![](data:image/jpeg;base64,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| ASR 233 x005 0307 Kværnsten
1 fragment af svær kværnsten af grålig sandsten, finkornet med rødlige årer. Største mål : 27 x 23,5 tykkelse : 11 cm. Stenens underside er fladt afbanet, den udadvendende side er prikhugget, mens oversiden har grovhuggede, eadiære stråler samt i midten resten af en skålfomet forbygning. Overflade samt indersiden af fordybningen er glat afslidte. Stenen fandtes sekundært anvendt som del af gulvlaget A5 i huset, jvf. beskrivelser, opmålinger og fotos. Lag A5. |
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) | ASR 7M70D D01916 0307 Kværnsten
Fragment af møllesten af sølvgrå, ret blød bjergart. Et parti af stenens cirkulære yderkant er bevaret, medens de øvrige kanter fremtræder som brud. Stenens ene side er ret glat og plan, hvorimod den anden side er mere ujævn med indhugne skråfurer og en mindre, aflang fordybning. Medens denne side mødes med kanten i en vis afrundet form, mødes den modsatte glatte side med kanten i mere skarp form. Ca. 18 cm. fra yderkanten findes en gennemboring ca. 3 x 4 cm. hvis rand er stærkt afrundet mod den ujævne side af stenen. Største diagonale mål: 53 x 67 cm. Tykkelse: ca. 4,5 cm. Stenens diameter kan beregnes til ca. 1,50 m. |
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) | ASR 565 x103 0307 Kværnsten
Fragment af flad, cylindrisk løber, hugget i porøs sandsten, som er lagdelt i gulliggråt og violet. største mål er 19x12 cm., højden er 11,4 cm. På oversiden er ved stenens midte en antydning af en lav, tragtformet åbning til indhældning af kornet bevaret. Fra denne forløber en ophøjet ribbe ud til stenens rand. I ribbens kant er en hugget fordybning, hvori et løst drejehåndtag kan have været placerert. Stnens underside og side er blankslidt. |
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) | ASR 565 x373 0307 Kværnsten
Løber til håndkværn af form som en flad cylinder. Af en hård sandstensart, der oprindeligt har haft en 5 cm tyk drivstang eller -knop hugget ud i stenen. I dennes centrum er et gennemgående hul på 4 cm i diameter. I bunden ved randen af det gennemgående hul ses spor efter fastsøbningen af akslen, nemlig to overfor hinanden placerede udhugninger på 3 cm´s længde og 1.5 cm´s bredde. Fordybningerne er opfyldt med bly. Stenens diameter er 25.5 cm, H: 11.5 cm. Løberens side og bund er stærkt slidt. |
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) | ASR M5820 5820 0307 Kværnsten
Løber til kværn. Cirkulær med fladslidt/udhulet over og underside. Diameter: ca. 10 cm., tykkelse: 6,5 cm. |
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) | ASR M5830 5830 0307 Kværnsten
Kværnsten, underligger. Længde: 46 cm., bredde: 33 cm., højde: 22 cm. |
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) | ASR M8677 8677 0307 Kværnsten
Kvænsten af granit. Mål: 43 x 37 x 13 cm. På den fladslidte side en lille rund fordybning. Diameter: 5 cm. |
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) | ASR M7121 7121 0307 Kværnsten
Løber til kværn. Kugleformet med jævnt afrundede sider og flade poler. Højde: 5 cm., diameter: 4 cm. |
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) | ASR M7121 7122 0307 Kværnsten
Løber til kværn. Kugleformet med jævnt afrundede sider og flade poler. Højde: 6 cm., diameter: 5,5 cm. |
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) | ASR M7123 7123 0307 Kværnsten
Løber til kværn. Dobbeltkonisk form med fladslidte poler. Højde: 8 cm., største diameter: ca. 8 cm. |
![](data:image/jpeg;base64,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) | ASR 1067 x001 0307 Kværnsten
½ kværnsten af basalt. Diameter: 61 cm., tykkelse: 8 cm. |
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) | ASR MA186 A186 0307 Kværnsten
kværnsten, 1 ligger, med nedsleben hulning. diameter: 30 cm., højde: 16 cm. |
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) | ASR MA186 A187 0307 Kværnsten
Kværnsten, 1 fragment af ligger, 20x20x30 cm, med nedsleben rende |
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) | ASR MA186 A190 0307 Kværnsten
Kværnsten, 1 løber, rund med plansleben flade. Diameter: 25 cm, højde: 10 cm. |
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) | ESM 113/66 1064 0307 Kværnsten
Skubbekværn. Næsten cirkulær, diameter 43,5 cm., tykkelse 18,5 cm., rødbrunlig grovkornet granit, på overfladen en svag cirkulær nedslidning 25 cm. i diameter. |
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) | ESM 113/66 1065 0307 Kværnsten
Skubbekværn, længde 35 cm,. Bredde 31 cm., tykkelse 16 cm., meget kantet, lys brunlig, finkornet grånistret granit, overfladen nedslidt 1,5 cm. |
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) | ESM 121/65 X3 0307 Kværnsten
Fragment af mindre kværnsten. |
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) | SJM 200 x030 0307 Kværnsten
Fragment af kværnsten i grå, glimmerholdig sandsten. Sandsynligvis sammenhørende med tilsvarende fragmenter fra samme udgravning. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDwQeItX/6Ct9/4Ev/AI04eItX/wCgpe/+BL/41SC04J7UE3Lv/CRav/0FL3/wIf8Axp3/AAkOrf8AQUvf/Ah/8apbKcEoDUu/8JBq3/QUvP8AwIf/ABpf+Eg1b/oKXn/gQ/8AjVMJS7RQGpc/4SDVv+gnef8AgQ/+NL/b+q/9BO8/8CH/AMap7aXbQGpc/t/Vf+gnef8AgQ/+NH/CQar/ANBO8/8AAh/8aqbaNtMdi3/wkGq/9BO8/wDAh/8AGj/hINV/6Cd5/wB/3/xqpto20xWLX/CQar/0E7z/AMCH/wAaP+Eg1X/oJ3n/AIEP/jVXbSbaAsW/+Eg1X/oJ3n/gQ/8AjTf+Eg1b/oJ3n/gQ/wDjVXbRtpisWf8AhINW/wCgne/+BD/400+IdW/6Cl7/AOBD/wCNVttNK+1AWLJ8Rav/ANBS9/8AAh/8aYfEWr/9BS9/8CH/AMarlaYVoCxZbxJq/wD0Fb4f9vD/AONMPiTWP+gtff8AgS/+NVmSomTrigVi23ibWP8AoLX3/gS/+NRnxNrX/QXvv/Al/wDGqm09+tMZKQWZabxRrX/QXv8A/wACX/xoqgyUUE6myFp22nbaUCpNkhNtLtpyrT9tAyPbTttP20u2gBm2l21IF/Cl20CIgtLtqQJQV/CgBm2jbUu2jbTAh20m2p9tNK0ARbaTbU22k20wINlJtqcrTdtAiArTGWrG2mMtAFZlpjLVllqNlpXEVitRstWWWo2WgCrItFTMtFMRpgetOC0AU9VqTVAKdilC0oFIAxShadilFMQgWl206lFAhu2jbT+KWgBgWjbVbUtYsNHh86/vbeyi/wCelxKsY/MmuYm+M3gi3jmdvE+nuIhl1il8xh/wFck1PMlux2b2R1wHWl214d4u/as0Ox3L4btm11o93mzPuiRMY4AI3E8+1eK6v+0p4i8XLPDc+JP7BMZb/R9Pi8vdzwFfO7v3Pas3Vj0NFTfU+ute8feHfDMbvqesWtsFbYy79zA+m1cn9K47V/2lPh7o64fWzNMThIY7eQM59AWUD9a+RJtLuNXuTJp/nyzqd0k14R8x5zj65HOe9ZV5of8AaqtaXdtGFYsSDz0/unP5Vn7WRp7JH334X+IGj+K7Mz287Wsina9regRTIT0ypPI68gkcH0rfikjuI1kidZI25Docg/Q1+a9v4RubS1lki1i6sIEUKkSSEE4JIGw9skn8T619K/sWSalHD4ztLydZbeOe3lhjj4RCyybto7Z2jPuK1jU5nYzlDlVz6U201lqYimFa1MSBlpjLU7LTGWgRXZajZasEVGy0wK7LRT3FFAF+nLTRTxUGiHU4Ui0+gA206kFLTAdijiqOra1Y6DYyXeo3cNlbRjLSTOFH09z7V88/Fj9pB57UWPhGWSMSHD3ipiYjvsB+6OnJ59h3iU1EqMHI938XeN9G8D6c95q17HbgKSkO4ebKf7qLnJP+Tivm/wCLX7SF14h01LTQJLzQ4mLLKQQtxJxxhlJ2jHp6149rOkr4iWHU5dSvpZIW84tNucso5PJOcn8awk03Wbq4bU2kiisY8BVaLGDjvu5xwePeuSdRy0OqFNRd2R60H1SMXbXMs7Hr58pdl5Pc+pBP41ix6nBBNvjuGlnIIlXsDnoG3cjH+e9Q+MdQebVHt7VZLoMFDMmB0GDgVBougwhWFwCqsNuIwcnr79ahLQpvUu2+vWq3M0Rty0rnaruSQSehAHenaTd218Gjn8s3MGXDJFg7fQc8k/0p9vbaa98LDTl8m4Dqshu1LnPIIHYAeuaiurGDw5r58+xknRozidW2nPX0wfxxST1G1odOusGyCLDvfOTKsrH0H8OcfjVO31RXjla5jMyx4IQJj8c9hzXQr4Xsr5bd7SWZTPGsjCfaAuR93K9DweDj6Vl+KvDsOggxHzrmd035jbYqe30/HHFa2RnqZkN5vdnWXaoyR0wR7/hXvn7JPipLHxZqem3Eqk6lArRyFdu54yxCjnurOf8AgNfM0MLXEggQnaMg/NkY9K9K+EOoQeG/HGkales6W0FwhZolyVG4ZY98dc45qo6NMiWsbH6A7qDVO0v4r21iuIJFmgkUOkiHIZTyCDU3m12nIh7VG1J5lG6kAxqjYVKajagREwopzUUDLainrTRS1JSHinVHuo3UFBcXMVrBJNNIsUUal3kc4VQOpJryPxz+1B4O8L6Xf/YL1tW1eGM+TZR28oDPjjc5UAL756dK8r/a2+OEljeL4U0mVZoIgJNQaMZIkDcRk9CAMEj1I9K+ZZNbuL+4E32ouGXOG4I/+tXPKo9kdEael2dhqHxIvPH2uefql7eXEnmmZoN52E5JwvbGOmOlaj3ywunk6YqHHyqGLuOc5547Y5FeYXHj29t5Fs3hix90SREMwGMD8ev5mtdfEktjoLpDJ59z2kJw5U/3u59PxrGxqmegatr2o2n2a1Qv9nmIMrb1AQH1OM45rPTT9KvZLiOK/mSFWZ90kgCMT6f/AKq4my8bXU0Jkv7ZiqlU3KcKvbgfka7zSreC/jjfTJ2tklR1Iyc4I5BAGT/j9KLA2cN4isFj1JZ7XUZFCKFVMkg9cnsB9cDNO0m4jvNYWyMwU4DCQknDYGBwKsaX4aml8QJaTXEyI5KMGJK9/bj2x6iu9tPB2jeHZ57pfKuLmIiT93ORhADuBbGAScfgPenZk3RzVz4feG8ECvEh3gSySEKeuDjnJ6frSePLGbT7S3gtr4m7Q7meJju2HAwWIxjjsT055qxo/j2w1/UpNNu9KuLgtJui2ELng5B3AnA7HPemePPElnHqVpdDTFayOY1t4pdq7VGPvA9QT16UcvmHMWvB/j3ULZZGvo1KrGYozgBMYADbcckcnPv2q5qjyahfGeZhfR/LvkxgE479h2+lczoepRDVrWPUNMEdhIeZnJLoDnkAcE/1rq7zxPoNteSaeZGaAkIrSghSegLEZz6VSixORRu/D+l6bHb3c1vGu9i3lxvuz6DP5+1WrG/01UmeGNfKwQoBOQeozn8PrTNY0+4uobQWsvmRKuFVCz4Azy3+eMVjyeGZ7XU5LkyusCplrdCMY4HTPHPenawr3PrP9nvxpaat4dk0tp2W/hlZxbyMx+TC5Kk9t2eO2a9eDHFfBGn+NpPCGu2N3p1xNp08cm9UO5kJxggj0I4wOK+0/AfjCDxx4Ys9WgXy/NBWSP8AuOOGH+fWumnLSxzzjrc6UMakDVCDTwaszH01qWkoAY1FDCigC1S5opdtIaGlqaXNSbKaY6Cjxn4pfs1+HfiNezah5lxpWpync9xZsAJD/tKQVPTrjPvXzZ8RP2c9a+FcEt3HcJrmkTEI0m0JJASeCR0x2yPUcV96MpHSub8VeHoPEWnz2d3H5tvMpV0PcVm6cWtDSM2nufmRr3h6fw7qBRoi7bRIjKd2RnrnnvWfaI6XHnXKNFJLjMjg7SD6mvsbxf8Asvo7STaLqE1sx/5YT/vIyPT1H514n4u+DPivQ1lL6N9pj53SWxMoPvtGGz9BUOnJdDTmi+p5tb3AmVlllHzEYLdOnH6f0rZ8L6vf+F9UtRKzTQmbcQCCNo7ZHbmua1bTX0vUYre3gkDuw3R3C4UN05zg/mKXUNa1C3YRyWx2LlcoB0xjOcc9KmwXXU9i/wCE8tVummEe1wS2JYlOMk9Srg8DHSqureLLqBftNnqVja6cw+bccgt3A3HI5JwPb2ryJNeWHzI54yRgYZRjBzx+lRrrQuryWEGOSJm3BCSc9evHpRYV0eraNqU/2VzMtrcz3beX9pt4QG2ehYD19D61U8QWaWclrbojCQt83mcp1we3BJz+FcJZ3kC6hHNBcraQpgNBIcqD7A129vqlk1tvjT50O92bJGT3z6d+9IqxZhSW6+S7jilkjwAkOP3YwMDpz0rKv2+0XjqsG+eHlnZdvXpj1xTrvxLNbpuS6g356R7QeD2OOvXr6CsXXLpobuxuU1xrF2xv8xdwfGO+D9MVXoRy9Tq9P1htNhEEl+0NoGIzk8ZHI46g1v2s0F5Z20lvJZgljs3Nu3c/Qf5/GvNNS1y212RYZV2R/wDPRG+vPoKq6TrzeH7KUSQwz+WxaKVTvbnsR3/zxUsqJ63qH2K2aOSWffPGeFCg9+vPbIFfSv7MniCDXPh3IkA2/ZL2aFsrtJzhwT74bH4V8PeH/F2oas7LfxqIGJZHUDP0NfWP7I/iKyXS9U0QMizyTm9iIwPNG1Ub8V2p/wB9fWqp6SsTU+G59HLUi1Eopyk966TmJhSGgGjNADWFFKaKBMtCnCog1OVqRaJaNvFN3U8NQMY0dQvCDVk80m2gRnS2Kv8Aw1nXWgxyqcoD+FdDtpDHTGea+IPhjpGvQSQ3mnwXEbDBWSMHNeNeLv2SdKvEkfRp5dNlb+AkyRn/AICTx+FfVptw3amNYqw5FVzc24bHwBqn7KPiuFZY0bT7mHspZ1Le2cHFcD4k/Zz8VWZymgSswGP9HmSRfzJU+nav01k0eN/4RVKfw1DJ1jH5UrQ7Bdn5VXnw71jRYSmo6be2S7eZJYSFH44xVOPSS8LkXz7wRtjjfO4degNfqddeCLa4yGiVh6EVgaj8FfDupri60izuB1xJCrf0pezj0ZSkz8z18I6hfQrv3RynuCcfWlbwjfhk82589E/hlJI7A9f88V+h837MvgqSRn/sC2UnrsBUfkDVPUP2W/B19GyjTPs7EfegldCPyNT7PzDmR+fv/CLzxx+b9oDx5+ZQOg9BUbeGpdn7q5kjfO9dpIr7euv2OdKZ8Wuq3dtFnOwqr/riiz/Y40eGRjcanfXCsc7cquPocZFTyMq8T4Wk8yymlW4vCyfwASMpDZGeOwx+te2fsxjWp/iB4fmsla6EdxvmeFi4iiOFcuw4GVzweTX05o/7JfgrT7xLmaxmvHXotxKXX8R3/GvWNA8I6d4ctxDp1lDaxgfdiQKP0o9n5kSl2NhPujNKaXY1Gw1oZiq1OpAhpdtACNRQ1FBLJFanK1QqakU0iyZWp+aiWnrQFySlFNFOFMBadtpFp1AgxS7aWloAYfzo2+1OooAYVFIyCpODRtoAhMY9KTyx6VNikoHcgMY9KaYh6VYxTdtAXK5hB7U5YxUu2jigRF5dNMYqamNQBFtFNYU9sZpjGgRG1FIxooIZvDwDr3/Ph/5Gj/8AiqcPAevf8+P/AJGj/wDiq9fopWNbnkg8C65/z4/+Ro//AIqnL4H1z/ny/wDIqf8AxVes0UwPKB4J1v8A58v/ACKn/wAVTh4K1v8A58v/ACKn/wAVXqtFAHln/CF61/z5f+RU/wDiqd/whmtf8+f/AJFT/wCKr1GigDy7/hDNZ/58/wDyKn/xVL/whus/8+f/AJFT/GvUKKAPL/8AhDdZ/wCfP/yKn/xVL/whus/8+f8A5FT/ABr0+igR5gPBusf8+f8A5FT/AOKpf+EN1j/nz/8AIqf416dRQB5h/wAIbrH/AD5/+RU/+KpP+EL1n/nz/wDIqf8AxVeoUUAeXf8ACF6z/wA+f/kVP/iqT/hC9Z/58/8AyKn/AMVXqVFArHlh8F61/wA+X/kVP/iqT/hCta/58v8AyKn/AMVXqlFAWPKT4J1v/ny/8ip/8VTT4I1v/nx/8ip/8VXrFFAWPJT4H1z/AJ8f/I0f/wAVTD4F13/nx/8AI0f/AMVXrtFAWPHm8Ba8f+XD/wAjR/8AxVFew0UBYKKKKBhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/9k=) | SJM 200 x031 0307 Kværnsten
Fragment af kværnsten i grå, glimmerholdig sandsten. Yderkant bevaret. Tilhugget med riller og kehl på den ene side. Slidt. Sandsynligvis sammenhørende med tilsvarende fragmenter fra samme udgravning. |
![](data:image/jpeg;base64,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) | SJM 200 x032 0307 Kværnsten
Fragment af kværnsten i grå, glimmerholdig sandsten. Yderkant bevaret. Sansynligvis sammenhørende med tilsvarende fragmenter fra samme udgravning. |
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) | SJM 200 x033 0307 Kværnsten
Fragment af kværnsten i grå, glimmerholdig sandsten. Yderkant bevaret. Sandsynligvis sammenhørende med tilsvarende fragmenter fra samme udgravning. |
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) | ESM 0086 x1082 0307 Kværnsten
Et stykke af en kværnsten, oval form – 3,0 x 2,4 x 10,5 cm. På undersiden var der et enkelt skålegn – diam: 2 cm. |
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) | ESM 0136 x050 0307 Kværnsten
kværn - knap halvdelen af overligger bevaret - 36cm, lys grårødlig granit. |
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) | SJM 396 x05 0307 Kværnsten
1 sikker skubber. |
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) | SJM 383 x036 0307 Kværnsten
Kværnstensfragment, 28x16x11 cm. |
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) | SJM 383 x028 0307 Kværnsten
Kværnstensfragment, 36x19x22 cm. |
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) | SJM 383 x030 0307 Kværnsten
Kværnstensfragment, 29x24x16 cm. |
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) 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) | SJM 383 x031 0307 Kværnsten
Kværnstensfragment, 24x14x15 cm. samt afskalning af fladen med slidflade. Største mål 16 cm. |
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) | ESM 2101 X084 0307 Kværnsten
Underdel af drejekværn. stenart? |
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) | ASR 5M74D D04867 0307 Kværnsten
1 fragment af kværnsten af granit med en glat tildannet overflade. Største mål: ca 17x19 cm. |
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) | ASR 5M74D D06171 0307 Kværnsten
1 stk. granit med en plansleben flade. |
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) | ASR 420 x114 0307 Kværnsten
1 afsprængt, ildskadet granitsten, muligvis rest af kværn? Mål: ca 20x14,5 cm., tykkelse: ca 4,5 cm. |
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) | ASR 8 x293 0307 Kværnsten
Slibesten af Granit, Ca. 8x4x3,5 cm. Glat på én flade. |
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) | ASR 9 x472 0307 Kværnsten
Fragment af kværnsten af granit. Lys, finkornet. Del af midterhul bevaret. Ret ujævn over og underside på stenen. Tykkelse: ca 7,8 cm. |
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) | ASR 9 x031 0307 Kværnsten
3 fragmenter af kværnsten? af granit. Tilhugning af større del af overfladen.
