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| ASR 13 X3552 030802 Hvæs Mørk grå
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![](data:image/jpeg;base64,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) | ASR 13 x3175 030802 Hvæs Mørk grå
Hvæssesten af mørkegrå skifer, genstanden er firkantet og har tydelige slibespor på to af siderne. L: 9,3 cm, B: 1,8 cm |
![](/grafik/intetbillede.jpg) | SJM 348 x700 030802 Hvæs Mørk grå
Hvæssesten |
![](/grafik/intetbillede.jpg) | SJM 348 x789 030802 Hvæs Mørk grå
hvæssesten, skår af slibesten, største bredde 3 cm |
![](/grafik/intetbillede.jpg) | SJM 348 x684 030802 Hvæs Mørk grå
Hvæssesten, mørk grå. |
![](/grafik/intetbillede.jpg) | SJM 348 x764 030802 Hvæs Mørk grå
Største længde: 5 cm
Bredde: 1,3 cm
Tykkelse: 0,5 cm
|
![](/grafik/intetbillede.jpg) | SJM 348 x687 030802 Hvæs Mørk grå
Hvæssesten, Mørk grå.
længste mål: 2,5 cm |
![](/grafik/intetbillede.jpg) | SJM 348 x771 030802 Hvæs Mørk grå
Hvæssesten - længde 5,5 cm |
![](/grafik/intetbillede.jpg) | SJM 348 x779 030802 Hvæs Mørk grå
|
![](/grafik/intetbillede.jpg) | SJM 311 x218 030802 Hvæs Mørk grå
Flot hvæssesten |
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) | ASR 1077 x004 030802 Hvæs Mørk grå
Hvæssestensfragment, mørk skifer |
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) | ASR 1988 x365 030802 Hvæs Mørk grå
Fragment af hvæssesten.
Længde: 3,5 cm
Den flade side er 2,2 cm bred.
Højde: 0,7 cm. |
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) | SJM 799 x0161 030802 Hvæs Mørk grå
Afflaget fragment af hvæssesten. |
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) | SJM 799 x0162 030802 Hvæs Mørk grå
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) | ASR 1906 x002 030802 Hvæs Mørk grå
Komplet lille hvæssesten med ophængshul
Længde: 4,4 cm.
Ikke ret violet men samme finkornede stenstruktur som mere typisk violet skifer. |
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) | SJM 1160 x0021 030802 Hvæs Mørk grå
Fragment. |
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) | ASR 583 x0148 030802 Hvæs Mørk grå
Hvæssesten. Mørk skifer. Flis, ca. (2,9)x(1,0)x(0,3) cm. |
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) | ASR 1988 x356 030802 Hvæs Mørk grå
Fragment af hvæssesten.
Længde: ca. 4 cm
Tykkelse: knap 1 cm
Spidsovalt tværsnit med aflange glatte sider. |
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) | SJM 3 x0156 030802 Hvæs Mørk grå
Mulig tagskifer |
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) | SJM 1160 x0074 030802 Hvæs Mørk grå
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![](/grafik/intetbillede.jpg) | SJM 311 x216 030802 Hvæs Mørk grå
Fladt fragment. To flader bevaret. |
![](data:image/jpeg;base64,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) | ASR 951 x034 030802 Hvæs Mørk grå
Hvæssesten
Grønlig skifer
Mål: 11,9 x 1,8 x 1,7 cm.
Uregelmæssig af form, nærmest tresidet. |
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) | ASR 13 x3114 030802 Hvæs Mørk grå
En lillebitte stump hvæssesten? af violet skifer? Med indboret hul |
![](data:image/jpeg;base64,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) | ASR 1015 x0143 030802 Hvæs Mørk grå
Fragment af hvæssesten af violet eller mørkegrå skifer |
![](/grafik/intetbillede.jpg) | ASR 11 x3806 030802 Hvæs Mørk grå
Mål: længde 7,5 cm., tværsnit ca. 1 x 0,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x3815 030802 Hvæs Mørk grå
Fragment af hvæssesten. Længde 5 cm., tværsnit ca. 3 x 1 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x7775 030802 Hvæs Mørk grå
Lille fragment af hvæssesten. Mål: længde 4,5 cm., tværsnit ca. 1 x 0,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x3788 030802 Hvæs Mørk grå
Fragment af hvæssesten. Mål: længde ca. 2 cm., tværsnit ca. 1 x 0,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x2690 030802 Hvæs Mørk grå
Mål: 1. længde 13 cm., tværsnit ca. 3 x 1 cm. 2. længde ca. 9 cm., tværsnit ca. 1 x 1 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x2723 030802 Hvæs Mørk grå
Mål: længde ca. 8,5 cm., tværsnit ca. 2,5 x 1 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x2736 030802 Hvæs Mørk grå
Mål: længde ca. 4 cm., tværsnit ca. 2 x 0,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x5097 030802 Hvæs Mørk grå
Mål: længde 10 cm., tværsnit ca. 1,5 x 1 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x5922 030802 Hvæs Mørk grå
Hvæssestensfragment? Flis af mørkebrun skifer. Mål: 3,2 cm. |
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) | SJM 763 x08 030802 Hvæs Mørk grå
Fragment. |
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) | ASR 11 x4598 030802 Hvæs Mørk grå
Mål: længde 4 cm., tværsnit ca. 0,3 x 0,3 cm. |
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) | ASR 11 x5032 030802 Hvæs Mørk grå
Mål: længde 11,5 cm., tværsnit ca. 1 x 0,5 cm. Meget flot, lancetformet. |
![](data:image/jpeg;base64,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) | ASR 11 x5067 030802 Hvæs Mørk grå
Hvæssesten med hul i den ene ende. Fragmenteret. Mål: længde ca. 11 cm., tværsnit ca. 2,5 x 0,5 cm. |
![](/grafik/intetbillede.jpg) | SJM 311 x276 030802 Hvæs Mørk grå
2 sammenhængende fragmenter og yderligere 1 fragment, som er lidt mere grå. |
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9hE8b/4V/rx62JH0mj/APiqP+Fe69uB+xED086P/wCKr2Sij2jD2ETxz/hX+vYOLH6fvo//AIql/wCEA14YxYf+Ro//AIqvYqKftZB7CJ5AngXXl/5cB/39j/8AiqnXwPrYHNlj/tqn/wAVXrFFTzsfsYnla+CdaDZ+xf8AkVP/AIqj/hCdZ/58f/Iqf/FV6pRS5mV7NHlh8F612sv/ACKn+NNPgnWv+fL/AMip/wDFV6rRS5mHs0eVf8IRrX/Pn/5FT/4qivVaKOZh7NBRRRUmoUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/2Q==) | ASR 11 x1642 030802 Hvæs Mørk grå
Halv hvæssesten med spor af hul i den ene ende. Mål: længde 4,5 cm., tværsnit ca. 1 x 0,5 cm. |
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) | ASR 1200 x0503 030802 Hvæs Mørk grå
Hvæssestensfragment |
![](/grafik/intetbillede.jpg) | ASR 435 x011 030802 Hvæs Mørk grå
1 lille flis af violet hvæssesten. Største mål: 3 cm. |
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) | SJM 1042 x2 030802 Hvæs Mørk grå
Hvæssesten. Skifer. Med ophængningshul |
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) | ASR 1085 x016 030802 Hvæs Mørk grå
Hvæssesten. Mørk skifer. Mål: (5,1)x1,9x(2,3)cm. |