Mål: 4,5-9 cm. |
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) | ASR 89/69 D01500 0307 Kværnsten
Fragment af kværnsten af finkornet, grålig granit. Cirkulær form med riflet overside. Sekundært tildannet og anvendt som sokkelsten i huset under bindingsværkssøjlen i sekundær skillemur. Mål: 25 cm. Tykkelse: 9 cm. |
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) | ASR 1820 x03 0307 Kværnsten
Stor sten, ca. 70x30-50x<20 cm. Hele den ene fladside har spor efter slibning. Således er denne side svagt hulet. |
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) | ASR M3384 3387 0307 Kværnsten
Korknuser/løber. Fladslidt over og underside. Diameter: ca. 8 cm. |
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) | ASR M5700 5700b 0307 Kværnsten
Løber af granit. Cirkulær sten, fladslidt på den ene side. Diameter: 9,5 cm. |
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4IGePeiohiLrY1lS8yGa1bcSHzn1potz/eAP4Vbnu4sYGc/7tRpex9G4/A183an3PQvIhFqWbJb8RivI9WsTY+INRjYggXDuMcdTkcfQ17E1/FyA3P0P+FeY+Mh5uuXbKpj3hCGz97gZP4Y/SurDcvO0iJXtqdboe6O1hQuNjfLjBx071vQp5ysrIgIb8Djv/KuP8J6p5kawAsWi4Hmj+tXbXVIbr+0Gv5ZLK4RS1uN7DewIGMd+/4CvVjU5VZnO4XOnhUsST8oXg8DBHqOtPZWZhgFwTkgnk1l6HrH9pQxyb/mUhZCy4/HB/z1rSuJzGjgvkHgdsZ7/wA63UlJXRm04uzCRmbCsm5HHJ9fwqTzXljWEgFWXk55zjtUHmLM2JNpTHpg4qSTDRqVZhIo4245571RPUlVtsIHk7XGSVzn8OOtRRsyBhLuG0/e6VXaeTcoU7ioIPOfxoWRpJAroCh9T79frQmFiba0hOznjJz/APr68fyqxaqF3NGMIv3t+SeaiEkaoSHHIBU4PGD0+tWbXZ5bzMjtxhWGTgAHP0q47ky2K91bsw3qdyZ555X6Vl6gTCYyFyM/MGPQ1qowaJgp4+8AvTp0rJvLd7qEguu8sSrEHj8q5am2hrDfU52fMlywDbyoOWzwAR05PHWl2huQGPAHbv7GlmhD2c7N+5ljYswAHPtz2qzFGgWMlhwcNtz+n5f5zXHDex0S7ifZyzhHU5UduM/XP416b4JiD+HbeJCrGMsh3HBzk8frXALGPJJB6kNgDkdOTXaeEWWDTGRDsffvZQPXp/Kvawujdzz62qRp3mpwadqVrZ3D+VcXAJjjXLZx1zxj9a3owZIwehHvWRJMLhcOQxH3WxyK07NzJZxuy+UxGSjEEj8s11ytfQ5lsNlhbPdjVG5tdwIIJ+tXZrgLnKZ+gP8AhWTrGqT2NjLLBYPfOq5WFDhm9etc8oxsaRbKcuk7ZNyPtHsaKbDqRkghlNnLA8igtCSCUOOnWiuZcpv7x5Hd/EqONdz2LHjONw/wrHm+MltCQG05zk8/vB/hWD+0RpdrpvwW8b39tvt7y30u4khmikKsjBGwQQeDmvy503VNe1jzJX1G9uOxaS4dv5mvlsNhJVoOblax9PTpxrS5Yo/WCT43WSqT/Y87DHVZR/hWbN4rh8aLJeQQtaCMhDHIct7EEfX9K/MGG312FR5V1cKAeAJmFei/B34la58OvEhmvmub/SbpVju4DIzEAHKuoJ6rzx3BI967qWHVGXMppnRUy6pKD5Yu5996XfJYXiqsmCzENyc55IHpnANd1q2nrqdml3CS5WMM3ygkj6V4l4B+Ifh/xwZRo+oieSFNz28yFHUZxuKsBkdBxkc/SvX/AAf4sSW12zyKWiBA2jBYDjp+v4GuvSas9meDOE6MrSVmh2k3Z0+/iYZeOQrFnPXJHb/PSu2Ejb4t2HX+IHH5YNVbW3tJGE0Q3JJ85dcZ+ntWiwiwCDsb1QYxkdPzrWnTcI2uYTmpO9iM3EcC7lUhQcYwcVEt4hk+9lm5yBjaPSmfKPvgMpbhiePaq8xVt3zKpUfKp6ke3PFbNmaXclE0cbZAbjjjjPNOaT5uMhiOvHzdKghV2wrlevykHII45q2csAqqxbO4EdR+H4U0xBudU+UfJjnPpnrV8s8cKOhXLfL2x6g/zFVo0/iILp0DDv2/PrU87ARxpk4+8Bxjk4xjt17VtHRMh7ohWFXjLhvLxlmU8dO4qrljGGcFEHAbPB5z/WrXmNDD8y7XTLFVOR3/AM/hVK62rI8RZnV3yiHj6/jzWErWuaLczr9VW6L4VVAAZtpGe3+RVaxaOFtinaQS6sx4wTxz+PSrF2pVZLhyUDcA7QSRxwM+9ULcSFmil+ZAR14yB1z+RrktaVzbpY0LfcCV2hlVioXPU+nSui0rWBprurhnVlHGB1B+vuRWPp0ex5i2Fjbj05PH+NammR2N9IbaaMSy2ygHHACkkZ/Eq35V7tGDhQcurPOqSUqiXQ1Y/FcSjJhPB9v8avr43hCgC3bgY7Vlvoem5ANsD+J/xp9rpNibgDyOCMdT/jWEvaJFJQbLUnjaLaT5DHnHUVC3jFCwHksB9RVCGxtF1m5geLKGNZEUk8Y4Nasem6e0uw2yjjjGa54ucupq4xj0M2TxVGpybZ2J9DRWtLoemyZH2dfmHqaKfs59CeaJzXiH4f6N4q0S90nVLRLvTr2JobiB2IEiN1BwQea82s/2R/hVpCslr4PsYVJ3EeZIefxevXRcbTj95+QFTvbP5W7PXp81fNtaOMbnpwq1KbvGVmeQf8MyfDRcH/hFbLjp8z//ABVQ3n7NXw52bl8LWYx02s4/k1erXFq/PJ/Mf4VnXCSbCPm/8drllHyZ2RxmI6VX97PFpvg7pPgu+mvPD+nx2Qlj2SJHu5Gcgcn1FP0rfBIqsEyzksnQHoB369a9OvLMzRtuV8H/AHa8y8RafJpGovHKDJbyZkQYGccccDnnNdmDqPWnIxrylUftJSuz0Hw/qgitwrjG0BcZJK9+npz+da66oW8tmXccAfKeDyeR7V5To+vm3kKqvlqqgxs2MD1DE9OPeuqhvlNlGX+VymeH7Z46HntXqRk1ocTjc7C4uDtMhLAgZ2r3NNhkE6B1J252/NkHrisKPXLRWJMzeZGoDHPBHTj3rUt76Dy0ZyGXk8kngjv9PStL66kF+JY4/LLllVGweMdOMVaMpWeU7wiYwOc8gcAen/16pyTILdmbaYnbY2GwQD3pJLmOa6fcyyQ4wGUYU9cfpitvhsRuW7ZX8sscfNhvl5HOc49PWppN3yJje5TCc8bgTz+RFZ63SxqxTaEjJOQcgDAzn34rP1PW4I7aW4aZVVOY8Hrkbjj8B+laQjOSskTJpbss6nfyLLbxOu2QsN4UdQOMHg5HXn2qjdC5usTNJIx3DYvQZByDwPf+VYl344s4c+bA0sDgorA5bGeSD29ePSrd5q8d5ZW93ZCQsiM8mGZVxtyA2OAM/wA+Kr6vOoL2sYnSxr9ptWtMKoiyVbGc5wCD9MisTR7Ny8/7toHSTJ3DIfjkg+9eW3Hxe1PRdTMN1C0tv2MWWOCR1z1wR3NdpYeJv7bt4Lm3ulmlZtu1FOPcEduD39RW1PDqpUV+hnKs4x06nZWKvcSeYAUCquU6bsE4IH+eDXe6T4Ys7VmvJIVF9OirM+45IUkhevQFm/M1jeCfDUm6TUb7eDIQ0cch9ON2O3+fauwK88HIP+1xXp1WrciOCLbfMVJbSFWwUyP97/69XbXSrbyy/ljdng5P+NQMjFgAM/iMfyrRtVZY8dT+FcXKuptdlQ6PZeaZ2jQSAbd2ecdfWs5ZbGdnNtNDc7G2MY3DbT6HBrYm3845J7ViWOiWejxzRafbLaLM25xHwMnvXPUj0ijWL7sGYr0H6UVNJG+OGIA9WNFZWfcd0cF4n0XUdcsY4NN1F9LlWYSOyAjeoBG3I5HUH8K6KztZbexihlnaaRVAaRhyxxyaI5HP8BH4ipsO38J/E15Dp6tnfztqxVmtSx5lJ+gqhNZKcgu/0zW6sbtxgDio5tP3cs5H4VzyotlKpY5SSFI8qAT9a5rxboaatpsi7drp8yNn9Poeld1fWK9VKgL6jrWfNAqqD5YIPHNcbpyi7rc6ozTR4NHZXASWNHDwkjfEwy2B2x+HUetarOkOlrHDmB13BY2cFWAPIIJ9M/pXVeMPBKyI9/ZOYZh1VOhB4PFeff2Scr5/mmQPvDLwyHrnP4DoK93DfvdXoclT3diS3uogH+03VwLjPy7VCEYHG47Tk4qa38WPbxzKlwyyhhiOcYUkns3Y8frVeWzndiyKWlxjeeWI9Krt4fuRJHKbUMyjhgAPTnBrvlQW6Of2vc9I0/xVGuixSSyKkrDL26kFk6gn3GcH14rGuX1HR7hWtriSaK4AKSluI2GApOR93/CsK1s7vzQfsqLz1JPPueK07PS7rVYfLnZmCna8XUKw549u9ehGFNpXWxySlJPTqX9P8VXECywXOy7fLK43bUweMZxxzzTfEl5aWdvHPHxbMi4gbLYfHK9+On4VZh8G3NxLuEm0NjfmMfpgjFdPpvw5SSxWK8u3kRclFVACucZPcdhXSpKKaWhg4uTuzyaPS5NY1LZZAhGy7KG+VQc7vbnj9a6YeGdftdKltNOtBHayNlt04LSHGAxBIwBgcZNeo2fhey0yFY7W32oDk4QDJ7k+/FakOl/MgCbFYetZx5O+pXvdjyTw18Bde1JXnu3tLdG+7lzlvY4Br0fwr8DdH8OyQ3VzPLd3aEMVjYxxZHbA5I+prZ1TxMfDtjFuRpdzbQqLmr2j+IU1TaoIDtyNpyGrD2sL8qNPZztzHRrJsjAUBVUAAdhTNwbsBRaxtddwR/OrLWETLiTaR+dbNmVjNutQtLM/vLhVP90HJqL/AIS+yiQgJPJ/uJ/9etFtLt4h+7toSep3IKlWFY1BEUanGBhRXLKTuarl6mYviOO4UMlrdOP90f41Bda2sUbObK5b0G0f41pTFo8/cHtiqN0ZGUjemD1GP/r1jKoWkjjdD+LGmeLdU1Kx0yGe5utPIE6fKu3JIGCevIP5UVuR6daae8s1vb29vJJgSPFGoL4zjJA56n8zRWHtH1NOVdEXl8HeIsD9wAR/tx//ABVWI/CWvL1hP/fcf+Nem0V6v9m0e7+85PrU+yPN18K62pB+z5/7aJ/jVlfD+sD71ir/APbZR/Wu/oo/s2iur/r5C+szfY8b8efDzxPr+kxRaUDYzpMHfbOql1weAwPqQfwp0Xw+8SQ6HbW7xJc3scY3TO6N83tlgfxz2r2Kio/suhe93/XyL+uVLctkeUaT4H1z7G8V/ZR78kBllQ7h69azb/4RX9025bNM/wC+n+Ne00VpHL6Udm/6+RDxM30R4X/wpjUM82UZ+rp/jU0fwcvVXmyXP/XVf8a9uorX6lT7sn6xI8V/4VDe9fseD/syJ/jUbfB/UEYyw2m2fGM+ZHtYeh5+vIr26ij6nT7v+vkHt5HkNh8NtSjVWksmjbuvmocfk1bUfgm9VAv2cj/tov8AjXolFNYOmurE68mcHD4IuBy8QB/3gf61abwpcrGNkeHU5HK/412VFP6nSF7aR5trXw+uNcszBPbYOdyuHXg/nVDQvhfqGlXUcjKmEOcqy5P6+gr1iisvqFK97v8Ar5Gn1maVjlodAu412hML6Bh/jUp0a5A/1G8+7D/Gukorp+rwMfaM5uPT77ODbYH++v8AjSNpt9ggWy/Xev8AjXS0Uvq8e7D2jPOIfD/iqTVroXQibTiSYRGUDDngHnnjrUp8NawVOLY7jzzKn+NehUVlLB05O92Wq0l0PLbzwfr8sTCK2Ct2zKn+NFepUVk8vpPq/wCvkaLFTXRBRRRXqHGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z) | ESM M0196 0196 0307 Kværnsten
Kværnsten. Mål: 31x27 cm |
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) | ESM M0763 0763 0307 Kværnsten
Granitsten med hul. stenen er uregelmæssig i formen, ca. 19cm i dm,- 6cm tyk, hullet er konisk fra begge sider, yderst 5cm, inderst 2cm. |
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) | SJM 396 x07 0307 Kværnsten
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) | SJM 396 x08 0307 Kværnsten
Ligger. |
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) | SJM 383 x049 0307 Kværnsten
Kværnstensfragment 22x15x9. |
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) | ESM 1910 xxx 0307 Kværnsten
1 større fragment af en oval kværnsten fra en drejekværn. Størst bevarede diameter er 24cm ( på det korte led ca. 3/4 bevaret). Omtrænt halvdelen af midterhullet er bevaret, og har en diameter på 6cm. |
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) | ASR 13 x1268 0307 Kværnsten
Kværnstensfragment, granit. Med cirkulær hulning. Mål: 21x15x8 cm. |
![](/grafik/intetbillede.jpg) | ESM 1661 X045 0307 Kværnsten
slibe/kværnsten, fragment |
![](/grafik/intetbillede.jpg) | ESM 1661 X454 0307 Kværnsten
kværn, fragment |
![](/grafik/intetbillede.jpg) | ESM 1697 x0029 0307 Kværnsten
Kværnsten |
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) | ESM 1917 x1909 0307 Kværnsten
1 fragment af kværnsten, 13 x 8 x 6cm |
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| ESM 1917 x2600 0307 Kværnsten
Kværnsten, løber |
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) | ESM 1917 x1976 0307 Kværnsten
1 fragment af kværnsten (20x13x6cm.) |
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) | ESM 1917 x1965 0307 Kværnsten
1 løber (20x14x7cm.) |
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) | ESM 1917 x1989 0307 Kværnsten
1 fragment af ligger, 29 x 19 x 9cm |
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| ESM 1917 x1962 0307 Kværnsten
1 løber (25x16x7cm.) |
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) | ESM 1917 x2028 0307 Kværnsten
1 stor sten (40x23x19cm.) |
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) | ESM 1917 x2751 0307 Kværnsten
Kværnsten, ligger. |
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) | ESM 1917 x1982 0307 Kværnsten
1 fragment af ligger, 30 x 15 x 15cm |
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) | SJM 1210 x54_06 0307 Kværnsten
Håndstor kværnsten eller slibesten. |
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) | ESM 1917 x1980 0307 Kværnsten
En 20 x 12 x 7cm, evt. fragment af kværnsten |
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) | ESM 1917 x1966 0307 Kværnsten
1 fragment af ligger (26x17x6cm.) |
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) | ESM 1917 x2750 0307 Kværnsten
Fragment af kværn, ligger, passer på X-2748. |
![](/grafik/intetbillede.jpg) | ESM 1917 x2753 0307 Kværnsten
Fragment af kværn. |
![](/grafik/intetbillede.jpg) | ESM 1917 x2748 0307 Kværnsten
Fragment af kværn, ligger, passer på X-2750. |
![](/grafik/intetbillede.jpg) | ESM 1917 x2685 0307 Kværnsten
Fragment af kværnsten (granit) |
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) | ASR 1775 x34 0307 Kværnsten
Omtrent kvart løber til drejekværn af rødlig granit. |
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) | ESM 1917 x1898 0307 Kværnsten
1 fragment af løber, 24x18x11 cm |
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) | ESM 1917 x2071 0307 Kværnsten
Kværnsten?
Passer sammen med x2072 |
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) | ESM 1917 x2072 0307 Kværnsten
Kværnsten?
Passer sammen med x2071 |
![](/grafik/intetbillede.jpg) | ASR 19M80C C2148 0307 Kværnsten
Overdel til drejekværn |
![](/grafik/intetbillede.jpg) | ASR M182 0184 0307 Kværnsten
2 af Gibs ? dannede Kværne, den ene meget, den anden mindre beskadiget. |
![](/grafik/intetbillede.jpg) | ASR M182 0185 0307 Kværnsten
2 af Gibs ? dannede Kværne, den ene meget, den anden mindre beskadiget. |
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) | ASR 894 x2 0307 Kværnsten
1 løber til skubbekværn, genanvendt som knusesten. Næsten cirkulær. Mål. ca. 10x10cm. |
![](/grafik/intetbillede.jpg) | ASR M0286 0297 0307 Kværnsten
Brudstykke af kværn |
![](/grafik/intetbillede.jpg) | ASR M0570 0570 0307 Kværnsten
Kværnsten af glimmerskifer. Fragment. Med to gennemboringer. |
![](/grafik/intetbillede.jpg) | ASR M5830 5831 0307 Kværnsten
En udhulet Granitsten til Kornknusning, 60 Cm. lang, 45 Cm. bred, 20 Cm. høj. Almindelige ret store Marksten med en tragtformet Udhuling, dyb afrundet Bund og tykke Sider. Glat sleben ved Brug. Den ene Ende uregelmæssig afslaaet. |
![](/grafik/intetbillede.jpg) | ASR M5662 5662 0307 Kværnsten
Et Brudstykke af Underdelen af en Kværnsten |
![](/grafik/intetbillede.jpg) | ASR M5663 5663 0307 Kværnsten
Fire Brudstykker af Underdelen af en Kværn |
![](/grafik/intetbillede.jpg) | ASR M8866 8866 0307 Kværnsten
Håndkværn |
![](/grafik/intetbillede.jpg) | ASR 1607 C1363 0307 Kværnsten
Kværnsten, ligger til drejekværn, ¼ mangler. Diameter 37 cm., højde 20 cm. Planslebet flade med fordybning i centrum. Diameter 6 cm., højde 1 cm. Konisk fordybning i undersiden. Diameter 15 cm., højde 8 cm. |
![](/grafik/intetbillede.jpg) | ASR M7628 7628 0307 Kværnsten
Understenen af en granitkværn, 13 cm høj, 43 cm I diam. I bunden strålehugget med udløbshul på siden. Itubrudt. |
![](/grafik/intetbillede.jpg) | ASR 2219 x003 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ASR 2119 x0259 0307 Kværnsten
Bjergart - slagsten. |
![](/grafik/intetbillede.jpg) | ASR 2147 x326 0307 Kværnsten
Fragment (c. 14 x 13 x 16 cm) af formodet skubber til en skubbekværn. Trods stenens fragmentariske bevaringsgrad, er alle de bevarede overflader helt glatslebne - antagelig et resultat af, at stenen har været anvendt som skubber i en skubbekværn. |
![](/grafik/intetbillede.jpg) | ASR MA186 A188 0307 Kværnsten
Kværnsten, 1 ligger, rund med nedsleben hulning. Diameter: 33 cm, Højde: 16 cm |
![](/grafik/intetbillede.jpg) | ASR MA186 A189 0307 Kværnsten
Kværnsten, 1 fragment af ligger, rund med nedsleben hulning. Diameter: 33 cm, Højde: 17 cm |
![](/grafik/intetbillede.jpg) | ASR MC1400 C1400 0307 Kværnsten
Tildannet granit-sten med rundagtig form og midtstillet firkantet hul. Største diameter 32.5 cm. Største højde 13,4 cm. Største tværmål af hul 5,8 cm. Stenes uregelmæssige form tyder på stærkt slid og måske genanvendelse til andet formål. På højdefladen ses en rende, ca. ¾ cm. dyb, som går det meste af stenen rundt. |
![](/grafik/intetbillede.jpg) | ESM 119/64 AE 011 0307 Kværnsten
Grovkornet granit. 23 x 20 x 12 cm. |
![](/grafik/intetbillede.jpg) | ESM 102/62 956 0307 Kværnsten
Kværnsten 54 x 35 cm, nedslidt ca 2 cm., ret glat, lys grårød granit |
![](/grafik/intetbillede.jpg) | ESM 102/62 957 0307 Kværnsten
Kværnsten 29 x 26 cm., svagt nedslidt, grålig, grov overflade. |
![](/grafik/intetbillede.jpg) | ESM 102/62 3 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ESM 102/62 958 0307 Kværnsten
Kværnsten 26½ x 23 cm., svagt hvælvet, grålig, jævn overflade. |
![](/grafik/intetbillede.jpg) | ESM 102/62 960 0307 Kværnsten
Overligger til kværn. 21½ x 16½ cm., flad, grårødlig |
![](/grafik/intetbillede.jpg) | ESM 0864 x0168 0307 Kværnsten
Løber til kværn. Mål: 26x27 cm |
![](/grafik/intetbillede.jpg) | ESM 0864 x0170 0307 Kværnsten
Underdel til skubbekværn. Mål: 30x21 cm. |
![](/grafik/intetbillede.jpg) | ESM 115/66 1091 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ESM 1656 0040 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ESM 0137 B5 0307 Kværnsten
Kværnsten, granit. Mål: 30x19 cm. |
![](/grafik/intetbillede.jpg) | ESM 0137 B6 0307 Kværnsten
Kværnsten. Mål: 24,5x19,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0045 AH 038 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ASR 13 x1244 0307 Kværnsten
Et lille fragment. |
![](/grafik/intetbillede.jpg) | ASR 13 x1106 0307 Kværnsten
Et fragment yderside bevaret?. Største mål: ca. 7x5x5 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0885 0307 Kværnsten
Et lille fragment. |
![](/grafik/intetbillede.jpg) | ASR 13 x1175 0307 Kværnsten
Et stort fragtment med en glat slibeflade og yderrrunding. Største mål ca.: 13x15x7 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0767 0307 Kværnsten
Næsten en kvart del af kværnsten. Stort pænt yderrunding. Slibefladen med huggespor?. Største mål: 18x19x10 cm. |
![](/grafik/intetbillede.jpg) | ESM 0246 X0112 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 0246 X0113 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 0045 CAB18 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 0045 CAO37 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 0045 CAO44 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 0343 X0009 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 0343 X0010 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2151 X0064 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 0045 EN 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 0045 XC33 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 0045 ACZ28 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2712 x233-02 0307 Kværnsten
Drejekværn del 1. ikke fundet ved gemmengang af fund, Malene Aagrren Nielsen 19/7 2013 |
![](/grafik/intetbillede.jpg) | ESM 2712 x233-03 0307 Kværnsten
drejekværn del 2. ikke genfundet ved gemmengang af fund, Malene Aagreen Nielsen 19/07 2013 |
![](/grafik/intetbillede.jpg) | ESM 2712 x199 0307 Kværnsten
mulig kværn- eller slibesten. |
![](/grafik/intetbillede.jpg) | ESM 2712 x196-01 0307 Kværnsten
fragment af kværnsten? |
![](/grafik/intetbillede.jpg) | ESM 101/69 C 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 101/69 K 0307 Kværnsten
Kværnstensfragment, løber, smuldrende, største mål: 20,5x14 cm. |
![](/grafik/intetbillede.jpg) | ESM 0045 AXK21 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 113/66 1066 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 113/66 1067 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 113/66 1068 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 113/66 1069 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 113/66 1070 0307 Kværnsten
Drejekværn (fragmenteret). Det meste af en drejekværn (løber) knækket omtrent på midten, men med gennemboringen i behold, 40,5 cm på den ene led, 25 cm på den anden. Gennemboringens diameter 4,5 cm, lys rødlig grovkornet granit med mørkere nistre. |
![](/grafik/intetbillede.jpg) | ESM 2696 X0017-1 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2696 X0017-2 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 562 X0158b 0307 Kværnsten
1 fragment af kværnsten |
![](/grafik/intetbillede.jpg) | ESM 562 X0158c 0307 Kværnsten
1 fragment af kværnsten |
![](/grafik/intetbillede.jpg) | ESM 562 X0197 0307 Kværnsten
1 fragment af en kværnsten |
![](/grafik/intetbillede.jpg) | ESM 562 X0215 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 562 X0227 0307 Kværnsten
Kværnsten |
![](/grafik/intetbillede.jpg) | ESM 562 X0234 0307 Kværnsten
Kværnsten |
![](/grafik/intetbillede.jpg) | ESM 2327 X0036 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2649 X0012 0307 Kværnsten
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) | ASR 13 x3162 0307 Kværnsten
Mulige kværnstensfragmenter af ukendt sten |
![](/grafik/intetbillede.jpg) | SJM 200 x052 0307 Kværnsten
Fragment af kværnsten i grå, glimmerholdig sandsten. Sandsynligvis sammenhørende med tilsvarende fragmenter fra samme udgravning. |
![](/grafik/intetbillede.jpg) | SJM 200 x050 0307 Kværnsten
Fragment af kværnsten i grå, glimmerholdig sandsten. Sandsynligvis sammenhørende med tilsvarende fragmenter fra samme udgravning. |
![](/grafik/intetbillede.jpg) | SJM 200 x048 0307 Kværnsten
Fragment af kværnsten i grå, glimmerholdig sandsten. Del af drejehul bevaret. Kan sammensættes med tilsvarende fragment (x51). |
![](/grafik/intetbillede.jpg) | SJM 200 x051 0307 Kværnsten
Fragment af kværnsten i grå, glimmerholdig sandsten. Del af drejehul bevaret. Kan sammensættes med tilsvarende fragment (x48). |
![](/grafik/intetbillede.jpg) | SJM 200 x049 0307 Kværnsten
Lille fragment af kværnsten i lys grå sandsten. |
![](/grafik/intetbillede.jpg) | SJM 200 x034 0307 Kværnsten
Fragment af kværnsten i lys grå sandsten. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0530 0307 Kværnsten
Del af kværnsten 9 x 10,5 cm.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x0531 0307 Kværnsten
Del af kværnsten 8 x 9 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0563.04 0307 Kværnsten
Formodet amboltsten (kværnsten). |
![](/grafik/intetbillede.jpg) | ESM 2118 x240 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ESM 0086 x0701.02 0307 Kværnsten
Del af kværnsten.
|
![](/grafik/intetbillede.jpg) | ESM 0130 AXN1 0307 Kværnsten
Basaltlava. |
![](/grafik/intetbillede.jpg) | ESM 2243 x034 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ESM 0086 x0968 0307 Kværnsten
1 stykke af kværnsten. Sandsynligvis liggeren. 12,5 x 11,0 x 5,5 cm. Granit |
![](/grafik/intetbillede.jpg) | ESM 2175 X0040 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ESM 2175 X0041 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ESM 2175 X0098 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ESM 1018 X0432 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ESM 0437 X0006 0307 Kværnsten
1 førmodet kværnsten |
![](/grafik/intetbillede.jpg) | ESM 0437 X0010 0307 Kværnsten
1 Kværnsten |
![](/grafik/intetbillede.jpg) | ESM 0437 X0011 0307 Kværnsten
16 kværnsten, heraf 15 er fra samme kværnsten som er i fragmenter. |
![](/grafik/intetbillede.jpg) | ESM 0437 X0032 0307 Kværnsten
1 Kværnsten |
![](/grafik/intetbillede.jpg) | ESM 0086 x1019.13 0307 Kværnsten
Kværnsten. Dia 21,5 cm, 8 cm tyk.
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![](/grafik/intetbillede.jpg) | ESM 0086 x1029 0307 Kværnsten
To stk granit. Muligvis fra løber t. kværnsten |
![](/grafik/intetbillede.jpg) | ESM 2596 x012 0307 Kværnsten
Kværnsten |
![](/grafik/intetbillede.jpg) | ESM 2596 x077 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 1459 x0048 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 1459 x0216 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2428 x0242 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2428 x0253 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2428 x1226 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2428 x1227 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 0246 X0063 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 0246 X0064 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 0246 X0098 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2377 x038 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2309 x19 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 1891 x049 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 101/68 1181 0307 Kværnsten
1 kværnsten? (løber). Mål: 23x20cm. |
![](/grafik/intetbillede.jpg) | ESM 1064 x334 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 1064 x422 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 1202 x9 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 0788 x 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 1257 x 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2320 x107 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2320 x113 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2320 x122 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2320 x169 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2348 x123.02 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2348 x212 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | SJM 200 x074 0307 Kværnsten
Fragment af kværnsten i grå, glimmerholdig sandsten. Sandsynligvis sammenhørende med tilsvarende fragmenter fra samme udgravning. |
![](/grafik/intetbillede.jpg) | SJM 200 x078 0307 Kværnsten
Fragment af kværnsten i grå, glimmerholdig sandsten. Sandsynligvis sammenhørende med tilsvarende fragmenter fra samme udgravning. |
![](/grafik/intetbillede.jpg) | SJM 200 x079 0307 Kværnsten
Fragment af kværnsten i lys grå sandsten. Sandsynligvis sammenhørende med øvrige fragmenter i samme materiale fra udgravningen. |
![](/grafik/intetbillede.jpg) | SJM 200 x075 0307 Kværnsten
Fragment af kværnsten i grå, glimmerholdig sandsten. Sandsynligvis sammenhørende med tilsvarende fragmenter fra samme udgravning. |
![](/grafik/intetbillede.jpg) | SJM 200 x073 0307 Kværnsten
Fragment af kværnsten i grå, glimmerholdig sandsten. Sandsynligvis sammenhørende med tilsvarende fragmenter fra samme udgravning. |
![](/grafik/intetbillede.jpg) | SJM 200 x077 0307 Kværnsten
Fragment af kværnsten i grå, glimmerholdig sandsten. Sandsynligvis sammenhørende med tilsvarende fragmenter fra samme udgravning.