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3y/vHLKQwG7BH49vu1PDCbqyQSH7Pbqw8yRiNzHnpxzx6n+lVopBDGwYqkoO35SeOp65qKa8WMrt+cnBIfLdepwK3ILZv4bJQtpG45OZnzuxn7uM4Ixx+frWZMpu3ZnXzGbpg87qI7ubywSuEAy20dPfOOn+NI0ibvvkk9MYz1x/gKdiRrWMLyqGTjaclSD64/P+tPtbNrhgscRZhyBu6j1GRjGahlRpkJBfjgkKMc+p+n86ijmltpFkHMgO4DaDnB9O9MC6xtJMLMGUEH5oz057jvxzWhYXjWNrMtu7QedHsMi4VmGeQcjOOM8VzlwJrwhtw8zOQM9B6Y6Cp9NuLq1mMnzbYz5n3sEcjBHPB57UhmndW0LWSXCjEQGWUBz8xJAyST7/wCeaqSyqqnIZi2cqnOFx0HPVsH6AVZu76W+RFeZpIogSsLvjIPOOT3OCcHpVNVf7Q8zxqsq8/Lxg9Onp/8Aq71RI2S58v7salpGyW6ZH8I47AAU2Qld8bjLI+6TPQkDj8+D+NRxhpd7lmIVS23ftyM4zz1PP9a0vssU+mlzc+ZchBvhcHce4HXuB+GOlOwrojFup8p2fas3BZ+Co4wfbP8AXNSapqkcDMsD/LjkYwOOAR71UvNQj+xzJJ+8u5Tud8DaRjGPw9vrWOymTdznaOg6Dn6/X86TGiTUNUR4nB5lXhuACxIJJ/pXPXF1H5fP3un4dx0q/cMryBdoJJ9z2+n9ayb2ZNqr5eCOT3/Cs2Wip/apgbdG7ZznsMcdQa5bxdcHULJ2+1bSjZSOUnIHfB6VvzXf2dumPlYAMxx0I/rXGeJLiOa3ckKuVweDwf8AIFZFHGSO0afP16Hj/PpWXdXkjO8YOFcbWHGTyCOfwFX7iTzFJX65NYbNuuUJ56k10ROWR694dUrpFns4HlrnPHUZoqzpMW23t4iCpjjVTxjoMf0orqSOJ7n7G+Wd3J2j1oYKwYEg8fU1IvORn24/z703btyGHPT196zZ3HzR8b9Dk0zxnNeqhS0uisiPH0yAN3/As8/jXgGrQQR6ncrGRFGHIUZ7Z4z74/lX2x8XdBbxB4RvYrfAuLb/AEmMnj7o+Yf987vxxXw1qXmf2jI0gxvbIK8jnkEHv+FYclmzZS0RZXyGjBWbAU8Ljr7k/hTJlibnLO2SdwwCMHjt1qgLxYyI920A5PHHfr+dK94vBPK5JBwM9v06VSiTzF+Jo41lCF/u5UmTGfmGCSP8/lUK3ERAynz9Cd2dw9/SqMl+FjbDFweSD0qAX0cYJB5xjIOCKvlJ5jXZk6uSAMEKpIHU5we1NkkhUABnx25yP5f0rHXU0VgVY9M9R6elPTVgucM27vz2p8ocxpNDt2uVG0k4PQHocfr0qMgKzJ5mABgjIz+dUv7UO3cW+Yd+OPx/z0p66jGqsrA7wD6gj/61LlFzGsWCwxHLD5DkE556HnPt+VVZL0KzbGZQpPIwKj+2RTWKKG2pG/II7H259P0HtVCW8j3HDYGe+Dgcd6fKLmLv9oCBAw3MTntuA9MZqv8AbBG28rsOdw4xtPbpWXcal82SzLk4Bz6VBNqkbKoULuXHfH+TTsFzVkn3rvSaNmIywzhv1/pVT7VMjktlGfpuBGffIHSqUfmTRq6YwpyRkZx61l3WseSpj83aegG7pge1Kw+Y1pNYnSRRuyqtzknGfz/T2rGur4pLumYsQcnoSf6Zqodej+di6NgYw3r6/nWPceJLe3uA7BZVj52k5DHHcen86hxHzEuoao+7azAHPTNcd4i1AGNud2R/Cc9+n4VY1vXIWuhtl3pnPmMAOO/Gefzrm9W1b7dJGltFJcMByAOM/T8BUcuuhXNpqZNzdGTaFz1A6cVJ4X0mTXNZVUUtChBkYDgLn+vStHRPAeoa3MDfS/ZoN27y05Y+2egr1TRdBtNFtlt7SNYYlxzjkn1J7muqNJ9TknUXQktbVF24baD/AHu/vRWzpGmTajqUVvCjMzMF4549aK2dluc+rP1iXd0PNIX3MRgD1piyNnGM0m4qvHrj5jXOd5XvrWO5hljlRZIZFKusnIYEYIrxbxV+y34Zv/Dd1p/h6e68PT3TDzZ4rh5twBzjEpYDn+7g8V7bIcnqCvUU1Mbin49P8/5NIR8YzfsM6tnaPG2otzw21f8ADiov+GIdTVst4y1MnPH3PfnpX2m2Mdf8/Somizj5s+uO9PmkTZHxg37EuqhgV8Y6kGB4IVP/AInrVG4/Yr1xSQni69x/tRR//E19tMVyyDBx2XqKieEuxzxxjPWjmkLlR8L3n7G/iyFW8jxXcOV4w0Cc8cdvpWbN+yL47jBK+KBk5yGt1JFfe3lbCX4OenH6VDHCPmyBz0GOKXOw5UfAU/7K/wAQ4U2x67C/qTbAfjxVI/s4fEyzBK6taSc8q0HX171+gzW8fIZBg/jVe4s45IQvkrk9qXtGHL5n5+j4QfFLTFcD+y5Eblkkt2wR/wB9f5xWBcfCj4n5wLawY4P3Qw/r7V+jcujQSRjMak4x0FVpNAtZMho0bt83H4U/aPsHL5n5sXXw9+JMcYVtLtGAHAUuOehOM/8A1uKyp/B/j6JQX0WIjPXLZ+nNfplL4Xs/ML+UpOcZAqhceB7CVceQg9eKftf7ocr7n5mTeH/HEassmi4B9JG/LNZj+FPG6MJDpjqeo5z/AEr9N7r4e2PlHZAp74IHeq//AAryykX/AFEY4x61XtI/yi5Zdz8xG8G+LWQqdPYDOeelVv8AhW/iOSTbLYy49P8AJr9On+GtirAi2iXnn5e1VJPhpp6sMWkbc+oGP8aPaR/lFyS7n5vQ/CnV+c6e5GckMOP1rf034X6orKDYsijj0r9A/wDhWtoox9nQDGPu0L8O7XbtWFR7jHFV7a2yJ9n3Z8XaX8MtUEYCWpAP3j1rq9F+C+oXjL5nyrnBwOa+r4fAsKLtCDcBjceN2O5rQtfDUFvhlj+Zeo4wfzqXWY/Zo8i8A/CG30ORJWg8xx/Ewor22K3EKh2C5HbGMUVzuTbuyuVLY9RZuBzntgU1l3cBiOOOaWNhhstvYdfQUv8AEWBC9smtjUYi9T2xjk/yoVjzgAZHXPNSt90c+xqH5uMdOuRSEN27cLk7sYBx/OmjJXPoalOFY4HHOSf503lmCkc5796QiIxrG24r82Nu/HPsPzo+9z0PtTm+fkn8KheQbgoGD09/rTJGzKM5K4UHA5/Wo3Kuwzt/LipZ4mZSDhTzyvOKhVC3V8jPB7H8KQXGON2ejN69/pSBflOQufelkRvMG0Dp0zUbLIx2hFbHX1qBgIVKAY6dN3Wh4V4we+CAMVJtJ65JzikclVBUAbfamBSaMhhz8p6n096Y8WxsgDk4Of61YZQD1Occmo23FSCvHscg0AQOm5WwhC+v+FQ+SS6gDI+lWFURgA8lecE0km6MAIgYntnHOaAKrRtGrEnC45749v8APpQsKyDgY71N8udrY+Yc89aZuKx4HI6ZpDE8tVABGarTLgttUAHnpTy3VVOd3GTTO4A7+uKYEO4qwwFB6/Smybixwqn6/wCf84pzb93sAQVPXPH/ANeomUCTJ3H1XPA4x07UDGTAPgHoTk4FFOaQNgBskHk9T9KKkk9ZHhfU+M2vfOPMXj9aX/hGNTGf9Gx7CRf8a76iuvkRjzs4D/hGtVb71pxngF0/+KoHhnVOf9F4HT94n+Nd/RS5EHOzz7/hF9V3k/ZuP99R/WmnwrqpbJtc/wDbRP8AGvQ6KPZoXOzzweFNVGcWpGev71f8ajHhHVP+fTn/AK6p/jXo9FPkQczPOf8AhE9WJObXJ/66pj+dRr4O1Vcn7Hz7SJ/jXpVFLkQczPM28H6ydwFoAMcHzU6/99Un/CH6zwfsmcf9NUHP516bRS9mh87PMj4O1fbxZ5PvKmP/AEKmN4N1jbtFlkdf9amP/Qq9Qoo9mhc7PKZPBOuNuxZgZ7iVP8aT/hB9cZiTaHpgHzU/+Kr1eij2aDnZ5K/gTW2wfsWcHP8ArU/+Kpq+Bdd5zY8Y7zJ/8VXrlFP2aDnZ45ceA/ELJtWwyeufOjx/6FUdr4B8RLCFksPmxyfOj6/99V7PRS9mh87PFV+HPiGN2IsSQRjHnx//ABVDfDvXyQf7Oy/TcJ4//iq9qoo9mg52eJ/8K78Qlvm03IzkfvoiOn+9R/wrvxF0/s/aPaaP/wCKr2yij2aDnZ4e3w48R/w2BU/3vOi/+Kor3Cin7NC5mFFFFaEBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//Z) | SJM 354 x043 030802 Hvæs Mørk grå
Hvæssesten. Længde: 5,4 cm. |
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) | ASR 1075 x001 030802 Hvæs Mørk grå
To hvæssestensfragmenter |
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) | ASR 1077 x031 030802 Hvæs Mørk grå
Hvæssestensfragment, mørk skifer |
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) | ASR 1077 x022 030802 Hvæs Mørk grå
Hvæssestensfragmenter, mørkegrå skifer |
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Wo7gxozFfkGBuz0J5/OvRfAXx68X+ApI10rWZhboMG0n/eQsPdTwD7jB968yeNjApA4ckruXAI6cH65ot/3LEPyW6jgEVI7X0PuHwD+21pupLFB4p0p7CU8NeWB8yLPqUJ3AfQtX0H4X8baH4109bzQ9Ut9St2Gcwvll/3lPKn6gV+U7XbrCsSmQREhmVjgEjOP51f0XxZdaNeR3NldXNhcxkmOa3mKOvPqOadzF00frA0hXkc14/8AHb4G2fxO099S05Ft/EcKYRw3li4A6Ix7Edj+B46eEfDH9sXxBo7x2XiWJPEFlg4ulxHcoAM8kfK/HqAc96+mvBHxg8J/ENQNI1WM3fQ2U58uYH0Cn73/AAHIov2I5ZQ1PiTVrjU/DF2dB8R20j3FomwBxh1HBJPHI7469MUkGly3FtIsTC9tmAMMsZU/e5w2K+z/AIofCDRPidDA98jW2pW3NvfwgeYv+ywP3l9j+BFfHWtfD3Xvhv40bw7a+Za3Wo3McVuYuI5Wd9quv+yc88cHI4xRzM1jKMvU+qf2edLuNM+GGjpcWzWlxK00xiYYIVpX2HHumw17RabhCN1c94f0kafb29soPlwRrGufQAAfyrpkG1cURRzSdxsx/dn6V+AXg77a3xA1N7OGW6lYTZWFLqQ7d4yf9GdXx05zjnntX79z8Rt9DX8+3hWNL7xneh4POUxyHatnHcc7hzseWNR9d34HNbLYzOQ8VX8V9rM8kenw6aY2ZXigMxDMGOWPmu7An0z26ZzWG/K5HNdZeeC9QXxFaWNzbzW/2+cpAY4xK7ZPaNGJzyPlB71leMNCi8M61Pp0GowaokIQm4t/ubioJXqRlSdpwSMg0CMEjaKKQ5oqRH9OVFLRQA1lpjLUtJigCpJbhu1VZrPcpBAYHqDWmy0xloHc8J8c/sueEfFVxLd2cLaDeyZ3G1QGFj6mM8D/AICVr50+In7IXivQ98mjQpqtopLKbNhu/GM4P4Lu+tffjwhuoqvJaelRyrdG0akkfkbqmg3ul3cttqMD291GxR0nQow/Aj2rKurVrWUh0baehIIzX6seOPhd4c+IFmbfXtJgveMLNjbKn+64ww+mcV81/EL9iVljebwvqRuolzixvsBx1OFcYUnnvt6d6nU2jUi9z43hby2bAJRj061eRR50LOFEfyj0AH867fxB8K9V8JXz2uo6ZPbTqM+WwwSM/eAIGV9xkVi/8IzqO15FEYQDLLK4AH09+R+dPQ116GZrEY+1Son7pUJ2hR8u3ORx6c+9ZrIejbTjkla6CHQp70GJyECDKSFgy/7pOenf25rB2+Xll4OfvA/1qUUWbdmhAxJ8pxkr1H4Vo2OtzR7GNw0Yt28yJd7DJyOmOh79R0rBWRlHK5Gc+/NODfaJML6c+v1pgfQ3wv8A2nvGfh9rS0upR4hsmcR+XeE+aoOANrj5j+uOK+hvCvxm+HvxWk02a+ENjq9lN5tsuoAAwy9Pkk6fyzgccV+fduzRNkADByGDYIxn/EdOeK2rS/t5JoEEqibJ81pshj3yGGcn61dkZSimfqlYyfKCxBHZh0PvWjmvhL4L/tKT/DJRourGbWNGMuVzkT2+f7ueCvT5c9+Mc5+2tF1eDWNPtb21fzLa5jWWNiCDtYZHHY89KFpoc8o2Ll02IZD/ALJ/lX8/HhZV/wCEyvi4t5Iwkn/H49mF+8P+foFM/QZ9OM1/QJenbayn/YP8q/n38G6xDY+K7ye8ujbbonHmi58gk7hxu8mX8to6dex0WxkcdDrVzoPiBdQspFjuYJmZMqjp1IIK42kEHBGMEH0qprut3PiLUGvLvyhKyqgWCJYkVVUKqqqgAAACrXiafT7rUnfT7e4ghOd32i5E7M2TltwjTg8cbaxGPYCkyQZvm4ooY+g4opAf05UUUUAFFFFADWpKcaSgBuKaY6fRQBC0ftVeS1DdsVepCtA7nNa94V07xFYvZ6pYW+o2rdYriMOufUZ6H3r598f/ALGmi6oJp/DN5Jo8zDP2S4LSQE9QA33l/HdX1IyCo5IQ3UZpWLjNx2Py/wDiH8EPFXw9mJ1PS5IYN2Fu4v3kDf8AAx0+jYNebXlu8bAkbH7571+vl1pkV1C8ciLJG42sjjIIPUEHtXhXxM/ZE8JeNFluNNRvDmosMh7RQYGP+1EeP++SKmzRvGonufnvaQzXMywxRtNPIdqxoMsxPQAdzRNAtsrLIHExHG0gbTnkEfn+levfEb9nHxb8N1uLu+tmutOgBdL7TQXQkdN38SdcncMcHBNeQTeZDCASJGfgKScr79O/+NI2TvsRFgNyqTJz8pxg/X8qms2SRijRbyxUjPBJB6ceuartKM4Ksmemf4sfzrtPhb8Hdb+LOuiz0yPbbR4M924IjjGe5A69cDqcexIewm7blDQdD1HxLrA0vTNOmvryc5jtYVJ2A8decKBjkkD1r9FfgH4N1XwN8PtN0rWbjzr1Q0joG3CLcc7Ae+PX1zVX4L/AvSvhJpLw2ztfX9xta4u5VALEDgKB0UemT1r1WK3EYBxzT3OaU+bRFfUjtsbg/wDTNv5V/P8A/DsX1v4xvvsTskxhkzt+2Ald6/8APp8/XHX5fXnFfv8Aavxpt2f+mL/+gmv59PBdiupeK71HsrjU8RO3l29o9yw+dfm2rNEQPfcevTnI0Wxkc9rnh7VrfVkjvbC6s5LqUiL7VE8YkOccbwCRkjr6jNYOoWsljfXFtKu2WF2jdQc4YHB/UVca+msdXS4GWa3mDqkmcDa2cEZ46etR+INXfxBrF5qUsMNtJdStM0Vuu1FLHJAHYUiTPx1opN3aikB/TrRTN3vS7qAHUmaZuHrRuFADs+1JRmmlxQA6imb/AHpdwoAdRUZYetG8UASU2kzSFgKABqjZAaduHrRQBVmtVkByK8Z+JH7Lfg7x39puIbT+w9TmXBvNPRVB5By0ZG08jqMN717expmAaW5Sk1sfCVv+wX4hm8RJDe69p39hKw3XMIk+0Mv/AFzK7Q3/AALA96+vfAvw+0fwBoNro+iWa2tlbrhR1Zj3Zj3Y9zXXtEp7UgUL0osNyctxiRhVwKU07cPWkNMm5ma6dukXx6fuH/8AQTX8+fgqKGTxNfedJAiiJvmuEs3XO5e10ypn6Hd+Ga/oI8SMF0PUTnpbyH/x01/Pf4HvIrXxJeSSyeWvlMNxvIrb+Jf4pIpAfoBn345pbActr/8AZ66jINOkuJLfu1xGiNuyc4CkjH0NZTVp2ek3OtawtnaoDNK7EeY4VQoyxZmOAFABJJwAATUevaLc+H9SksboIJVVJA0bh0dXQOjKw4IKspH1pCM7jmijFFID6Vm+Knxjt7cSN438QbGjklBXWJvupDHO38f9yZPxJFLqHxQ+MumrfLP478Q5tZZEk261McMk0cLD7/TfKo/GvIbHxdqFm0/nTSXStbzW6xzyMQm+IREgZ6hVQfRFHaqE3ibVbhpmk1G6kMzM0m6VjvLOrsTzzllVj7qD2rS4Hty/EL4ztdW8J8ca800jqqqdal5JuHtxn5/+ekbD6c96pW/xQ+MN5BC8fjnxERKYVRv7Zm5MqyMmfn7rC/0xXD+ItW8S6fovh3UpLbUtOjNsUW+lVlW5f7RJcK4bHJHmqwPXIBHauf0fxlf6XfW1wZ5LmOF0cQySHYdgYLxnsHfHpuPrRcD1Vfin8YGtyf8AhOPEGwRef/yGZvu/ZvtOfv8A/PPn68Ulx8VPjBaxyvJ448QFITMrf8TmbjyljZ/4/SVPrn2rx7/hIdR24F9cAbdmPNP3fL8rH02fJ/u8dK6S8l8QTeBbW9NnqP2P7VcNLqbK3lyCVYY9pbvzCRzxnjtRcD0P/hZHxmjvJrT/AITnxCs0TsjD+2psAi4W3P8AH/z0dR9OelR2vxU+Mt19iWLx14gP2p444v8AicyglpJnhX+Lj54nH4ZryWz8Yala6tFeSXlxcMkwldJZWIk/eiUhueQXUMfcZqtJ4m1A3CyRXs8ARxJEkcrARkOzrt54wzsw9yT3ouB7NB8Wvi9c25CeNPELyFIiWOszHIlieZD97j5InqO5+KHxbtbWFj448Q+ZLE82RrM3CpbLcn+Pr5Tg/XjrXmNn4k1Gy8MXPN0WmuYRDe7jtQRRSoYwfXbOvA6D61jP4i1GRUBv7hsKyDMrHCmMRkfQxgL/ALox0ouB67efFL4wWUN3JN458QqtnJNDLjWZiQ0RjV+N/PMyfXJ9Ksj4hfGcakbH/hOPEP2gNjH9uSkZ+0i26+Z/z1OPpzXkOueLL7WNQvbg3DwRXc0kzW8btsBcqW49yifXaPStrwveeJNWs9euLODUtUlW2AN1AHc2zfaEuC5bsT5UjeucnsaAO9s/ir8X72G1mi8beIXS8eKOL/idTDLSPKi5+fu0Mn5D1pIfil8X54p5F8ceIjsjSZs63MPle3e4U/f/AOecbH8MV4/F4h1GBIUS9njSFlaJRIQEKszKR6YLuR7sfWpr7xZfXk26OeS2RreG3aOJyFYRweSCR3JQsP8AgbDvQM9Zn+LfxjtYQ7eOfEQDxPJkazKflSFJ2/j/AOeciH8SKZcfFf4yW/27zvHXiMCzllgmI1qb5WjkijYcP2aaMfj7VwPg2TxF4gv57awstS1+T7JNAtvao8zIZIRCpwM44CD6KB2Fc/NrupsblZr25JmdmmDSN87MysxbPUlkQn3UelAj2Bfid8ZftyWY8deIvtDsEC/25N1Nwbfrv/56KR+vSo4fi98Ybq3tZU8c+IjHdGNEzrMwyXMgX+Pj/Uv+Q9a8suPGGpXC2bi7khntkKecsjb5D57zbifUO+c+wPWrHhvxFe22qWmDdXsFuRN9mjJOFjDtkDttDSHPbLH1oGein4rfF+RXceOvEe2OJZj/AMTuYfK1u1wD9/8A55oxx+HWif4sfF+C2WSTxz4jSNldwf7Zm+6kaSN/H/dlT88dq8nbXNQ8th9tnAZQhXzDgqIzGB9AhK/QkVLL4kvZtLhtDM+Y3lcy7zuZXSNCh9gIlGKm4Hp0vxG+ME81xav408QyFZntZI21qUgsJY4mH38EbpUHpz7V5XZa/qnh+8kuNO1G5065YGN5LOZomK5BIJXHBIHHtWl4V1bWbzxNZC3+3apI1wLiS2hLO82HWV+O+fLDE/7IJ6Vz+oQzWt5PDcRSQTxuySRSqVdGBwVIPQg8YouI2YfHmstq9tf6he3GsNCkkXl6hO8oMciFJEyTkBlYjgg1R8Sa5J4i1Rrx4Y7ZfKigjhjJKpHHGsaDJJJO1RyepzWYAWbApdo9cn9KQDfLz34FFDNxjj8qKQHsy/sx/GHOT8JvHGcH/mW730/65VG37MPxi2gf8Kl8cg+v/CN3n/xqv6E6KdwPwp8V/Cr4t694B07QIfgz46S5DWz3l5J4YuQzm3gMMSgrCMgKT16AKOTlm8+/4Zh+Ma/80l8df+E3ef8Axqv6F6KL3A/nn/4Zi+Mv/RJvHX/hN3v/AMartLj4L/Feb4bxaFJ8GPHU2rRMIob1vDF2BDbiV5SgIjycu5PPqeegH7yUUXA/nlk/Zc+Me4/8Wm8cscnn/hG73H/oqox+y/8AGXn/AItH46z2/wCKbveP/IVf0PUUXA/BjS/hf8c9H+GF/wCE7b4T/EJReXTSyP8A2BfeUImVAy+X5WCxMa/Meg3DvkcN/wAMu/Gc/wDNJPHX/hN3n/xqv6IKKdwP53/+GXfjLnn4SeOyf+xavcf+iq7Hwj8EfixonhnWtKvvg38QpWu5YbiCa28OXStHJEsgADNCSoJkUllwcIV/iyP3voouB/O9/wAMv/GYt/ySPx3j/sWr3/41Th+y78Zev/Co/HWP+xavf/jVf0P0UrgfgZ4B+BfxW8K3V7NdfBn4hPLIiiG4tPDt2s0eGyyqzRHZvHG9fmXt1IPJyfsw/GdlJ/4VH466/wDQt3v/AMar+h+ii4H87n/DLvxm6H4R+O8f9i1e/wDxqtjwn+zz8X9B1pbu7+DPj+7tjBPBJDF4fvI2YSQvHw3knH389D0r+guii4H87zfsu/GVmYj4ReO1GeB/wjd6eP8Av1SL+y38Ziwz8JPHQHqfDV7/APGq/oiopAfz6eFf2dfi7ot/N9s+D/xAktLi3kt5TB4bvBIoYfeXMWMggcHqMjjOaj8Ufs5/GPXvEF/qS/B/x5ElzM0iQnw7eMyqTwGbyuTjqe5zX9B9FPyA/nrtf2S/jJciP/i1/jKEOgch/Dt6MZl2bT+66gHd/u802b9k74vrp/mx/DDxvJcI4Dwf8IxejgkgFT5fzdBn03Drzj+haikB/Ou37Lnxn/6JF48/8Jq9/wDjVFf0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q==) | ASR 1077 x005 030802 Hvæs Mørk grå
Hvæssestensfragmenter. Mørk skifer. Det største stykke helt nedslidt |
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s0yQ7gAQCeec/zrX8NaXDpOjpa26x2yQrjPJ3MVyWJYk5yB3rR0eze6tg6iNkVssu0k8dPxzXzlaUZVJOG1z3KScYLm3ObkuB9qMZLA4zhgQSfTH41Bb2DTXHysuSWPXoMZrpbux+3LJviztw2R1GCcYPtnp71QXRnt4Y33PcbjxiMgnr+HUVgalW+tpYohI6ukEhIXLghj0yT2rCaZ5JWTPmxKuMnoMdBXRag6iSORZWjVhgqTkJxnBNcxqURhkUBPlZeqkHqM+vpn6Urgh2qx+ZDwmJu/B7jP9a4FoGj8SRlYVkWfBLOLiVo+eQFUgDJz0I69K7xLpppmRt2SR8qc59Sc9f8A6wrjfEmitdXDEFo1gcsFJlyy5Ulf3ZGTkd+K9rKavs8So/zaHm5hT56DfY6e3juZZhJJp0KQ/Z83Cx6XGnlp8uGTzX6kAnp+FfUH7Gdxd3HxCumunJzospQboB8vnW+MqnzA49TiviOK6tA0ET3CSzIhbebC4mkB4HluGboMfxcYJ6V9cfsD30P/AAsbULK3MpjTRJnZWsUt1RxPbBgMfN+fHvX0uZK2Eq+h4GC1r0/U+7KKKK/Lj7oKKKKACiiigAooooAKKKKACvzh/wCCi1re3P7QGgi2gQxDw3bmSby3d1H2q6Hy4IA6jnIPNfo9X53f8FEriK3+OHh15bTzSugRlJmsTOu77Rc4VjkDBIHHv2r38kdsYn5M8vMtcO/U8E0uzv7OfTLGKzsVS5SMyKLRBuiDgB8+YTkjIPHpxXsVxNO0aneqiJeAW5GRkjjr1r5/8EzR3Hi7TY2spLbyi8sjPYJCEkA5VWyTt9AK+hvMjvNO80hHZxiR5AFKZGRjueAetennM+avGPZHJlseWk5PqzFt0UKok5Uvk/MScE9zWzJviljlQgonB2N95u/ApbHSjLLFLO0KWy8F1bnI9SMZ/wAmi5+VmW18yUomxM/xYHX9a8E9YLqaSyf5FkQEg/MOM8ccjoAals/Nt7NsExBn3ArgZ/z/AFqlvmv2h3KzzsgDrHyWbAGK0zbS7mTJWcHb5ATJU7QOn+elSBbt7uO7tPLWNS6ZJkwc8g4I9QOD17965vUryWGOeNQW3P8ALIp+VsEfmQD+pNWptUW2dUYvcOR843bVJ9ODwOlZLaq6ySrCiQjdvCsBtDHgjcSe2KBGTql7Iry2bckcNt7HPOfwqg07XjIJJi0eF8whQCoC4UcU66mC3EhkTJY4CMwJPufasa4mG4Q72eTPy7hhB15HXn/OKRfoadqxa68tAUD5BOe3JPPHGKos/l66v7pZVBAWIqHBGMDgkDP1PWn2t4ti0schDMy9TzgkdB7ZxzWJrGrPZ65DBLwrsqhvlcD0I7evB9K3oVPZ1YS7NGFaPPTkn2O01jwrY+JBFssF+0TB4kmW1i+ZRkkk+dyRgcd8V6/+wbY3WnfG3V4biwWziHh+dbeSO2jjEyLc2wLHDFgc/wAJ/OvK7i9K26m4gVS3ltcSw2NmSseAFdfm4Jzz1z7V7/8AsXt5nxS1hzAEkfR5CzLbQxgL50G0AoxPIJyMYyOo4B+7zKV8FV9D5HBK2Ip+p9n0UUV+WH3gUUUUAFFFFABRRRQAUUUUAFfnP/wUesRdfGjQCIRcSNoMK+X/AGeJyQJ7onDFhg+3+NfoxX5t/wDBS64s7f4zaCbqKFgdAg33ElnLKbUfabrDBkIADHIx7fSveyXTFr0Z5mYq9Bnzx8OdOSbxRC0EchmjR1TdYC38xdwydwJ5GPTNe62kMzIyOUS3dvmZe3TPPr+Oa+cPhXqvleOIWW3jjLRsCi2UkOwA8csf4uuPavqvTY7KOINLE3kjawK/NknJP0HP6V15p/vLfoZYHSikOt5N+5pN0cWNiAKOemDisg3DQ3UZOGTdkop4Az3rXmjt7hi0MwZ/7pOD06e3NUby3WGNp5c/dOW+8VxXknf1NPT9QhhLytbeUgcsgkX8nP8Ae69B6VW1bWG1JDMCoj248vaozxjOPWvOo/Fly0kryF5WlkI8uZuEjXjcMdOW/Kmah4ku/OikhjX5V3NuzyAWHAxnPy5wfWldWuFnc15ESWJmZ2jjTO3GCSB/XmsLWrprVlQPlGbdjnHQdavQ6gNQW4bY5DjOyP8AvcE/hjP6Vnag8Ud7vldnlUkeX90jjIJz6dO+MdKVxmbPqk66hKfNCbcLuyDkZwMGqkd1v3K+XyOGLYPOePzFV0MhZ2+zp88m9njO7cCc8+/P6Utvb291cbi0gt8Kx2rjaevP5CoKLP2jyYy7Mdn8T+mT2/Sue/tS516YSQ8QKcgFQSwHoO+emD61f8RGBbVrNN5SfagGeSM43HjiqvhiCO9fVN+Hihi2AFTxxz6e34CtKf8AEVzOfwM6q+eK606JVhvIvLaN2zpEIKz5UFAGwCvt+tfQ/wCwLkfFrXFFtLHGmiy4llsooWLGa33qSpzwcYB7V80S6PbzWdvKllHPb8fd0qYmTa3+tOXHPH5HrX0r+wTpsVr8YNYmjt44g2hTBJI9ONt5i+fbfMWLE5JHIx29q+/zBWwVTXofH4N/7TD1PvWiiivy4+6CiiigAooooAKKKKACiiigAr8wf+CorA/HLQYzMYw3hu3BiUTEz/6XdfLhDg46+tfp9X5i/wDBTzyP+F9eH/PuIIx/wjdtgS3EqeUftlyA+F4xyRn2Ne7kv+9r0Z52P/gfM+UfAcf2HxlY3D3LygsVDlZ/mBU/Kd3AK5r6+0m6jfR1aebFsgVcctgEAZ47Z/nXx5p99E+vQTKsciRTIg8s3DHnaPMy3A69xjmvpbSdWSz0mCeZWeGEhpAi5OOma9HNoctVPujlwMuaFi54i1rZqM2naOkqSkKJLppB8+4jpkehYcVV/wCE0j0zSUt428t1Kq8EpJBU5GSfU8ke9YetXUi6htRkYySsiwq+QoLFlAPYYwfYVj6hff8AHzBKMIqhgrHAPJB5HsfwNeBsetuadxffbLl5Ld2hkiZnCDBLKBgjkfdye/SqGoX862dk0LeXLAv7yENliwGDj+8Ov5msr7aizWsbq5nMh/fc5+98qn3GMVoQos4ubW+VYnYEruP8JGd56YPP8zRfQk0LLWlt4ZFiLJLLhdzPwVODz/k/WqWpXyzSXcifN5Q+9ggY34/UH+VZ9lEzSQiYKJI0GQw+bqehHbjr9auLG0jJujDyRyf6tMESc+o9v50ruxXUzIZDbrcNEzIwG/YfuspPt9P1NSmYSKzjbGG5ZV4zjp19qnVVSOaWTZ5gG7YvQhug2575z17VJsQAOieXFkN8xy3HcDHHY0hFWaNIlClTK0gJMjDaEz2FN8G2png1C7VS0TFyBn+EfLUd/Gz2OxIvOlk4jiOcPwOCa2dHhOgaTLGYgo8gqxfhenX+dOL1JktCex06KTRVY/ZLUy7mwum3LtaqAfmGWHytkenUV9LfsM2Ftb/GDWJrePy2fQpNyf2Y1sEzcQYKsxzhgM7R3HtXyZp2sRNpVtsmiufMQlWk1WclouMwsFX73XpX0v8A8E95o7z4uanOkSRD/hHZFDGed3f/AEi2yP3gAIXgZA7iv0LMG5YKo/I+PwaSxMfU/QSiiivy8+4CiiigAooooAKKKKACiiigAr8uv+CpGoJZ/HvQUZ/L3eGLfduuGjEg+13Xy8A8/wCNfqLX5cf8FULSS6+OWhlL2OAL4Ztj5bzFRn7XdfNgDpxjOa9zJv8Ae16M87H/AMH5nyUrtCxc3kU6BVli2z3EnYERHHGeB+XSvoXTZWuvDkygsDJAXQD5WB25x7dvzr50s1MMEq3029VAQkai21Wx9/5QeMDoa+gfANwLrQ7fbKs4KlPMVmYNtyuQxGecV7+bQvGMmeZgZWk0ZF3fvehJlLebsVmL8lSuFJOPVc/nVW6k/wBHmiO53WMplzu9OPfgflg1JDPKupzJEjW7q5znoNhyUPoAefo2Ky7iWfzyEZWR1VyinpuB4H/Av0NfIH0JckhRr8MspwzAZYEhQMn5s4BI6ZzVptQNxei3DGS3UqmWXG0Y+6PoexPfvUUNuZhIu/ZNN/DnKkZz+PTvzViGAQyxRhQBHxxyehwPr/8AWpkk6pIsnlSMNzA+XIvBYc4/A81qy2a2lqlqgYXJdXIVdwOTgcnOc46AYqra6aY5mE5ALR/uyeCpABxz68D86i1IyyyTo+Shz93nG30z+NNgS30iR30SoixvGm1zGAMtnHI9BwO1U7VTHIUZCgIVGm+9xnO3H1NMWGWSzfcGYshUMpwp55z+QqFJX2qo2xyzN5eFyVPzfex69vxqWBsu0Fmx8t8tjGHHCk45PHbp+FULyYTaRcqUaTcjBzyO2f8AGq6zCSS5lkYq+d5BzwC3t74pmpXhj0O6MWc7WJZT3z+PH+FVBNuxMnZXOe0HVtVuLFSZZhE26dtl2NqyKwXdlFzt6Dj0NfYv/BP3R7qz+KWqXl2rRzzaFNuXbOVx59sQUZwBg4PbP618seBZrabRbSSSdUlVQVZbmXaeSBAwjTqQAeua+uP2EYmT4qa2dnmD+yLgNI0dxuhP2qHEe6U8gjkAD+Gv0LMfdwVRLsfGYPXFxb7n3RRRRX5efdBRRRQAUUUUAFFFFABRRRQAV+bv/BSaVY/jZoqgqJX8NxAM94Ygii4us5UA9eOfav0ir85v+CjN9HZ/G3SBLNcxwt4ah81YLqGLP+k3W0APz16kdRxXv5Gr4xejPLzL/d36o+O9U0z7fHDNZSLFI8JCH7Ru8tBnO79337A16F8G47y30cJeNueGdk3FmO4YGDggYzkcVDaaxY+Xtu5byZ5YWF1brq8QU/NxjHfOM49K2PBl1H++jLbrg7HaQ3DTCQEEAgkDAwFXjuK+tzSP7htdDwsDL98kVpdIey1i/huZohCzyyIrc9MlT7fNke+KxmsQ15J5cz28i/JGjYQhMN/UcdeMV6NrXha41JtTvvsx+wvDC8kg5CMuVZgO/QH3yPSuP1C0JAnkBlVVQxyr3469Pc/nmvgHvY+t6FPdDbzdJzJ0KgjB+8OOOmO3861TcGC6mXyIwFCptdi5U45xn73vx+VU7G3immVFEqy4BDH1BJ/LP86s/ZVhvAnnNOv+z1J25IwfcUIQ5Nkdulzkea2ZditxjI/r/SmjXPtBazMaiJlbccYw3ADZ7d/zNZ90HWSRZPlYJzuGAORkfmf51BcRmO6UM2MsAcrk5/DrRfsKx1un3dlHbraMgkfDESyAAB+xH596xoYUi3I+5ZElIbb3GeOPT+WKqeciqdgjkGMAliOQa3m1c3UazCNQyMrSqE3cjHP14/nVaCMaWAwrN5SqSy52seuG6jue/FVdSuYbTQ5ZGMluF5ZlYAjGfmyRgEZ64qS+vxdPKsR2o2HyxGRyay9SklXT9iNJncFBAVjkkDOGOD+NXQ1rRS7r8yav8OXoyfw3rEa2t1HcXcM7LIwniOrti4LFgrqqKOVPzHmvrH/gn/dfaPixrAF3b36jRJ8XMLTMX/f23BL/AC8Zxxzz25r5H8F6g8NrKk11dQLHMI4G8+0h8mUkHn/ZPPIFfWn7AF0JPjNr8Hm7pk0KQyo1955LefbDcFA2gcdc5/Ovv8yX+x1H5Hx2D/3qC8z7+ooor8uPugooooAKKKKACiiigAooooAK+Ev26/h9rfir4yaHf6fs8iHQY4o8y26/vPtE27IkG7G1xz0/Wvu2vmb9pqe8h+IGlGCC4EP9nIHmjeULKTLIREQink7eue9e/kb5cYn5M8nNL/V3buj4mT4OeIdPktzCdu5TDAovrcE4xuB+Xp8zc89aitdJ1TR9QiS/jdYnhZYhJdJJhk27hhVHfPOe1fTV9eahZWkbSWlwCjtGzs11+6B3YiwF/wBnrXkPxY1K4t10zzY5YLv7TJHJHM0x8tfmIjOYxk4UHk/nX3Fde3oSh1sfL4eTp1VPsYOoyPeaOsYbYevynkkdOPTBaubjhhZnAEckMcakfKRuYjCntjrnn0rfvgYrMqRu2sUyDjGRXORXf9nx36xqpy6bXKAngcfL+QNfnEt2fcLYo26r9qu5d25IFJ3EcnJIA/rVCTY5mZmEjMpVV4GG75PQcj1wK0dUa3t9JkgLSG4lJkw68E5zzjPbPHbFZMfl+bKHUNtY56jHOOf8KjcrYjkXbeTwyzl1ROGU7lzx7/QcelNkbyrw+Yd6CTI6rwAOh9eta9rpP2iE3ckOyEkRqQMAkHOTWC0yx9HVzIWLLnIPX0+gqQJZP3gXIyhY++BjH9a07WbdC0UTAjaCy5wucn+lYOZWkV45duMksB9B/PNaVnDJtkuAQIgAW57jGOPwoEaN94Xka4KQMkaLEruGP3OhAwO5rM8Q6O0OmtBLA02cFolh84lQwJ+TPpyPpVrR76f7ZLC5w0jq7NnoMZz7jFP1mMXjGK4Vkjf74CoflxwSGODyR/OuvBpPEU/VGGIdqM/QXwdZzRyX6+TOZ/sZEUg063j3xktlSWPLYX/61fVf7B8zyfFzWFZ7iVF0KRYmmnt2IUXEPylI+QRkYPTBr5l8Ex2dvfLk2sZki8yWNPsablG3BQ844bofWvrD9imSOb4qajIJjK8miStujuUkRx5tqMkLGuGGPXua+/zS31Op6Hx2Cf8AtUPU+16KKK/Kj70KKKKACiiigAooooAKKKKACvk39rHVbuw+JmjJDdSbG01Nlmk86GRy9wNyiMYyBjkn/wCv9ZV8iftgX7W/xC06ODzRdjS4GS4iuLlDaq1xKrOViUjkcZJB4r38j/3xadGeTmmuHfqjza61CBLVpvtC3WyclYFe9Ivny/zbh1Klx2PTNeRfFvxHLa6Paobxb3beuJdt7PG07YYDAZCfl3c4PGa9EksprfTJkBuLAxkOs0kt5utkIXMoJHQ++K8c+IV3c332WGG7aB47kLCseovHtJK5kbzRyHyCMA/lX3/Kops+RjrZHIx+Pru30q6hkjW6eFgY5Ed2Emecs0gGMZ7H8MVqeAPES+JtLna6tmsry1laCYRElHXKleckgkjr29axdS0uPyb1i8fAETGbWi+LnvKAo+6AtVvCd7DoPiS8t/tVuImdFCxzM7XEihsyKWHKkZ9ccV8hmOBbk69Pbqj6bBYpWVKXyPQNWWKPWJZR5c0yz4SMMBlAuQPUDHA6CshbWJZDBIhSdpgJJUbhWJ+71wenr2NbXnwX2vSSXYSIuodEjQ8nBAPHQZB/I1S0n+zobe7huZWW4uDDJG2AVRgzEkljxgEeua+dPZMX+0JZLOO2W5VYjKW8nkbsLzk9Bj9TWPBmOPcCuNp5HOeMY71avrX7PfGAgyFXKiQg85IzjH+eabY27XMbRcNIwxz/AAkd/wBeaW7ARl8xhHngLk4Hv/Ouk0uzCRtHKpfdGcq4287hjk9/5VSk0tIbydYWWZI8kSL86NtPUEgcZrWDOtrNMWP7uPJbIOFB5x9MVViShaxRWNzcFg2cY3DJCgJz9ePasf8A4SC/1rUFuU0+5WFG8u2uJLeOZZyMKSyuw24DcZwelUtf8SW1jps9pGVubhplBQb3Ea7hlm2cjI+n6VW8K/YysW+1sgJ0KOrWFzIIhhf3q/XBPbpXvZXhVNqs+j0PKx2IcV7NdTu/h7/a9nPpwWCe3tIn2xq0VojJMcHAJJ+U46fzr7D/AGM5LlPiJrNsxmiiTTZTPBJPC483z4gHUIMgEBu+PbpXxv4PsZJNQshb6VZsWTagh0hz5keCPMyzj5up6Z4r6+/YstZYviPqTyQJHCNKuFt5FsBbmRftEGcncTx8owcdT6V9Jmd/qc79jwsGv9qh6n2dRRRX5efchRRRQAUUUUAFFFFABRRRQAV8Yftnaotv8UtNtWcwIdFhkkb7VPGJwLiYiIrGMc7WwevPTivs+viT9tGZ0+MmmAXMy7dCgZbeO5liDN59182EQ9Mc8/UdK+gyP/fF6M8nNP8Ad36o8w1DX7mPS7gy3g3SwD7Qz3d1mOM/dgPy9flPvXk3jeyuPEEMUNh5mpsGDyrDcNKqxYRQgE4wGGMcc12epeJbibUrm0hv768Ryu+OK+mzM2HbKgpklfQHHBrO8XaDcx6VBc3H2h5JWzHHNGXAJDANmUqGJxkkHjgDHU/ofL7rR8fGWtzlv7CurbTJYiJYZTBII2mvoIgIU3AqwVSc/dx9Ovr534vSI3tnJa30KCaCRrAyamztbomQysVH8XYH1FemX+jw6ba3k2os9vbMh+1+Tb2seGy20Akk/wA/rXnWu7bi8uEubrEy4+0YukUMW3MgQRpngckD0rllBy0OmElG7L/h3xUq3lvNJdfaJLnzC0Dyl2t8A4ALAE5yfxPtXTQ24tdJkDMzqY1VW27ucDC+3r9R71x+g+ES2rpqcziZHRvKt2Fw7yqRgnKDk5OTyegFW7q4vdHu40s2muNOWNlRBZyeXO424UFyWDZOPTgcc5r5XF5TOm3Ojqu3+R7+HzGE7Rqfea6wzWtgzySosshCrFJnd90Nuz1HK4H17ZqbR7dE/d2s3kHa2ZmbGcgHHTv+fNQWHj/SLy4FpehraVslt4JOFGCqgjrjIz1zXXxx2GjaO832d5JFU7P3algck5KgHPRSORwa+b5knZnt2bWh84/GbxtrWj61/ZOkXyJbiJZJ3hXbKvzkFAT04APA/iqla/FVLLwn/Z0N/LMrgs9vKNrgk8jzAeckk85P51seLbODV/Ed7eDLB5PmOIlCkLtQDccjOOQa5A+B5IZhLHsKsQzrHMhdGwMldoIIr36eVOpCM77nlzxyjJx7HReH9Qg1K7jkEcMTKF3QJesFkXIIXIB569u9ep+F7e1/s1SbezDEM0MjNdSHHGIOPr/9avP/AAMWsZELxzF3YLtSRozCPl/eEBDhT69Pyr1i1mjvLWCBJZVCk7kkvZsq3eYYT7o/KvpsPRVKKitkeDiKvtJNs09HGnxSQJttFDOQ8sdndFrdvm/dk9wemPUjivqr9iG3ji+KGqNFaRwM+jTmdFsJIDA/2mHChnPRgCcAdgfr8mQy3VvcI8zebh8sBPckXJOfnGF7Hk8Hp1r6j/YV1J7j4u6rbEtMI9CnLXm+dxct9pt+fn4G0cdzz9aWZ3+pz9BYP/eY+p91UUUV+YH2wUUUUAFFFFABRRRQAUUUUAFfB/7eGrX2l/FzT5LPVfshHh6FfJW8kiK77i4UylVU5AGPyNFFe/kn+9r0Z5WZ/wC7/NHzvZtqf9mvdwagLme3VjFFElzI20ghpeo4O3OPc8811N6mq6nHsWza8uZFElssukM3yYbONz8Y98UUV+iybPjOpzHikCwaJbfzRaQq3l3DWUMAYkNvLBjnjnnA6d6yvCujyXWsWt8GWO2t94tvN1GKJySy7ncbT94HgEfqTRRTS0E29zpLi1hnjsXjuLaC4DMqwtrTnyM7MvwBwCO3rXLav4ftr5V2y2dwFcxfZxeXDsxCEecuOxwPyoorKSNY6I4O98BjU7iK3tSsr20zCA2drcYuslgzcnt/k1qP4d1u1SVrfUNVntDOqW8hswvmSEAlCN44ziiivKrYPD1HeUEelTxNaGkZENxb3sDyJcwSRXDTEiMWtuoExA3ryfuheRU2mTxRNb2zySMkaHapvYYQ0foSik5/HFFFehTirI5ajZqwaHF9jU2s9lbljxv1CZyFAP7psL7deMVWs/E9xoN8PPF9bRSGRBILqXavynMeSpAX5eOhooro5U46nPe0tDqbG/ttaVHRpk3OpiWW7upDadclgqjrk8H619PfsP2kFr8ZdcEUItj/AGNP+5+yTJtH2i3OQ7nHOegA6e1FFeZmX+6VF5Hbg9cRB+Z9y0UUV+Xn24UUUUAFFFFAH//Z) | ASR 2344 x050 030802 Hvæs Mørk grå
Endefragment af hvæssesten med ophængningshul. (5,0) x 2,2-2,5 x 0,4-1,1 cm. |
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) | ASR 2344 x051 030802 Hvæs Mørk grå
Midterfragment af hvæsssesten. (3,1) x 0,9 x 0,8 cm. |
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) | ASR 2344 x139 030802 Hvæs Mørk grå
Mindre fragment med bl.a. skib og nålefure. Ca. 4 x 1 x 1 cm. |
![](data:image/jpeg;base64,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) | ASR 2344 x141 030802 Hvæs Mørk grå
Brudstykke, ca. 5 x 2 x 1,5 cm. Slib på de fire sider, nålefure på én side |
![](/grafik/intetbillede.jpg) | ASR 2344 x263 030802 Hvæs Mørk grå
Fragment af stor hvæssesten, violet skifer? Mål: 6x3,3 cm. |
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) | ASR 9 x298 030802 Hvæs Mørk grå
Hvæssesten af violet skifer. Mål: 2,0 x 0,3 x (7,0) cm, slib på alle fire sider. Skæremærker på skrå af stenen på to flader nær den ene ende (svarer her til stenens spaltningsretning). |
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) | ASR 926 x057 030802 Hvæs Mørk grå
Hvæssesten. Mørk skifer. mål: (5,3)x1,0x(0,4)cm (max.-mål). |
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) | ASR 1581 x009 030802 Hvæs Mørk grå
Splint af hvæssesten
Mål: ca. 6 x 1,8 x 0,3 cm |
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) | ASR 926 x074 030802 Hvæs Mørk grå
Hvæssesten. Violet. Mål: (4,5)x(2,2)x(0,7)cm, lille slibeflade på den ene side. |
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) | ASR 926 x092 030802 Hvæs Mørk grå
Hvæssesten, to mindre stykker/fragmenter, hvoraf det ene er et råt stykke. Det andet med delvist bevaret ophængningshul. Mål h.h.v.: ca. 3x1x0,5cm. og ca. 2,1x0,6x0,3 cm. |
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iXkj6EZP+eKnXcta6M+5/h34/0OPTLO3sre4tbRrcTyRtlo7QkkFME7lXglcDYQPlr09WEiqykEEZBHQ1+VN74u1zR18yzv5UkkQGS4ViJpk27fLkf72NoA2524AOO9fWf7Jv7QY8UWtv4W1i43Xir/AKJM7cuBzsOf0+mKuUlLY86pQcU2fUtFIKWoOQ+J/wDgq4dvwJ8Ot3Gupgev7iWvzv8Agc2uSW2tf2TZeM70Axef/wAIpqP2VV+/gyjy33E87emMN1r9Ev8Agq0u74EaBwp/4ni/ezgfuJuePSvzN+GVjY6l/aB1DTvDuoRx+WIzrusPY7c787AkibunOc4wOma64bIDM8bfDnxb4ZhudW1nw7qthYSzkC4v4yG3MSRubGC34c81t6t8J/DumfCkeK5ta1ay1KeKNrOx1DTYYo7+UuqyCFhcNIyIPMPmmMLlQvBIFed6xI0N9cqPLSKOZlCRSb4+CcAHJLAdj3GK7LxR8YLbxN4bNjP4asxrkun2mlTaxJK8hEFuIxGYYm+WJyIkDMDyN3A3tm9L6knnsyr521edyqQfcgGinWUe6TzJOVXoM8k9AB+OKKkZ/SlRRRXGMKKKKACiiigAooooAKKKKAPL/jh8Mh4z0ddSsYBJrVghMajgzx9WjPv3Hv8AWvkyYImCNyqTxuXBBHBB9we1foE1fNP7Q3wxGi3j+J9Nh/0C6cfbo0HEEh6SgejdD749aFpqdlGp9hnh0dwYpRIpwy+3UdxU5jSZcoDkdB3X2/wqvcZxwF684H5VJBM0bIynnnIXkfiKvzR2FO6bzI1yMjJB+tSRxhcmM7Y8fdbn88f54qzMkV0WCkRSNgsr8Kfcf/XqtCo3EPkY6dOx/wD10IZyPijRjZWss9vF5ljN/rougjPYjuB/L6dOMs59T+Huq2mr2bTRJHJ5kEykFlYHvzxyOD0OPwHtUdqsyyIqiZGGCnXqOeK8/vLFvCeqSWssSzaVdZCo44ZCBujPfI6jv0I5GazehpH3lY/RL4S+OF+Ifw90PX/lEl5bhpAvQSKSr4/4Eprsd1fDn7KfjK+8A+Oo9AWaa48H667LbrISxs7rGVB/3gNuR1JU8YNfb8bblqjyasOSR8Y/8FVpIV+A+gJM+zfrqBfc+RNxX5r/AAm1cabHqKtrOgaUZCmF1PQU1OSTG7lCYH2AZ55GeOuBX6O/8FYIGuPgf4WQHAbxDGD+ME1fnf8AA268RqutjQZPHm3MXnDwWrtnhyPOKnjvt/4FXXDZHOePa95ralcn5Shlcq0cflq/P3guBgH0xx0qlFA25WbkHgKDya7Lx34u8S+KNRMev6vrGrvaSSLDHrdw80kOWwwO8naflXIHcVyv2h2Y7TuB4JI/l6Ch7gK7GJc924zngD0FFWo4I9q+YASBnGfWimB/STRRRXEMKKKKACiiigAooooAKKKKACquoafb6pYz2d1Es9tOhjkjYZDKRgirVFAHxD8Tvh5cfDnxNLp0jFtPnPm6fcN0dP7jH+8ua5Uc7yo2sp5r7b+JXw+s/iN4Zn0y6xHOP3ltcYyYZAOD9OxHpXxjqmg3eg6tc6PqcbW19aPsk3D73XB91PUH3po9OnUU1ruU4ykg+bcTjOfp2okikY4YbgTk57e1Pt4/JuHEispXkqPp/L3qxMzXGAjlVHVCOcfn6809tjYbboIfLf77s3KY4HoPc8fpVfWLO21vTza3KM4Y/KygB0YfxK3r/Snz5VRk7ievrXsnwe+CtxrckOr69b+VpWA0VpMPmuOOCR2T9T9Oq3JclBczOY/Z3+B9/deILPxFfag02h2Mvm28RhaNpZVPy4O7kKwBPGMqB64+u7fOajtbGO1hjhhiSGGNQqRxqFVQOgAHQVbSPbTSUUedUqOo7s+LP+CrkLSfAbw+UO1l15Mf+A82cV+bfwp0G3uoNS+1aZo1+IwjL/aviCPS9pJblN8qeZn8l2+/P6S/8FXLz7H8BPD7bNxbXo1Gecf6PPX5kfDHWrS3k1R9R1Hw5aF/LEf/AAkGlzXucbs+X5cb7ccZzjORjOK6qfwowOC8RSFtUulAEcYlcBUm81QATgCTJ3gf3s4NRvYXdra213LbyJa3BZYrgodkjKBuCt0JG5cjtuGa6Lxl48fxBb3GnDSdAt4Vm3Ld6ZpiW7uASAQ2AwU9cH8a1dYvtCu/gZ4XtV1b/if2OqX7NpqQE/uZFt8SM5OF5RgBg5welPdsRwU1wGICNztA4HTiiqJDFuOT7CipGf0xUUUVyDCiiigAooooAKKKKACiiigAooooAK80+M/wnj8faat9YqkWu2inymOAJ05zGx/kex9ia9LooKjJxd0fA0kPls9tL+5miYoVkBUowOCrA89c5Hat/wAB+AdV+ImrTafYqsSwAPNdyZ2xBs46dScHA749Aa+nPEvwN8I+LPETa1qFjK11IB5qQztHHMR0ZguMnHGc811mh+G9K8M2v2fStPt9PhwAVt4wu7HTcepPuad2dbrq2m5wngf4E6B4SjSW4iGs6iDk3N4gKqf9hOi/qfevSY4gtSUUHJKTluJiloopEnxL/wAFZJDH+z/oBHfxBEM/9u89fnL8BJNYZ9a/smXxnD/qfNHg/S/thP38eafMXZ329c/N6V+jH/BWjP8Awz74fIbH/FQx/j/o89fmf8I9FstVXVftGjW2rtH5e03HiW30cR53Zx5pHmZx2+7jnqK66eyEef69u/ty+D/aTKLiQObtdsxO453r2b1GeuaqeT0J6YOMc10vjm+0K+vEj0bQn0Z4HdLjdqX2wStnqG2gYGDyCQc1g2+I1cEgKR3qnuBUlA27M4/CiluB1X8c0VDA/paorxJ/20vgvGAT45tcEZ/49rj/AON1H/w2z8Fv+h3tx162lwOn1jrDkl2Ge40V4Q37cXwUUf8AI6xMfRbO4J/9F1DN+3X8FYVZm8X5C4ztsLg9c4/g9jRyS7Ae+0V87N+3/wDBBcn/AISuXA6/8S+4/wDiKj/4eCfBDovimdz6Lp05/wDZKOSXYVz6Nor50/4eAfBUxh/+ElnAPQGxlB/IiqUn/BRT4IIxVfEN5Jz/AA6dL/UUckuwH0xRXzFN/wAFG/glBt3a3qByN3GnydKik/4KQ/BSOLzDqup4yFA/s9snIz69P8RRyS7AfUVFfLVp/wAFJPgtfOEi1HVd5zgNYFc4GTyWx2pv/Dyj4KeYV/tHVcDOW+wcADv96jkl2A+p6K+UG/4KafBMEj7ZrJ9Maf1/8fqOb/gpx8FYcYn1x8/3dPH9XFP2cuwH1nRXyG3/AAVG+Cyvtx4iJzjiwj/+O0w/8FSfgzgbYvEjn0Wwi9B6y+/6UvZy7AfX9FfIZ/4KifBnY7BPEJCjJP2GP16f63r/AIGqjf8ABVL4OZISz8TSemLOAZ/Oan7OXYLn2PRXxqf+CqXwi2lhpfig8Zx9kt//AI/VST/gq/8ACVGx/Ynij6m2tx/7Wo5JDKn/AAVubb+z34d5x/xUUQ/8l7ivzK+Etzp8MupG9v8AwnY58vZ/wlFjdXIb72fK8iKTb77sZ+XGea+qP26v24vBf7Snwv0jw14a0vWLK7tdVW+kk1GKJUKLFKmBtdjnMgP4Gvlb4T+MLXwi2oi613VtDM/l7P7L0mC9MuN2d3mypsxnjbnOTnoK3irWTJZw+qMh1S7aKSFk85yptlZYiM9UDAEL6AgHFQ/dRn6fyrrPFtv4Ka1mutJ1nXtQ1aWbeyahpkFvGwJJY7kncg+2K9g8RWM6/CXV4201U8DReFdMuNLvfsqhDqjyW3nFJsZaXe14jDJO1WyMKMXy3bFc+Z5WMhIPHoKKZgk8gn8ORRWRZ7xD4LvJ7C1uBLEq3Ojz64iu7bvJilliKkY+8TESO2COabqXgG+02zv7j7XBItnBp9w4XOSLuFZYwAV6gMAff1rAl8Yag/lIl9IIYbJ9OiXA2rbu7s0fToTI5z1+arfjDx1LrV04065mt7Gaw062nt3UAPJbWsUWe/G5GI56EZ9K2sidTpYfhTrI8TDSW1OzE/8AwkJ8OhlDbPOBx5nTO39fas0eGtW1+20+4E1tGNQ0++1Q7t3C2qSllP8AtHyWxj+8M1zLePPEcep/2gNVYX39o/2qZOM/aic+b9c1p6t4jeHwf4TGnXjR39tY31pc+X1VJpZAynP96OQj6GloGomoeCL+0sdVuGu7dvsWl2WqsFzkpcGEKvI+8POXPbg1o2/wk1STxA+k/wBqQFh4gh8P+Z8xXzJNwEmP7o2n3rirnxZq1zBKkt3IyTW8VnMpH34YthjjI9F8tMf7tbFv8RL86LdDfdHXZtat9Xjv1OGV40kG7P8Ae3OpH0NF0Gpc0nwBfalYWk8d3GgnXUmUOG+UWkAmYcf3hwPemzfD27h0m5vXvYh5OjxayV2tko9zHb+WP9rMgY+wrmYvE2p2MEcMNxNHHH54RUPTzk2Sj/gajB9RXQeGfGEw0LxRbahdSF5tEjsbJZAzcre28uwccDakh544PrTVgLOpfC66jvry2OoK32bVrHSWk2nDG4SVlfr0URHI96qWvw1vLr7LGt9H+/u9TtQuw8NZwpKx/wCBhwB6YrmbrxdrMrkvqVy7yzx3Ls0pyZYwyxufdQzYPbcaveGfHF7o2rJd3RmvIEF2whMnSS4hMbvz3PyZPfaKnQDYPw+k/wCEfF+upR7f7E/tox7CMgXxtDHnPr82fwq3qvwzns4boHUEaWGfTIGBiI3reQtKrdf4duCO/BrgF17U2t/swvrg2/2f7II/MbaIfN83ywM/d8zL46buetaVr4k1GPVrZ7zULiSCOe1aZXlZg3kjbHkHrtUsF9ASBTVgOjg+Ftw1/YWx1JFe81q+0UP5XCm2WEmTr0bzgMdsdagj+Hckmk2l62oBTNoc+teX5ecCO4kh8vOepMe7PbOMd6yfFvii4uvFuqXenahPHYjU7i+stkjJsMj/AOsUcbSyqme/yjPSsSbXL9YooRfXISOBrZUWVsCJiWMY5+6WZiR0yxNGgHTat8Pzpdjf3B1DzWtYtMmKeURu+2W/ndc8bMhffrx0rXf4QyJ4mh0P+1tzS+KJfDXmeQeNjovnY3d/M+57da47xT4tufEV4s0fmWcBsrK1ki8wlXa3t0hDnpn7hI9N341VHiTUhMt3Jql0Z1uDdIyzMW884Jlzn7/Ayw56UroDqbX4dG5tdLzqBRrvRr3V2HlcK1u1wDH15z9nHPbf045TUfh1Fpen6lcNqTPJaabp+pKgiADi5WMlc7uNplAzjnHQVj694oWfRfC1vp9zNDPYadNaXBjyv37mdyue4KSgH6kVjzahdMjLNfTyLIixsPMJ3IuNinnoNowO2BRoB6XH8Io28TT6R/azKI/FMfhzzRBkkMzjzsbv9j7ufxrB0v4djWrXS7g6iYWvLPVLop5edhtIXlC9ed+wD2z3rKj8cXMPh6608+Y1zLqEeoC9Mx8xZESQHn1JkzuznjvmuXbVLxWAS5mQKHUDzDwHGHH4jg+tJtBqd3rXw7TS/D9zqAv3mNvYWV4E8vAY3ABK5z/Dnr3rg2uJG6OQPauj0nxMlv4P1/T7uWaW4vEt0tmbkKI5ASpJ6DbjFcw0nUDaMc571L6WGK0ku3lyMU9r65a2EDXEjW6tuERc7QcdcdM1XZzIv0pyQsycEEA5OT0ouwDlfm3cUU8kJhUAcjuelFIDqPNdl+VQqDrt/wD11H+8Xglc999FFMY2SSTcA0qofpivcfiZ8O/A+l/Bvw34ks5NXsNTv9Mt/sqy7DDqFx58guG/vYjVeSOAWiGMsaKKqOzJe54FuG3BbHOe9PR/LIfzGPp1ooqRinDKC+5Mnp7epr2j4Ow2Fn8OfEWtQ6ZpOoaxb6lZ2sUOs2T3YvFlSY/ZoVVW2SOYz85A4HDqfvFFXHcTPGvEDLHrmoKlgNOQXMiizLl2gG4/uyx5O3pn2rOVjy24D0wKKKkCa3R/NXcCV+8fcYzXa/B6yutY+IVlHBJZwiOO5uppL2wjvkEMUEkkh8hwVkfYjbVPVscjqCiqQi78eNXh1rxNpt3beHofD1lNpsTWqpawWz3UYZ/9IkihVURnIbAA+6F5YYY+YTTbpDk8DpRRUy3GtiEMJMIOT24pZX5CjJVeBmiioKPQ/iV4Tl03wT8O9aW0trez1DR2BkjkjDzSpd3IZmQHd90KNxGOAM8V53uYuvOKKKuW6JQzzC3dsjt2oKfOew68UUVBR9F+CdNuJvhhpUcOmQ3Hg6bw7q91rd49ojImoIbkQbptu5JF22Wxdw++AB85z86+WWkG0Z4zRRWktl/XYhbj2iUMDjcf7oPH50bidueeeFXpRRUFjmjaSbYoIOegHSiiigR//9k=) | ASR 937 x129 030802 Hvæs Mørk grå
Hvæssesten
Violet skifer
Med gennemboring
Afbrudt i længden.
Mål: 1,4x0,6x(3,2)cm. |
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) 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) | ASR 951 x034 030802 Hvæs Mørk grå
Mørk skifer
Lille, mål: 2,0 x 0,5 cm
Rund, tildannet skiferspids.
Afbrudt i den ene ende.
Ligner en griffelspids |
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) | ASR 926 x040 030802 Hvæs Mørk grå
Ganske lille splint af hvæssesten af mørk skifer |
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) | SJM 3 x0109 030802 Hvæs Mørk grå
Violet i farven. |
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) | SJM 3 x1487 030802 Hvæs Mørk grå
Flage af violet skifer |
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) | ASR 1210 x3 030802 Hvæs Mørk grå
Fragment (10x2,5x2cm.) af mørkegrå hvæssesten. |
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) | SJM 804 x024 030802 Hvæs Mørk grå
Hvæssesten. Mørk grå, med næsten hvide striber. Slib på én langside. |
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) | ASR 1123 x015 030802 Hvæs Mørk grå
Hvæssestensfragment |
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mQ+MtOVktty/wBrRoGOAAQk4UdxkBvbB7Zr6duIM59ayL+xjureWCeJZoZVKPG4yrKRggj0IqJLmVjaMj4ph8i4iDK6qrMcE5xznGTj0x19OlSLcRriSP5Q452DBPXJP15/OtXx94Dufhr4lOnqZH0eYNLpszHPBI3Qk/3l456lQPfGbbzR7MPF5w9S2BjAAA4/x61yNW3NS5rEjajarJD/AMf0AGRnHmcA9R+X4U/zElSCWNcLKvTOQpByV9c88/WooW23DBWLHBI2/dXkZHPanXlusMfnRIxik3O4VckHIGc+mOv5+tToB03hfxFNod5b3Fu8kR35Vs4bjnOfY4/Wvtr4Q/EyD4g6GnmOq6nAoEyZ5YdnAr4TitUEe9iY+Fb5jjJ9MEfSuu+HvxCu/COtW19bSFfLfa0Uf8ZPbHfq3B9DVRlyvQhxufoAPyp9c54F8ZWXjjQoNRtGHzKN8eeVP+HFdKtdSd1dGAzaOT3qN6maomFAH5rf8Fbl/wCRDP8At3f8oq+G/hT4m/4R681Enxl4n8ILKiDf4agMrT4J4kAniwBnjk9T0r7m/wCCuOBH4Ez97zLvHHtFXwx8JfFP/CL3OpyHxx4i8FCZUHmeH4DKbjBPEmJ4sAZ469T0q3uLoSeLPjR4yh1W9tNP+IvjDUdKYbEfUb2aCWVSo3B4hM4HJIxuORzxnFFcl8QdX/t3xdf339ual4j80r/xM9Wj2XM2FAy43vjGMD5jwB06AqW3caSsf0KbeMmhe5pxXNOAAFWAwKaULTqFzuNIBu2grUoWk2gZpXAgKZqKSPHareymtHTTAzJYc9qoz2+c1uPDVWaHjFUI5q4t+tZV1b+1dTcW2QeOay7m2JycUgTPOfHvgu08ceHrrS7v5C43QzqPmhkH3XX3B/MZHevkjUNPn8O61d6HqTJBqFqV3ooO1uOHGRyp3