Spor af to tilhuggede huller til tænder fra drejehjul. |
![](/grafik/intetbillede.jpg) | SJM 200 x076 0307 Kværnsten
Fragment af kværnsten i lys grå sandsten. Del af hul til drejehjul bevaret. |
![](/grafik/intetbillede.jpg) | SJM 200 x072 0307 Kværnsten
Lille fragment af kværnsten i grå, glimmerholdig sandsten. sandsynligvis sammenhørende med flere tilsvarende fragmenter fra samme udgravning. |
![](/grafik/intetbillede.jpg) | SJM 200 x071 0307 Kværnsten
Fragment af kværnsten i lys grå sandsten. Sandsynligvis sammenhørende med tilsvarende fragmenter fra samme udgravning. |
![](/grafik/intetbillede.jpg) | SJM 200 x070 0307 Kværnsten
Fragment af kværnsten i lys grå sandsten. Sandsynligvis sammenhørende med tilsvarende fragmenter fra samme udgravning. |
![](/grafik/intetbillede.jpg) | SJM 200 x067 0307 Kværnsten
Fragment af kværnsten i grå, glimmerholdig sandsten. sandsynligvis sammenhørende med tilsvarende fragmenter fra samme udgravning. |
![](/grafik/intetbillede.jpg) | SJM 200 x068 0307 Kværnsten
Fragment af kværnsten i lys grå, glimmerholdig sandsten. Stenes struktur er sporadisk spongiøs. Sandsynligvis sammenhørende med x69. |
![](/grafik/intetbillede.jpg) | SJM 200 x069 0307 Kværnsten
Fragment af kværnsten i lys grå, glimmerholdig sandsten. Stenens struktur er sporadisk spongiøs. Sandsynligvis sammenhørende med x68. |
![](/grafik/intetbillede.jpg) | ESM 1347 x008 0307 Kværnsten
Løber til kværnsten fra gravens V-ende (ej hjemtaget). |
![](/grafik/intetbillede.jpg) | ESM 2307 X127 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2599 X044 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2321 X0166.06 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2321 X0338 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ASR 157 HT063 0307 Kværnsten
Fragment af kværnsten. Undersiden og lidt af ydersiden er bevaret. Ydersiden længde ca. 14 cm. Ydersidens højde ca. 5 cm. Største bredde ca. 9 cm. Rød grovkornet granit, med mange og ret store sorte kvartskorn. |
![](/grafik/intetbillede.jpg) | ASR 157 HT064 0307 Kværnsten
Fragment af kværnsten, efter granitten at dømme fra samme kværn som HT 63. Lidt af yder/overside er bevaret, og noget af midterhullet er bevaret, samt undersiden. Midterhullets Ø: ca. 8 cm. Største bredde 18 cm. |
![](/grafik/intetbillede.jpg) | ESM 1900 X0045 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 1904 x0159 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 1904 x0185h 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 1904 x0190 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 1904 x0190 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 1904 x0191 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 1904 x0192 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 1904 x0193 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 1903 X104 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 1903 X107 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 1903 X108 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 1903 X137 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2101 x212 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2101 x240 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 2101 x401 0307 Kværnsten
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dhxn1p1tp0n2aaORG8pgNrycMSSS2cH268dad/ZvkuY/LFozMRuRgD1xu9emaL9A3IbO6guJWj3FI48r5hJbPuSe/txwK0Fs5NomWDZCSQMEhupxwT/AI8VnS6atheoQJBcOdpLqA5wSAT05/pj0NWrWNpbhxAJIm8suziYrhfusc4PHzeoFTItA0cjLJCz+Yh+UMjDHQ85PGc+/Y0WPlWyXED2/wBoLOqfeyRGAefbvnryRzzVLUFGn6zJFciXyWmjZtp3NuODgn8Mk49fx2LfbDdNuhNxBE4D3G5XVwOSAepIIwcevbNK2gXEubiNQQzlI4QZWiUlX54A+8fu+x/h5xSNHZyNbybWk35IhBGM8cbSOnTj/IXWNGSCE3bASLK2QWYc8kHP5D8vpmoli+nRukkixPu4b6fw4yTnGMHuO9NepDLkazzm6G6NzMoJaXJ2uGBB68DP1HA47V9LeCdY/tzwvpt4WLSPCok3dfMX5X/8eBr5sjtYolV1k3ocgK3BIyMnGcdgMV7V8Er43vhNwNv7u4YbV/hyFOOnXk/nXTRlrY5q0dLnpS1Zg61FEmauRR9MV6COIswr8wq/CtVrdcnpWhGmSMVZBPEmcUVPCvy0VQjZuo857Vl3CYroL6325xWRcR+ordmRlSV8tfEnQ5NF8ZXVqdPDRXTM8L4G1wzkg5x1GR78H8fqiaPvXI+MPDtp4gtTBdLhlO+KZcb4m/vKf85rnqU/aKxpCp7N3PkvWNFaYyRpASoPzhFK8LnIAJx1A6nPNYMLyrO4EreYcmOEjAUjBODn0Hpzz9K9T8Z6JceGWhs7uQpCQyx3C5IkGCcccgnIHPTH0Ncpreh20N1JcMV+z+UJUmhA35wMjOenJ6D+deTKMo6SR6kZKWqORFqJrUzSn9y42oi4YeuACR056nt0qVbCFVedDtEmBGWwiwt05xna3Xp60Xkdv5wfkrDl44JI0Ut17Ywe3b+EelNtbaYnywqTodoaDGPUAdevXH0FRI1Q5ribTZgs88UkbLhIyCy7iT/EePrn1+tStcCSZk4zGpQbunB6HpjtwPSpBo6ySq3Nvbghmtl2sjZHQ5HB6/55p8ulqsxktkjjgb7+Rt8xuxyOQfasXJGqTIobhlh2s3JP3VG4jpgDP09vpT7jUlVRcS7XlwAskp5ORnjGTnr/AA9hVJ7VreSRmRWXGYWkZiBnPBPv6j1qfbDfRPFKiFVcA4IAIweSD0x6+xq1KxPLchbyZoUZGYbiWUROAGBJPzDjjgc8dKWOxdY4oElEHlgRefI5AZc5CEA8fdHHI461ItvbWc0NskYt/MVtvkPuz9TkY9uv6UhtWuGd3gBMD7zExGC2OCe2fl9+vPurj8hrQ3H2Uq0iyyLmZEhKgx5AHGBgnqOpHNTaayWNxLavM10XU8yvtVCcZBAPXK/jgjHPNe3nEM4luLto5HRoQrEhB12jAPPb8u+KhylsphWOcll3HCqrKz9xlemc9xzz7U7CudBF9puFbZFD5BBj8uMgruBO0nGMDA698c0y1mjSESR/uESMhI93DY4yD1wfT3/CsVdUSxvBbRjzIdu1GwyyLwQQR0B28Z56dauWkVxeXTRyytPDC2SS2GJOeST7+lHKK5q2LQ2diWjhaRiN5TJKk565z+P4Cvc/gnp8tv4LWWeLynuZ3mAxjIwFzj/gJrx/w74dbxJqun6cs/lNcMVk/dkHYoyQH7/KCcd819PWNqlrBHDEoSONQiqOgAGAK6sPHeRyVpdC1DGMVcghqK3StK1h9q9BHE2LHGO1WoozU0duNoAFTxWpz04qiRYVyvvRVhbcqtFMDrbqH2zWRdWYYdK6OZNwxiqNxb/KeK6DA46+Tyc8cVzmoZmzgV2urWe7jHHeufutOHanFdRNnnPijw7aeILCSzvofOhfp2ZD/eU9jz1rxzVPAV74S3m2eS7sd4wQxLKO25enHPtz2r6OutNOWOK57UdLbkgUqlONVWkKFSVJ3jsfMGq2iWhw3kFYtyeZu3b+gHyknPUnt/Ks/wDsa6juDKECybCyQhTsCZ+Ynr3avbfEfw50nV23SWiwyq28SQ4Xn1I6H8q4HUPhzqGlRzR20zXUBTAZeJsg+5wf5nFeXUwk47anowxcHvocfJ593thkReIsFVU/JngZyOvIGelSQ3S2FuyqsccWMs7A8YGD39Ae/wD9fc/s+SeadRGyz92uMlto6fKxyTxj8e9Ub4Q6W0RuHWOPYSrMCQ2Nw3A9eTk158qbvZnoRqK1znptQjkuNnl+VAyhnk6bQexz14H/ANfvSQfvFMkV1vUg7A3B788+/vWjDYpq2yS0OCTkMWyNpGfnOQMcY49BWTeQzW91Fb3RO1Tkybjt5AznA6546ily9C+dPU0YY1jidyzTuzZ8t+Svy4yMg4GeO/QcVYWSVligEvlvgF95zwQDxxjnd7/pWfDrrW2+NI5I2iPH7obm6c4P55z0+laEgCrIPLRXWPAbuzckjH4D6Cp5X1C/YqXFtDLZRmZ8yAH9ypIXIJ5wT7n86pPpckkbvBO7xzRhdm0fKgzgZ7frWpHpN3cNEVCnruVTlQOmB7YI9evtVi4sytqBZsyKzZHJBHrkfT+tWmSznPIlaZy3DkDG3AxjPXHWt/TbOBcymQQ4DJtXPoT6HH5msxrqDT/nkVpZlkKNGM5yTwc/0rt/BHgC88SOstwj22nO26SSTKyOM/dX246+/titVCUtEZOoo6s734K+EUeaXxDNIzl2dLePPy/3TJ164yo9s+texRr81ZHh+2israO1gQRwxqFRF7AVuw2zM3tXfGPIrI4nLm1JrdfmrXtVHBqC0sScZ4rbs9PzjitUZMS3XcelaKw/L0qxb2Qj7cVO67V6VrYi5QEfHTFFTE+gopFHUSVDIARU0lQyNxitupzmbeW4kU8c1kXFjjkjiuikA+tVpkGMYzVolo5S4sww5Xism70xZMjFddcW3XAqjJagnkVRBwt54dV88c1g3nhk8/LmvUJbJWB4qrJpakfdouI8U1jwXDfxmO4tkmTOQHUHHvXFax8JrW4U+VHJA3XKMT2x0OeK+lJtED87RVKTw8jdY6UlGXxIcXKPws+T7z4X6pZkNaXMeVOQJIuF919G4HPsKw9Y8H+IZo44zY+cY8fvYmVW7ZwcjHTPQ19hSeE45FOUGfpVGbwTE38I/KueWHpvodEa1RdT4/tdB1CO4R73RJy0a8eWhb5h0OQTzx15/TFOh03VLi+lZ9HvEiUBY1EbjPTJz6V9a/8ACDxjqn6Uv/CGQrj92PyrB4WF7myxU7WPma08NatqDzvBYTWjzBR5jKFwPTn6Dt0rUsfg7LLIr3d5KmVxItucbz9f/rV9Fx+FY1/gFSHw2i87QKlUIQ2HKtOZ5D4f+Gem6V5bC3a4kQ7lkuDvIP8AL9K7uy00qoHT2rp49FQdqvWujAMPlq0ktjNtvcz9F01vMBxXV2eklsZ4q3p+liKMcVpRx7MCkWthlrpqqBxmtKGFY+1Mj9Kc27bwatEE6yqOO9RzXAwcDNV/LOc0MtXdhYawLUVKq/jRSKOikUiq7epGaTUNUitc7qi1DQPG06xSaRodhc20iBxJdal5Lc8j5RG/GPeunlbehzXsK2Khk5qOTwn8QfJJj0bSzLj7rakQufr5Z/lUNv4P+I8jHz9G0eEdvL1Nnz+cQquSXYXMiRoxVOS2LHiub+Kt944+FPgfW/FuqaTpT6PpMHnzeTfO0pGQMBfLx1I7182WP/BQ/wAP3kuxdB1eXAy32e3WQg/TeOKXLJdAumfWT2nHHX3qCS3Zeor5c/4b4025e++y+FtbkFlbG6nEkCI6R7lXcVL9MsOR7nGATUFx+3hHHpbXreCvEiwrH5hlNkBEBjOS+7p74p2fYnQ+pvL9qPJFeFfs5/H7Vv2pfFGqeH/C+n2+iXmn2X257jVWLxlPMVNoVOScuO4r6DX4I/E9/wDmYfDC/wDbncN/7PVckuxOiKH2UEVG1qta3/Ch/icR/wAjR4aH00+4/wDjtKv7P/xKY/N4t8Oj6aZP/wDHqOSXYfMjEaz5wB/hTGsvUV0S/s9fEX+LxnoS/wC7pcv9ZaeP2dfiA3LeN9JH+7pT/wDx2l7OQ+ZHLGz7YxSGxLds11X/AAzd47br4704f7ulH/45Th+zX45HP/Cf2X4aT/8AbKj2T7FcyOXi0kt/DxV+10n5hxXxb8Sv22fFHw1+I3ijwm+mWt8+hanc6YboOUE3kytHv24OM7c4ycZrnP8Ah4j4nHTQrb/v+f8A4msnBmikj9CkswoAxSfZdrZr89j/AMFEvFXbQrX/AL/n/wCJph/4KIeLG6aHa/8Af8//ABNR7KRXOu5+h/k460vl4r87f+HhXi9umi2Y+szf4U2T/goF4zlUhdKsoz/e8xyafs5C5kfoky/nSeWT1r852/b08dMo22lkpzndhj/WvUPgB+2V4q+I3xGsfDmrabpy2l1HKxmt1dZEKRsw6sQQcY6d6HTkldjUk9D7PhhA7UVDpeoC8QEjaetFJWLL2v6Ybm3dox8+K+P9M/ai/aW8I/EeKHVPDV9q3g6xv2jazttJiSS4tVYhVWXbwSoHzV9oSNuU5rOnton5ZFJ+ldSly6o5nG582fGb9sr40eJdM01Pht8O9a8JXccrNdzalBb3QmQj5VVWB2kHmtL4T/tp/FnQ/CKWnjr4Va74o8QCZ2OoWfkWkZjONq7AuMjnnvXvi2cJ/wCWa/lTxZxKf9Wv5VXtZbk8iPjPQ/iZ+0D8YfG9r4X+Jthdr8K9YvRDq9obC3iK2ZfdtMsSiQYwvKnPFfWvwb+FvwN+AOq3+p+CbKfSry+hFvcSvJfXG+MMGAxJuA5A5AzWybWP+4PypY0TnMYx9KftWLkKXjLwR8FfHviLVde1u2vrjU9Vshp19LbzanbrcW4UqInSIqpXDEYxznmun1jWvhrrXgOTwXewTXXhmSyXTmsDaXYBt1UKE3bQ3QAZznjrWT5Kf3R+VOWNB/CPyo9s+wezR81fHL4WwfDDQ9Ov/wBl/Rrnwt4rnuDb6ndWxkRpLPaW2E3JIx5ixnjnivFzdftp3HXxNrCfS9tl/lX6ANGh6qB+FKIlKjAA/Cp9qylGx+f4039s64znxhrSfTVkH8qD4V/bJm+9441xP+44R/I1+giRL124qRI1/ug0vaSHyn58DwD+2JL1+IOuL/3MMw/kad/wrL9r+Tr8SdcX/uZbkfyr9CFjXPSlaJdvHFRzyK5Ufn0nwk/a7kHPxS1pPr4ovB/IVIvwc/a5br8V9ZH/AHNV9/hX6ALCMdKd5YXGQMVHtJFcqPOfh18Mvhva+A9Bi8dfCfTfFHjVbKIa1rVxpFndy315tHnTvNKweRnfcxZ/mJOTzW+fh98Ef4fgPox/3vD2nf8AxVdaqgc9Kl2hhnFWqsmJwSOPXwD8FV6fAXQfx8Pad/jT18EfBpc4+A3h/wD8J/Tq6s7eKY3tVe0kTyo5tfCfwfX7vwK8Pr9NA07/AAqQeHfhPH9z4H6AP+4JYD/2WttiPXFMbFHtJByo8aj8Bvb3niWZPAfg94rlwdJtpvDun7bRftBYhmWEFj5PyZOeccHaS/V+G/C+nw+DUs7vwV4ds/EwfJ1rStLt7Q7N+cARoCPl+U4PNdwV5p4UBelS5ykrMaik7oybHRxBCoAxgUVsqpC0VCijW7KLN61Xk9e1fRX/AAqnwsf+YX/5MS//ABVIfhP4VP8AzCv/ACYl/wDi6vlZldHzkvB4qQtX0R/wqXwp/wBAr/yYl/8Ai6P+FTeFP+gV/wCTEv8A8XT5WK5877vWnKwr6G/4VN4U/wCgV/5MS/8AxdL/AMKn8K/9Ar/yYl/+Lp8rC588tIKb52a+hz8JvCh/5hX/AJMy/wDxdH/CpfCg/wCYV/5MS/8AxdHKwufPPnHFSI2R15r6C/4VN4U/6BX/AJMS/wDxdOHwp8Kr00v/AMmJf/iqXKwueAoTtPpUkbbl/wARXvf/AAqvwuP+YZ/5MS//ABVO/wCFX+GP+gZ/5MS//FUuVhc8F3YpQ3HNe8/8Kv8ADP8A0DP/ACYl/wDiqP8AhV/hjr/Zn/kxL/8AFUcrHzI8KVqG+ZhXu3/CsfDX/QN/8jy//FUv/Cs/DX/QN/8AI8v/AMVScGNSR4btJXrQuex4r3P/AIVr4bxj+zuP+u8v/wAVS/8ACt/Dn/QO/wDI8n/xVJQaG5I8ILfNTGb3r3n/AIVn4b/6Bv8A5Hl/+Kpv/CsfDJ/5hv8A5Hl/+KquVk8yPAWfr3pY2OfavfP+FX+Gf+gZ/wCR5f8A4qj/AIVf4Z/6Bn/kxL/8VU8krlcyseD7c07HrXu//CsfDX/QN/8AI8v/AMVS/wDCsvDX/QN/8jy//FVXKyeY8KX9KK91/wCFZ+G/+gb/AOR5f/iqKfKx8yOoooorQzCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | ESM 1566 X053 0307 Kværnsten
Kværnsten |
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) | ESM 1566 X111 0307 Kværnsten
Kværnsten |
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) | ESM 1566 X287 0307 Kværnsten
Drejekværn, fragment |
![](/grafik/intetbillede.jpg) | ESM 1566 X307 0307 Kværnsten
Kværnsten |
![](/grafik/intetbillede.jpg) | ESM 1566 X383 0307 Kværnsten
Kværnsten, stor |
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) | ESM 1566 X431 0307 Kværnsten
Kværnsten, fragment |
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) | ESM 1917 x1800 0307 Kværnsten
løber, 21x21x7 |
![](/grafik/intetbillede.jpg) | ESM 1917 x0172 0307 Kværnsten
Kværnsten.
fragment af ligger ca. 25x23x7cm. |
![](/grafik/intetbillede.jpg) | ESM 1917 x0173 0307 Kværnsten
Kværnsten.
fragment af kværnsten ca. 25x15x6cm |
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) | ESM 1917 x0243a 0307 Kværnsten
Kværnsten.
1 fragment af ligger, ca 21 x 10 x 6cm |
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anzjp/7NPjvVJJY7SO31KCEHZNHcld3XGFIyOnpXEa14K8aeEb2dNWsbvR3tmCBpYSfoQ+NpyD15r7r8G+LZfDvjKykmxdWbYgkkRmaVo+Az42/NtJye/AHU19ITeHbLWIQPKhnhkUEZAKlTzn3pwpuXUic+Vn4z/YSt8JFlnE7PvMgyB/vYHT6gUV+s/iD4E+EtXlE91oOnzyr0me3Ut+HFFW6UieeLPyvs/Drs73l07O7Hc0jkksf613HhLwbdeKJ4o4Y2S0POcct9a63wT8NrnxXdK1zEY4FbCxEcn0Jr6x+FvwHj0Oxil1aNbaMfMtuvEjD1b+6P1rzOa7tE6uXS8zg/hT8CmmmV44FWKMDfPIMKvt9fYV9KaB4ftPDtqILRf3pA8yYr83/ANiKuR+VbwxwQKtrbx8IsYwPwH9T+lcz42+Imj+CLfddOS7HC28Zy7e59O35043+yN67m1quqW+lWDzyyrDGvJlfoPoO5/WvEvGnxQHiKCOz0hJxayShbm4lQKzqDkqqn1x37dsVyXij4j3fjiZnuj5NlGdkUER27WOM5z1PbP8AQ1DJew2v2XdJFIXfyysgYHcQMAHnn6+laxpa3e409NBZNF05bG4RVgaeZlKmJtm3g9R+PasCbwpNFDBObw3EEnLQo7qwxnI2k8j6CugmvBDJLeBCL2Rgu5cHgeo/+tVTUtUuvJDtHM9oknC+UchsZ4UDJHHXFdSutjOVnqzmv7WubeT5Ve3to5MD7SR8+7b0ODwM98Vauob2+gIsEKlW+YoRnkDgbsg568dPSrbXSTWLuyCMyKVJY8N6HPT8Mc0y1kZoZlDOYlZWDRsXH3cAgY579PajrcWvc5rTLzU9P8XW1zbPA720ajy55PLQlGUnDKuOR09cc1seH/EC6fqdpcyvJavaq8kg2gqQVKkj8yOtZ2oavBFMkb3kkkm8viNCXP8ACAT0CnIzn35r3j9ln4eeHfFHhi68QalZLqJjuJbSKy1DbOkRCqWYhi2T8wwD93HvXVBOWiOOpNQTbPBdGuW1CxgS5Kpbjcw8tzk8dMZweuMGr1zcxpNDCyYWJwBkEMgyOPvc/hX15beCPDl9fR239h6G4t5MzrFaIjAc9CFHfBx6Gug/4Qfw5Nc7JPDvh+WNn3gfYISdox6qffn1xQqd9mZPFJbo+IPtj/ZC/lMWDqUd8gLycZCknHIHBPas3UY7cXka20xaZkBk3BggOTwoPTnuRmvuu6+HPhqRSV8I6CVJGCbCIHAPfge1VLbwH4Xjuh53hHw20jgEuunQFzg467ecYq40n3Mnil2Ph+N1s9cy4P3HKJBEArdcl/4m6Z+UDvzUqWVvZ7bnPkF3AEaQeVnlgQ4xk9CDnnPWvva7+H/hMafKD4Z0ZfLibbtsIhj5e3y8V+bcV9JDbyeZKkL4zE1s+ecDG7HUnOe2MH6VUoOHUulWVW9lseh2F1puqafJbSTQyqQwFrGihFIOV+U4XIPf/wCtUTabJeXxnEzyRuwIi8sFI14+XcMEZ7YOK5fQ9al1G1it3NvPIBlJGJC9cjsO9alv4q1kxtZvHb2ku8LKzEtlcDkABc5/rXO0zqXma32G90S4SI6vJLFu3MvmARxLjcCT1Y42jOMc/l2mlzvfWczSx4kRmUp91goIxg8cEDv6Z9K5VRHdaesjXnkSYDDKlVyVwOQeQfTPOPxpW+02Swi5uLpNsKodrrslLEDlAd358AfnWEo3W5rH3Xax0MlxBqA86KdYTjiWVgu1h24PAyF56fjg16Z8MfihP4f1Sw0u9uEubTUJ1j8kAny2c4Do2fu9Mj+Wa8PWxjj0l0miiuInAj8l8+WoIOQSOdvYHtzWqsVrpWpaU0QVLqNTteHlVDElWBPQj8fbFOn7r0KqJSR9wyW/qwYrjA7LRVTTNQj1bTbO8hwY7iFJk5yMMoIORRXeeaef+Dfh5pvg1Y5FiW51LaAZNuAnsoPT6nmuiZ5ZJgu3z5M8KBkD8O5q1a6fLcYABiiPc9T9asapf2HhPR576b5YoELu+MlvQAevb8a8CNOU/JHrSmovuzmPH3ii1+HHhmTW9SjNxNvWGC3BwGkIJAJ9AAT+HvXyXrWvTeNLyXVb26X7TI+GR8kKpJ4HPHQ/5FXfGHjrxD8VtcuLvUJFt9PtXBtbPdtEKnqdvOSSOTzntxxWWuPsk1vJJPOVbIbAwT9cdunpXbGKgrIhXlqweN7eXyydu1k3N2xjGc561TawittQR9NvpkZW88zPIH8s8cICOM7W6njmmXE0/wBna0CGVJG80OyjcmOxx1/I1lLb3U2owyrJGFhj2E71B6HK9D69j3rSKCXax2k+rLbyxSmRXtmX9+20kM3XJUEc57Y7VZkvGmjWeJRAg+QDdjGc8jjiuatmGpLjfulXjJBA246AjuPalEkclubV4iHQlUm37wFHUn1/GkP0Fa5KRzW8kyOclTE44bnj5lOGPA6+nSoYdQsLG7JuWjjlkO+OMSnBUjBzz+NW7OxMdjBAUV0kywliURt1JOB90c+np3rNulhsbSO1MBldn2/OpkVeM9T1yPwNK9xfCiSWW1vBIrTKXWUeWquDuHGBnPGa+lPgbZ6jc/BLXotBka11Wa7uPIa7wQJDGgz06ccZz15zXyjeNd6bM3lxwMSokcSN5WMA/d4OTyOOK+nf2YviNoFv4TvdGu9SSy1NbmS7aK+YRF0baNylj83I5+o9a6KL96xx4r+HdHd/CDwvr3hXw7cf29cR3F7I7+aocPKBxtDleC3JxgnAKjJrsk1C2tXQ+W8JYbvutwSRkdPp+dU4vFvh9FZY9Z00cknbdRnqevWhfFmkSb1Oq2JJHe5Tn9a6YpQ0R5M5ObuzQ1G+jt5GBVt7RgHB4wD69B1/zxVKOG3huoVjjb5RuRicgHgE/Xn+fvVJ/E2mzEp/aNmo6n/SEH9aR9e0toii6paLg/eE6ZH61dyLHUajIfsM/PHlt+Hymvy41TyluZZJJA06hTG0ShU25PDY7juOa/S+fxFp0tjKVv7Y7ozjEq55H1r84NV0uOwZfNuhLPM+44OMAEn8SePp7VNaVmjswkdJEHh23jvJrkrcRxSKC8YxtJbPPJAyM5PFdDbz2El95j5FxvC+WG3LJ8vGWPv39K5+00hp5LuQSQwNJhtyqC456Djjr2pllG19qVzbzXZtYlj8xXmjBkPqRwNwz6e9cr9479Y2O50Ob+x1CXUs0i3TrtXJmCcHAAOQMfXnFbVvYyvfOF+SfygySXEjt225VN2BntwMfpXJWeg2ykMY/