cH3r7lurXrxXjfx4+Eb+PNLTU9I2weJ9NUtbSdPtEfVoHPoe3ofTJrKcb6o3jI8Oku4IbILFk8sTuBA6d/frSDUJYYoiMja3CsP4v69axdPv/tcK7kaGVCRLbzcOkgJBVh6gqRj2q8yLIvfPoDj1zXNY0JZ1azvBPDvaG5fchZixjbOTGT+PB7gVtBVfbLCGhk3gMo45wTnPpnFZNsA0Hky4MTHB9eOR+uKvxzBJH2ISOgbnjjGfy5pCPU/g78UL3wVqS7Zg8S/8sD/AMtFPVPYd89jX2n4Z8S2Pi3R7fUtOmEtvMPxRu6t6EV+c1mWacuhyIxyqZ2k59ffA9elex/CD4wTeBdab7SZHsJWVbqD6txL9RnPHXNXGXKzOUbn2Y1RtUen6hb6tYw3dpKs9tModJFPBFSvXQZH5q/8FdANvgMk4G+7/lFXwz8JvFw8L3WpOfGmq+DhMqAPpdgLoz4J4YGRNuM8dc5Nfcf/AAV4PzeAP968/lDXwr8J/EbeH77UJF8ZT+DzIiDzILJrnzsE8EDpj+tW90LoO+IzeF9b+26ynjjWfEfiOZk3Lf6MtuJQMLkyCdsYUD+Htiiub+IGpnV/F1/eNrT+IS5TOpSwGBp8IBkoemMY/CioZUdj+hfFLQKXbmrEC8ilVeTR0p4FSAAUhGeKfil46d6AG7aQrUmKXFAEDJUMkPWrm2mslMDKkgzms64teDxXQSQ+gqrLb54xVXEcld2Z54rHurTqcV2tzZ9eKx7qx68UwvY+Uf2ifhKbdpvGei2xaRBnU7WIH507zADuB971HPY58k0vUI5oQpJLM2Q36ZP4Zr7zurDduDLkHggivkj40fCs/DXWhqenRf8AEgv5flUfdtZeuw/7J5K/THYZ5px6o3jK+jOZkULJjf5m4YGD9O9WCzy28XLSFDkjIIA65/z61nw3BkwyndtPYc1ctpM48ptmc5PTk/5/WsCyVpv3ijzMNt+cEY+n1APc1pW97Ir4IIfPzcYyMcn9eaytm+RcgKFG0Dpnk/0xU9vP8wRl37fcnH+f6UAfR3wD+NQ8O3kei6nLnSZiBHIRjyWI649Omfz+v1SHWRA6EMrDIYHII9a/N/T7oeYJgCMFiMcfXt719ofs761qOseAR9v3MlvL5MDN12gDK/QH+dbU30MpLqfEP/BXr/XfD/63n8oa+GPhP4iPh+81F18YnwgZEUeYNPN35+CeMAHbj+tfc3/BXz/W/D/63n8oa+FfhRrSaLeai7eKLHwzvRQJL3SBf+bgnhR5b7cfhnNb9TLoc98QNQfWPFmoXbayfEBkZT/aRtzB52FAzsIGMdPworrvFXxo8S299eafZa9p2racRsF3DoltAJVZeflaEMvUj8KKTtcavY/e6lWmbjkYxjvTwaoQ6l702nLSGOWnU2lAoAeKMZpM4py+tIBdtG2lHNO20ARMlRNFVrbQyc0AZktvuzVKex3cAVutHUfkVVxHNvpIbPFZHiL4f2Pi7RbzStRthc2N3GY5Iz6diD2IOCD1BANd6tqPSrEduB2ouB+cPjf4a6r8KfFMugajuuFIMtneEfLcwZwrY/vA8MOx9iCcwx/vcH5m7svOff8AnX6AfF74TWPxY8Jvp0xW21G3PnaffbcmCYDjPqp6MO49wCPgi802+0fVL3SNStGstUsbg29xaydRJkYI9QwOQRwRg965JR5WdEZXH2casWEq7uylSOGyD6c96DEYTtUA7urDmr+n+Etc1SaGC20u9naTlVSF/m7Dt9K9g8E/sm+J9aaKfWZItCtcjMbkSTYHoo459yKncd7Hl/g7wvqXibXLLS9Ot5Jp7ggKi9NueWJxwBzz6V93fDrwlJ4I8G6fpE0yz3EKkyyR52licnGe3al8BfDPQfhvpgtNHtAkjD97dSfNLKfdvT2HFdM1bQjbUylK5+aP/BXpQT4AJ6hrzH5RV8KfCTV5NJu9RKeKdC8MCREBk1vSTfLLgnhALebaRnnhc57192f8Fe/vfD//AHrz+UVfCnwl1B9OvNRKeJvDvhvciZfxDpJv1l5PEY+zT7SO/C5yOtb9UZ9DmviFdm+8XahcNqthrZdlJv8ATLQ2tvL8gHyxGOPbjofkGSCec5JXSfEbw/ptx9s1wePvDOu6jIy7rHR9PurQv0XKobWKJcAZPIzz1JoqGVHY/fWlzxUXmD1oMg9a1IuTbulOVqq+cBTlmHrSsK5bzTg3NVllHrUqyD1pFE1OFQecPWnLMPWkBYqRelV1kFSq9FhktAGabuFO3ikAu2gJTfMHrTlkFADwtSqtRqwp4YUgJRWLfeB/D+qeILfXLrR7O41e3ULHevEDIoBJUZ74JJGema2N1AkFAEy0tRhxTg9IB1Rt0p+4VGzUID80/wDgry37zwAvveH9Ia+F/hJqC6fealu1vwro29E+bxRpH9oI+CeIx9mm2kd+FzkdcV9xf8FeJP8ASvh+oP8Az+f+0a+HfhHdSW95qJTUvCWnkog/4quwW6V+T/qgYZMEd+meOtaPdC+ycz8QrgXXi/UJRfaVqIZl/wBK0Sz+yWj/ACD/AFcXlx7fQ/IMkE85ySl+IMj3Hi6/drjSbtmZczaHbiCzb5B/q0CIF9/lHIJ96Kh7lLY+hB/wUo+NO3B1fT856/2dH/hR/wAPKPjT/wBBjT//AAXRf4V4/D4F0aSbTVKyYn8JXOrv+9PNyizlT9P3a8e1Os/AujTw6OzI5Nz4RvdXk/enm5je6CH2GIk49veneRN4nry/8FJvjR31XTj/ANw+OpP+Hk3xmWTcNW09h/dbTo68g07wHo0smhCRJMXvhK/1aT96R/pMS3ZRvp+5Tjvg0+x8A6LcvoIKSH7X4SvtXlIlIBuIluyh9hmFOPb3ovIV4nsSf8FLvjN0/tLTAex/s9KeP+Cl3xmGQdS0z/wXx141o/gLRrxPDvm+YTeeFdS1aYI/W4gN75ZB7D/R4+O+D60ukeB9HuJPCgZJC2o+GdS1Sb95/wAt4Pt3lkeg/wBHjyPY+tO8h3ie0L/wUq+M4wW1PTCMfd/s+MUH/gpd8ZwpxqOmfX+z0rxXR/Auk3k3hUSrKf7S8M6nqk+JOtxB9u8sj0H+jxZHfB9ak0PwDpGoQ+EjKsoOp6DquoT4kxmaAXnl49B+5jyO/PrReQvdPZV/4KZfGlf+Ynpf/guSpl/4Ka/GnoNT0o/9w5K8U8N+ANI1K48DpOspGr6ZqF1dYkxmSFrkIR6DESfr60vh7wDo+pP4HEyzEatp9/cXW2TGXia4EePQful/X1oux3ij29P+Cmnxq2NnUtLJ9f7OSnN/wU1+M56ahpQ/7h6V4z4T8A6Pq0Pgb7Sk2NYj1JrrbJjJhV/Lx6dBSeEfh/ousXXw5S6WZl1y5uobzZJjIRwF2+nBouxXR7TJ/wAFMfjP5hC6jpQXrj+z0+tNX/gpl8am6ajpfvjTkryDwl8OtG1o/DM3QmP9v3t1b3u2TGVjdFXb6HBNReBPAGjeIG+H32wTY1rXLrT7vZLjMUYtiuP7p/fPz9KLsLxPaG/4KYfGuONG/tPSzuGf+QcnHJGP0pyf8FMvjU6HGpaXuyP+YcleMeC/h/pPiJfhwZ0l/wCJ74mn0u8VZSB5Cm0wF9DieTn3FWPBPw/0LWP+EEe68/y9Y8UTaRdMJMZhQWm0D0OZn5+npT1FdHsFx/wUz+NHyBNU0xTyW/4l8fTtVb/h5p8bd2Tq+m49P7OjrxnR/AelahpvhmeYS+df+KpNHnxJgeQot8Aeh/eNz9KktPh9o0kOlPIs3+keL5NGk/eHm3XycD6/O3P0pXY7o9j/AOHm3xt2n/ib6bkY/wCYdHTP+Hm/xw4/4nOnf+C2L/CvH0+H2itYzSESbk8Xrow/eH/j3Ocj68darar4G0e10vXJolk82z8VppMWXOPs5WYkH1OY15p6hdHs0n/BTb44MvGuaep/7BsX+FRTf8FMvjkyDGv2Kn202H/4mvJvGnw70XRY/F5t45FOm+MRo1vulJxbYuOD6n90nP1p/jD4d6Ho8Xj/AOzRyL/Y3i6HSLTdKTttm+2ZB9T+4j59j60ahzRKfxt/aR8b/H6bTZPGWoxX7aeHFv5NskO3ft3Z2gZ+6OvpXHeEfHF14LluZLbTtI1A3AVSNW02G8C4J5USKQp57V2/xQ+HeieGdP8AGM2nxyo2meL5tHtt0hYC2VZSAfU/IOa8kOal36lK0kei33xy1e9t5YZNB8JKsiGMtH4aslYDGOGEWQcdCOlFecMDu9e1FLmYcqKvmP1DHpjr29KVZD/E7cDHB7elFFSWdT4z8S2msaT4Sgs2ZpdP0j7JcblI2yfabh9o9RtkX88dq5f7RI2MyMQo2gZPAPb6cmiigS0Nzwf4rbwrqVxd+R9q83T7yxCGTbtE9vJDuzg/d8zdjvjHGc1jLcPx87DAKjnoD1H6n86KKAHrcSLt+duAVHPQHqP1P511vijxFa6n4T8GWVrMftGmWNxDcrtK7Ge6mcDPfKuvT1xRRQBywuJF2/O3yjC4PQHt+pre8E+Km8I69b6m0P2sQxzRrCX2/wCsidOuDjG/P4UUUBuY6XEm5cSMAuduD0z1xSiaVGjIkYbfu4bp9KKKYHYa74mtbz4eeEdMt5m+3abLetMoBG0SPGyEHp/CenpXKpcSIEYOQBkrhsYPc+x4oooYJWNnwP4qfwf4v0HXDEbsaXfw3wtt+0P5bqxXODjO0DOKyZ76TzDIkjR4kMiAMflJ7j34H5UUUxW6kElzIWBDsBu3AA9D7fpXU3PiS0k+Fdlo6zt/acetT3jx4PEbQRKrZ6ZLK3vxRRQFjkluJGDAu2D83Xv6/WpbHUHsr6G4JMnlyrKVLfeIOaKKBmj428TN4u8Xa5rXlm2XU76a+MAcuEMjs+3OBnG7GcViedIckyMdxyfm6n1oooYHZp4ksm+EN3orzsdVk1yO9EZUnMQgkQtu6Z3MOOvNcTyc/rRRSYkrAp5ziiiigZ//2Q==) | ASR 2344 x280 030802 Hvæs Mørk grå
Lille spinkel, rille fra nåleslibning. |
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) | SJM 952 x081 030802 Hvæs Mørk grå
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) | SJM 952 x155 030802 Hvæs Mørk grå
Lille fragment. |
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) | SJM 952 x144 030802 Hvæs Mørk grå
Fragmenter. |
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MM7OScHntjA5q60kOoWMc0haGTJyyk7kOenoRj+vpk5eTNE1ufS9syyRqu5n80Zx0HQEV6R8G/iUtrrreEdRmVCV32TsMAnugPvnOPXPXIx89+A/FXk6ctjdO3nw7fLZTgMh6H2OOcZ/Om+MPtNnrtrq1tJs8zayXEbcxyL0+me1FK8Ziqe9E/QWyuCrAdq2I2DLxXkXwZ+Ii/EDwnBcTNt1O3Ahu0xjLgffHsw59skV6fZ3WeCa62cJprj1p6nIzUMbZ5qVf60gJO3vQaQdcUtICOTvXwn/wAFW13fC7wp6/2o4H/fo192Sda+Ff8Agq0yj4W+E1bPzaqxwO/7lu9D2KjufnXrFxBpvhHTjEmnzvNFtf8AcWxlj467kmZwfdkWiretWtpqvgfS421iCwZQpC3RnZThTkKFtRg/8Dce9FZS30LR++XOetGKMUcitjITFFLSUAJmkOaWkzQA01BMoZeanao3xtoAwNSsgykgVzV5amNjkV3dxEGFYOoWPU4rSLGeMfFX4bQeONPWWJVTVbcHypDjEinrG3seevr6E18d614fv/DMs0s0UlqIJtki5OYiD91uc/T2xX6EXlsYyeK8n+LnwvXxdYy3unxRrqyLhkkUbLpB/A3v6H8MjqFOLesdzaMujPjrWmTxNA0wDJdL8yyIvOf/AK/H51jabqM9uVYBJYwPLfKjcBnnIJ6c/wAiK2NVsv7J1S6guLaW1jjfDRYIaBsnHXqAQRVKO5isdQmkubfck6FJFQ4OMYyoP8WfX6etck+6No6OzNmyvntWhMbukb/KkisFZCAOM+n+Fd94Q8RR3ET2epRtcpKf3My4Jdscqfc8emeO9eY6RMZJIdLllVoAQlvJwcjPU9ecZyB361tSxXWh3iqT5Un8JwMHtVK015hsz1jwv4kvPht4ssLvSrh5IWUs0LcJLGTyp+mBz1Bwee/2X4T8TWfibSodQsXLRSjlW4ZG7qw7EV+fOm6xJrkdvDK0cc0LOVdiR97HHXjnn6mvXPg98SdQ8C+JXt715ZbKdgL22kyzKSOJoz346juAe450i3szKcb6o+07W5yoHeryN1rnbO8SeOOWJ1eORQyupyCDyCDWxa3AkQflVnOXNu7adxBBzxT/AFpitnmn54JpAMk/WvhH/grB/wAkr8JEdtWb/wBEtX3a/SvhP/gq9/ySrwl/2F24x/0xak9io7n5z+Lsr4J0DdDcRjHEjxyhCdvYtO6n8ESil17WPs3gzToLeHTy86eXK3l2M0uMdfliEqH3Zs+9FYy3NEf0CUlLu6mk7VuYic0Unag0AHekPSjvQfWgBrelR8kVKflzTOwFAEbDPaqlxAGU8VdZeajZT0oA5XVLHg4Fc1eQlCRivQrq3D54rmdT07rgVomNHgXxk+D8XjnT5r7TgtprkaHbIBgTrj7jDuemD/8AWI+QNSt7y11aezv1zOG2MJ15DDgj2r9GLq3KnHoa8Q+OHwaXxfayappUSpqsYzJGvHnAd/8AeH61M431RvGXRnyLeWU1pJNLMzTy/wCsDIQ2efvH8OPwFdbp+utr0Yt7gfaGkBHmOTvDAZDc84xx/PoKw/s81pdPbXKtGyZXJG7accg57H+tOnjmtZluISPM4Z4kJOcHqPT6HjA45rkacdUbb6GrGj298UPAzt+bA/PNdUdee7tbONwFlt8osiv8xU88+wxjr3NY8kq61D9pTYZ0X96obhgOM9uR6f4c1bcru8tgH3Dg46HPatoyUtSGmj7B/Zv8d3Nzbv4fvJWuIo08yylcYKr3iOT26j2B7Yr6BtZdpxXwX4R8QXOhafpl3aXEkNxbys6N0G4YIX9DweoJFfZvgXxlZ+NvDtrqlkwxIMSx55jkH3lP0/liqi76GM42dzvYZNy1Muaz7SXoKvBs0zIGr4T/AOCr/wDySnwl/wBhhv8A0S9fdb9DXwl/wVg/5JX4RH/UXb/0S9KWxUdz8+9c02XUfA+hrqWqf2bZKoaBrqPUHRvl6KGQxA4/ucUVheKIorfwro8iPbNIw5WOO3Dj5f4jHK0h/wCBqtFYyepoj+hA46UUUma3MRDSZpT2pD97FABSUtIaAE70h9KWkNACde9N/GnGk9TQBC43A+tZt7a71ORWsahkQNTA4bVLDBPFc5dQlc8V6LqFmHU8VymqaeVzxzWiZSZ8vftBfCsOh8TaXEFZObyJRwf9vH8/z9a8FeMSbWXc8q/KFz8oGOc/j/n1+9tQtVkjaKRFdHBUqwyCCOQa+VvjB8OZfAOsDUrFD/Y07YVgAfIY5ypz29Pb6VEo9TaLOJ8J6bJeQxXcLhAHKywMpCOR1AxxnBBx+PTNWl02SG0muCvleWSeo4U8jGPbOcemam8N+I7fSVuka3Rra4wJN2RuxxnOeMZPQd/auoXw5Np95b/ZMXNvJEWLTYeKXrjDdRnjGevHpXBLmhJ2OmNmtTmdL1GWBmUnz42GSm7KsPXI79K9X+E3xOfwT4jjvGeSTSrrCXceDkqON+P7y5z9MjvXkd5oz6beBQfKtZmYRlj/AKsgn5T6fr1+taGnXL28wjl+aJjyAASD2P8Aj7V0RfMuZGMl0Z+i2l6jDfWcF1bSrPBMgdJEOQykcEGtiGbcAK+S/gJ8VT4Yvk8Parcf8Sm4OIJHORayk8qT/cYn8+e5r6lgl2tW2+pytWdjVZs96+Ff+Cry7vhT4SbPC6u3HrmFq+4lm3L1r4c/4Ks/N8KPCeGIb+12x8ox/qm6nPFTLYcdz87PFGp3mm+CdMghvZ1WZDFNF5jlCuDkANAgH4SPRU+vWdhceEtHbVpb7TuMpNHYySrI2OgL3W3HuqL9KKwluaI/fukpnmAsV7inV0GIE0nvRmkoAXNGabkUlAC8UmaOKM+lACdTSbRzS5pvrQAHgUxsMcZ5FO96b0ycdaAIJYw2axdSsg6nit9u1V54QwPHFNMDzrVdPwSAK5LxBoNrrWnXFjfRedazKVdCP1HuK9U1LT92TtrltQ0373Falpnwp4+8E3nw71640+4QzWMrGS1uOxQ9vqPr/MGrmkeLp7PSorRmE8C/6uNlwoJOR9Rn+Zr6c+IvgG18caFNp9yBHNgtBcY+aJ+x+nrXyPNbT+CvEk+ia5EyeW+Cxxgjsw9jx+dYSilo9jaL6o67T9ah8RW0llflRfMMFuP3vGVBPPzg1ktZTWkjI4K7DhgRyB6/QiqWs6XNpVzb6lYrHKEmWRccq+BnIA9sA9D0710c14+qQw3ivlpIRIqfeONxDRsfbk59vXrzR/dy8jV+8vMWCZOYoY2O3kbj8xHcH6dR+PWvq34A/Ej/AISLSv7GvLhp7y1TdbzSfelhBAwfVl6e49wa+VVhDW2Y9wklwxcHlB2A/H+ldj8Ib57Hxp4ehW6ktTNfANIvVQeNuP8AaOF54610fCzD4kfbKzFetfEH/BVi5K/Czwhg/wDMXbj1/ctX2uzfLXwx/wAFVJz/AMK28HqDydVfj/tkaqWzMo7n56eKZo5fCOi7FtvMUfO0T2pkPy/xCOMSD/toxorS8Satrmn+AdHhF5fW9jcR+WUEt4scqbfu4f8AdEeycUVzS3NUf0AHPrTTn1oyKSukwDn1o59abSFtvNADvSl4qPdinfyoAdSUbqSgApppc0maAEOaQmkLUm6gBSelNbBpc0maAK08O9axr7Tw2eK6A4xUMsIaqTA861jSyuSo4rw749fClfHnh2S4tYc6vZruiK/ekXqU+vce/HevqDUdOEiHiuK1bSWjYkLV6SVmXGR+cXh7UPEGnwvbKpv4IXwIZSNygcADJ6545r0LRfFD6XpLm5UwxndMbWZMEdMtGRxnOePpjNem/Gj4T3NjfTeLPDcG+5Ck31iq58xepdR69yPbPXNctY61pd5o9pcTwqI5EAVpML82SpX65rinFx0OiLucz4b8aWV5G8qTw3CqXO8t5ZGOxUjsOfeuqVYmceScSj7joRleSQVI6HoRVTVPAvh/xPbveQZsbpeBNZtscMCeo5BHPQ/1rMV7+zmudObzZSq71nTCfTZ82RzxU3krJlWT2PuzwFrEmueCtHvJpluLiS1QTSL3kAw/6g18Y/8ABVRj/wAK/wDBoz/zEZT/AOQq9X/Z5+Jw0u//AOEZ1WTyvtgEttk5XfwCAcdDwOccge9eTf8ABVFh/wAIH4NHrqMv/ouum/NTuctuWZ8C30Gk/wDCM6W19deW2zKrY21o8m7HRys3mY/31H0oqXxJpt5deCdHliF3cxQx75BmV44l29cGBVUfR2orBlo/oBaSk8yvgz/h7F4PYf8AIm6wD6efFTf+HsXhHd/yJer4/wCvmKtuZdzPlZ96+ZTTIOlfBv8Aw9i8Ic58F6wB2xcxGkX/AIKveEJJAo8GawM9zcRcUcy7hys+8vMzml318Fr/AMFYfCOePBer/wDgTFSt/wAFYPCG0/8AFGaxn/r4ip8y7hys+8/M96PM96+Bh/wVh8LbjnwTqgA4H+lx/wCFKv8AwVk8LZ58E6pj2u4/8KXMu4crPvjfUbSV8Fyf8FYvCpX5fBOqk+91GP6VWb/grB4b7eB9T6f8/sf/AMTRzR7hys++zMPWmecK+BD/AMFX/DnbwPqR/wC32P8A+Jp0n/BVzw3gFPBGon133qA/opp80e4uWR99eb6Ub6+Av+Hr2hcH/hBL4j/sIR//ABFL/wAPXtE6/wDCA6gf+4gn/wARRzR7hyyPv3f70bvevz9b/grBo4z/AMW/vh6Z1FP/AI3TD/wVk0odPh7eH/uJr/8AGqXNHuHLI/QJ1DVl3+mrNnivhL/h7Jphzj4d3ZHr/ai//Gqjk/4KyabuIHw8uMA9W1ZR/wC0qamu4+WR9lXnhvcxIHNeQeOP2cZ5pp9R8ORJMlw2+50aVgsbuTzJGScKc4JU8H1Hfw5v+CsGms2F+HU7cd9WUc+n+ppE/wCCtFmo+X4bSg/9hgf/ABmnKUJKzGudHqfhb9l/xBdQzy3Mp0N2GUjuJPO3c9GCv2GeevSujuv2eYtJtbYzO17eJwZ48ptz2Az0HvmvBG/4K2QE8fDZ/wDwcj/4xUVx/wAFZIW4/wCFa7xgHnWfbP8AzwqF7NFXmel6f8GtXvPidp+iXpm05491xFqEKb0lhCk7hyMEkbSv8J9iCeD/AOCqEbW/gPwPExL7b+Ybm6nEQGaof8PatkagfDZQfQ6x0/8AIFfPv7WH7ZUn7TWjaJpz+FU8PjTJ3n8xb43HmblC4/1a4pXiotINW02eMeJStv4R0UwbonlTEu3I3jaOv+kPn/vhP6UVWk8T6JeaLZ2V3pN48tvHt863uLeHLYxk4ttxHszE+9FZMo19e1/RdLuLmyGkQSvgOs0argbhauB07COUf9tT70i+KvD8lqbptIt0aG6iP2cqu6VDJdO2OOgV4VP+4vtRRT5ncLGZJ4s0hoY0TRo1cQNEXwvLG2jiD9OokR5Pq571s634m0LQ/F9/ANEt57e1u5I8Iq7HVb0yccdDF+7+ntRRSuwsZ9v4k0X+xriVtOgNwqxW6QlV3Em1njaUcdBIY3PuB3qfTvFOiX2qx2/9iwxrcXfysyriNWltyB06ARSj/tqfeiii7CxBceKdHspGtzosUrQyFTIAuGw1zz07iWL/AL9D2wl14k0VtBt5E023F0wkt2jCrvXFvbIJDx3dJWHuzUUUXYWNDRvFGh6v4qsIf7Dt7aG4v4lIcJsVGvGkIPHTy2CfRfTisRfFmlJbmM6PEz+QIt+F+99meLf0672WT6r680UUXYrGjP4r0JLVLlNIt3knnlJtgq5hUTW7r26FUkQezt707QfEGk6lcWtk+kW8J5LTyKvO0XTYPHfzYh/2yHtgoou7jsZ1x4w0ySxWGPRIY5BA0RkAXJYwQRhunUNE7/WU+5Ole+NNDivLC9h0a1lSU+fLaqqjysXssnln5ecxbF+mPpRRRzMLIh0PxDpupSzWz6bbwYsZWEjhfvx2EiZ6dWkAf/ex35qNPHelrdyy/wBgQFJJ2lEZ24VTPDIFHy9AsTp9JD7glFF3YLDm8XaVp9jZxx6Zb3cr24MjbVBjf/SlwcrycSxN/wBs19sPtfEmnatp+oxf2Xa2skNmzq5C5dttqmBwOcxO3/bRvckoouxWREPH2n/2lHcDw/bLGtwsxiyuCouJZdn3ehWRU+iD6Bb/AMXaZa7IbbT7e5U2aI0u0LiRrJYm4K9Vky2e5H40UUXY7Iuad4y024m1a+fR7SIQMbyO2Yrh915bv5Q+XsgZenQnjGayofHFpDYpF/Y0DOIhEZCRnIjnXd93r+/U/wDbIfgUUXYWRf1HxppatJa2mnwXEbRKBOQF+YrbEjG3PBgYf9tG/Gvr3iC113wrekWlvZXMd5AERCN7IzXkjEcA4HmIv/AV9hRRRdiscS3ytjr7iiiipKP/2Q==) | SJM 952 x162 030802 Hvæs Mørk grå
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) | SJM 952 x141 030802 Hvæs Mørk grå
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![](data:image/jpeg;base64,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) | SJM 952 x144 030802 Hvæs Mørk grå
Meget lille fragment. |
![](data:image/jpeg;base64,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) | SJM 952 x175 030802 Hvæs Mørk grå
Fragment. |
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) | ASR 1357 x035 030802 Hvæs Mørk grå
Hvæssestensfragment |
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) | SJM 1202 x081 030802 Hvæs Mørk grå
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) | SJM 1160 x0039 030802 Hvæs Mørk grå
Fragment. |