NDKrR+c/C5+84UdB3x/Oun0tUigSMR7DFIVKpIYlcnHRQcFv555rGXkbxfc0ryCJZkuJgjTsuwb+CoIII25Oehx3yT61kajqirDB9kgtZIrVchWUhMYHyYByBnPQEgnpyaptdaffWMs6rGsaLshMbDCtt5x1xg49hWXfTJq0c6BWEsq7Unl2kEEEBuevJ/PNNK1iW7s+/PhdcQXnw78MzQp5SNp0BCE5K/IOvqaK5fwf4mtfh98IvC8uqTK902nQukEIIZ2ZQ2ADz35J/8ArEr0oxcldI82Ukmd3NrMH2jy4zkt37V86/tSfFh9HvLTwpaXW1ivnXuzIYA4ZF+mASfqK9+0bTDt86ddp6xqR29a+Yf2xPA9z/wk+m+K7eIC0miS1mmhjOYpFJwZCP7wYAE/3celePSk38Wh6c4pPQ4LT5opJI1jKySzbctghgcEAFsZzVq4RWhkO6Myb9v3jnqOMEDqe/sa5rwnfJ50ivKu9OCCg+f3Bx/nFbhkiaeWKOVsgBlwuVb5jkHPfmra1N4vQivbWSGVd4bkZBVMAE9s4qh9iMb+akn70SYIZCuF/LmtWaSW4kcec0qsu9j5bHG3oM9qqw6fLLIFlZSdoI+YnGOeOent9aaYpJXHW6pPFGbdjE6nDNJtywHJYA9PrVa9jj8kyhdsglBWeLncMZOBj6847VJLbiSOSVY1lkjy2SQFAxjjJ4GM9D+FU9Fif+yZYZEWNVZtqCYuu0k4y3GfpmgjQnhvpruyENxbyfZlH3o8Fzz3A6D8Ko3GtpHNIG3STSEsGk6Rrj0xxznk9ap6wsljcRvHJ56y4jeNpOIeuMLjk9OeeO1U7y6hZZIp4ILm4X5UWF1LbskZIO0dMZ5P41PKLmLmpSCVUml85o0yZDbEho/UA57jv6CuH8YzRalHuM2U8zd5asCyuQdp4znqK6I6kZbi0jjPmuAAu1sBcYyOcnqMdaxdcurGS8WP5YZdwTy3JOSBx+v+fW4vlZnNXRiw20OnzxIiwo0oBxk8fjg8V1E9qzW7z7FndSAZEfb9QQevTjHrXLaftvNblAsXAUBjMofj1Axj17nNdJqRF1tMflnPyloxgtjGCev8hVyZMSP+zVvszq0cMJ+TEpGPXqT9KwJbed/9WVf73yxYPPOR/LvWxeSSWdp+6tWVXUK7sM7+Mk4zxjH/ANaslvNa7AwHTggKuT04OR0/KkpGjSLlixMUUrW8jQMQrxRMFwcdQT+J7cird54ghmgjNnb/AGqKEGKTdKWdfm5H6jPHbqaq292lpYyPNHMxZdm5I2dQzHgkBSR0PXjnr6vW8lt1YRESszBWVkBKDGcnP0pc2oNK1kaH2NLyDd9te2nZtwjjZV3EcnB65/HpWmts2rQ2NvdyxyxpH5e51Idcg4Kt6/41zx0y5uLcF0ZoidqiOUhgN3Vcjp+P+FaUcl1avH+4maAPgMgbOccHGO2eo6U+bsTy9zprZoI1tIyssLNCIwvnbWkG7k/McN1PfNdJbyLpabRDbyYj2u64kJ6ABgTyQOK43TNSia4jSVLuNVj4XLfK55DBvwHQ4HpUt1qjWkL3NxLDabI9reZMpXZnrkgY6fjnpUFDZzcagxhUSR28Mm5mfjGCBkbs4xnp7im6Zp95b30MRm80gxum4YwAeQcnPpxjpjBrmrj4laDasQdQcRFSjKY2ZGHYZ9+OeOvSur+G+uReKNdQ2cLNa28e6aSNsRqRwqbcdc8jnoDW0IubSRjKXInJnsV5qV1fNE1xK87RxrEu4n5VUYVQOwGOlFVZG3YwMNjP4UV7ei0R4t3ufX95qCx4WMF5+6j/AD0rLu7GC/hmXVRHcQSqVe2kG5GU8EMD1zSNfLCjNCuV7yHnJ/r+H6Vj3Vw00jbzvPTaDx+f9PbnNfGyqH1MYnzd8Qv2cLvS9Smv/Cb/AGqxkfizmC+cqk9AzEBlH4HHBzXl+tR6x4RaUaqV0+7hLbLa8t3i85cgFlYjGee3GPrXvfxr/aa0D4P2c0CtFqniFQVFuGzFA2OPMI6sP7g59doxX55fEX4leJfjD4im1DVLyacyHHzcfLk4AA4AGeFHArtoynJe8c9Rwi/dPdrD4pwxzq581Bht2VGCMdM5wcfh161qW/xFsFh3xyBSeVkVQQueo49R2968R8J6dqscCK91JLFjG2Y78DGMAnkD6V2lv4a85gZIcP8A3gSDzj3/AM5rvVBy2OR10tzpNV8XRhZJEm3lnZgHGw547AE9OfWuW1bxHPN5U6SH5htJYbgoyemegxketdv4V/Z31b4gETx3Eljp8aiMXroWVdv8KLuBY/QgDvT9T/ZG8V2E2238W293ApJ/0i3dSD2wAxyenesZJU3aRftFNaHBah4umv54BDqXkQx4+SUbcoQecnrx2OaxpNctIYbqSbz725l3QxlQNikdGBOCOR04rtdW+CfxE0Pf5aaZqKSHDR20nl7uQRwyDH4H86871rw/4v0/93d+DLtXXIaWGJpQG74IJAHt0/Co50UkdJpWqG+a1ZYTbvHGoLKXyTjBOQdo7Z6mtFYnVZJBgTBmZNx3KoPfdn19sc15pbN4rjs/K/sbUIoUPMjWrKoJxnJ2+3rUsfjzX9H/AHU2nz2z5ztkQjIGOcEfrWTd9jZeZ6naxiS5DXKN55ADyMRtZjjgAcdPX05plzcJ9qWFbCO0i5dmUjcSfQcdxXCTePLa801xIz+e68rIzRdxjDY6/h61Lb+KLS6tow3mxuj5MTMN23rkHgEcdKeotjrbzUvtkjK0qOOhZly4Prwf1PpUT3DvcQxCSDlsfvWKMwweQ2O/1rj38Z2QQywyOgYFyskRJx0PPcVlXHxJS1mkSKGSRtoKtGN4OeMEdv1pWZV1Y7syJb+asnmRjcFKhvNXGfU8kd++Ksw30E2oxtOJkGFhizJzxjgDg8ZPY1wUfxJe8uERkaQzkqiQ2zMwyRhevzf56112heDPHniSeNrbwxesrP8AupLi3FshGeGbec4HqP1o1DQ2JNc+ygzqrIHYRfO2zeQMDkckn35zisXxP46k05hFZWrSy580yrLsX9P5npzXtHgX9k+5kuEvfFHiK6vZDgiy0+R4olPcbs5YduAtev2vwz8E+Con1G40qzRlGBPNGJZXbB4DNlmY+uauMLvUzlUUVofEej6l448QN5OmWd5dwKN6R6egdY1HXLqBwPU1083wr8c65HALyZY4ZItpjmvAEXOchkRWycGvo/xJ44m1qQW9tELLTI/9VbR98fxNjqfboKwhcHy3wMYbdknpmvQjh47yPPliZN2ieZ+B/gHpOh3s95q/l6vu+VLZ1zAq+6kfMfrx7V69Y2tvY2qW1nbxW8CcLFCgRVHsAMVlqzzMpSXAP8JHB/wrXsPmHAwcY+n/ANeuuCUdEc0m5astRwk8jryAOtFWbdQwD8ZIzRVcxPKfQ+q6rDa2Vxd3dzHbWcSlpbiVgiqo9zwAPSvjr9oL9spbOG40Twe7R7gUe/AImkH+x/cX3xuPGMc1+lmreA/DOvWn2XU/Duk6ja5DeTd2MUqZHQ7WUiuZb9nT4UPI0jfDDwa0jHLMfD9pkn3Pl14UMHyu7dz2ZYm6skfh0bXUfFF99qv5GlZjnBPA+ld34b8ILGoygB+nev2Rj+AfwyhGI/hz4TQf7Oh2o/8AadWo/gx8PosbPAvhpP8Ad0i3H/sld8IKO5xyk5H5a6P4bEKoCh8zgY25PPavov4Y/s9C4ih1LxRA1vbHmPTzw7e8mOVH+yPmPfFfZdn8MfB2n3Ud1a+E9DtrmMhkmh02FHUjoQwXIrZOiac2M2FqcdP3K8fpXROpJx5YaGSir3Z4Lc2ENvbrb20KwQRpsWJVCqqjoMDgD0UVz+oWvzEAAsRznHA/Dp9K+lz4f0tsZ02zOOn7hP8ACoz4X0Zhg6RYkZzj7Mn+Fec8PJ9ToUkj5RuLNCzDYHP97px/QVjX2g2jqGeLluAVHLeyjt9a+xD4R0I5B0XTiD1/0SP/AApP+EO0AtuOh6aWxjP2SPOPyrGWEk+poqqXQ+KP+EJsi2+WAM3VUHRff3NUL7wLYXUTxyxLLG/BRlDBvbBr7l/4Qvw//wBALTf/AADj/wDiab/whPh0nJ0DS8/9ecf/AMTQsG11L+sHwDdfBbw/cKVOl2WP7n2dAF9ycVln9nvw3PEyHSrYQ53E7PvH2Ffon/whPh3bj+wdLx1x9jj/APiaX/hC/D5wToWmZ/684/8A4mr+qvuP6x5H51z/AAH8N28UdvHotixP+ri+zoWPuTio4f2Y/Cu0m70i3kV+H8pNuOfurgjmv0WHgjw4rMw0DSwzdT9ijyf/AB2njwboC4xoemjHT/RI/wDCmsM73uH1hWtY+HPCvwX8NeF2iOm6FZ2TRkupWJS6k9SX69Peu5g0dYeeg646fifavqseENBGcaJpw/7dI/8ACg+EdCPXRdOPf/j0j/wq/YPuZ+2XY+P/ABd460zwHYs9y3nXci4htEOHftk/3V/zzXguu+PL3xVqTXV7PkEkRwrwkQ9AO39a/Se8+FHgjUbh7i78HeH7qd/vSzaXA7H6kpmoP+FM/D//AKEXw1/4KLf/AOIrenDk9TGcuc/NqLVvlzyW/PvV21uHkZg3f9BX6Nr8H/Aa/d8E+HR9NJt//iKkX4T+CF6eDfD4+mlwf/EV0cxz8h+dtvJ5Sr2IHO7pkVs29xuCbVB2ivvv/hVngvn/AIpDQf8AwWQf/E05fhj4OXp4T0MfTTYf/iaOYfKfCscwYdM5or7s/wCFbeER08LaKP8AuHQ//E0UuYOU6SiiipNAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | ESM 1917 x1222 0307 Kværnsten
Løber 32x9x14 cm. |
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) | ESM 1917 x1279 0307 Kværnsten
Kværnsten, granit
Fragment |
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) | ESM 1917 x1660a 0307 Kværnsten
fragment af ligger, 24x14x7 (evt. drejekværn) |
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) | ESM 1917 x1895 0307 Kværnsten
1 løber, 26x14x11 cm. |
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) | ESM 1917 x1910 0307 Kværnsten
evt. 1 løber, 30x22x12 cm |
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) | ESM 1917 x1908 0307 Kværnsten
1 løber, 7 x 12 x 20 cm |
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) | ESM 1917 x1954 0307 Kværnsten
1 ligger (30x20x8) cm. |
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) | ESM 1917 x1934 0307 Kværnsten
1 løber, 23x17x5 cm. |
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) | ESM 1917 x1963 0307 Kværnsten
1 ligger (28x23x9cm.) |
![](/grafik/intetbillede.jpg) | ESM 1917 x1971 0307 Kværnsten
1 fragment (17x12x5cm.) |
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Ro/PI4x8oYe/BzWdo95eKsVi13eTYyRGrll/hwScenPHp05qrf3jxzSg7iOCyyAnJb2XgH65/SmaTqEk0rCKzy0jYUqxAbAHLBVGefX2/DNydtC0o9Wdggu7q2ZbiR4bTf0bhAAM52qOBgc88gms/8AaG8TT6H+zj44tJ5YxLJYiEXCjmYSSpHtOTnK7/yNJ9qlS3hMkUNqydHzzyc4GcdienrxUOtWNh4w06awvLOG9tbh/JuknA2sHX5QRjIOR17dcjqMVdu7OiMlHToz8wfC8K2f2e2LbwGOXA+9yc/Stn4wXyNqlraRlQIoEGB2+UV1XxT+Dep/BjxFdwfZ7ifQDM5s9QZCVKsSRGzDjeOR15xkV5h4mul1jXBMeQ5UD6cVvZSrcx9BCqvqPLHr+SPob4I+FZLyx8PsINxjjnuQG6kguy49gp3+3vX03eWMOII7YPHtVQ299wBAG/KgAAEnuTXlXwNS10tX2c29sd6ibGI0IjUFiegbcOnv616PceJre7utkk3krDcbt0JBjxxngc8DPJ65/Prp73PjKr5nc2V+06Gys9xItsVL+TbwqOQDkNkZYZzxjGKK5G/uxfXrXCM8kQVdo3kZTcTlj0xk+33vWitkrmN2j6e0f43+ILD7OgSPV7R1G8TJslVMeoA5yB1B4auT+IXi1fE2sahfLbSAuI08iRt0aBVUDJHHJ3HgevWuaS4m09Xlvttttba0cZR2RAcBQOM8A84Gecd64/xR4ttLGz1G4nljYcm3W4clM8spyf7uPfoR2rfmdtTRU4p3SLfxQ+K+leBPDbQQK17qRCxwLGdwErJwMc87mJwMZJ5r448c+MLi3t5bK4uTqWuXgX7WzSmUqMt+6J6AYIyB1z17VD8V/Gl7q2tGGKdkEbiRPJGx2yBhm5+Xg/dH413P7OfwGl8Y3b6tqFvJJZ2+ZZOM5VRlh9cCuSU23ZGuyuz6I/Zr8EQ+CfhraPPaldSv0W7mkYfMJG6KMH+EBV2nA4rvpNT+0ecP3ZE2T5CFRk9cAYIIz656Gs6+vJImCW1mxi2n7u4EMemMEAd/XHA7VmSXVxYx749m/O0iNzuLAc4Ud/yrMrc3LW5jh/eLbSysxCjccBc4JG45446e1Jfa55cdkVuUa3mm+cWaea6nr1Hy4ABzkdjXP6hPafaD5yFZBH/q1YLuJPr8xznI4rMM+o38gaO0ZWjj2G6mi27fvHb0xkY/XqKh6blLyOruHvbaQSxQTPb7mIa4IRjnB4x9G7DGevpZkuI7LT3JVmwpPRgJARj7xOO/t3rEi8N+JLvR3jmiuJmbMi3UEDOGDFS204wOQeMdvrjPX4e69DGxgj1SXcSPKaIiMJkk4+XAJz2Gc9+9Qg1Zo3l9HNGZmeFFZDv3AN24G4KQOPoR6VnWuqRrfeYrqkilv9YXGHyDjgYbHc+1dt8Kf2fb7x5rTw6gb/TNHgXdPc3IMZBySEjLcsx/EKCc9gfSrX9m/wAITTWe6bxEonxH+7khKjJUb3wg2/eY84PyZxW0YymjGU403ZnzhLqEEtwxihWJI9qkocBnPYbQM9x+PNTC+tljVCZd8rbkcw/xDqWLA4HODz+Rr6G/4Zz8MRXd3F9p19QyqpbzomD5k2Zz5ZIOeeONvJIxxDe/s++GLe4v4FbXJbeLgOZEbzGG7lQI2bBKgFv9odsUnTkT7eB88yaxBc7Iikcm8sWjiklJODxtPHJGfX8uadHcPNJ++twsO4EJkqQpDDng9C3uTzzXvMXwP8P/AGxITaeIVghVwkkckewKI9w2jyM5LHbggHvzyK0R+z74dvvtyzf27CYbMzws1wmHYqDsbECjdnIIDHviodKX9Mr28P6R87tb3Es5kuC6MQwH2eIZHbPryMdR15A9ND7HbQWEEtzJPbyqCQC5ES7tuDtGc+49TU8Xh3xRY3DmLQrlURVK+VBI7gEHjpjPNRR+GvE67pW8Maheb2IRpIWyuPY4A4HBAHUfU5cszfmplu4jjVVRGjgRWOdqho1ByRtHHGe3HX8Ro2dxHpsyIiTzW6IGdlVIlJ+YdQc8cVm6xY+K9G0s3lx4YmihjXNxNGp2xDr6cDsT7CjS9Ni1jSw97eSQzMqusEcg2qvUk+uPQ8/nWMotayOiM42tEbrE+neMdLvtOvrdLzTJkMDxXHzIw2jJ6qAQfQ56YxxX5w+L/DP/AAhvxUudCyzpaXyohlHzFCQy7h67SM1+jM0dpb6ekMccszK5MrJnK4wOASTgjp1HqeK+Qv2ytPaz+Kfh/XbW1FqbqzSH7hAeSJiuTnvtaMe2BXRSteyNYTkrxvuexfDWFG0fSUttonJkd7iNxjG7Az7BdvX+974ruNC8G3TXmpX1wN8TRxsFCHbnJwFAHOQCfwPpXzR4T8V3mhRo9o7JcQuqxtuygBOcYI5BK856Y717B4f+NGorp15aXHkBS/mvGhCrLkck884yevYn0rWMrbnmWutD0vQ/D8mjpJFfQNczyZCJjpgZByT0AI4xjFFZem+ItM8V6bHLZamumzpAJJI7l8bTgABH6Nk88EYzntwVspW6mTjdjvi98Sk0OMiwhEdwiCFSI2Rd2372M843ZOffrxXzP4n+IV34hJL7p7qP93bIuSo5P7xsk9MkY6c9O9Xb7Utd8YS7riV7h9pT5kBAB6hQeld98C/gbdeKfHWjwXNtttXm3PleoClv6VnKrzaI6VHuYvwL/Zo1P4ga5Hd3it5Bbc8jjqScmv0i+E3wZ0vwF4ZubSztYEN5FJvYKuAWGC7ev49vwro/h38PbDwvpbQW8CRLGPTk1P48vZtH8C6+1urLJ9gmGBxgFTz+Gam/s1dE/Ez5i1LQ4fJjN9fv5zMF/dpvR3P3iueBjPUkc5FYX2HRFhNrvnlmJ3KYXO5hjAwvTnHPHWtPw7qUEelQNdytLeKSkaOyjcC+Qp3cd85IPWmtc3YvfMhjitLV42IkWBiFUDs2QGOD0Xg4zVJMv3Uce2k3vh5t9vC0TzpjfMMyAg+oB4HHINa15Gt1ZsLhnuoBsURHCxnLDdyATnlT1PuQKtTCPUbd31K6leUyl4reNlQlSBgdeBnuemMetWI49HdZAoZJo3wm6UHkHO7jgqMtwc9KUmOJ778Mb9LrwVp1tGiRCxQ2jCMHblBgHHuuDXQsRgSCTa8fJ6c/0/8A11414A+IVj4JsLyC+S4ufMdZopofLLNlcMMfJkYUHp69sVvTfG3w/DG0n2fUGCgs6rACVXpkjd0967o1k4q7PNqUXzuyPbvD2oPbaLc3G3zNpLY7ZwKoaf4svLy+8qbDRSEoNowUODzXL/CH4qeHviAb/S9NuXF5FiT7PdbUZ0xjKgEhgMYOOneu5k0cWbPLBHH5uDjc5/Locc1xTak3ZXD4Uk9Cks9xDvb+0AyeaoO47sEDDKPTJ7e5qrqVw+2R2vnjjD5XYduM7cLkdR/8VXPyXmjrgXkRspGJ4YyHfgkNnAz95CDkcsOM5Bqtq3iPSdCaMtLM0NwUC/ZI3kdSCxB2YLEgjBAXjPs20cZX2/AzujrdPuEVmZLk3APB+fJHJOevoR+VW2vi0Eo6ja38q4RPGSWvniLQ9amVSFSSKyd1kIxkKR77+Txkfe5GST4jWDaWblbXUYxKzRQ/aLCeNZWBI2h9m3JIIHPJx25rF06jd7FqUdilHqH3lJJ6jC9fSrEN1GUIJIQtz82WzzwPavCP+GirCE7l0h+uBIZsHceQCNuc4IqWP9oa2GNmiTzSMu7P2oBfb+E4rs9rDuNUanY9s8UaOvibwxf6UZGRrmA+W6MFKsPmQn/gQGfavmCG7Olgrd3ADRyFDEqt8jAjcM5wcMPQYxXoOn/tKW1pIsg0SSQ5C4F51Pbny+OcV554i8TQeJvEVzqFpZR2ZuZmlETyB3VmyW2tgHG4senfGa5K84SSsd2GpVE2mhkWo21w7gJJMkZKF1xt6ccZzg8Zx2rxb9pTQU1bT/Dk0peVhqaxpuZiCHDHIyfRRnPrXpv2pYdQEsk4jJUCRY4xkKD03diMrjHPFQX/AIfi8dfGb4b+HpZPtFnNJcXV13IMFqxQk+7sfpkDtWa20N7tSPnCWxk026CSfJauRvJj37c9WA/AdCOlXdT020sY5ZINXW7iVMxfZXILD0IblcZPUdM96+sfH37McN1G7WSmMkH5cZFfP3ir4B6/opZRbGZMnBpKTRhY5rRfihqlrALTT7OKKyaQymNVDyIxGCFbqoIz2A570VyniDQ9Z8JWzXH9nTsxO3aoIBz6n86K6IvmVyHofZ/gH4DmGNWNq3vkV9I/CnwDH4Z1K1uGiwYwT0A7V1ui6PaWcKrkA/5966WzjtzlQx+7n/P61ilZHXKXkaN7dfZ9SEmz90QOOg6CqXiAQaxo+oWW1jFe28kEjqcYVlKsOfrmorfXvM1S4tCiOkapuZmAILA44PXhT9SMVcvHSSKKGCNTNzmR84HJOcVq72v3OS+tux8hWthZ6XqF7o19G13qdvK8XlpEAqgcFlPGATg9c4/KqGsCaYvCzQ2MMbrJGNwlTJbkYGWz94YHTjrzXuvi7wHYeLEa5QtBexbnS7jHzS5z8r/3k/yK8Tn8NyafaudVkSzuLJj5owwznBxyMemOPT2q6bTKlfZHP6nYwNHJtn+021zuGIoAu7b82AcfLyCcZHT8m2sCtayWizTwOm794h2oCSTjkE5PJ9D3Bp0k9rNGI7dmvkLlC0KsxchssAwIyeh598djUNxZzxxLAJ54IyWKDeXZgP4sdxhscds89ac2EVcz5LpvtEjywS5tRw0O0suSBhcAN0Ibj/61ZU2oXjRNEyoYs7DEWLM3qMkcdeuMEfWrk8d95rm0WaO1VSz7ZEYlt2AuGOVJzjAHpzWBeaZctJM3mxkK22QSAg5zjbtHAx7kfhzXO2apWIZNXv8ATdWttS0ue4tLuF90M1u+1oiMgnjnPXnjP410Vz8ZvG3ktKfFWtO3I2rev+HGetcLeQCzuGguBIG2KFYMhPP1bgEfzrKaSf7NK73sKxjgSK52x4IIHQ9R6Z6VSuZSS6o6+b40+OFjfzPFesIn3srqkikEnPPze5qY/FLxvfTLMvijxD5axl9keoz8HBxgluDjPf8AOuCuoZpIPMguPtLKuXXOUU4ySCT6Af8A1u7tP8Qzxwxg3Cr52VCt84XjjockZAxx3quYjlXY7+4+Kni+O6Dz+JvEMKLtYhdRugWHbjeRz34qTVPip4ii2I/ijVioU+ZHcahNk5xx97B+mDXCRXE5lSGe3aeSVj5bIeFU8EcDjsenQ9elMZJfOjtXh8kbTtaWMhXbB4JIJ7EVI0lc0bvWrRiWwrll+YLk985GPUdqkS4m1BZplHkxfw7I3PAPUHGOg9cVgCzPmPIrLKq8bFUsD1znjGOK1x597aqgvrgMq7YolUqgDfeOTgDt0H9ay0N1ctJLMly65+Z0ClmTLKpAyRnv7YrSms47VYzIm+1wG3tuG3JwDj164Pt0rEhtyBCboC2RFAeRf4hjqeewFa9rdpNGkyOb2yT7hYgLjoW5+vcfzpcxVi54bsZNc1IRbtmHUqGO0SEHA6/T/OTWx+yvBP47/aq1a8udrWegaJNDDIgI3O8sagnk8ld/5e1Q6b9qtdIuL4QeTZQqyyMITlg0bfKCRx1HHXn6Z67/AIJ86eLrUPiRr8eP317a2cbHnHlrIzD/AMfWocnexfKuVs+tJdGRpEKncXbGPpk/0rD1nwXDcRyebahzznAzyCcf0rsmmjaOPYp80tuG4dTj/wDXUaySrIRj74B/Hg0KRzNHieufBfSdTibNspBIwpGRwCaK9muIUgtB8qlwQvzdBggUVXMkLlbNC3jjWFclyf8AerT0xI/PA5O4Y5656DpXJWXxQ8LSRorX6o/pJA6/rtxXRaPrdlqs1vcafLHcQ+YUZ4myO3H610SjKmryVi+eM9Iu4XGl2818lw9rGbuIbEmKguoyTgH8TU2osIdP8hPleTO5l5YADk5/z0rQmZZJXYH59w+bHWse+ZnjvZV+bEflIPc/LWcpW0RMVdoyY7cLCJcERRpu2r6KP6k15t8VPhW3jaOK/wBOa3h1JCpbzot6TxqWCqRnrknB/wBqvVNSf7Lakou4Ftm1euFG4/0FUrRkWG3jBJ3AAE8Yxyf/AB5v0rLns7I15dLnx74it7zwrJFpubqw1GKUSguqtuyc5OQdy/e+YEj0zxXI3H2cwh7m5d7qVy7AoN2STmMHOQOOgGBxx0r7G8e/D/TfG1mttqCSJ5bebDPbkLLA3H3WIP0III/IV8saxbp4N8Xaj4XmvY7uWGLzVZYljWSE4wG4PI3cjPII561r7ToxKLbKeiM1jagadbPBbqFCSJbqCVyOeOcDGfXP1xWBex3skrskP2kSbjJGjAKxyAT1OMDGcn16V1V9Y2sOltKgYySLtVHfO04G5ODnp0x6Vyt5G9zYiKSZA6tuiT5l3Yz97qMEfyFZOpY15bmVrTR2t1bNOkZtc4VfNJzkcknI4GDj6+9cnr8nLNZh1jaXyipl2gHk52kZ6nHU9a0by4mupJIsxQqqCPeoJA5xkrj6dMViXVvGu5p9s21wyiXlSefmwBj/APVVc7sZOKuZza83lxo94WfLKzIjMo6cY6Z6/rzzVjTVvZoUxIWQYRl8pRkgkcce+D1qFZY/JM0Mf7vcWJzt+UHuOvpU39rNHC2YWeFmAXLiMdeSWzzjn8u1O7Jsluzfa3msWhuEZYJ7dlG+QZ3HIPTPXIHb9OKttfLcWxF1cm4JIdvKjDbjzyMdRj3A4xXN20nmxxlZUKBwo8zhzx1yfw+vPHetKzjt7NYriS5iCByscasWYDpjkdsH3xVepKa6GxZXUn2dksYIpVkUlBICvPZQPcnt61FHeauLV/PiW3uVQhgsihVB7MMnoD+tJqGrfZZvtVtbrD5TcIVO7IIA4AHX1PpTIdWimuppHWQzMTKzRj7wx0zkkjJH5ismutjVS6JhIJLhlimDGIn5lbCo2CPUdOR1z610eh291fXUFrDcHcG2xpbocAkkjI6EYGfYDOKreG/B2peMNUFvAEhBkBnlCnfGM8tknjHQDvj6mvorSfAuleFwZ7HS7G1uMbTcLGDMQeuZDlj+JrOVRRZpGDkcZ8Wry10P4dxWMaKrbCZG2n52PBb3rqP2CbD+y/gxe3Rj8s6jq91dhu7ABIwfwMdef/tAalOmkmIqmPKZvvc9PYV7f+zvp3/CL/A/wnbovlu1iLoqOT++Yyn899c0qhtKNopI768n8RL4stFTyE0PyCW5G8tg9O/Vl9utdTb3Csr4GXaUZI6c/wBOc1jLcxzSbyNwOTkemcD+VWVuhsZVUKGHGOg9KbqNnLymtqEsEkEIcDDgtyPcnP4ZFFcx4m1aeHzfskQuJIoGdE9Tnj68Dp70VrCE6vw2080ZuUYbnki2IaZVZemWC5FdToPjbVvDNqLazW2EKtvVZIicHgdc98VIvgPxK00jN4d1Qr9wf6FJyOufu+p/SkfwJ4lUYHh7VSuf+fKX/wCJr62UY1FaSueIpSg7xNdPi9q6jbLa2jBicsqsp/mfelf4shtOFtPpskR3hzNHNk8dOCorLHgLxIu0/wDCP6p6f8eUh/8AZahfwH4lkYgeHNUAzn/jyl9P92ueWGoy3iaRxFaL0Z00fxR0p7UJJBeJyQd0YI5OfX0GKlt/iR4faRAZJowE2EtEeCc56fX9K5Fvh74iZUx4c1UEdf8AQpc/T7tU4fhx4mWSY/8ACO6ty27/AI8JeR6fdrF4Gi9rmqxdXqehf8Jpol1lU1OFQW/jynTkfe/L86+d9Qjt9L+NHiHxTc2qalbyL9kt4Vkwpj2KC2cHI46dPzrvrz4eeKFXA8Naw+7+7p8rY/8AHaybv4a+LpMt/wAItrTnHGNPl/8AiazWEhCXNe5p9am1ZKxyWuf8InextJY2mpaHcswZhAY54TjOPkYgjnBwrLXmGuadNNfMqtb/AGQLgS8xMccZCKhAJHqxFevXnwp8ZyMceE9eYdf+QbP+X3a5nVfhD45YuE8FeIpA393Sp/8A4iolh6b6FRxFTueG6lpeozTFZre6gtC33rVFPTqTgsc8dMd6yZreP96ZBMu04Mb27qwx/tEZGce33h9a9tuvhj8UYkxH4L8TOu77p0WZv/adR/8ACN/F+zVo0+GuuTIy4O/w/dZPOc8KPSsFQmuhtKtB9zw/7NHcSNZ2UEs80ahi1su5RjnO7jJ68/XntW1ofhXW5mVo9MUM6YVJJggwCOm1T/PrXqlv4W+Jq3Xnz/CXxE5JyyxaNdoD+cZroNK0Px1HfWc1z8KfF8a26bf3elXDZO4HoYx6VLp1f5RxqUu55K3wk8WiUSNpcS22GYbLgOBzzww65P0qfRfhX4o1jSotQtNGD2c44drhI1xyMYzuHXp/+qvpCym8VDTPIl+HfjMSiEorHQbjHPr8tdL4D8Oa1b+DbLSpPDPiK0ktVjjKzaHdLnAAJGY+ecmsH7VPWJqvZv7R886f8B/EUkAnury3smRtohWNrgr8ufvEjn9OazfEHww1fwzp815Fcx3Fyg81I1tgmApx/EWz19K+xbPwfrUtv5P9h6ruEzEmSwlUdOOqj86qeIvhXq99dsRol+6fZ2GFtHPzEcdvWuSUqt9F+B101SW58y/sy6f9tstT1H7SZnuJIo3jljCNEyhiysNxOcsPqMY617jqlr+52iSP8+eK5ex8K6/4D1K/s18AeLbkSTmX7Rp+hzSxEYC/eA6/KT+NbU2n69dKgHhPxRCxXdiTw7fE8jgEiIjOD69aPY1XrysuVaneyZ8+fH6SWSSeLlyFVFCk98Cvq7QoV0fw/p+mIfltYIrbP+yihf5CvnfxZ8G/HviPxlp2PBXiWSzn1CASTHSbhY44943M25BgAfyr6d/4Q/xDlMaBqY4wc2cn/wATWFSnPazE5xa0Y6C+ZY2ycYG36Z5/xFKmqP8AJn5jGCSvc4HH64qvN4W8S7XxoGqHLH/lyk6Zz/dqJfDHie3QEeHtWLMw5FjLx3Pb2FTyz7Mz5o9y9a3w82csxdciOPn25/w/CiodJ8L+IW8oyeHdUjBGRuspRtyS393tnFFJU5PWwuZLqfV9FFFfaniBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/2Q==) | ESM 1917 x1977 0307 Kværnsten
1 løber (27x18x4cm.) |
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) | ESM 1917 x1978 0307 Kværnsten
1 fragment af ligger (28x16x7cm.) |
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) | ESM 1917 x1979 0307 Kværnsten
1 fragment (21x18x7cm.) |
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) | ESM 1917 x1975 0307 Kværnsten
1 løber (28x19x8cm.) |
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) | ESM 1917 x2749 0307 Kværnsten
Fragment af kværn, ligger. |
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) | ESM 1917 x2029 0307 Kværnsten
1 fragment af ligger (33x21x17cm.) |
![](/grafik/intetbillede.jpg) | SJM 979 X0195 0307 Kværnsten
Fragment af kværnsten |
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) | ESM 1917 x2032 0307 Kværnsten
1 fragment (18x12x6cm.) |
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) | ESM 1917 x2030 0307 Kværnsten
1 fragment af ligger (32x24x13cm.) |
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) | ESM 1917 x2053 0307 Kværnsten
1 fragment af kværnsten, 22 x 16 x 8cm |
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) | ESM 1917 x2055 0307 Kværnsten
1 kværnsten(30x22x8cm.) |
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) | ESM 1917 x2056 0307 Kværnsten
1 kværnsten (28x22x9cm.) |
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) | ESM 1917 x2060 0307 Kværnsten
1 løber (26x22x7cm.) |
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wDUNtv/AEUtFJ8Pju8BeGjnP/Estv8A0UtFfaHzK2NbUv8AkG3f/XJ//QTXl/mr9p6k7f73J/lXo3ie6ax8N6tcpE0zQ2k0gjjGWchCcAepxXzm3xO1G3uAx8Oam6Hk/wCjuDnPHbB/+tXHXdmjppRckeoyS4XeGKtjn5c/0rwf9qLxGB4V07TYCshnumlkwPu7FAwfT7/6Vt65+0VZ+FdPm1HWtI1DT7CIDzLiaPYiEnHLMVAySB9cV4V8UPjJp3xgmtNT8PTtc6ZFGYY28xXDPv8An+6WHYDg9RWEXzPQtxcdWcRZyXf2qKCMLJBkOC+RtYHge5PGO/pjFd5N4hm0i1+2GSa5st4YKufkJwAM9gTn1689a428kkOmme0sopby2uIz5bOEaVTgYweODuPfgfTDtF1bUb23vW1OO4s4JGL+SsOwKGyFZeApxyMDqPet9ldD3J/HVxu0+Zd88E9+QNrbWXDbSwYZ44Bxj0/GuNi1270SNYbNAWnUKzK6u33cjIPsCvzAeua6C3tXk1YrdXzXFrPGSCIPkGFYYG4ZH3x6nn3rk9f1Y2NtepcpFHdsYLqKaMRptJGQoAHBOefXBOfW43sZux2HhHxHca1oPlW1hbtqMONswkwVJTaW2gcjv169ccV5/wCJPipq/wBvtoYk8iUuXuMxgF33bcEAdVx9ao6X421bR9WhvLI+TPBIS1v5SbCFGASB3P6Vk694im8Wa4dQmgj8y4lMkqQIFRmzzhffPvn1q43RNi/Z6rrF0xnN3cwyzyMXmZiHc5HUnk84PH938r0Okpca9ML3U4zqXklmeJSM4wCcnPJGfzzVC3vUlhkO2N4WY/eXO3qemegrQ/sWeb7JqiyRNI4ZESA7nwpGWKkdDn15x3qPU0t2O90JNtmPIaFkWY7vLyxGeck544wKmjMlxqU8xVWmVFRJHUFQuOcA4561iWrNpun28NtH5ryAqCSQBknKEDnOCOfatDTdTaxERmljMsjvnaxO1sHKkeqgA8+tT0F1Oisdca6ujFE11CoHzs+GUkKONuOhyO9X7fxUv2y3NtbvfII2aS6aMCNHYnHODzwBnuTjHXOdJpkV9Yz3XnxtkIERkZEAY9+cEnHr65qhpxzc/aYRhVmZf3cmFRs7sjucjHHOOlXG6RDaZtyX0UN9FEIlQxJ59tIXEckbAEHYVOVx8uCDwV/E+i+G/jx4q0uyjiuZ7XUIE/5/s+cRzgBlPPblsk14/a69dXF5GZo1uI4fMVXKAZBJxnrk8gHPHFb7XEV04iA3NJ/z0bI9dgxjnr+vtVcql8QXtself8NE6zNBO8X2c7ShXbav8xcjAXk8deTzwaST9oDxNdWrxW5trKQcidI1LknBOQ24DaM9uSK46QzfZZYgsMqJECBIcKx+YAZwdv8A9ceprNk8uR1SWS4s0S6wXViBIQCWXPOV5xj0X3qPZQ7Fc8u5pXfxC8SXF08154rvYoHX/WQyFSpPQEKASQRzgjg1x2na0+oa5NeXVzNfWl7JmS4mYszsDjOGwwIzjGe3FaVnBMJXjeeF7JmVXjjTYxLE7WA65yMEg/h3qSz00pf2zW0cK325WjlkI+Vc8navPr3zk59qz5Yr4UPmezZ7L8BPFst9DdaRc7Z4oY/tNq0pDELnBUcHj5lOOxz616Xrgt30bUyIkH+iyH5eoO09Pyr568G6/Fo3iqPG22kU7P8AfRxzxnggkHr/AAj1r3Ys0mhalIzgJ9mlYjcf7jduRXg4iPLXVluevRfNRZ7j8O+Ph/4ZHX/iV2v/AKKWim/DeQSfDvws6ncG0q1II7/uVor6w+eNnVF8zTbtT0aFx/46a84+xxrNEuCBlMg/TdXomtsY9Fv2HVbeQj/vk15JfeLobBY5J5eScDEZYAn5RwPqK5qslHc6Kab2PEv25r630v4A6jas5E19cQRLHt+9ht7f+gCvk74AaRZ2/wAFvDrI7xSSRtcH5cku8rOf/Qxj2r7P+Ofw+t/jh4ZTRtQnmsSs5mjlsUXzAu0qc7sjHJOPpXzZp/w/sfA8Mfhe2uXkttHi+yrNdAeZIiHG44wM8dBXPGXNJs6J/wANLrc1rOD7QqwC2kd2IGxhlgONxX1IGDx6fhU91/xKyGuNQmt7e3iJaOclCpJ6BT1PbgZ79TiksbqHT7eSOO+kkWVIxF5ZMjFs4YjJ+UcdDnPIxVfxIs9tCjTZ+y+flkjdGZQf4QOgPJHp0HtWvKjDmvoc7quo3esRwf2dGsM/2gNFcRvt3Fi+R2LDgdP7veuI1rw7eMxF5fNNPdkzr5uWZxtUqpxjbjjjt+FdRFraNpupXN1HI7KwaCNVIMboxC4wfk6kkj19qyrwSatqEkU+oTHUEUiOLYWfy+GIzg7SeSMkdAe/FdNCepzkU0Gk2CogDXqCRWmBQhFJHI68sCMnnHPvWLHp8t3qJJbzoZGA/d4BB253EH/Ec56Vc1maWRwk0PlxI+BGchgevPcVXXavkuJzBEOW8v5S3B9+CCOo9RTjc0dh7WEirHvikHydSCDn+o6V0ulw3XmWcluFaP0YDO4Y+Ud8dD26VhQyXmo3DpJvcBsnzHO7B7ZPt+grv/DOkxXqyzWqRCOJlBjZsCLuWzyT6fiaiXmO4lnbWa3Echd8rLudWw/+6R35LYOBg5Ga0G0yBots9xHvCMNkWR971HqckEjt7Zqa40Xy1V4IQgY5faQfmJOAewAz6Vmajbm8hZZxt8uU5XOcgrx9aSRLZqaXcXGkWc9gZftMb5VPJZg/c4OO30HatOx+xahdKkxCL90qjtkN2wRzzkjr0Fcv9oNrburbXmkPVVwSpPpVvR7pQqTb920cLkkZ7/U1tEyZp30Is7iNShgaPduThlEansOucD73t1NRQ37vercWs21NpU8Z2rz0P4/5zWrcas99IoIYjdk/Ng9yMflWdNbRXDyTqf3ikoJNw3HPUHsRnPI9ce9XsLyNbS7h7eOMCYksuzk7jnIOTxwOv510ax21rGwMbLHGFlkRSucnqDzwAM9fSuBhsL2GaZJJcbZN4uDhldSv3eOhOOBXZ2dgqWDKHHn8SSAoA7RgAgsAeCTzjjg/jSbLRR1/Vr2xaytdN0w3wurjEstwA21Rxw3YZJ9cYwOtYepXE0upq8YdLuGYyuYXOEZiMr3VsAKeuc46d+ikuiWhZp5Edm8lFR2K4YHH0HBHYZ55rB8VJJb6wlijv50h3wx+ePM5OQMYBx2569qxZRj/APCYX0Uy2FjpZtr+Xywju/mNIzEZXJ4G4YX8Pfi341/aQ8b/AAn8A6ha+M/D80v9ryT29rdGdV2CRSRGAoOQqk8kjIpVk+x65Z3UsccRt5YzGpHzfJhsnj1H603/AIKKJEPhf4UCx7CuqnqOv7lq8rEpOUbn0GVwVSoovqz9FvgDeLqPwI+HF2gwk/hvTZQD6Naxn+tFU/2Z/wDk2/4U8Y/4pPSf/SOKivch8KPnq/8AGn6v8zt/EjMvh3VSn3haykfXYa8Lh/tCKEIs0vA/iwT+JzXuniT/AJF3VO/+iy/+gGvCIWNw+3ymKg9NhxXJiPiRdHZjnsNRddyTxrnhnfGa+XvGXzeKtdaSTNwLySJnjbAceYc/pmvrK1VdgCxRxgHjcCM/rXyJ4wRrXx9rRMgRI7ybzD2OXbj8xWdMqbLFnp4sUVUKysQRErqQjsSGypwSCPfj86p6tDathrZZDcyMBLukIMSAnOfxDH/gVSWtwPEE32eOcrOysY7iPIAz0A5+nT0NVfFTfatOiH2lohGypNJsyxCnB4/i5wfwroRkZE8Eca2kMNtFcwXAHmSAfPGAW6DPuvfJwePTl9dt7hQslvqCyySE20qRMQEweh4JxtGMd9oqpcavNqk1oWjlntY5WZ1VfLTaDgkjOcDIPpnPvUEjWd9Yq1rM11crENm5cEMep6YyMYx15p7Ie5zOo3U8jK9xLlACu5cFnwcH6kc8+1UJpoJrWBY1mglTGzapO85PJP5Vs6XfGyuHilZGs1U5dR0cgDcOOoyayd0c17II3eSNudp4/DP1qolPUuxXTRQvucknGVJ/qT6V2Xg27XRi0wLGOc4bJJxjGcAdTyOn+NcHGq3iMxZAApYMOd3A4rptBsblbKSY7nRc5UZIXGOcfj+tZyQ0ep2t0usQ3Ag4ZHVpFXGMHp/h9RWZf2rSRMqKfkJBJGO/esrSrh7eN5bbK+aQrAjaDn+XToOldJb3EWoQoWXHmD7xB2k5IIA7n8fyq0iDmZLScLCDGvrIzH26fhTNyxzJI6iN2IURhsBucZH4V0Udms0zWruruxHRcZGOB7nHeoLu385lTyUZVGFOOQemc1oiGiWxm3yR71AfAGMDHPX2PerOoWxWN5o9tzBH+8SFCME+gHfqDxWezS/JHFEWKrlmOB9ea1raaS4ttkseVZSNo6g468c57VRIaXcfbJrSW1dLiML8kDfJnn5jjOG/h/Kut1iJluLS7vIlgt50Crbs4WTzAckccZwcepx7Vz0fh+3misbIWcckUlv5Ut3GAGhYYKrjAPIbgH3rbs4RpNnaWEksd8kcmx5rhTmJiRtG0ZwdrDpyTgd6T21GnrocpY6PGtxeNaWs+23uGDLINrqrYOQ3ORhTn6Vr6t9j8QXn2szx3LJMV8yMHeAMbQc8nHOcema1/EPhyXVNNkWBpYpJSZYTLjcXONpAABHTuBjcQeBWY11dTXlgsLtLKzqjmY7yGUfdYkjq2cMRjFYtW3NN9TjNUhbUrX99csGU7TKwYEndt5H1yOtfQPxC+HXh34raHY2Himxj1vToH8+FPtTRFXIxkGNlPQnqe9ePaxp1xcagltd2scI3tIyREEAfeAB7Yzx6jrXu3w71K11LwVpPnRL56xCJiyg4ZCUP6ivLxUdmetgpuLdnqfQH7N8Yi/Z3+FyDgL4V0sflaRUUv7OKsn7PPwvVzuYeFtLBPqfskVFe3H4UeNW/iS9Wdn4mBbw3qoA3H7JLx6/Ia8QsoDEWzCpGcnIU/h0r23xUrv4Y1dY3Mchs5grgA7TsODg14EuiassKldXDM204ktYyOT7CuPERcpKxtR2Z0SywqgHlRIfdF/8Aia+RPjjpzWvxQ1gxEFXMc4KfdAZMk/mf0NeWfEz9vzx34F+Jeq+HLLTfDl5Z2t5cW8c91bOHKxvtBOJAMnFaeh/FzUPjYl1rWpjT7fUV2wyxaZu8oKB8vBYnJye/Y1nTunqdFShP2TqpaI3vC9xCt1vY7mVchH6kDqMd/oak1qQXVx5YuBa2DOyyeWwBX5RgjJGMg/nmszSdFNtvvTPtdpSFG7BXjt+NUb/Fv9o+0XKtJLIN8sikhcgckjoSuP0rqscKMrWIU8NyRpZzQz2bI0kkm7LOpBG0HuDnnNYv2mO40Bo47n7ELo7w/JYsCCOAOAcDnPGPz9HhtbO402XTEe3jjMG1sptcZGS27GcdjivLryzCrcKT5YtX27hn5s4GeR3OPy60dTRGD9hixMC7fIM55ZTx/n9KmtHexO4HfJt+5kMpHofTpSWsKtKiuJGjAwVV/vE+hp0kzxruSViY/vFlBG0DGD6j2rYjYWytRdXSyylYkY4znb05HHHpXZ2s0zNHHbCLYQVCxttLdOuT15x+FcXp7S7trMuCwYFVBwPT1Fd5o9u/nM0skZjUr1bqD6kc8gH/ADzWMjVHVxaTHE0du5gxKufOdwTkjJ5/z09aq23mQ/aFt4mKCRCVVSVjXAJ6d6+sfDX7M+gaRp9kt/ENV1Joh50ks7pCHJJZY0VlJUDAyTzyfaus0P4W+GtJM0eneFtNWElikc0CzhMtnHzqSecHr1z68R7SMepg5+R8VQL/AGlOUtluXujlY1VOhwBnHXrXQSeFtdttH+33+h6tb2cLgtfS2zxIPmAHzMo3AsyjpX2va6LNb/ulf7FByDHaDyFK5IPA65B96wvjFo9tqHws8VqjmSVbB3LtJkHyj5wB56bh+GaXto3JvJ6I+NWkhWWNVlKs4AYDll9BxUcdxNa3jiFHnPTzNwywJGTye3pWVp7L9pcB1Vyq7uSMfw//AFvy9M1t/aoNL02e7uswRIQXLAnPTBI9a6rMq/c6fSPPaYW2TKpbKxODjoTkev8A9epLCyurGxZp8/a2uAskpVQjM33TjvjGOO+faqVlqEunXlo0BF1HOvzyLuJHzfKR6gjH8810VtcR2NwJbpvJitzgF4tylsjbhsZBOcE+wptdRbDP7TbVrGzhs7qMxw/L5mw/MVYZAyAQpAHYHg81Q8WafbyafJEZVuHRk8wxEbcsflC4BP8AE3btU95by+Ykts0MtkhkLu6jzEDHleg24PYnPFU9NmS201rweXOI13Krfu2IySenbPOcccH2qGUZmp6pHEqQuE3DfiQxh5Ez06j6ccY69q7b4R61qUnhBWeSWSP7U6x7TuwFwpxk9NwavItamN1azzyPHCI1a4MaHO2Lv8x6nJ7DpivavA/guS28D6TC0yQz+QJJY9xGx3y7AkD1Y/lXm4jZHqYO12z6m/ZzLN+z38MC/wB4+F9Lzgd/skVFN/Zx/wCTefhfkYP/AAi2l/8ApJFRXqR+FHl1f4kvVnba9zoWojOP9Gk5/wCAmvJrwLa4UyqVXBU5HYf/AGNet60ok0e+VhlWgkBH/ATXkraTbTMUltY2RgflZAwx0rCruh0z8D/j5qn9ufETVL7JKyySTZz3eRj/AC5rvf2NfEQ0nxVq+nTSts1S3xFH/eki+bP4K7V+u+q/s1fCrV2Y3Xw68LTlurf2LbhvzCZ//XWJJ+yV8JrGTz9N8C6TpV7Gr+RdWdt5TwsQV3LtxzzSjNcvLYJJt3PnLSNNTUCkzNsMSkBscOc5I+uB6/0qtcwlLmXftm2oAdqEqemBggc4680/xhZa98O/Eg025t3tY4yzI00RaOfqAynHIIPb0wenGZ9pbxBB5yEpukEjBvl5wD0HUfyrVNNWJs0W9YeacS2MUstrPMigvGuNwOM4OTkcDrjFcLr2n3un2q201yYxKjHa6qVxnoCM8kgdOhY+9esanZ27W9veLsAb5PL2/eB5I9SPX61i66ttcQ6c6ItzIr5WNxtYLzy2eg5HWhplrU8ng0aS3hjeJ9zSLlT0CqRg85/zmrdvpsUlxHBcyKY23AOnJVsdP5/pWzPoV5aQ/abma3i3MV2AY2LzgD8cn8KoSWNtHbxvEWkZj99RgEcnP6U1J9QaXQmXR1srt41Mf2dsjcxGCP8APFdlY6akMcKySNJAsIO2P7m8dNxA4/L1rB0eL7QP30Eksix8K0nCnOAxPp3rr/ssenW5kSaObaV8yRWIGdvT07kj/wCvWcveZS0R92aVYXPijT9H1WLzGWa2ikYRnK5KgkBuh5rWvIrozMjrdxtuwNhZlycH+AE4GR7c/Wvj/Tvih4h8K6OYrDWLiy04hmmgjY5D5HKlRlcg546n6Vx/iTxlr+tOyXOt6nqSN8wN1cyOCp6cMeg9OMVPsV1ZzuLvofcWtXVnpF0BqVzptoN+5pry7jVU6jkMwPp271wni74neCToeo2F94r097eeCSGSPT0e43MyEAZjQgcstfH80l1HaxxWzCQKcsoAOMen+f51ckja5nWWJI87VUALgA9SP5D8KtUo9hcrvuYOmI+Y4pRDHGFP7yZsgnbkEkdv8a7HS7SHXoZIvMLyRFfkDHG4YGAc9e2e1Y0Mdvcac6zRTIS/lSNkgHJP3ePYn3B/Cqdxo89rqVrvnkjRZMqM8Muc5U7uc4647Zx1rXY03Z2+matcR3Wni7i3NLFmQtAQ0mOQpTqMZxjvmtdI0vLZIYZZInnYFZHhPAGDgj8SPYiqFvE90UMG54yjEeWAGXIJOQQcfiKluP7SaKc2sMbtC2LTdKokfjOGUNzwQOPyp7EFzVPDscgkSSaMFneYuvJViQc5JJHf86zdZ0OaaOGKaJZ4baVXEETncFLHcRjrnP3jj0HStlZ7a3mW6umj+1Sx/OueV4JC/XnGR16Z7VSm1a4itnuL6CK2vYYtrzF8pgkKGYHrlc9TxxUMa3PM9ctodc1K10+yuUtLm+lSGVI0O4ocsThhjoMYwenPeqX7S3xG+IfwT8F6dq2n+J3uZrm+js5Iryxt8LuikZuUReQY8fjXVfDu1i8QfF60mBWdraN5pGX7rHZsHHUct+OK5b/gonGW+GNmXO0f25btGqjjm3n/APr1yVLNanuYGN2k+p+j37MLmT9mv4TO3LN4S0kn/wAA4qKb+y7/AMmz/CP/ALFDSP8A0iiortjsjxqv8SXqz0PVv+QVe/8AXF//AEE15k0TRydcY+Xn1r07VMf2XeZOB5L8/wDATXm95MkUDSMw6k/4VjV7hEj8tl2n5ScdqS6jaOKRiGyBjg/jU6x+fCjZ5IGBxUl3EjRsuNwYnvjtiskirnmnjPQ9K8Y6X/ZetwRajaHBQOcOjc4KsOVIyOh/MV8v+PPAepeANUjmsHeTR5MGCcEZTd0Rz2Ix36gceg+yL/SY5FbKKBGufxC4rC1zwrp+saPqOnXsSPbTqkLc4PCjuOhzz+FUrgfI+n3ltM1z5sse8jpLDkB+hx6dAcgdh6A1Ha3EErP9rETSxkqpTgOTxjnj8PatXxV8OdS+HuvfZ7rZJbkr9muOnnKT6nowGMjtkdc5qnZXFuscsiu7nOXUAHHGMc9cH+ddMXdEGHr+iXOqaSDI9whWTKJtyMAbcDBwDyOPeuK8R6XfaVHbKiSsZWUpIwAxkdMbjg16zHc3EtwkMQZ7dy+5VXjPT8DwayLjTLq63OQ0cIXiSQK0mVB9+uB/nOaOUOY5PwraSrfbzD5kUKbGkCnO4YIx711epMLu1EXlSApKrBpGIfaoOWA56bsfhVHw/ov2KS6O1nEr72YNvI568HHOTx7VreVG99DsOIclAJzgMhAOMcDoMZ96nl6l3voN/tCS30iOWXa0ke1YtpwzAevrjcB+P5MljbUYlhEKxREL8wGGB4PPuRx+NTqqKWtfMZlLFvLbnLZ5I9P0p0U1pGsxkZWVBgkNggHsfb/GqYeRmxsj3DAJME2kptbjOQR+ef8APSrFrdJdRXFrG6ecSFZw5QoQvIyeMdf6dqt3EkIupIt+J2VcF1+Xcc8jjjHHNULfVXspnt3jAuZBIFndCRk5GP1B9Ov0oI2H/ZXt7eW1VllibIVpGOUbJ+YDqev581OPDc19dW7T28k4Xopbcijg8DqB23fhird5HJeSW1qzbfKjZvJYbWfB5AbsR14/pTGsI/s8lzGWSYkqvlyEllODjOcEEdvrRdAjZ0/xBaaJDdyoDiSTe0SqXbbtA+YnpjHA9qW81CSTSoptKjjmbzFd/MTARSTnPfrjv9KyljuTphtYrFBcK2wvIwChducn6fpmpbJptI0uK38/y4pHZdzDI25+6emM4wGNRJpC3Za/tq0vTbxLGZZI5Sd2SU5PIHcY9fQVy2r6tBJNqEkrYuJMKIB864PY9+Dz703xj8ptpYZmkm5l/d/Lyp68Z9vyrztdF1H4heKGsoJZUgGPtVwSWEeRySe7EDge2a55SUVdvQ3hTcnZHqfwPiaSfVtVbO+4n8lWBAO1O/XuXP5CvR/HvhvSPFugXFvrNha6rAi+YsV9As6q4BAYbwQCAWGevzGqvgPwnbeGdItbOAbYo1IRQCAuSSe5PfuTW/qkSCwusjpE2crknj6V4FWu3UumfSUafLBI+nf2Xf8Ak2f4R/8AYoaR/wCkUVFH7L3/ACbP8JMdP+ER0j/0iior6qOyPlqv8SXqzv8AXozNoeoxh2iL20iiRMZXKnkZ7145D4fkkgaJ9UvJV6ESFCD/AOO17NrDbdJvSeggc/8AjprzKFmZdvHzDjGa5qyTauODaWhk3UZ0e1819Vuwq8KuIyT7fcqWK11GaFXN60eRnEsSnt7EVW8QWLt9jj+Zg8oZvoDkD8SK3LeSNIcMMn+Vcy3sbPZHO31nqaJIn2iN9yn5jEf/AIqseaDWVU4WFl+0b87ynQYHU/5xXcTbJlcbQTgmsq/szIjgggZJ61sl5k3OC8caHP4w8NXGn3VoksjR5iaOUblcD5SM++PrXyjrWn/YYUAZ4dRs8xXChxvMak5RgT1+uPrX3Jb2Yj+dk+YDgqOnvXh/x++Fb6laS+JNKjVbi3QNehRgyRj/AJae5UDn1H0rWF4u5EtTxWHU5YbeJrRcLN8yuqZIB7DHPpz25q/peuSI8iHdLGgClkAz9D7Yx/OopreOx02doNrLuDlY+AS3XHoM5z6dO2Atnp8Mq2TMjvA4JbBOU4yCQOg5HPrium9zMh1qSSX7O8VoEhz5LSRkqu/HA5PoR/Osm6ad8RueFOyNT0UZPHPIwa24y1xA0v8ADDJ8ytknjrg9s5XqCBiqV5qFhHvuxC21nMRwQBnPXpnpx0HWkMpTQtHvVJik8m6NZd3KN0H8q1LXUQtorTQK9xwRIMFZAAQSfXvj3xWNIsDRwyJDvhX5llkJyhI5PuOaltr77Yq3GwAqc7SwC4HrnjBx+tKT0Gi/GEikluJAXjKlmRsgn2UjPPOK0rLyJJ4C8imEjaucEqSOBz359s5+lQw3yL+8kdpEtfnWNY9xfOMDBPAGMenNJcqtnGrzbYnV2aNmBGc5JXkcHA/SouA+9vJri/dbhAkahSWV1VSOOBg9x075FWPLaC3YgeSjv5kSum9uBjkj69j+Hequm3W2Y2gkYFm4bcch/wC8Rk+uPzrZtdCCbRcqvk5URzSttG4gkgevXIFTKSWpKV9CDT7f7dePbO+bi3HmOEXG7IUYBB4wT078Vk60lraxvJukjSNRGwbgRgZ4BxyOOfpxV3WPEtp4dmhlmWKWU+YySBvnDD5QRzwO3XqOnp5tqOo6946vWs9PaSaNpNxCYKQj1Jz27ZrnlUW7NoweyNDVvGsM+gtaQWE0l4+1IMqM856Ac/Nnp+tepfDPwDL4f8IwxTkDUZCbm6I7uwHA+gAH4cVi+C/gfNa7Lp7+5t7wjDSwlT1643KfzruJ/h7eW8Yx4l1YE8feh/L/AFdeNXxCqe6tj28Ph/Z6vc6bRbRms94fP4cUviG1mk0e8VFDExN6+h96zdN8C38MEezxJqikjOGWA9f+2VbB8F6qbdlXxFdncCMyRxf0SvLtdnqJpH0T+y7/AMmz/CP/ALFDSP8A0iiopf2YP+TafhL/ANijpP8A6RxUV91HZHxlX+JL1Z6DrP8AyB77t+4k/wDQTXmMLLC4y2egxn2+lekeJM/8I7qmDg/ZZcH/AIAa/JH9sf8Aao+Jfwu8bXNj4V8Sy6fCjwIIxbwS8mEO3+sRv4jXPV1kkVTi5JtH6S3bG6mTjAQ5GF9B9fej7QgcR8LgZJwK/G7Rf+Ch3x8glVrjXYrxO/maVbL/AOgxiu20n/goZ8VfMEk32GaTjPn2uV/IOMfhUKm290ack7fC/uP1dVd/CgEdW2//AFqRofMU/IFzz8xNfnd4c/4KYeKrKBBrPhXTb08gyWc7xHH0JbnOO/rXpelf8FKvB1xGpvtC1K1kdMOI8Eo3c9OR+IreNGXRr77fmRaX8r+4+w5LM7vuZPPes7ULWC4VreZN0cqMrqwyGUjBB/A4/GvkjWf+CmGgWtjJc6doMeqrGMtBc3k9pPzxwotpEPX++K5/T/8AgqZocytc33w41W1TPlBob6GbB69CFbHvihwcdHb70Pkm/sv7mWvFXg2bwb4z1LSpZJYoVfzrSR1H7yLBwAcYwc4Pvn0qqY7u10+7jtpzavLH5aJMBuU9ckDqOv6Gs/xd+3F8Ovine6BYtoGtaLfvcK1vqVwIPs8WWw6SHzNwU4HO3rjtmt6ZDPf24jlM+V3FlIdOOvHfPrTjpoTKLjujmLeMo8Tn/SrrHlszSkpkjDHHboB2/wASS0mlQGSJrrbjzAzYG0+hHUnH61auvk1S4uFcNG5WNpCBzjsR1xxzxzkVBdRyzSTMXUY6heN3AHHv0o5nsS11Es7wizC+WBAxYEEcbQCQT+gqaxlFq1o1uoMbgs6LyDg8Ak8Y5/Wsd491wsKSbtzZO8HoO3+HUVv+H9LvIL5Z7uQrbo5jKBiFXP8AdGRn/GluBO2pPZ+YIYwZ92El2AHkcYbPIyf0qWOZfLiXUJYgjurs8pCqowe/bPP6U+aOy0yzliUC4gUPmRydzMck4Pf2x0xXKXWryamq6XYxLdTTNtjlkYKqgNnLN1PPPHvWTlyjUeY0NZ8TWOkXRt9Oga4vnABaIb3yV6rg8kZ7flTbHwbrniuKL7TLLbw/eSGchinvgYGeT9PTtXpnw/8AhHBYp9qIEsrjMk7nJY9ep7e1egWuhxWZCKoBA/hx7e4rzMRXcdjvo0VLc8s0P4J6VHGHu0kvXI+Y3D7g31AwK7vTfC9tpcfkwWsUEUY4jiAUD8AK6E28hwqAY7/55qd7cwqNwUlgMjdzn9K8aVSUtWerGCjsZrX0FjC37sKFwMYycnoMDnqaqWd/HqzwyRnfDJyGU5GOas6lB5itFsIYnOVYqfwOah0nT4dIt4ra2gKxR5wu4nrnJyckk9cmseZcvmdEU7+R0UKoqpncAF/DtU1xsmjKHcVPHysQf51kvPKuBtONuRyaq3mptHazHaxKrn5TyT7UlJmh9Efsx/8AJtvwn/7FLSf/AEjiop/7NcZi/Zz+FaEYK+FNKGPpZxUV95H4UfHVf4kvVnZ+LH8vwrrL5xtspjn/AIA1fhj+1XrkGs/HDUSziSJNTucHOflRti/oK/dHxNax33hvVbaVd0U1pLG65xkFCCP1r5e1L9mz4farM0l7o8MkjEknYrnn3YGuWsveTOnC1lRlzWufmh4f13R4liUwwMFQD5o16+vSung1jQA277Lan1HlDBr7puv2NfhxcYaPSo9vP3beHI/8cqjJ+wv8N7qLcsz2zMcANEoAx16YrkdFy2PsqPEUKa9+mz40h1Tw5Ictp9j/AN8VZS68MHdnS7Fh7KBX0t4k/YN8F2MZktNSkfPOAJR/KUCvLNP/AGbPAGseIG0qDxNdWsgma2SeSGVIJJVJBRJCxBYYPHscZxUewkj0o8TYWS1pv+vmef8AneFdoJ0eyC/rnP1qRbjwpGCP7D0+QHoWTJH617LJ/wAE9xeRM9h4tYgf3pWX/wBpmsS+/wCCfPiSDCw+J4ZNwyP3+cfXMYpxpS7A+IMFLo0eUXC+GpH3JoWnq3X7p/8Aiqt6X4kg0gr9gCafGhziB2APY8EkfpXUal+wt4/tRm31aC4z6SRk/q4rAvv2NPi3ZcxQefjn5GiP/oMprRQlF3SMKua4DEwdOo7p+p1Wj+JB4kiCSpb4VdiSR5BkYYxnng49PwrYkklhhL3CbJmB2xxqSgIzgsD1/KvMfDfwV+LvhfUhcHQby7s1cpNEIXBOO68HkdQeh+hr1ptD8QSaftuNC1m3eMMVaTT5ODjPXbXXGTtqfC4qlTp1H7GXNEZptjaRwYnIkvGP7xug+6TgZ445/L2rmPFHj2x8PxyKJlfc4JkPKk8kbV7nmuV8fa74ttNP8jTtB1C7mJO1WgeONBjqSQCx69OOa8L1SLxrJdGbUtLuGkPeRkGPYDPAqJTa0SOjCYSFZ81aaS9dT1XVPiXd6qX8ppNrDYBLgqF9h6muP1LR7PxBe/bNV36ldEBfNunZ2wOgGTwPauVW48Qovy6TcMcjoAR19qsLqWuJ9/Rb8j/ZtmP8hXLO7PssIsFh9IWOotrOw00MLWN7chcjypXT+Rr1b9mK+vr74liCS/vZYPszs0Mt1JInHszEZr5+n1zUI4W36XeIcfxW7j+levfsg+I0i+KF218r2qrYyFWmUqM46c1xTjZNnTjK1GdCSha//BPuW80u4hhDRXUiZz0dgTgfX2rmJrO7lgjla9nLKCRiduCTjPX0rqb3xFp95ZqI7qMr8zDawP8AE1Yb31s1nEvmDhMbv+BV5Z80jnr661eORFjvZcYOflRu+B2rj9T1DV9IhXUn1e7UGeJCrMPL+Z1XHTvn9a7m9urbduEnO1h8q89TWDeRw32k+UzI6+dGdrdOHU/0qL2Zty3Qn/CXa5bx2rl2LHBMc6KCM/wkqO39OtZPjP4zX3gvQ7jVbjTI50glERWOUjOcc/r0rqbyOKeeBWkQY4GTjpmvKv2lCkXwu1YAgj7VAc5HcqK0haTV0b0IRlVjGWzZ+j/7PsnnfAT4aybdu/wzprbfTNrHxRUP7OLb/wBnn4Xt6+FtLP8A5KRUV9pD4UfE1/4s/Vnca0Suj35HBEEn/oJry3lclijeu6iisK26FHYWKQKx/d7R/svgn6YqxaojSHnMZO11YZA96KKyiUV9V0SIxkQQJHI2DujUBcfh3rwiT9m27W4sok1NYtNtdQS8WJ4gz4SbzFTeGHHAGcZwecmiirlG7KjJo9UsdNFrIsAlk3ouCyAj5h/iD/8AXrYjsilxgtOcLn5lGSQc8g9qKKiCCRYWOFlEbiJnb7oxtODznBpWsGhZ1iMYXA28g5POfp2oorZEGPc2E6q/mSJnORs6VQa1L4fzsHH3Qo/woopgZFxDNbzKVZZAv97tUzbrqGQkKoyFYdckkDIoorFt7FmnFounyKpfToZyTljJCprLuPAuh6gblZPD+nKDICrvZxtngZHSiiolJ2CO5G3w18I+UsbeF9GUqCDKbKIMT25AFUf+FU+FBIfK0SyGTx5K7P5GiivKrNnfT2uU7r4a+GI1JbSlXnHEsn5Y3VzWpfDfQmz5Wnng8BHc4/WiiuM6otnN3Xwy013DRJcID0CzYP4cUg+GOnQwkrdapCAckeYCP5UUUklc15pdxz/Du3eQFdbvImHA8xc/1Fcz46+AK+N9BudPm8TzCGXaxH2dRlhyvO71AoooaUdUVCrOLTTPu74G6PJ4f+Cfw/0qVxLLY+HtPtnkUYDMltGpI/KiiivsIfCj5qo7zk33P//Z) | ESM 1917 x2057 0307 Kværnsten
1 ligger (45x50x13cm.) |
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) | ESM 1917 x2059 0307 Kværnsten
1 fragment (26x15x11cm.) |
![](/grafik/intetbillede.jpg) | SJM 506 x017 0307 Kværnsten
Mulig fragment af kværnsten (150x140x25). Glimmerskiffer? |
![](/grafik/intetbillede.jpg) | SJM 348 x490 0307 Kværnsten
fragmenter af kværnsten? |
![](/grafik/intetbillede.jpg) | SJM 383 x092 0307 Kværnsten
Skubbekværn, løber. 39x25x8,5 |
![](/grafik/intetbillede.jpg) | ESM 0086 x0075.2 0307 Kværnsten
Brændt basaltsten. |
![](/grafik/intetbillede.jpg) | ESM 120/62 706 0307 Kværnsten
2 ikkesammensætlige fragmenter af en drejekværn af lysegraa, sortspættet bjergart. Henholdsvis 19x7x7 cm., og 10x9x5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0171 0307 Kværnsten
Kværnsten, løber til x1071? mål: 24x14 cm |
![](/grafik/intetbillede.jpg) | SJM 675 x043 0307 Kværnsten
Fragment af sleben sten. |
![](/grafik/intetbillede.jpg) | SJM 675 x045 0307 Kværnsten
Fragment af sleben sten. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07582 0307 Kværnsten
1 fragment af kværnsten af grovkernet, gråbrunlig bjergart, med rest af midterhul. Stykket udgør ca. 1/4 af hele stenen. L : 17cm. Br : 10 cm.Tyk : 5,65 - 5,3 cm ( ved yderkant ). |
![](/grafik/intetbillede.jpg) | ASR 440 x0661 0307 Kværnsten
½ kværnsten, granit. Mål: 27x15 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x071 0307 Kværnsten
Fem fragmenter af kværnsten? af granit. Et stort og fire små stykker. Grovkroent granit. |
![](/grafik/intetbillede.jpg) | ASR 9 x043 0307 Kværnsten
Fragment af kværnsten af grovkornet granit? Ingen bearbejdet overfalde. Mål: 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x045 0307 Kværnsten
Fragment af kvænsten af granit, grovkornet, rødlig. Største mål: 18 cm. |
![](/grafik/intetbillede.jpg) | ASR M4519 4519 0307 Kværnsten
Granitsten til Kornknusning. Rundagtig toppet Form c. 40 Cm. i diameter og 14 Cm. tyk. Den ene Side Flad og sleben med en Fordybning i Midten. Den anden Side toppet og utilhugget ligeledes med en fordybning. |
![](/grafik/intetbillede.jpg) | ASR 5 x07 0307 Kværnsten
1 fragment af kværnsten af rødlig granit med 1 afplanet og slidt flade. St.Mål: 17 x 8,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 2147 x282 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ASR 2147 x297 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ASR 2235 x5 0307 Kværnsten
Uregelmæssig brok af granit, ca. 6x5x3 cm. Fragment fra kværnsten? |
![](/grafik/intetbillede.jpg) | ASR 2169 x098 0307 Kværnsten
Fragment af granitkværnsten? den ene side plan og ret glat, selvom stenarten er ret så grov. Største mål ca. 17 x 10 x 8 cm. |
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BbaVY6PFa+IBHdk7RFIy7o48ndjg8ZCgZ9uDzXnM18mpwujX0jwI5RnLFRICByTjhs9sevWpftkGlfZ0uLc202FkkWN0Pmuc8FsYPIA+YAbT0qYuzsVJXVz1zW9S0pbCGxjASBUKpc7GeJcDLYfGzPGeffjisb7QkNrLdJeR3UP2dnj2jzGuRtbcoVuOVB5+o56nHh15JowHga2gkYBltZS3y4wXYAkkZPXHHHNbNzqEGpbbeSHaZITJmCNVhIThnbgMMZH5n1q1toRbuatrYz61faUsVze6f8AZYvMk324ijWMgEBlzwMhwMEgbuapXus2M3iCPyvIRLZpBPNKpjWONgdzMDkAhgoycdzxjmJo/EElhKul6mun2d0sKSSToXYyJkvgnLD7oPGQcD1qS30TTdPkhtb29/0m4G8GOVirKOWY7ht5YN04/Ki3MNOxLZ+HpbG5ulaaYRXkahUjKlopFzg4I4bkUklnb26+UlnMt+s5j+0nP7wbvmPoW4ByT+orqbq10xVSS7lt5o2IkhlKgO7DILFjy5xhQeTgZzXNw6teKr6dDB5lorv5NxdEK03Oduwnk4x2/izgYxTuKxYkkj/tO3mtbRbe8kR0a+liUSucEqC4ZcqQG49s8VXa4uPD95Y+JIA8Oo2qxpNbnmOQYYyKOcDKt1J42jn1msVdrp5NPhtLq0hTfKlxIoYFgff5GIJHzZ4xjNULi4fUtevLRI7E2lzEZmZY280uMxgsxUgDA+8DxxjgnJH3XcJaqx9G6Brltr2l299aMTDMoYKwwyn+6w7EelbMb7hXgnwZ1y60vxRf6LfT7o5I1K7AfLE46qDjAJHOMnhR9B7pDJXpQlzxueLWp8knEuilqNWp9M4RaKKKAPlD/gpSrN+z/pm3r/wklif/AB2WvyL8SW8lxrepzCBlhW4fdsBIBDckn6kfmK/Xf/gpJn/hn/TyOv8AwkVj/wC1K/JfxVrF9Dq+sWYvftEEs7q4b5s/MOMsMjGFH/Aa66XwjeyOa2+dIuBhV5orQhiCqADxmiupRIP3w+JS3M3w98RrZJJJdGwm8tIiAzHYeP8APPpzXwZDdOtpDIqbbkx7GcSDezDopzjJyTk4I6DPFfoorV4L49/Zc0rVvttzomozaXPM/nJbSoskCvySBxuCkn1OOfYDwKlNys0exh60ad1I+VJri8iurue7Pl3TYmDxP5ivGw6Phc4IP0BwDW1p2oQ2otHtbWKRpnL3Ajg+c4JwWbOF+ZgcAA+9Q+K/DWqeCtSvNO1C1ukVGZhJKAqyDIXKSEfMu7oT2xmqkLNJpVzLbzCWEzKu2EZc5wNpIz8w4XFcW2h6y973uh02qeKp9St1Q20Mf2dn2m4UK2RnAD9e/wCYFWtN1L7Zp6XSwRytGCyPsBkyVAPyjG4jbnr02+lYV9pkkFn5ggWSNgVdpmCFzkcc5J24GT7niqjwXOmFJ1ubh4x8zurh8HGACO5xz2PHelzN7MfKuqL1zcy30UsizC7tzJvEnlGMna+N3JyQeCfQH8lvIYdStZfvRMyFHH2guqbcYPJJ3Ejj6gfSrCsmqTCKe+kYQwfLMwKrIxPLLxz343E4zn33riHT9UsbK3vJI5FMuIoxK8e5RuDE85YEshxyB25NHUd9DOj1+fwxCrad5MwkAt5leB93zdQwbhhwfYHp6V3PhrxLdM9pGyws6uq+WSX4KYUAAZwDngZ6Guev7GONvK0+4laCKdjDbyr5qtjqqkggKTjngfSqVje/2LrFwkplnRjubYfMZc/eUIG7Z7cd6u1tyN9T2qS8s9DvrOFwkdtNhpmnO4BgBleegIbuOn1qbUpLC/jkvba5bS3gJPm2kAd52IxjaOpBx1B47dCOIvrO2WGG9+3yG1mw0drICwVTkbSWy3JB4H0x0NddZ+KNMuLOWO7t5FigjZ9qQn95sBcnnGSQVIxz0FKPqJ+aGJcvrV1FEYJbOVbERHc4Bk+UbsHqjDOBkYxzitWHR4bfRYbq9S2vw2A4kCO0m/gOSxHJB5Ht3wMYNvqGrtp8c1+3kW0wE6x3Z3vBIHG1AQVzkNgZPTHuDu6XfWGvNdXOpJfCC1k8k7G2oznI24xkYLEnPHI5OMCpE3H31npWnw28sFk108CpCkUbKTbsOdxbqDgjgnAHoCaq+GtF0pvD9zJobeXc22EuraaPeY88lAQcHnOSOCcnis28sdo1BYzJpk9wQInWdSsXuFIxkngHbk4ODyasWV0ml6Hfae8/lukLTyCbAaUfNkknByxOc/p1o9A8y00NrNYxWxS4t9Yushrq4V4/LZOcKBwPlGQ3Q4HXAFe3+DNd/t7QLW7bd5uDHJkYy6nBI9iRkexFeBaVNFZ2ojbUJ476WQTi3jkBbthg3TnAzjjGRjmu++H/AIiS1v4kn1B3WaVoGSUqAJDkjOOPvDaP97HetqNTllZ9THEU+aF10PZY3qdTVCGTtVuNsivQaPClEmopqmnVJkfKv/BSJS37PdqRyV1+yb/0ZX5O61qulNNrVtNow/tGS8d47uOdsIAem05ByQT+Pav1l/4KPZP7PcGMf8h6xzn6vX5P+KtHg+1apftqkM939vaEWgLeYFwTu+bHAxt4yOOvTPZR+Eb6GJbx9PwHSipLVVjYEnc2RRXYiD+gJTUVwNwNS4pHXdXjHUcf4i0O21WPy7q2iuUB3BZkDgH1we9fPvxf8ES+FriHWtE06OKGNCJBbp5aREBsuxVfl4P3v9n8/qW4thJmsy60sODxmsZ0+Y2p1HTd0fDfhzxJcSXEemyrD5rys7CQElmB7MzY6jPzemOOtXdV0O5OsQmUFpvsy3EsswKSbnJBViOo4HJ3YGM8YI+k9f8Ag14b1C1MSaXDZSqxaG5tUCSwsTklDjgeo6HuDXgfxY8D+J/Btwby0jl1DSNsdubu3JeaMEgbpYgPmALH7g4HpXHOm1senTxEZP3ji0t7pUNxbWpjEcrRyW8aAui9N4YttxnuWB+Xp3rqW0+7W1iuNNtk1VdjKJPKUtEVYndtzk5HUAY556g1ymj6tFHY3N1HqPm27tIDIZAynGV3JhvXkg9yat6D4iud32aCVgrYKtIiGQnvt5PoCMe/PWs5XTOyPvI1rP7P5sdpL5tndh2JitI1KkkY3A/KeCuSOuehHfV1O4tLrWJraaR9OitUZluouWlBGN7YXk8dwD7ckVmfZbiHUFQIt5cBVlWQMQ8YZiThQDnILZx7de0LKNUvr7U/7KkF3MBGkUVwGJAIy6nJzu28DjntmiMdhOWrPQtM1TTVsUnsTM7tN5EUd1A22TDAEZY+p6561Z0q4Gsa1e6fcL9nvolAt7lSUimT721xj7nXjnHI9a4a11aSz0m2F9AzSbMTs5ZjEFAb94Djr7HB9q6nw0bUaLcXl/YG6w6tFtRlQdQuEHOG4Jyeeeta8qjqZczkdlaxzalcXFtLbWV1psBKC48xS23cArbRjHR/pgetV9QS5ksLu3guLu2toGeGaWCMMZgQV3/MCRx1YMCOO3B2LEx/Y4MQIROu8xvhVcgDJUDrnJHrx27UpL5rrxBLPcz+Q7RuscUb7wY85UtHxk4IGBnjPNTYdyO6tbq5fTdQgezsrmFcymQlwcYCnJH3sY49ziquk6UNH1S11QR28pWNwwhI3SOxHMjnGTjI69FxVez0/wDsvUJbe3mlQXBEap5PmMwHIJUEHZt+X5m4wMqc0pvNF0y6hs3iktXlXdHBcGRI5O+SzDnJHQ4Hb6lh6XsSzalfeKPPlsbcQWrKT5xPlmLlQwGeT8qnj3Arm9St7mXw/earYahHDLpdxHczRmcLLOoZW2bMDBAGercrz1zV/T7e31DUr2KzgazspEfbcSPthY7mGI8/MCTnKgn+E8d7dj4T+y3kkDzMI/LKzywRb8bcfLkgbRkjqvOPbmtIk3bPpzRdWg1rS7O/tm3W9zEs0ZIwdrAEZHY1rQyV4X8EfElxpOtah4QvZPNtwWutMmIPKHBeP8Ccjt1xmvbImr04y54po8WpDkk4s0lbNPBqvG1TUM5JI+Xv+CjAU/s9Rlui65ZH9Wr8jvF1rcvrWp3q2csFp9raISCNtgbk4yf4iATjPriv1u/4KOgn9naPBx/xPLE/+PNX5GeLtWul1bUtKN889h9uM/kqTsEgyoPI6gEr6V10vhE+hTs5D5wGc7Tx+Z/+tRUUFwu7KrgAgD6f5FFda2IP6EwtLtFOFOryDpIDFUTW4q5jNIUoAxrmzDKRisDUtIEmRtrs5IqpTWoY9KlxuUfPnir9nzw7rV1NcxwSaZPM/mSvY7U8xs5yQVPOSemDzXB638KNR8J2/nWSw38Me4zSbdk2wDOOSc9McH8K+sLjTQ2eKxL/AEVWB+X9K5pUkzpp15w2Z8ZXd5cW2oGbS51kvsA20UvIdNueAcHb3HPrWhYNEzRg2M1nqbMcyNFkuMAsSozwAVOW6cD2Ptfin4OaZqM9xdW1tFbXU7BpvkBWYDHytxxkKOR6Zwa8p1rw7deEdWkN5ovl2SbkikMjvFtYjBWQH5WBBGNqk5rm5bHowrRn13NDS9SOnzSW7mNrqH5GLJ85XrnJA4HsSOe9WbOyvobG4gldhYDbDBGR8sQLfJgNkE/MD97pn0GeS1G9gmufMWBbaO3iO+QNlCpySOeo6YH/AOutfw3mSN7hbpdhAdopXAJx8uMnovAOABnv3ybK5ruzrdPh1Jri40qSS+tVlTFvcqWK4BwwJHGevGMc8Cp7jR9TsWluZpPMnMSjcsxV0C4UkjGOBz8rDkEZGSa55LjyWj0/S1kvBGxmQyqTIWfkZA4AznqB90cGtUW03imGKa+sriyAYRPbLO0KMmSTuGfm9R7/AEqt+pJd1S6cppyrfBisWwzvHgSMeoVgpPBCk5bBwPw0vDanVrEJfwHzVdXjuiTGZGPV1KsNvKjI4z6dznR6jtsdRtEELlZcRraQswDEAZ3Z6jOeB2IwKdp6anYxNIsMWn20JPlRja8iAAYPykkAg88Z7nFJ7WKWvUiGh6lqV1crqMl5d2yNmKO0jjO5AV5Iz6gjJGf0rTl8RXmjx27RafdzpjynbAV0ypIIU8nHTHGCBxWfq2o3Glx31zbXUNxfSR73+6yxR7OF4BIG5W6eh71J4b8YRNo+oWslus0zStIu1VVVYgMHIGMnLKcc8HJJqelytnY6HSpn0G+iv0nkuJ48yhVRpJo8hvlYjOQe+Oe3bn1TwH8SNO8bQhIg9nqUabp7G4GJEwdpI9RkdR7ZxXhejahpxuZpJb+3ihEpa4/0gu8mBwqjJ57EAk/L7jFXS7qfTdba8hvfKhaUTx3pfyjbq/OzYzHcNr9R1wK1p1XT9DCpSVRW6o+toW4qyprzn4ZePZ/FEc1nfQkXtqik3SJsiuF6blUnIOeo6cj8PQY5K9JNSV0eLUg4txZ8wf8ABSBiv7OYPb+2rLP/AH01fkX4wuYW1bV7Y6f9nuWuzJ5+4/cG4Y2nJ+bduznHTAr9cP8AgpFlv2b36f8AIZsuv+81fkT4psbONtYuV1SOTUE1AxCzSNs+WdxLbj6EBSMdxgmuqn8JhLoZUcgjtg3JOcn+n60VSjvN1q0YbAyOaK25jM/oxFOWjbTq846BKWijFMY1lzUbR57VNTcUhFWSEd6qzWgbtWkRUbKDUjOfudMDA8Vh6hoaTIysgZWGCCMg12zQhu1VJrQN2rNxuWmfInxl8Eat4Z1pdVs23eH5uZ1JZvJk3ZIOeArDoeADxxxnhdOYtqhuAH1Cz8tp4GknVIGJ/hKrknoT0JHA4xz9v32lJMjKyBlbggjINfJ/xZ+D918O5p7jRNNubvwtdTNdXP2dsy2LE/MqjPEWOR8rBRkcDFc8o22O+jV+zI5+zs7VvJu4YLgW7ZV3tZ3MVupOCOMOARggjGMDtiuwl8RTXWigtDJPMm2OGRgNofdt3f7PBG70AP1rziSHUdPjZTZTLaSB3l2TlljG3BdQQRk4PPXn3xWta+IbrUNNtGt7iC7a3dldVcAmPcfmdQCMhR68bue1YNO53XR6HbQyTWMEOuz7Wu8o3lO3mMoDEKQrAbeO3uDwaj1DxVLHbzRWepXEyc2Tu05CsrYzlW3DOAx3Z/iIrFk15bezjR7Gygjz5QjnCmWQlW2AYzknr1z1HWta48m80rzrF2+1zzjdarEY1lkBLDfkhMcZ78Z696QjSPhSGW3txa3UttDIq/ajJGZWuNrHkEngcn7v94etNtFtdKhubbTo1utitHDfPD5g+YjJcluUBAOSe3fHGda65aXFlPp00ivf3SyRKUdRHCygCRQS2QPunIyDnIGCRSaWus6bpc9jJdedHj91JbxMYjnP3CuMkYxtzjila61KvZ6Fqy8N2PiiOLX5tQEtuqYENvIjq8isOQxGNvynHHqeCK1byW+jRbqz3PHECJf3SqRHyAc7eemCwPp9a5eNdS03VbCHT5pWRY/NFrvSIzBUw3ydAMnd2A6fR8dqsLak+oXFyuoXalYkadJERQxJztIyOdo7jOcnNQ4vuNPyPSv2f9d1HVNecancLLL9hd48OMlDKoViB13BQ2ccZ96+gIZq+WLXVtK8JXFh4msWg1C+01mQx4bzDbSHayjJ+UjK4zjp3xX0tp9/BqFpDdWsyz28yh45EOQynoQa9PDyUoWXQ8vFQcZ83Rnzf/wUicf8M48nA/tqy/8AQmr8hvGmlXq6tqt8bNrezN40IfkAsckYycnIGfTn6V+tX/BSeYr+zeDnGNbsj/481fkJ4p1CVdW1SBLmR4ZLppGjyQm8E846ZGWGfc+td8djzp7oxo2VUxk59KKikkCgsfqKKq5mf0mUq02nCuQ2FxRRRQIDTadQVpDIiKZipttMZaQERprLTmptIZXkhDVm6hpkd1BJFLGskbqVZGGQQeCCK2KjkX2qCkfCHxB8Man4J8bXFpHN5MNu5mWFroOiWynMcix8nPC54wMHnGaxdJ1jTfFvih5LS6+2W0KrHLDDE0Z2uSQFOSu49QAee3WvfP2zfhLdeO/AH9sadqTabfaJHJIdjFDLGxTK7vbb0IIOSOOtfM3wi02Hwj4dulMM0ls0URnkuhvYSlRkIBjpx09D3Irhqe67HsUZc8b3Os1CGSC+e4slmtYIm2eS8zlol2csv3cZ/wBrIBYYxzWjZ6lJpdk+kx6KtzEsWYLcELI6HPV8n5gAc55PGOcGtnQ9Dk8QxyXsoa2sZBJj+0vlaUYOJBtYnBwOuO5780/FepW+nWElncQRf2ej+VJOY2klZeBgAnJG5sbjweeTmo0saq7ehakvItJjls4kh0qeVFLtdyBi+1AArI5bA5HQ9ie2Ku2t1Pcz2TXGrqFA83bDbIoQYOCVHJPy8HsPTvw+p6h4ZmvLK0thcaPfRSY3pb7/AJNmA82dxIwcAHoSMcjjsdS8QW/hmPzttr5spyTCw3ysAoGWfHy45znuKcZKRUoOJZ13XoL6zNsz3Qls3VoZYZmhF0zKVY7em0kjhskZU1zXia6165tWv57CRNHjgVJSyhdgLEkNkrtzjnI64xyao65r4mubK/ub6xS5eN5Ps7bUiCbOVSUbvnyADlfXHrXl3ibUvFPxSvp7O2k1DV5LlSlvpukwvMltJ1J9Q2T97oAOuOKSd3aI2rRuz0C71aCxu00e1FvdxNAWCRmSSQISM5LBgAQNvUdMZ7n6M/Ze+JSa1o83huRGjjsHdbCWY/PNGGO5SPY5we6/TJ8D8Bfsp/E/X0lW/vLfw1aPDxdXtvAbh5BnaRHEBgj1bBBGRmvpT4H/ALOenfB/ff3GrXniLxBNEI5L+6YhVGBkImTjOOpJOOOBXZh6VSM+bocWIrU5w5ep5p/wUpkI/ZxGOv8Abdl/Nq/IvxdqireanYtp0NvL9taX7QAwk28jHJ6NkN6elfrd/wAFLGZf2ckwcf8AE8ss/m9fkV4qh05rjUp47uRr77e6+Q8e0bOSWyMg/Nx1H0549ToePPdGC024cnBoqszYoouZH9Luafmos04VzWNSUUtMzS7qBD+KKbTqAENMYVJTTQO5XZahbirbLUDR57VNiiKkqTyqesNKw7nO+M/DMPjDwvqejT/LHeQNFu5+VsfK3HoQDj2r87fHmoa98DPiE+l29jJJeWjs000UjNFKhB2jyyhB3KV5JGM9K/TcRivnr9oj9mzW/ij4iTWvDOradpF3JaLaXX2xJMPtZir/ACfeIBAwQPu9T25a1JyV47nbhayhK0nofOY+K1t4st1TUNYXR7aeMM920JjaU8bo1wMnngE9eePXmP8AhPPBVrcPb2GrvqMgf9xNM29xj5gHEhJ6jqMYz6V7h4b/AGHI47hbnx14mutdKkKLDTy0FsYxn5GJO7HP8O3617f4T+FfhLwPBHFoXh3TtMEYwskNuvmdurkbj0HU9qwWFb+J2OyWOjHSCv8AgfDPinxt9quI/sE8j3t0gizBayrMFGBjlOhPC4HpXR+CfgH8RvFt3bz3enXNtZyIYpTrreQ0KZwMEZkJK88DGa+7ljA6DFPCjGP5VvHDwic0sZUe2h4L4H/ZE8OaMLabxFd3HiKaDlLdmMVspz1Kg7pD7scH05Ne56Joun6DapaabY2+n2qfdhtYljQfgoAq3tqVE9q6klHRHI5ObvJl6M5UVJTIYzirKx1qmQz5D/4KaA/8M4xdv+J9ZfzevyK8T6XereajfTW/lW/2swhiFQliCRhepyoySBjkeoz+v3/BTRAv7OMGf+g/Y/zevx48VSGPXNTgjmla3+1O5RvlG7JycZxxyM+npW3QxmYze9FNYgdeaKRmf0uA04NxXzcf+ChXwCViP+E/jJ/7Bd7/APGaT/h4f+z/AP8AQ/pn/sFXv/xmszWzPpQNTt1fNP8Aw8P+ARyB49UH/sFXv/xmkH/BRT4ArwfHZP00m9/+M0gsfTG6nZr5kb/gox8AV/5nd2+mkXv/AMZo/wCHjXwD25HjOZv+4Ref/GqAsfTdFfMDf8FIPgIuR/wlt0fppF3/APGqYf8AgpL8BxyPE96w/wBnR7r/AON0gsfULUw18tv/AMFK/gSv/Mw6iR7aPc//ABFMk/4KWfA1fu6zqz/7uj3H/wATQI+pqXNfKTf8FMPgkBxqGtt9NHm/wqu3/BTj4LLkC48QP2+XSJP8aQz62zQcV8it/wAFPPg2v3U8TP8A7ujt/wDFVDJ/wVE+D0fS08VP240j/F6Bn1hfQCRTkViSQFWxivmGb/gqJ8JmX5NG8ZSf7ukJ/WWsu4/4KhfCxW48M+OJP93SYR/OelYo+tFhNTLbk18ep/wVI+GTf6vwj46k+mmwf/JFK3/BUr4fLyngbxww/wBqxgH/ALWosB9jra1ZjtvaviuT/gql4GThfAPjLP8At28C/wDtWlX/AIKoeE2X938OvFb/AFEA/wDZ6qwXPt+OHFSiOvhlv+CqWgLwnw08SH/emgX+tVZv+CrekK2F+GOtk/7d/CvfHpVak3O4/wCCnPy/s423/YwWP/s9fj14wvn/ALY1W2eG3O67MgljVdwA3ADK8chgT3yBnvX2z+17+3ZF8evhavhuLwLfaCsGpW9895Pfxy4EZYbdqqDklhzmvh3XL/Sb63u7iAXQ1Ga8Mg83bsERBJ6fxbv0rToRIw2bvRTGPqaKRJ3ereJr+CzsimsrcysnzpGOV4V/mPc5Zlxx/q/ep9P8SXFxpOp3Fx4gFldZ/c27RFt3ys/ykdOVCc8Dd78FFFx2K2g+M9SvdasYr7WjZWgb55nXcowSw3AckE4BxziqWoeMNUhuLm3i1l7u334SbBG4DoRkZGfT2ooqbgaWreLrjT1sH0/xDLfkIplXyWjw21HO7JIbDO6cdfL6YIJIfFU8nhe5mk8Rzx6oJvktWViWUBQMMOBne55/55iiilcCn4f8YXc2sRNqGry21uiMxfkhmVCUUgA5yQAfqapaj4y1W1urq2tdbuLq2WYiOcMyl1BIBGeQCDnH09KKKVxEuveLLuG8gey12W+Tyxu4dQpBKgEMOSVCsfdjUn/CUP8A8Im8g8RXY1YzA/ZSX5UZHDYwOuevPoNo3FFO4EPh/wAW3N1rEQ1fW7y1smidXkjLMQfLIX5R3J284zznrWOvijVgrINRuQpbcT5pzn65zRRSA0/EXimSHUwdJ1m+uLX7PGpeZip3mMBxj2ORn8c96pNr11JoyE6tO119oP7ne+5U2j5t2MHJ4xnjHTngooAs6D4iMmrbtW1O+htPJkQtbtuYHyyFAByOTgZ985HWsltcv5EVGvJyqkkZkPfH+AoooA0de1hV1iaTS766a0ZFCtM2GyUAcEDjqWGcD14qKbWIm0K2hWe8bUVuZWk3SDyvLKoFx/FuyGzk4wBjqaKKAHaVrUSyahJqMtzK81tIsTRtn98cYLZI46/pwaow30hMaSyyNCrbtu4nrjJHPXgflRRTAua5qkV3rWoT2Jmis7iVmVJCdxUtkBuTk5wep5FQ3N9HLa2aIZN8aMr7jlclyQV/Aj8RRRTAsWupQLp+qJcRyS3lyqCKbecLhwzbuec4HXPI/GoW0+2+w+edQi8wpuEKqS2c9D6UUUwMtqKKKQH/2Q==) | ASR 1932 x6 0307 Kværnsten
Kantfragment af formodet kværnsten.
Den ene side er ret flad og glat, ligesom kanten er tydeligt tildannet.
Den modstående side mere grov og ujævn.
Mål: ca. 15 x 9 x 4,5 cm. |
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) | ASR 1921 x046 0307 Kværnsten
Kværnsten
Med planslidt flade
Længde 35 cm. x 21 cm. x 11 cm. |
![](data:image/jpeg;base64,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) | ASR 1921 x046 0307 Kværnsten
Kværnsten
Ildskørnet. Kværnsten med planslidt flade
Længde 21 cm. x 12 cm. x 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 2441 x047 0307 Kværnsten
Største længde 27,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 2441 x022 0307 Kværnsten
Største længde 30 cm. |
![](/grafik/intetbillede.jpg) | ASR 2441 x020 0307 Kværnsten
1 næsten plan flade. Fragment, let smuldrende |
![](/grafik/intetbillede.jpg) | ASR 2441 x028 0307 Kværnsten
Samme som x22 |
![](/grafik/intetbillede.jpg) | ESM M0269 0269 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ESM 119/64 AE 001 0307 Kværnsten
Kværn - lys rødliggrå granit - let nedslidt, med en dybere fgrov nedslidning i midten 32,5 x 22cm |
![](/grafik/intetbillede.jpg) | ESM 119/64 AE 002 0307 Kværnsten
Kværn, rødliggrå granit med rødlige pletter. Svagt nedslidt. 32.5 x 22 cm. |
![](/grafik/intetbillede.jpg) | ESM 116/64 1177 0307 Kværnsten
Kværnsten - finkornet granit længde 33 cm bredde 15 cm. Oval med jævn nedslidning. |
![](/grafik/intetbillede.jpg) | ESM 0201 x7 0307 Kværnsten
Kværnsten 15 x 22 x 14 Granit - mulig kornkværn - spor efter anden anvendelse |
![](/grafik/intetbillede.jpg) | ESM 0045 AH 041 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ESM 0086 x0990 0307 Kværnsten
1 granitløber, ca. 20 x 16 x 10 cm.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1052 0307 Kværnsten
Granit-fragment, antagelig af en løber. Mål: 12,0 x 11,0 x 6,0 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1178.01 0307 Kværnsten
1 kværnsten af granit. Diam. 28 cm. tyk: ca. 6 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x1356 0307 Kværnsten
Mindre fragment |
![](/grafik/intetbillede.jpg) | ESM 113/63 900 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ESM 113/63 901 0307 Kværnsten
Kværnsten, rødgrønlig granit. Plan flade, ene ende afslidt - 24 cm x 19,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 1891 x003 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ESM 102/66 AD 160 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ESM 102/66 AD 177 0307 Kværnsten
Fragment af kværn, grålig granit lo x 8 cm. |
![](/grafik/intetbillede.jpg) | ESM 0450 x1005 0307 Kværnsten
1 fragment af ligger til kværnsten |
![](/grafik/intetbillede.jpg) | ESM 0450 x1089 0307 Kværnsten
1 Kværnsten |
![](/grafik/intetbillede.jpg) | SJM 461 x24 0307 Kværnsten
Fragmenter af samme kværnsten. Glatslidt på kværnsiden. |
![](/grafik/intetbillede.jpg) | SJM 166 x045 0307 Kværnsten
Fragment af kværnsten ca. 15 x 20 cm. |
![](/grafik/intetbillede.jpg) | SJM 166 x051 0307 Kværnsten
Kværnstensfragment ca. 22 x 34 cm |
![](/grafik/intetbillede.jpg) | SJM 383 x051 0307 Kværnsten
Løber, 32x13x9 cm. Nogen slibning på kun halvdelen af modsatte side også. |
![](/grafik/intetbillede.jpg) | SJM 432 X18 0307 Kværnsten
Sten (kværnsten fra grube - dateret på baggrund af fundkontekst) |
![](/grafik/intetbillede.jpg) | ESM 1904 x0356 0307 Kværnsten
1 kværnsten |
![](/grafik/intetbillede.jpg) | ESM 1904 x0358 0307 Kværnsten
Fragment af kværnsten |
![](/grafik/intetbillede.jpg) | ESM 1904 x0363 0307 Kværnsten
1 kværnsten |
![](/grafik/intetbillede.jpg) | ESM 1904 x0446 0307 Kværnsten
2 fragmenter af kværnsten |
![](/grafik/intetbillede.jpg) | ESM 1904 x0470.02 0307 Kværnsten
1 løber af granit |
![](/grafik/intetbillede.jpg) | ESM 1904 x0501 0307 Kværnsten
1 løber |
![](/grafik/intetbillede.jpg) | ESM 1904 x0502 0307 Kværnsten
1 løber |
![](/grafik/intetbillede.jpg) | ESM 1904 x0503 0307 Kværnsten
1 ligger |
![](/grafik/intetbillede.jpg) | ESM 0246 AC 0307 Kværnsten
Ligger? af granit. Mål: ca 23x17 cm. |
![](/grafik/intetbillede.jpg) | ESM 0137 BO1 0307 Kværnsten
Kværnsten, granit. Mål: 26x18 cm. |
![](/grafik/intetbillede.jpg) | ESM M1084 1084 0307 Kværnsten
Størrelse: 31x34 cm. Tykkelse: 24 cm., Grålig, finkornet granit. Hullets diameter: 6,5 cm. Hullets dybde: 4,2 cm. |
![](/grafik/intetbillede.jpg) | ESM M1084 1085 0307 Kværnsten
Størrelse 39x43 cm. Tykkelse: 19 cm. Lys, gulbrun granit. Hullets diameter: 7 cm., Hullets dybde: 5 cm. |
![](/grafik/intetbillede.jpg) | ESM 1421 X1327 0307 Kværnsten
Granitkværnsten? Een glat og plan side, mål: 34x18 cm., tykkelse: 14 cm. |
![](/grafik/intetbillede.jpg) | SJM 570 X4 0307 Kværnsten
Kværnsten, eller mortersten |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACivyysfi78QJWGfHPiQ/XV7j/4uuq0v4meOZNu7xn4hb66pOf/AGegVz9I6K+A7P4heMCBu8Wa4311Kb/4qtOH4geLD18Ua0f+4hN/8VQFz7por4gj8feKv+hm1n/wYS//ABVSjx54p/6GbWP/AAPl/wDiqAPtqividfHfik/8zLrH/gfL/wDFU/8A4TrxR/0Musf+B8v/AMVQM+1aK+LP+E68Uf8AQyav/wCB8v8A8VR/wnXin/oZNY/8D5f/AIqgD7Tor4qPjvxT/wBDJrH/AIHy/wDxVJ/wnfij/oZdY/8AA+X/AOKoFc+1qK+Jz488U/8AQy6x/wCB8v8A8VSf8J54p/6GXWP/AAPl/wDiqAufbNFfFA8eeKP+hl1j/wAD5f8A4ql/4TzxR/0Musf+B8v/AMVQFz7Wor4q/wCE78U/9DJq/wD4Hy//ABVL/wAJ34o/6GTWP/A+X/4qgZ9qUV8Wf8J54n/6GTV//A+X/wCKprePPFH/AEMmsf8AgfL/APFUAfatFfEcnjzxV28Tax/4MJf/AIqqs3j/AMWc48Ua0P8AuITf/FUCPuaivge6+IXjBc48V64P+4jN/wDFVi3nxL8apnHi/Xh9NTn/APiqAufolRX5nX3xX8dR7seM/EI+mqz/APxdFAXOL0ezLbeK7bS7Paq8VlaTYhVXiursYRxxVEly1hAUcVoRR+1Mt4c44q/HD7VIyOOL2qdYjViO3z25qdYB6c0DKiQ07yR6VcENJ5dAyp5VBjxVry6QwjNAFQx0eXVvyaTyhQIqeXSGMVa8ineR7UElLyxS+Xirn2frR5HtQBU2Uu2rXk0eRigCtsprR1b8rFJ5ftQVcz2hqvNB7VrGHNQyQ0Ac9dQ9awr+368V1t1D7ViXtv14oEcJqlvwaK1tUtflaigC5p0OFFdFZQ9OKyNNj4Wuls4eBTYi5bQ9K0Y4eBUdrD0rQjhx2qRoakWKey/nU6xcUNCaZRX4pDtqV4TUDRv3oANy03zBUMilc81ga54osdBZFvLoJLKcRwqCzv8ARRz/AEpNpK7Gk3ojpvMWgKCK4S8+INpZxbxDdTvx+5jjG8Z6ZyQB+Jrm9b+K2tRQyHTrawt242G7kZiBkDJAAGevGaxdemupqqNSXQ9hVeOlOAAr5/s/iJ4pkcyTa5JHNty0X2KMQ4ycYyM/iTVeT4qeK1DL/au7OcSJbREL9Rt/z61n9aplfVah9FELim8V81N8RPF03mebrVwyHGGjhiTbz7LUui/FDxLpt3Jm+N+PuiG7wys3+8MY/A4GeRS+tU7j+qzsfR/y0mVrg/CfxU0vxFGI7phpN73gunADZ/uucBvp19q660voL6MvbTx3KA7S0ThgD6cfWuqMlJXTOWUXF2aLjYoABqMKTUiqRVCArjNRSIKmbOKiagooXEII6Vi3kPXit+asy6UN2pknJ6jb7laitDUIwA1FIBNMtyVXiumsYDxxxVXTbHAXiuhtbT5RxSuFiS0hzitFLf2qS1s9o6VeS39qRR5p42+JS+G7prKzsvtN0vDySMBHH07Dk9fb8a4Zfij4s8ws9xYohY4VbYsAAPUkGsDxbrR1TVNUunAVjcvtXb95N7hf0A9+ay11YTSPFISHzlR6D0rwquJquT5Xoe3SoU+VXWp6RpvxuureFV1nSoZJAMebYy4DnnkI3I6dz1ouPj3b+W5j0S4Y8bQ0oHPvwcdvWvN5nQ7mZBnp0x/k/wCFJlI4x5gwBjb9aX1yt3H9VpdjqNW+IHiTWMYvbPRrNx/ywjLTjJ4BLHHpyMVyFxmzu2lt7lru6By95O5kdvfLGqs1xDJI+MqeckiovtCqEUHcB045/wDr1nKrOfxM0jThD4UdD/aDzwwq0rmUDpGeuQeM+lZ01qvnDcCzKcfNj72eeo9jTFuljtxu+8ANvHXr/wDqp9tOZvmY5x91iP8APpWauPQU+ZNnzMjjBI6nuOfTn9aga1jkVdg3Zb5S3Y+tX12yBi2Np67uv1quu+HCkfKMfMOg4xxRcCO3t+oCkkNhQCQf0/CopNPj84Pjgj+EdPrV+3dYSwHG78qYzLMqEHJH+e9O4ivHB5KknO3IIXPfrWpo6yWSRm2nazI4/cyFG55OGXB6+9ZrKNrHGV6H/Gp7J4mkbzUUdxj2PP4/4UXa1Q7J7nYaP421PRr9Zpbma+h2bGt5nLB8ehP3T79/5eseFPEdj4u0aLUbF90bEq8bY3xOPvIw7EH/ABHFeCPMs3l4dciRTtyeDxz9avaNq97a619os7x4bqSRpGdD8spOPldRww446Y7V2UMS6ek9UctbDKesND6DaHIqF7c1F4Q16HxZocF7Goin2gT2+7JifHKn+hrZNqfSvai1JXR5Erxdmc/Nbnms64tzzxXVzWm7tVC4sc9qZBweqoY1ait3WNHMsbYHNFJlHQWOm/KPlrat7HbjirGj2bNYxM4+ZhWstqFxxUXGUobb2rmPil4tj8FeFZ5lfbe3AMNuvfcR978P54rvIoBjpXzJ8ftTnuPFkkRlZ4o2MUaD7qgBc/qTXLiKjhHTdnTQp+0nr0PM9SuEkhtkZmJjVi2BnknofwxU1rIu1SDwvAccAe/Wo7SzS4njb5s8/Kv5VsfZo/LYk4Xrs6DHtj614zfQ9gqSMsinb8rAY9xWffXUkaFT8yY+8AOuP1rVvokjgV1PU8Kfw/SspovM5XJGDn61mi2ZzLujBDYOetPt4znnlsY/CrX2baM9V9KZEw3MuO/fitTIfHFI7IGY8ckMPwGK04rcxr3x2HvUUcpjVgy+hxjrUxkUqCvT3NAEqhdpO/Hbke3b/PeorqTex+6o/wA96jV1XaSwx6801XDbucjHpRYLi/MWVS+FxjGef1pZvlwqjjqW/Hmms/AwcDPT+dQs21h8wwTjAoC4SsAjEOoBP+c1G1wWXZI7EHHAPb0/SpHZBHkHJUc8VUbYXDDPb5WpjJl3wkj5sYxyeep/Lr+tKlxIsiTb8OxHy7sYx/n9aSPBfKklc9MdeeadcWsckZ+YDH4f59KVwPY/gbqjTaisJLYmV423Dglec/XGK9x+ye1fOPwXvJLHxBYh2XyvOCdeRuGPy619Tra7h0r1cHL3Gjy8XH30zBksj2FVpLL1FdK1n7UxtPJ7V33OE5C608FTxRXTzaWWU8UU7iLlnZiK1jXHQVIYTxitIQgRgAU3yaxubWK0cO3tXz78efBCJrpv9h+z3cZkVh/DIo+YAepGD7k19GCPArzb49s8HguO5jGPIukZn27tqlWH8yK5sRHmpvyOjDy5ai8z5O0+Q4VB03c+/P19q1JJFYADluhxTruzgiZZLYZWTHlqWwQfp371FCd0mdxXjjnGf/r1471PX2IbpvMAXI57VSTCLgDdzggDP41ryRrJFwOV71n3Fu3zMu0A/pQhSGXEkbRk5w2Oh4/lWeEXaSnOenPQ1eeMlcMyn6cVVYJGVC7WAHJGapEj2mfbgAn60nmMI9o3DJz1qTzldSEHrntTJJvL/wCA8k59qoQxYgx3b+3PWn7GQDDd+BTfOXjA/pzRHc7d+UJDDgelFgE+Y8F+OtMbC5LNn6inMyrhyNoz/wDrprPGi5JbHYgjigBykbRl845//VUckv7w7R9cc09VO1uMZOeV65q/Z2qsAWC88dMVL0KWpThy+F2k+2P1qRwVTg5+gwOlakdv5KuDtXcf4cdfbvWZfKrLtYEnOCAf0qLl2N3wjq0lrcLAAH3sSexz9a+09FuF1LTbS6UYWaJZMHqMgHFfCWl3H2OaMoxJXBJB756f59a+tfgT4oTXNBmsyzGW3feqs2cIx6D6Ef8Ajwrtwc+Wbi+pw4yN4KXY9Ia34p0dpntV1Ys8VYigFexc8gz/ALCCOlFbAgGKKnUDKEfyimsuKtbDwBQ8dSbFBqw/FWg2virQr3Sr0E290mxtvVTnKsPcEA/hXQSqRVC474qrC21Pizxp4E1T4fa0YLsb4xk2t1GuEkGMbhnjIB5Hb6EGstbqCW5ZLc/vWwHVuu7GcDt/ntX2Z4i8N6b4q0uSw1S1W5tn5w3BU+qkcg+4r5T+KnwPvfAurLqlh5l3pO/KSrjMZJxiQAdeQN3Q47GvNq4e2q2PQpYjm0e5jDKSMCOnQk0yZTJnay7AcnnvS6dIlxYxskiyNlmbzfujBwVHbnj8ad5Dt5kcamRwCTsXoO5P0rgacXZnd8S0Mx2fcwCAqeM55/CqMi/NjBUEY3Ac1sNCygO6sFbvtwDz2qKazRVO5TjGTzx+FO6JsyhHDtBAUj/aBqNm555GBkknv3q5NatAAGUkZzyfbj6VSkhDId6urYzjb+vtVCIvLBKkPkKOVx+tSQquPl59R1xSSRmCRfkkHHJx/iaX960byw2zvGPvbVOF/wAKYEotXVlYcxDrkdf6UfdJ3YKnnYtOt59rE5Rs/eBIx+XepFzJnCBl/wCmeOP8ai5diSNkmwpcrxnBxkEdqnjlWRAVwQO2f1qCExKocxSZ+7tPII9adcAJgKu7HPHSs2Wi554MLMSAR2boPes6SQbCOfLJz6Z7VL5LyDCjOWxgnn60025CjGCzDoCMY7fy/SpSKbKrSGHYylc9Dx/ntXonwi+INx4R8TWcskpFrI/lzIRnMZIB/EYyK4KGxWRivJ7Ky9Dnj/OK0NPaysb6KSeeMKJAAM4wc8A+gzW1O6aaMppSi0z7/s7iO6gjmhdZIpFDo6nIYHoQa0bdd1eKfs2317c6Lq1vNP51jbzoLYHB2ArlgCO3AP4mvcLdele/B80VI+flHlk4koj4oq1FHxRTuIzI4BtHrUUkO0VoLENlMkh+XpQWYVyp5rMuF9K6G4tzjpWXcQdeKAMV888VRvoI7y3kt50WWGRSjowyGB4IIrYnh4OBVCS3K9RVknzN8Vvho/gKGfW9NDT6NG/mNarkGAk459VyevYnn1r5h1T4lajNq0s6SfZiz+YNp5DfXHFfpLq2m2+qWNxZ3UKz206NHLG4yGUjBB/CvGb79lH4eyM7ro0hJOQrXcu0e3DVzuhG90dMa7tZnyBafFK+sTDGJkgQNndGhJJ9QM/Wuus/iIZNP82eJbi6YltxBXkngcY4+leueIP2a/D1qW+y6WsY9N7n+ZrjJfghY2crFLWRSeM+a5/maxlQT6GscRY4Gb4jarGTtgt+DnleT+Oemayp/ipqN9I8ZKxkdWjUAj6NjP5V6cfg/ZquPsrN/vM3+NVZPhLZRnIsI8+6ZpKil0G6/meX3fxEvw0Ymvbp4oyfLAbBJwOpxkjgdferTePkuIVW4ctuOXCklTx94DI54r0H/hWsC8fZgPbbUqfDmDjNqrfVafsl2F7Y8bufGUiTSPCfJiB4wNrPn25/yaunXL7yx5mpJEGAPlkHI/HmvY4fhnbn7tjF/wB+xV21+E9lK+X0y3OeuYVP9Kr2SJ9seIyeMNTiQRrfSSsuMFcYHPr3q/D8QtTuJBDJMqh12tKeox3A9a+iNL+DejXBT7RpNs4H/TID+Vd5o/wV8HRW6xt4a09++5oQT+fWqVBPoT9YZ8dya5eqrYv94K/MY3YgjIPOe/vVdfE9zC4jE27I6gHP07V95ad8E/Asasf+EU007uu6AH+dbFj8IfBFnIskXhLR1ZehNlGcfmKr2CF9YZ8N6B4kubixmiDGXy8Ony/OD0Ix3zz+tep+Cfg14s+ISu8GmnTrKRlKX1+vlptHcD7zd+gxX1xpHhDQ9KZTY6Lp9lt6fZ7VEx6dBXU28fSn7GMdROvJoz/h74NtfAvhiy0i1w5iQebNtwZpMfM5+vp2GB2rtrZTxWfbr0rWt16Vrsjm63LcKcUVYgXiiouVYoxrlcUroNtQxzBVHNOaYUAQzRgg1mzw+1ajyLiqc0i0AZMlsMHIqjNbj0rXlcVQnYHvVoRjTQj0rnPFniK18J6HqGp3MM00VnbyXLxwJukZUUsQo7nA4FdXcMKzLqBJ+GGPQ96oR8vXX7Y2l30jLF4F8TSx87WFjlj6cZ+vesa6/aYa7b/Rvhn4pm9P+Je39M19P2/hDTLCZ5raH7PKwIaSJipILFjkj1Yk/U0+TTIV6S3Of+viT/GruuxNmfKLfHvxFcf8e/wh8Uyjt/oEv9ENdJH40sruygmvfG/gvw7dyRq82lai5N1ZuRloZl81SJEOVYEDBB4FfQL6XCer3DD/AGp3P8zXNXfwr8H3FzNcy+GtKluJnMkk0lnGzuxOSzEjJJJzk0XXYDxabxhocXLfFTwR/wAAtHb+VxVGbx/4bT/WfFbwyP8Arjpcp/8Aapr3eP4c+F4B8nh7TE/3bSMf0qzH4O0SH/V6TZx/7sCj+lPTsLU8D0fXvFPibVkj8ErpvjXQlQrPrRc2MUM4yTCQwZiQuw5CkfOPSp7n/hco0WSe18M6Kt4HVBA2pJ5hBQEsA2FwGJHL/wAPQjBP0DDothCMLZwr9IwKtw2duvSCNf8AgIo07CPEtP8AiF4XGh29/wD8LA1icCfy2jg0dROx68xmDcE/2sD616J4L8VafqXia60zTtU1XW5FiWctdWQjtY1yAQkojXLZYZBJ6Hpiu6t7eFf+Wa/lWjCyJ91QPwpXQ7Fm3txtGRg1bitxxxVWGYVehlBpXKLNvCtatrbiqNuRmte1xxUMZbhtwtaMEQwKrQ4q/axqPc5qGMtRR7RRUygYoqCjiFvvl60n27d3rL/s3Wdv/IIv/wDwGf8Awo/s3Wf+gRqH/gM/+FaWJNFr3tmoZLsY61T/ALO1n/oEah/4Cv8A4VDJpetdtH1A/wDbrJ/hRYCeW8AByapTXgboeKhm0fXm4XRtRx/16yf4VWfQfEHQaLqB/wC3ST/CqsFwmuAzHmq8kvy8U/8A4R3X/wDoCal/4CSf4U1vDuv/APQD1L/wEk/wosIrPMSOuag37utXD4b17/oB6l/4CSf4VG3hfX2Uj+w9S5/6c5P8KYFNyO1RMBzV/wD4RbX/APoBal/4CSf4U0+F/EH/AEAtT/8AAOT/AOJoAziopFUVof8ACK+IP+gFqf8A4Byf/E0f8Ir4g/6AWp/+Acn/AMTTEUD7U5avr4V8Qd9C1L/wEk/wp3/CK6//ANAPUv8AwEk/+JoCxWikAqdbgDjNP/4RfXx/zA9S/wDAST/ChfC/iD/oB6l/4Byf4UCJYpu+atw3Iz1qqvhvX1/5gepf+Akn+FSr4f15f+YJqX/gJJ/hQBr291jFaVvfY74rn4tF15T/AMgXUh/26Sf4Vdh0nW1xnR9Q/wDAWT/CkB0sN/05q/b6j05rmrfTdY76Tfr9bZ/8KvQ6fqgxnTL3/wAB3/wqLFHSx6gcdaKyYbPUlHOn3f8A34f/AAoqbBc9ToooroAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z) | SJM 1253 X142 0307 Kværnsten
Skunnekværn. Ikke hjemtaget! |
![](/grafik/intetbillede.jpg) | SJM 1253 x090 0307 Kværnsten
Fragment af mulig kværnsten |
![](/grafik/intetbillede.jpg) | ESM 1421 X0337 0307 Kværnsten
2 kværnsten |
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) | ESM 1917 x1955 0307 Kværnsten
1 ligger (25x22x9) cm. |
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) | ESM 1917 x1912 0307 Kværnsten
1 fragment af ligger, 26 x 19 x 6cm |
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) | ESM 1917 x1869 0307 Kværnsten
1 rund knuse/slibe sten, dia. 13cm. |
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) | ESM 1917 x0067 0307 Kværnsten
1 ca. 14x18x10cm. fragment af ligger |
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) | ESM 1917 x1659 0307 Kværnsten
ligger, 39x9x14 cm. |
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) | ESM 1917 x2033 0307 Kværnsten
1 fragment (14x13x7cm.) |
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) | ESM 1917 x2058 0307 Kværnsten
1 fragment af ligger (24x19x11cm.) |
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) | ESM 1917 x2054 0307 Kværnsten
1 ligger, 40 x 27 x 11cm |
![](/grafik/intetbillede.jpg) | ESM 0430 X0250 0307 Kværnsten
Fragmenter af underliggere fra kværnsten |
![](/grafik/intetbillede.jpg) | ESM 0730 X0178 0307 Kværnsten
2 kværnsten |
![](/grafik/intetbillede.jpg) | ESM 1697 x0168 0307 Kværnsten
Kværnfragmenter |
![](/grafik/intetbillede.jpg) | ESM 1697 x0176 0307 Kværnsten
Kværnstenfragment. |
![](/grafik/intetbillede.jpg) | ESM 1697 x0190 0307 Kværnsten
Kværnfragmenter |
![](/grafik/intetbillede.jpg) | ESM 1697 x0286 0307 Kværnsten
Drejekværn |
![](/grafik/intetbillede.jpg) | ESM 1697 x0328 0307 Kværnsten
2 stk. kværne |
![](/grafik/intetbillede.jpg) | ESM 1697 x1125 0307 Kværnsten
1 kværnsten |
![](/grafik/intetbillede.jpg) | ESM 2713 x0205 0307 Kværnsten
Løber til kværnsten, beskrevet i notesbog. Ej hjemtaget. |
![](/grafik/intetbillede.jpg) | ESM 1697 x0311 0307 Kværnsten
Fragment af kværn? |
![](/grafik/intetbillede.jpg) | ESM 1697 x0234 0307 Kværnsten
Kværnstesfragment, Mål: ca. 32x28 cm. |
![](/grafik/intetbillede.jpg) | ESM 1697 x0492 0307 Kværnsten
Kværnstensfragment. mål: ca 26 cm. |
![](/grafik/intetbillede.jpg) | ESM 1697 x0496 0307 Kværnsten
Kværnsten |
![](/grafik/intetbillede.jpg) | ESM 1697 x1345 0307 Kværnsten
Kværnsten. Ligger i to dele. Samlet længde: ca 44 cm. |
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) | ASR 583 x0003 0307 Kværnsten
Fragment af kværnsten af lys glimmerholdig sandsten. |
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) | ASR 581 x001 0307 Kværnsten
1 fragment af en kværnsten. |
![](/grafik/intetbillede.jpg) | ESM 1697 x1268 0307 Kværnsten
Kværnsten |
![](/grafik/intetbillede.jpg) | ESM 1697 x1259 0307 Kværnsten
2 Kværnsten af granit |
![](/grafik/intetbillede.jpg) | ESM 0862 x13 0307 Kværnsten
2 granitkværnsten. I 4 dele? |
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) | ESM 1566 X400-b 0307 Kværnsten
Kværnsten, fragment |
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) | ESM 1566 X321 0307 Kværnsten
Kværnsten, fragment |
![](/grafik/intetbillede.jpg) | ESM 1566 X244 0307 Kværnsten
Løber til kværn |
![](data:image/jpeg;base64,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) | ESM 2713 x0165-01 0307 Kværnsten
Basalt - lille fragment. Måske fra kværnsten. |
![](/grafik/intetbillede.jpg) | SJM 496 X19 0307 Kværnsten
Mortersten - knækket - 13 x 10 cm |
![](/grafik/intetbillede.jpg) | ESM 121/64 AG 111 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | ESM 121/64 AG 112 0307 Kværnsten
|
![](/grafik/intetbillede.jpg) | ESM 121/64 AG 114 0307 Kværnsten
Kværn - rødliggrå granit - med brunlige pletter - let hvælvet - 22,5 x 23,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 121/64 AG 115 0307 Kværnsten
Kværn eller slibesten - lysgrå granit - med mørke nister - let nedslidt - 20 x 20 cm. |
![](/grafik/intetbillede.jpg) | ESM 2321 X0616/-c 0307 Kværnsten
kværn, løber |
![](/grafik/intetbillede.jpg) | SJM 166 X177 0307 Kværnsten
Fragment af kværnsten. Ej hjemtaget. |
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) | ASR 882 x04 0307 Kværnsten
Lille (ca. 10x10cm.) fragment af granitkværnsten. |
![](/grafik/intetbillede.jpg) | ASR 908 x1 0307 Kværnsten
Fragment af grovkornet, rødligt granit skubbekværn. Mål: Ca. 20x10 cm. |
![](/grafik/intetbillede.jpg) | ASR 910 x1 0307 Kværnsten
En skubbekværn, tosidig slebet, med råt tilhuggede kanter. Mål: Længde: ca. 35 cm. Bredde: 15-16 cm. Største højde: 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 910 x1 0307 Kværnsten
Forarbejde til skubbekværn. Siderne råt tilhugget, flader uslebet. Mål: Længde: 33 cm. Bredde: 15-16 cm. Højde: 9-10 cm. |
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n/9tSxF18J45mgadIboZVc5G5SBjFe/Futc58QPCtt408I6lpNzGJRNETHkfdkXlGHuGArnrR54OJ0U58s1I/NaxhS+0qEN5yvHuaV43PyKHP8ALqPqK63wjqNxqOm3j3COIo3UxSqhAdRwwGRyQcfQ4GazrPw/diaXSYVYTS/LJ5LbCBg5x3IyP0Fdzqmix6TothYxRSRraR/KseAr/Lja3U46HkenpXzEpLY+spQ5k5HMxwhrwkNGTtxjCglvy+v5VqpMNi+ScFU25Uk+/wA3vzjp2rBkvD5iXLQNDIuWe36sD02nnuPfoRVpdQSRFV4FDEjaAQcDnA9f/wBfvVanK1ytl3UGW4t8GJkkIy21iMjnqP8APeqNvnqfkQ44Z9oPI4zx6/8A681pwTbY2fB2M+CrnB5xjPpyfy/Kq99JFCjIP3cmByD8hBP+fyFC7ENdRLu3kjmCHCnBKtt6Dvgn0xjPtWpY28dtHJuZ5J2cxhhjBUHGcg9MjNUbfVJGhdZXeRol+WJjwo74yf19qvLqyR27hrfc3TcPvbsev4deRj8KepKSHOyLdtN5Pk4Vc+aqnORzgECtlGFzK0MrL833S5C5HTHv9elc85N0rB5N0rpwWJ2r+vOBxj29q2BMVty3lDYgAMhTgn0x274Pt7VlJmkWWL6zW0ikkkBWRUCDaQVUZ6gY9f5U2G4jNrLIrKI3+V4jkN04I57dagE4W8Yz7ZIxGQcLnPPUA4z3q6Jjbb/LEKwSSYEMiYY8HBz2YdcZwM1GoyT7QluVLgorDcCyckgng9yP8TV3TZLW52wkBQCQ03JK84BJIx+Z7VnfbLe3knW7aS3lIOxFUcsOnPpjnI4/nT7e/SOxj2rgICNyxDLDPU888jNItW6mqPKs44Azea/zCQtxkYx+mf0+lTami/YYZlzHIz5EZfr1yB6dvrWPHftNMG3jajiNg5KkfL/Fz056/TNWdQ1FLS2jUE31zMSsVquGbG3JI3dBkYz+HJIBdmXe+hzGsQwjVLexkdn/AIpo4x0jxnJHqTgY9CattujjWaPzJFBBJOBgd/vemaqafavpt1e3aR/abi7nWaRnZvlGMBVPoqjHTk+5xWlfRF5wLtggUjcsnBbHJPGcjr+XtW3kYSiQvavLDaSRxhQVZ134yMZyOfTPPp+Ndh8GbePxN8XtJA8vNjDJcOVTaQFxjOOMktH9QCawJtsMZYWwWGQkg7VTIOD8vUj3z+Qr0D9lHR5V1zWr/J2iApJgcfO4KL9QEIrow65qkUc2Ily02fS9TwL3NV1zViEha+jPnzTt2zjsKKhhY8YNFMDNLDiomkoaoZX/ACpFHyd8dPAN94P8aPq2lwj7Dfv5tuVA/dykkumewJbIB4xjHevI59evLq6u5tyWxZxI3lktg9yO3Uk4+lfcPxC8KW/jbw3c6fKB54UyW0hONkoB2k+3Y+xr4Z8QaDdaTf6hCVNvdxuRcWsi7QjjnJHpnnPIPvgV4WJoKE+ZbM9zDYluHLfVFG6P2rcHAjbO2ONsjccYJH44/L2qtKXto8xlzGVxhSAxPfIGPp+FKs6XCvbTxtG9wmN+RtxktxgZzx2PHSo7SP7LG06XEX2dWZtxBHQn5unOciuW3KdLanqbehrPeRyK/lxlU7ggNj19+lXpLhDDcoG3MwXHHHXGDwfrXn+peMntzMLaSONw2DlduSQCCPbj86pwfEp7ezKz26zzcMshGwHnHJ59+D6Ucr3I5lax6jbxiFcEL5eM7upbjoT6ZP60TL57hYI40jUbiwbqOmM/0HtXAWPxMinCmSLyQzMjNDglB7j/AD7VvWPjnRZkEDXAjm2hTuUg5PcjHWk4sfMrWOjjuN0MyspabBx3A59j/nmi31NvJWMSxoeG2tHuHp69fwrIXxFp5mCw3qIAvILYBHHQ/iKlhubW4kM8Vwm3aQv74fe75OeevA/Ws+WwcxqRzSzNB5ax74huaNY+G7554J5NaEeqXUbQKIZIjNuYbYt+7jkDPAGR26/rWJY3x+0TQNIyh12lZQBlT357VvWuqXoe3lgtlae3TfC4wqbB8oODnPPp3A9KzasXF3Cx1SwgupZ5YPt6OpR8IwyxP8PcdBn0/WpZL2GS1tI40kUAZUNy3OMHpz04H+NU9S1C3s0W+vLdoZ53KlpXCxo2PlOR29eK5jUPHgg1S6aCCO7S3JAZmKRE/wARAIzg8jn0PrTSvsV6nSebe2aNIbQiSYKEWZl2kt90nB54Oce1XobpdIshEty05kLqxkQbpZBkcDHrjg5AGBwK4Cbxtcagqwx2qQzyLlN3Pl+47cHIqtrOpTappNpJqU02yCP955TFVI5BGeuOe3PIzWjTtYSkkzXvvizY6bqVtFeW89x9tdVlMLdxw2DwCeuMegJFdV4b8QaB418XyWWn3ASTawjZY0baPl+Qc85yeo5OT2r5U8UaH4w1jxZ/wkl1outWmh2qolncvZyeUYR91skbSGHOT1yK96+CWkrpq6dfQW8dxCsjjeVAkjGCULHPJ+Uk5xgnpzV1qXsYprdmtCft5e9sj0y7tb5b6+glkaaFVL2rgqN0ZBAIAPJBznjgA9hz9M/AjRINI+GulzLaxW9zeBp5nTBMmXbYSf8Ad28dq8r8IfDmTxt4mN+iXWl6UkRjeRdu0qQB5ajOA3UkjIBzmvoazhh0+zgtLdBHb28axRoOiqowB+Qrvy+nK3tJHk5jOCl7OBdZvSpIWqpuqzb9q9k8Y0YOSKKW2UnrRTQzFkbFVJGzVyUdaoz9+1IorvJ715v8SfhLpvjlpLuBl0/WNmDcKnyzjHCyDv0GGHI9+lehS9TVWTPXOamUVNWkioycXdHw/wCMPCdzoEtzZ3kMkF1A4kAYDKnnlSOMHPXuCK878RT3MNmLKQIIo5GZWCkPk8c8c8Y47H6194fETwDaeOtMaJ9sOoRqfIuPr1RsdVP6dRXxt468I6l4Z1S7srm3kW5B5Rk3gpx8xbH3eFOc/wA68arRdJ+R6lOqqi8zzC+Ij09JFLnaGQBV6Hp+HX9DzXK3V1LZsZFYLEULmMjHI5P+P4V3f2d5bCO6uCskzMzyBpBnqQBx0PB9OtRyRxLbsQi+bnIcrljnjHp6dv6is1JI0aZydrqflyEbOH5faxwvvz7CtKHy22lIctjzGYc5zkdj1PHJ9qqXun26R7ZIIyrFix+7gAZLdPXj6EVlWt810yukUcA2kKrZBOCSP/1Vry31RHNY3Z76ZBI4aaQNtUqpwAMjA/LjFOWZpmJMnnyIQuyQnIYMQRz7EfnzTI75wI2ZcPGcFjjJIzwSOuf6Uk1mTcPLCTF5/wC8lhbONxGCcnpk80WDmNjRdYmhYfZrmSGZDg7X3LnB4I6556V1kHxJ1610swTXIiY7UZlXa+7dngluDggYXAPpXnCzXNnCjKka25OGOwgEj279Ov8A9apbqZv3gIHmqoUMhI5PcDPNRKmpPUuNWUPhZ2z+JZNTtZrt5bmeUSEbLhwGGfvEZPK5PXj6U3SY5NSQTJAT8xz5jckZJGCc5/Hn7uMmvN4bWS6aOG4f900qlozlty5GVI64OB+Ve8fDn4eaj4itY5dKsZLm7YCP7QY9kMSgEH5sbe5685BqJU7aR3GqifvSZh7Ut4Y7i4tfLlVyyDklxxwQeg4PHX8sV9BfBH4JrNMNe1+38y2lAktrG6G/cSPvsD0GDwv41seDf2dLLT7y1vtcvP7Rmt2WRLeKPbHuGD8xOSwyAe3vnnPtkcQCgYrvw+FcXzVDzcTi1JclMv2sMIg8pkVoiu0xkDbtxjGPSsjTfhr4Q0lo2svD1hbeW4kURx4UMG3A46cEcenQVpxqzfSrcMZ47V6koqW6PNhKUX7rsaMdxuUDGMdAKeoZnHaoLeHa3XmtCMDuMVNixUiNXLUDgVHDHu4q/b24GOaLDLdvHjHFFWbePOKKY7nOTW57c1n3FsxJrojHxUEkK46UWHc5aS1buKrNZt6V1TW45wPrUTWY9KLCucobFmPSuN+JfwptfiFpPlTJ5V7ED5NwvBx3Un0OT9PzB9bWx4zinjT+D8uaUoKS5WVGbi7o/OLWf2XviDDcTRWnh+W9Hmttm86GMAA8EZfpimf8M1/EWaza4m0y2gnU/NFeXCjfgjGwJuwQR3wD69K/SJdM3Ngr+lVbnQY7hDmMZrk+qQ7nR9an2PzI174B+M7LRwJNJ+2XOWVxDIjYj9OoyT9K4C6+G+t6fi2m0e+ilLcI9s43HIBI46dPXoa/Ve+8Gx8nYMfSsSXwVA5+4M+mKPqyWiYvrT6o/OKL4O+Kb+GN4PDdzIWUEM7eVg57hyD6/pW7pPwD8a3zBZNN+ypnhp50HtjC5zxnt6V9+L4LiRsBBmrUXhWOLqg/Kq+rR6sh4qXRHxvov7LuqXAIv9TVFIxst4y2PxOK9G8Lfss+GdOji+2WDapKhyHumOB9FXA/PJr6Rh0SKP8Ah/Sra6anQDmto0IR6GEq9SXU8q034J+EbNlZPC+kB1xhmso2PH1Fd7Z6KsMapHGFUDhVGAK6GHTVXtVyO1C9q1UUtjByb3MGPSyMfLVlNPI/h5raEI9M08RCqEYy2bDtirENq2a0fIyRxxViODpQUkVYLI+lXEtdvWrUcO2pNgPbFKxZDDBtPtVyBKZGu2rUSimMsW+VfB6UVLGgOKKVhlBo6hkhyatt7VDJIE60iiuLfBzQ9qOTipVmX7x4HvWP4g8caD4WjhfWNXstMSZ/LiN5cJF5j/3V3EZPsKok1VtlXrn86esIX+GsLQfHGkeKrOW80W7j1a0ilMLz2Z81FkGMqWHGRkce9c5cfH3wTb6o+mtrlub1Jvs7QruYiTdt2nA654pknom30qOaMM3+FcprXxV8P+HrQ3F7eoEBC7Yf3z5P+wmWP5Vk6Z8dvCGqmfbqkdmY9rH+0gbLIOcbfPCbhwfu5x3607CO4mt/MBAzWbLYDdu2jIrjb/8AaB8PWly8VvZ61q4XH+kaPpFze27cZ+WaJGjbHQ7WOCCDyCKhuP2ivBEkK/2dr2m65euB5Wm6Tew3d5MT/CkMbFmb2A4wfSjlFc7FLcqx3KCfWntZiTnP5V5tdftF6BpDK/iHT9T8IWzg+Vc+IbU2cczDqiFuS2OcY6VWtv2hrPxEJZ/Cfh7VvGmnxN5b6hoawvbrJgExlpJE+YAqTx/EKXKxNnqElsqrgAfjTvs4XnArxy8/as8I2az28k0i61CDG+kNbzeek44MDMEMQYN8pO/YDzuxzSJ+0ZLp8nma54WutIszwJY7y2v5WfsogtZJJDxnkLgY5xS5WB7IqLxnirEcBdRla8F1b9pxRcAWGjxxWuwH7T4iuv7EVmJPEYulUyYABJXONwzjIzp6f+0Vealpckul+D9f8RzopBm8N2D6nYGXGdi3cOY2wSASOQcgjIxT5WDPbFtdq9KX7N7V822v7W0zaj9gk/4RW81R3+zw6Ho/iD7VqctyW2rCsDQxjfuOCpYEYPBIwbXjH9oTxh4M0u31PxJ4fi+HmlSP5H27xckiRyznLLHF5HmEnarH5gv3T1p8rKSR9FfZ/apI49orwH4d/HXxn8Uo1vfAnhi2+IOjWr/Zr/UtJvo7aAXG0MUT7U0b8KyE/KRz1Pb3Kx1f7Q3l3EDWtyvyyQuysUYdVJUkEg8cEj0NJprcZoL3qQds0xQDUirQA9RViICoRViIdKALcPYUUsS9KKQGaz1BJluakbpmoZCe1IspalHI0DCM4NfLf7Sul/Gq3mtNU+H3ii00nSYk8m5sDpcd7dyTfM3mIGgchdoA+8BnHHNfVx+aq1xaxTj50VvqKpOzuJnwT4k+I2ieC7yTQfiB8H9Y+Kfju1jRNR8UabAxtrx2QMjRgKANqMi4CjBU8VJaeE/i74PumvPEPjnWfiP4Z0y0+0XHhNLZVtdUj8sYtFxIWJwwwPKIyhFfdX9mW3/PFPyqVbGHlREo98DFac5Nj4X0NNV+PurR6L4W8D6p+y9dWsL3cviq0gcSXsYKL9jOxYDglhJ94/6rp3Gnq2meLvgDNHpF94KP7VF1fD7WvifX4gJdOX7v2RfOWc7cqZOHAzIfl7n7ZjsYu0a/lUn2OIjGxfypc7DlPinTP2XtY+Klj/wlmo/EfxR8LX1RnuP+EE0qOY2mlfMQIU2OqbTjdwgHzdKVrz4ofGCIeDPEHwV0n4beGdUZYrzxNoUkJvrGNSHDxBTuySoXgdGNfaq2yhSAo59qYtumMgDFHtGLlPju3+BHib9miQa38IJbz4m65qA+x3lt45P+j20PDiSL5ozv3KB1PB6Us37Mb/tQXTeK/j3p2oeG/FVsBp1rp/giaJLJrJPnR3EolPmmSWYHDAbVTjqT9jeUpxwKcY1Vc4AFHtGHKfJEOi/tF+FrP/hAvCkXheP4X2SnS7FtSV21JtO+4PMZfl83y+4AGamX9jXQPhQqeJfgnY6lofxGsziw1LxHdLcWsaOCk26Nd2SY2cD5eCRX1iAu3OM/hUq/dHHNT7Rhyny1pvwC8V/GKR2/aRGn/EKLTwP7Eh0aR9PW0L/8fBcxCMvuCQ4znG09M8wah8BPiz4JvJdH+DPjuH4afDtcPa6AbVb94pGAMrmaZWc7ny2C2BnAxX1V5ec0u3HHQUe0kOx8+XX7K3hBdAkuNF8I6foXxCMQlh8ZR3Eklxb33BN2sZwN2/LbcgZNUvAf7OPitdYmk+K3jRvjJo3kn7PoviO0za29xkYuFUu43hd6DjpI3NfR4Xr2oVse9HO+4WPn7xd+zFcalrkk3g3xFefC7Q5bL7NJoPhF5LG0acsc3ZSF0DT7dq7mB4RQc4GPZfC/hcaDpFlaPczX0tvCkTXVwxaSUqoBdierHGSfU1vfe70KpyaTbe4CxrxUq+lCjNPVeRQA5FzU8akU1I6mQUATQ8kUVLCh7daKAPQf7D07/oH2v/flf8KP7C03/oH2v/fhf8KvUVRZR/sHTf8AoHWv/fhf8KT+wNM/6B1p/wB+F/wq/RQBQ/sDTP8AoG2n/fhf8KP7B0z/AKB1p/34X/Cr9FAFH+wtN/6B9r/34X/Cj+wtN/6B9r/34X/Cr1FAFH+w9N/6B9r/AN+F/wAKT+wdM/6B1p/34X/Cr9FAFD+wdM/6B1p/34X/AAoOg6YeunWh/wC2C/4VfooAof2Dpg6adaD/ALYL/hS/2Fpv/QPtf+/C/wCFXqKAKP8AYem/9A+1/wC/K/4Uf2Fpv/QPtf8Avwv+FXqKAKP9hab/ANA61/78L/hR/YOm/wDQOtf+/C/4VeooAof2Dpn/AEDrT/vwv+FL/Yem/wDQPtf+/K/4VeooApf2Jp3/AD4Wv/flf8KP7F0//nwtv+/K/wCFXaKAKf8AY9h/z5W//fpf8KX+ybH/AJ8rf/v0v+FW6KAKo0yzXpaQD/tmv+FFWqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==) | ASR 1921 x049 0307 Kværnsten
Kværnsten med flade?
Længde 27 cm x 20 cm x 10 cm.
Ildskørnet. |
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) | ASR 1921 x046 0307 Kværnsten
Kværnsten
Med planslidt flade
Længde 30 cm. x 24 cm. x 8 cm. |
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) | ASR 1921 x046 0307 Kværnsten
Kværnsten
Med planslidt flade
Længde 20 cm. x 9 cm. x 9 cm. |
![](/grafik/intetbillede.jpg) | ESM 2321 X0337 0307 Kværnsten
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| ASR 579 x013 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | SJM 1275 X33 0307 Kværnsten
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![](/grafik/intetbillede.jpg) | SJM 979 X0253 0307 Kværnsten
Kværnsten.
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) | SJM 1147 x247 0307 Kværnsten
Fragment af kværnsten.
ca. 22 cm lang, 15 cm bred og 8 cm høj |
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) | SJM 1147 x043 0307 Kværnsten
Fragment af kværnsten |
![](/grafik/intetbillede.jpg) | SJM 852 X21 0307 Kværnsten
Fragmenteret kværnsten. |