![](data:image/jpeg;base64,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) | ASR 4M75 D10952 05040101 Halvfabrikata, tråd m. mosaik
1 affaldsstump fra glasstang af sammensmeltede tråde af ugennemsigtig hvid og rødbrunlig glasmasse med rester af en ydre kappe af blåligt gennemsigtig glas. |
![](data:image/jpeg;base64,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) | ASR 4M75 D10953 05040101 Halvfabrikata, tråd m. mosaik
1 stump glas af fladklemt, spidset udtrukket konisk form sammensmeltet af tråde af ugennemsigtig hvid, lyserød og brunlig glasmasse. L. ca. 2 cm. |
![](data:image/jpeg;base64,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) | ASR 4M75 D11007 05040101 Halvfabrikata, tråd m. mosaik
6 forknuste stykker af glasstang bestående af blåt, gennemskinneligt glas vekslende med lag og indlagte tråde af hvidt, uigennemsigtigt glas - det hele dækket af et lag påsmeltet, rødbrunt glas. Sammenlimet. |
![](data:image/jpeg;base64,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) | ASR 4M75 D11070 05040101 Halvfabrikata, tråd m. mosaik
1 fragment af glasstang bestående af vekslende lag af klart, blåt, gennemskinneligt glas og uigennemsigtigt hvidt glas lagt i rung om en kerne af blåt glas. Yderst overtrukket med et lag uigennemsigtigt rødbrunt glas. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6Kx/wDhJ7X/AJ5zfkP8acPElsf+Wc35D/GuX61R/mL5JdjWorL/AOEhtj/BL+Q/xp39vW/9yT8h/jT+s0f5g5JdjSorP/tqD+7J+Q/xp39rwn+F/wAh/jR9YpfzByy7F6iqX9qw/wB1/wAh/jS/2pF/df8AIf40/rFL+YXLLsXKKqf2lF/df8h/jR/aUXo35D/Gj6xS/mDll2LdFVf7Ri9G/IUf2hH6N+Qo+sUv5g5WWqKq/wBoR/3W/IUf2hH/AHW/IUfWKX8wcr7Fqiq32+P0b8qT+0I/7rfkP8aPrFL+YOWXYtUVV/tCP0b8hR/aEfo35Cj6xS/mDll2LVFVf7Qj9G/IUf2hH6N+Qo+sUv5h8suxaoqt9vj9G/Kj7dH6N+VH1il/MHLLsWaKr/bk9G/Kj7ano35UfWKX8wuWXYsUVX+2J6NRR9YpfzByy7HECpVJqFakWvkTvZMtSrUK9qlWtEInSnhqiWpK0RJKrU8NUS0uaoRLup273r5n/bG8Var4Rs/Dl7p17d2gaWSMi0naMsSAecEZxj9a+dIf2mvF2nusaeItUQjj94TJk/jmuiNGc1eJhKqouzP0kDUua/PKx/bE8ZRttTxF5rL1Fxax/r8ma27L9uLxdG4V30u6AP3zAeR+DCh0ai6CVaD6n3nQTXxppH7c2q3UpSTTNNuMd496DPcfeNfWPg7xAPFXhXSdYCLH9uto5yinIUsoJAPfBrFprc1jJPRG1mikzSbqksdmjNMzRmkA/NFMzS7qAH5p2aZS5oAeDRTe9OFMB1FJRTA5VakWolqRa5Eakq1MtQrUq1aJJVqSolqStUQx607NMFOqxHzL+3K6L4Y8M5XzGa9fC7tucJmvjPzZLdZGa3uo8HqoBBx3zX17+3ldJ/YXhS2Nsbh5LmZxgElcKozgfWvjpZLAMBNBNFJxuA3x/hjHNethYvkPPrtc2pcuNRRVGUWIP93cBuGP73A9aqYtL8OrRIdvJkUc/iDVltY0VZGQ3N0gZcbNu7vx94VYupPD0N0RZX1xMHU5keFVH0x3FdbjdWaOfRbMg0+ys4ZCsMMKbmzwzL19+3Nfp38HoVt/hX4UjUAKNNgOAeOUBr80LVbKdliS8jnDk/NGo7c4wCDX6efDq2Fl8P8Aw3ABgR6bbp+USivLxKUUkjuo6ts6Sm5pC1JmvPOsdSZpm6jdSGSbqXdUeaUGgCTdTqjH1pwpiJBTt341HTqYD+aKSiqA5Vc1ItRrUi1yI0JV7VKtRLUqVpERKtSUxadWqIHinCmrS1RJ8aft8awkeueD7F+VWGaUrkDJZlA5P+4a+WmvpJJJnSFQgbJaNuQT2717l+3jeX958WNPjtbS4uFs7GGPdA7ruyzOVO0+/wCtfKuuW8zFn/su501WkBkWNyc47fNn9a9nC25Ujzq3xXO03Q3FnJJL5sbr0eTJU8jI5FZ0clpNI3l/vscDaqnOf8K5poprOEgtLCJowp8yAEAEg549h2qa0vIbNPItb3ZEwyS0bglgOM9uvse9ddnG7Vzn30Osm0uzmkjEVrGJ92D5e4HPtiv1s8Mw/Z/DulxbWTy7WJdrdRhAMGvyV8BtcXHiDw3bJd2s11dX8STfd5DSKu0DaOa/XleFHavJxcnKyPQw8Ur2HZpu6jNMrzTsFJo3UlJSAfTgaZShqYEgNPFRing0ASClFMp1UIfRTaKYHLrUi1EtSLXKjQmWpVqFamjUkHHQCtIksmWpBUa08GtUSPH1paaKdmqJPgD9oXxdczfFrxGBJHMlvcmOKOWNW27VC4BPPUH868/sfEUV5JnUdOtLkMOD5ZVlyfb6A19xeKf2X/BnizUru/vI7n7VcyNLI6uvLMcn+GuRuP2JfCbc2+pXtvjpwDj+Vd8Z0LJSjqcUoVr3TPkm7t9Dur25AgMEca5iSS2J3HH3cAnHXvmsK+sdFmmlEkLRK2AgWMHZj8PavsS4/YlsGYvB4ou0l7M0Wf8A2asWb9hu4Ls6+Jo5WJ/5awHH48mnzUVtcLVex87/AAd0PRNW+Mng1LVvLQapA4jkXLNtcN+HI61+nwNfLHw0/Y+1DwH8RNF1+XVrO6trGYzOsasrnCnaAMY64r6iz++GDxjkVx1eVv3L28zpp81veJDTTS5pKwNgozikopALTlplOFAx6tT1NRinhqAJAacKZmlBqhEmaKbRTA5cfWpFqFTUq1yIsmWrG7bGq9+pqqrdqmVia1iJk6tT6gVqkDVqiCYUuaYppymqEPpabmlpgLRSfSjdQAxss20cD1FLgKOBiikpAL1pKTNGakYv8qKSlpDFpabS0AOqRaip60DJBTwajFLQBJRSCimI5ValU1ApqRWrmKJ1bkVIrZFV1apFarQmWFanhqgBrgJf2gvh7bXkttP4qsbeeORonSYsmGU4IyR61qiND0pWpwauP0/4reDtU4tfFGkzn0W8jz/Ot2117TrwZt7+2mHrHMrfyNaEmrupd1V1nVujA/jTvMz3oAm3Um6ovMpN/vQMm3Um78Ki303zKQExNG6odxo3VJRNu96XNQhqcGpDJc07NRbs0qtQMlFOB9aj3dKUGgRMp4pd1RhqcGoGSZopgNFAHLrUg7VHT1rnAeGNSKTUVSLVIkyvGmu/8Ix4Q1vVzj/QbKa4Ge5VCQPzFflTF411E27STX0twzuT5s8ZYjJzkfLyOvU9q/Qr9rrxIPDfwD8RsGUS3gjsow+cEyOAQcc/dDV+cOj6ZqF3f2FnBqMEYlfYos3k2owBbc2enGa3jp7zM3robln8Sr9b65ikWza02gxyNGu7d6EACtSz8bBpiz21mzOF+ZQyY7djXE6r4T1y31J/MuLW6IkKq32lHGR2II/nTGtb26uGgubMDHygwCNQCMcHkcf413fEk42Zz2XU9WsfiJcx27zwWtwhU/62y1GWP15PJHartr8cPEWjyh49f12IuMx41QyjPptbjBrw66tGttggtbpFRyCNm8D8AcYNNXUBaW0MsumyjZ90IjDOSRluMj9afs290LToz6Z0L9pzxdBdFJvFOpGJsBGnhikwPUkEc11Ft+1R4ot5Co8VrMQPu3GmKD+aivkfSdSspriYOZoIWwY8t054yD179qkbxNYx3m4Xcr+m1ML9ME81UaSWlrkuT3ufa2n/ALWHiNY1L6toNyT/AAywSxk/iK2rf9rfVtyiSDQJh/s3LoT+dfBsHiprtxvupIo1UlRs4HGeOvWp7zXp1tVla881mbGAAdvsa09jDZonnn0Z+gFv+1rdgAy+H7KUdzBqafyIrUh/aujOfN8J3pIGf9HuY5D+VfnPb65dPEcSxY4U7sgf54qzD4mkjvo0MrMD8w8h+i9xz/Kh4emHtpn6PwftWaJkLc+Hdetc9zbKw/Rq0rf9qTwPJxNNfWpHXzrU8flmvzhh8YajHp5njnuCwb5YvMY4HocVfXxtq0kaebPPEjAMpLNj171m8NDoWq0z9IrX9pD4fXWANfWI/wDTSGRf/Za2rL41eCL7Ai8S2B9N0m3+eK/MqL4hXcchWadZdhIwwU4H4gVt+HfGy310isYHYsBgxLknPQYrCVBR6mka0mfqdBcJcQpLEwkjdQyspyCDyCKlDVmaDatp+h2Fq+S8NvHGc+oUCtCuI7V5koanhqhDU9WoCxKDRUYNFMRzq08UgFOUVgA4U9RTRT1q0Sz5k/b81WOx+Fei20oYx3GrozBfRYpD/MiviXRF8O/YXe+vWhuJpAqbDh1X6H+tfYn7fizXmneC7FJo4IpZ7qRpJH2qCqxgc/8AAjXyF/Z0ZjMKTLeagWKmI/NxxzkZrvpYmhCHJOVnf+uhnLBYmo1Upwumcg+m290zfZrhVG/HzMQT7+lDaXd2F1JDFdPKQpZmjfcpwM9a2Z9Smhae2fS8fw+dhDtx1A496w7rVrTR1iuIWaaRmwcoG2deMf8A1u9erHMMNLRzRzf2Rjt40m/QRdQvYd2y5mSVeCEz8tKvi7VYdjm9UsvGZI85/MUzTdUtGupLuaI7du5WaNhkY6/TNPbUtI1R2tNkSM2G8zawPODjv69a2eIws3a6f3GDwWNpr3oSXyZK3i68k2GRbWUjJG4Yqzea802nxs+m2IzxujZST9e9c/FaRyXiRpcRooYpukJI6cAf571eudFsbdminuSk2eQDjv8AWqUKF1y2MHKvFWkn8y/p+saZb3Q+1aajxDkqgQEn646VYub/AMNSYI0xl3fd2hTzn61kwaHo6Whe6uXfa2R5IH3c9z60k2m2sshSwEmxn2xrIxY4PTOB1pShCUuv4gpzjHobEf8AwjKwuJLWbzGOQVygUegwTWZHpvhWaPLzXMUnJDbmwD27VHN4fvoLV7mVUEEbASRiQq3XGMHmshtEklbiYBD0O7gc8ZP+etEaEXtJ/eHtmt4r7jp1sbC1ggistacxSHMgaRlAOM+nrn9K34orCS3WRNYVp1Pyx4UjjoME4PfrXESaPe6Wy3EByysIwY8MpyO+SevHtVnToX1DWla6/dW+CpleMEYHQELj8/eolQ6qX5f5FKt0cTvZNBtr0CU6lYtIT5rBljVmz1Ugen9a7X4L+AYdb+KXh20iSykia9hkdoZDkRq4LDHckDpTtYufBMekuul7HcEK88QUxjI5G08jn+Q6muo/ZC0jStY+OujzWg2T6fbz3LwlDkgxsu8sOM5deMHr1rwnU5uZWaPTUbW1R+ia04NUYpwNcp0kgNOqNTTs0xkm4445NFMooAx1FO9KAKcBxWJIq1Iq0irUoFaoTPlH9uD7Jqb+GNGvo0aGaO4lDv0VhsGOo5PH+TXyXp2njw5DNLFb2Nyin5Z5QVIdRx82TyAT+Ffan7YWim6t/D15EitLGZYz5jKFCnae/fIr5B1SC4EyxTwtMpf5eAeD1x0yelejQoUqq95XZy1MTWo+7GTSOBYx3SyRbNwuMu3lyEKD1JA/+t2rHm0PTVkljc3ccg+4fNXafqGAPT+lehNp9ml0kw01QUGSsh4yRg8Z96jvtN0+6ntpRF5bRJkxyM0iyYz69K6J4DCPVwNaOcZhS0p1bHHTwWE2h2lmJyHhDDzFgCs+7sWDc4POMVRtvDs1vMWS/wDssqgFXKuu7kgAEA44Fb82hwQsxKtFHIcDaCR+GefTpTo7e2gfZLIZnxx5vofTjiuWeVYaS9xP7z0aPEeYUb3mte6OTuPDswYxSSW82QXWSNgzegB4FMu9Au5I499rFOeudq7j27Hmutm0aGNo7g3YmUZ3ox2fTB/H9KzJtPnaZR80ik4IRjn1GP51zPKKT+CbR6ceK8Wre1pRl8jButBMdqB9nkjRs70jLKoIHqeDwK19HvoXhuDdLLLcLB5cMaoACuOpbqcYH1zRcwtasViWVFIZWTdk46Hp61XiuJ7edjC80W7H3mOMDjv7E0/7HrR96FV/iTLiehWi4VcNG/f+kU47k/aPOy8hUMPLbeAQQBt4Ppk/Wm+RBa3ts8yMttI4ZolJDFAcFcn1x9eKv3Ml0zx7lkl8wk5WJcfT/wDUe9V76SWRWjeNUnVsBirLx+f+cVj9TzCm/cqN/M3/ALYyerb2uFSXp/wxoXniBdRuL6SzsoIbcnepEuGRcYKk454rnbi8vLGRjDArF02uQ/3u+ec89K0bGCC8cW/2XcCG/wBVIpZcc5OVHGM5qS/08WYlWW2mfawCeSFcYwc8q307d6zj/alDRNv8Tp9pw3iN4cv3/wDBMuz166m/dTaY0mTuwxOzvycV9i/8E6bGO+8a+Ir420cMlvpqR+YnX95Ipx7H5P0r5P06xkmjEdsl0JnyPL8tjnuOme2fyr7f/wCCdel26WfjC9ikWaRvssbFScr/AK3gggYPGfpih4zGVH7OtGy9DjxWByelSdXBzbl0V/8AgH2atKKQU4VR4Iop9MFOFADlooFFMZmAU4L0oHOKcKhEIkVRUq0xf1qVVrRCZWvdLs9SQJd2sN0nZZow4/WsK6+FvhK+w03h+wYr0IhC4+mOldSFpwBrVEWR59d/s/8AgG+3F/DlurN1ZGZT+hrAvv2U/Al0rrDbXVmGGCIpsj/x4GvYwKcFrTmdrXI5VvY+cNY/Yn8M6h/qdXvLduxaJG+nTFchqX7A8Eis1n4nxN2aS2I+nRjX17toK1pGrOHwsmVKEt0fDGpfsG+J4VH2fW9PvVXkK+5SfzGK5jUP2P8AxzY25C6T54j+6IZUJP0+bNfoYVpClN157k+xjsfmJrnwH8a6ZnPhnUB0yWtywwPQ4rmL7wnqemsy3ejyW4wFbfGVP0INfrB5dQT2MF0u2eCOZfSRAw/WrWJktGiXh1e9z8i726toY5IZbCQqc4O3tjp0rMsUsZI/KIkUtgKrA4B9vrX60al8M/Curqftnh3TJ/drVAfzxXG6r+y38N9UbcfDsdtJnO63kZcfhkj9K2jiqa3iZSw9R/aPzTtfB8CM0iMTcyZzk52AjpgijVvCd5Y26PAwmV22ERNjkdvpX6Aar+xZ4Puzus729smxgD5XH48CuU1T9h1WKtY67E4T7qTxMo/Qmt5Y2LtymUcLKN+Y+Ere0vFLJcKykcBVGTX3N/wT+sTbeHfGUhXaGvYIxuTa3yxscH/vquM8Q/sS+L48fYWs5wOu26OW9/mC173+yf8AC3WPhb4H1Wx1638jULjUWm+8G3RiNFU5BPcNXHiKkJw91/I6aMZxnZo9q204L7U7bQAa809AaFp2KdRSsAlFLiimMzKkQZ7Z7113/CP2H/PD/wAfb/GlGg2K9IMf8Db/ABr0Fl9Xuv6+Rz+1Ryq1ItdP/Ydl/wA8f/H2/wAad/Y1mP8Alj/483+NWsBV7r+vkL2iObWnqtdF/ZFp/wA8v/Hj/jR/ZNr/AM8v/Hj/AI1f1Gp3X9fIXtEc+BThW/8A2Xa/88v/AB4/40v9l23/ADy/8eP+NP6lU7oOdGBto21v/wBmW3/PP/x4/wCNH9m23/PP/wAeP+NH1Kp3X9fIOdHP7aTFdD/Zlt/zz/8AHj/jR/Zdt/zy/wDHj/jR9Sqd1/XyDnRzu0elJtrov7Ltv+eX/jx/xo/su1/55f8Ajx/xpfUandB7RHO7ePekK10f9lWv/PL/AMeP+NH9l2v/ADy/8eP+NL6jU7r+vkP2iOc20ba6P+y7X/nl/wCPH/Gj+yrX/nl/48f8aPqNTuv6+Qe0Rzm3NJs9q6T+y7X/AJ5f+PH/ABo/su1/55f+PH/Gl9Rqd1/XyH7RHOBaNoro/wCy7X/nl/48f8aP7Ltf+eX/AI8f8aPqFTuv6+Qe1Rzm2l210X9l2v8Azy/8eP8AjR/Zdr/zy/8AHj/jS+oVe6/r5B7VHPBaK6H+y7b/AJ5f+PH/ABoo+oVe6/r5B7RFuiiiveOYKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k=) | ASR 4M75 D11177 05040101 Halvfabrikata, tråd m. mosaik
2 samhørende fragmenter af glasstang med bredt rektangulært tværsnit og langsgående rifling af blåt, gennemskinneligt glas, hvori er indsmeltet i den ene bredside en tråd af uigennemsigtig, rødbrunt glas. |
![](data:image/jpeg;base64,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) | ASR 4M75 D12353 05040101 Halvfabrikata, tråd m. mosaik
1 fragment af glasstang af omtrent kvadratisk tværsnit af blågrønligt gennemsigtigt glas, hvori indgår zoner af mere dybblå tone i stykkets midte samt en tynd tråd af ugennemsigtig rødbrunlig farve i stykkets ene yderside. |
![](data:image/jpeg;base64,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) | ASR 4M75 D12416 05040101 Halvfabrikata, tråd m. mosaik
1 fragment af glasstang med uregelmæssigt ovalt tværsnit dannet af talrige sammensmeltede meget tynde tråde af blåt gennemsigtigt glas og gult ugennemsigtigt glas omgivet af et tyndt lag af rødbrunlig ugennemsigtig glasmasse. |
![](data:image/jpeg;base64,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) | ASR 4M75 D12417 05040101 Halvfabrikata, tråd m. mosaik
1 fragment af glasstang med cirkulært tværsnit dannet af en kærne af blåligt gennemsigtigt glas omgivet af et lag af tynde tråde af ugennemsigtig afvekslende rød og hvid glasmasse. |
![](data:image/jpeg;base64,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) | ASR 4M75 D12418 05040101 Halvfabrikata, tråd m. mosaik
1 fragment af flad bændelformet glasstang bestående af tråde af afvekslende rød og hvid ugennemsigtig glasmasse tildels sammenholdt af et tyndt lag blålig gennemsigtig glasmasse på stangens ene side. |
![](data:image/jpeg;base64,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) | ASR 4M75 D12513 05040101 Halvfabrikata, tråd m. mosaik
1 fragment af stav af blåt glas med indlagte røde og hvide tråde. L: 0,7 cm. |
![](data:image/jpeg;base64,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) | ASR 4M75 D12514 05040101 Halvfabrikata, tråd m. mosaik
3 fragmenter af stave af rødbrunt glas med indlagte blå tråde. |
![](data:image/jpeg;base64,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) | ASR 4M75 D12620 05040101 Halvfabrikata, tråd m. mosaik
Brudstykke af stang af glas, den ene halvdel af grånligt glas, den anden af mælkehvidt med indlagte røde tråde. L: 0,7 cm. |
![](data:image/jpeg;base64,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) | ASR 4M75 D12741 05040101 Halvfabrikata, tråd m. mosaik
3 sammensmeltede afbrudte ender af glasstænger af afrundet kvadratisk form dannet af tynde sammensmeltede tråde, alle med et tyndt yderlag af rødbrunlig ugennemsigtig glasmasse. Den midterste stang består af blålig gennemsigtig glasmasse, hvori to uregelmæssige koncentriske cirkler af hvid ugennemsigtig glasmasse. I de to yderstænger består de tynde tråde af gennemsigtig blålig og ugennemsigtig gullig glasmasse placeret i skaktavlagtig mønster. |
![](data:image/jpeg;base64,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) | ASR 4M75 D12979 05040101 Halvfabrikata, tråd m. mosaik
1 stang af blåligt gennemsigtig glas af rektangulær tværsnitsform. På den ene sideflade er fastsmeltet tre tynde tråde af ugennemsigtig rødbrun, hvid og gullig glasmasse. L: 3,1 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9SdtGKWigsT8KKdSUAJikp1FACYpMU6koEJRS0UAJRRRTC4hpKXFGKQhKTFLS7RTAbTTT6a1MRm65H5mk3qf3oXH/AI6a/nq8C2J1DxdPD/Z9xqT+XIfJttL/ALRfqPm8ren/AH1njPvX9Dt8u62lHqpH6V/PH4R08ap44mgOmXGq/LJ/o9rpzXz8Hr5SyRk/Xdx6UuoPY57xjZ6dp+uTixmvHkErieG909bIwSBjlAglfAHTkgjpiubf5mPvWt4lhaHxJqUHkSW/l3EqC3lgMDx/MRtMZZthH93Jx0yaTX/C2seFpI4dY0u80uWVd6JeQNEzqCRkBgMjII+ooAyv+WeO/SiEBd0h6r93605AZGwOS3A+tEmAwAPyrx+PrQA37xOfWinbT5m0cnNFAj+m+lopKRoLRSUtACUUUUCCilpKBBSUtJQAUUuKSgQ2j+VLRQAUUUUAIabT6bQBXuB+6f6V/PLoGmJdfEi8tW0+bU1WSYC3t9Pa+c4J5ESyRk49d3HpX9Dc/wDq2+lfz22mnJdfFzVLWTT5tUH2q6At7ewa9c4ZuREskZPT+9x6UwexgeLPETW2sS2tvo1npE1hd5jkSxNtc7lJwJEZ32n1XJwR1qX4peKNF8UX9hLosMsQ8uSS8Z4DAsty8jM7qhmmxkFf4gOOFFUviB4W1HwzrE0l5o97pNvdyO9qt5YvabkB52oxbGMjjc2M9a5bOAOMtQSOg+RS/fOF+vf/AD702Rf3mOxp0/yME/udfr3p+3dGJP7tAyGRysjHuRRSMofafaikM/pvozS0UFhSUUtAgpKWigQUUUUAFFLRQIbRS0lAB1oxS0UAIabTqQr6UAJSNS0UAQTfdb6V/PrPpa3nxw1u0k0+XUguoXgNtb2LXrNhn6RJIhbHX73HXmv6C5fun6V/P5rWmrd/HzxDZvYS6kG1W9BtoLN7t2w8h4iSRC2MZ+8MYzzjFMT2PO/HVv8AZfFepw/ZpLMRzFRBNbNbtHjsYyzFfoWP1rBhXdIuRkE13XxA0fQ9NvrkQz6jbaoJsS6bc6R9jSEEZxzO7A9MAjv1q/8AF7wj4d8H32mJosl0k91ZQ3ctpcOriKOSCJo2yOjMWc7T0G09GwKJueZyMWYk9TzU0ePLkXuRxUIA7kinr+7ZWPKk0DCPJwOpNFShCrZA+YNRSA/ppoooqTQKKKUUCEopaKBBRS0nPrQAtFFFACYoIpaKAG/hRTqTHWgBKKKKAEptPprUAQyfdP0r8BvG2mi6/aQ8WWsthNqQ/tq/BtYbR7p2xJJ0iR0ZsYzwwxjPbFfv1J901+CfxStftf7THi+1ksn1Nm8QagGt0tXuncCWTAEaOjNjrwwx+GKYnseTePbX7B4p1GAWk1gqyD/R57VrV04HBiZ3K9ehY1i8i38xjl34H0H+R+Vdh8SGRtcbSodFh0k2rhSfsUlrO24A/vI3kcr7c+9cfcOskhAOEX5V+gqiSso3N0JqwsY2ruH3Tmol4zjg+p7Ujyc4Hfj8KAJZpS+1lGOny+lFRq37p17KQaKAP6baSg/SioNAooooAKdRRQIKKKKACiiigAooooAKDRRQAlJQaKACmU+mmgCKToa/Bf4y2KT/ALVXjW0eykv0bxFfq1vHavcNJ++kOBGjozfgw6Z9q/eh+lfg/wDHizW9/a88dWps2v1fxJfL9nW2e4L/AL1xgRoyM30DCmHQ868f+CdY0bUr7Uh4c1LS9HLKI5ZtMmtIkyoHR2fblsjlzn26DL8c/D1/BMNkLjUre4vJlVpLRY5EZFZA6upZQJIyCRvU4yp7YJd8SLRdH8YX0C2MunKuzZZzWklqYwUU8xSO7LnOeWOc54ziqnjD4hXvjCxsbe7tLKOW2REe6hjYSz7I1jTcxY4AVANqhV6nGSTTI1OYaTd8g+5nJpysNm7HOf8AIpgXjPrSs2FAHQfzpjAZBopnvRQB/TnS80UYNQUFLSUtABRSUtABRRRQAUUUUAFFFFABRmikzQAlFITUTTBe9AE1NNRLNT9wpoBjdK/CX9oiwju/2wPHFq1q1/HJ4ku/MgjgeYyAzMdoSNlZvoGBr92ZGr8J/wBpmNb79sHxvA1q12j+Ip0NukLzGU+YeNiMrN9FINMHseX/ABc0fTtK1d1gS60/UAVE2mT6XJZrCuwEEeZNI/PBwfXjjivPGGWrs/iVYrpPiy6tRYS6cmxD9mms5bVlyo58uV3YevLHPtXP3nh/UdNsoby6sLm3tJsGKeWFlR8jI2kjByKCDNP6jgf40iqevalb7pqPcTTGS4AX1opqqfL6e9FAH9OtFFFQUFGKKKAEpaKKACilooASiiigAooooAQ0lOpvSgCOVsCs6aY7qu3Dcday5G+Y0xnjn7TXxhvvhH4Xs9RtNQh05ZGk82WSIScLtwACDyS3pXxZcfGTxD8R9bvLjXtTuJ7pYhLabJfkwUDIURenI7D+te1f8FGNcew8L6PaqwHmJIewPJAJBPTgGvjT4Y6lc2njSe1tBEGuJFjUM6x7FZhwMA9QO3r781geaNepUv8A5bLY5cXFOCTP15+GesXeteCNLub6Qy3bwRtIzHOSUB/rX4pftWWZn/bG8bWzW4u1k19x5HlSS79xBxsjIds56KQa/ZT4U3E0dvfafLCIUtfLWPacgrtBH8xxX43/ALX1uJ/2yPGsBthciTW8GDY8gkzt+XbGQxz6KQfSs4S5opo3Wx5p8SLq30W8uNI/4Rix0+bYjCd7S7trhc4OQk0zYHbJHINWPHni/S9V8CaPpOm6ncvDbrBL/ZzxMAkwhCzSSyMTvYuSEC/KqDoCxFZfxM8J6ho98b86FcaXpj7YlkOn3NtDvwTtHnszZwCfvdq4br3qxDR0JoXBI3cU7A2HnvTVxximMlZdqjcfeimc9TRQB/TrSbqPrR0qChaKM0ZoAKKKKACiiigAooopgFFFFMApjU80xulAFS6b5azX61fujWe1IaPhP/gpHNINR8JBCrCLDeW67lYlzgY7/d/nXzF8BLE+IPjN9jniWIJeqrxoBgbX+YYHQcZ9PlxX0x/wUO1j+zfHvgtmG5YofOKnIHDsQMjkZPGe1eEfslM//DQTsY2ui13cOJFKkFgrng9D/Dz9fWtKXuQk/U5K3vSS9D9LvDP2ez8clkmYS39kC0JJ2kpjBAI64Az9BX47/tlWv2j9snxtbmH7SH1hB5IjeTflY/l2oQzZzjCkE9q/Zq3tWGoaVdS2yJM+0hwMspIIPP04r8aP21bUT/tneNbfyDdGbVoF8jy3kEm6OL5dqEM2fRSCe3NctFNRafc6E9DxX4laaNH8TNbDTzpg8pW+zm1uLb152Tsz/jnFcop3cDpXefEXw5pek303ms+iX6xKU0saVc24b/azPIzDPPPTisvXvCf9m+BvDGvxRTeXqP2iOaZjlPMSQgKPT5dprcDmNp8s54wf5/8A6qZt29jTmbg+hqPNMCTI2880UzPFFAz+ncUtNLUA1Ax1FGRSbqAFopN1LTAKKKTNFgFoptGTQA6k3UlFMBd1NalpDTApXS1QZa1Zk3VUaGkB8I/8FDrNm8U+B5HRoonPlC4XJYElsgAEZIBBxXhf7EemRv8AFi5Z5zLLp805MMYypXbtDA9eSeh9K+yP28fhXrfjr4W2GreHbCTU9W8P36X32SJSzyQ/x7VHJxgHA7A18r/8E/7RtQ+Lfi/V5tqCOICRcbQskkmQAvsFb86Phps56ifMfpStv+509hxtC49cZFfil+3Ra+d+2h4zg8nz1k1G1Bi2O+/dDD8u1CGOfRSCe3Nfthb3Md1cQIkiNtABAPOev9K/Fz9vW1Ev7anjCAx+eHvLIeTsZ9+63g42oQzZz0U59KiGxpHY8A+J2k/2L4iSAaadKBgVxb/ZLi26k/Ntndn7dc44rlWnkkjRHkZlTIVWJwueTj05rvfihaxaHeLpZ8O2+lzOiz+c1neWs2MsMBJ5W+U4647exrgdv41ZS2FRl4DHqcUxgVkwexxS4HHahvnkLHknmmMUfdopduB900UAf055pQ2a/FRv22P2jJWjH/CVajiUKUC2MIJzIYhj933kBX6jFV2/ba/aJvzElv4r1IrOEEe23i+cs5jUghO7gqPfPpUjuj9s6TcK/E21/bG/aHvIrR/+Eu1hlneJYyqx/vS8jIoGF7lSv4GqNv8AtfftCXU0fleMdcmE5jijBdRlpGZYwOByzI4HuDQF0fuFmnZr8L4P2sP2hryOER+NPERNy8SREXGCzSlljA/3ijY+hqov7VH7Q2sfZpI/HniQi8kihg8m92B3lZ1jUYIwWMTj/gNMND92Wam7q/B62/aQ/aAvvsjx/EDxY63UkEcJGrSKGaUuIx9/+Ixv1/u80sP7Qnx61OK3ZPiB4qkFzLbRxFNalXc0u8RD74+95b+n3ee1AXR+8OaRm96/BeH47fHrUPIePx94pZbyW3ii3a3LhmmD+UMGTjd5b/8AfPNSWfxn+ODR200XjjxFcS3j28UTya3KwzPvMXBk6t5T8npjnGRQF0fvFuHrTg2a/BWz+Kvxp1SOIJ4x8QSLcNBHGX1h/maZXMX8fAIjfjoMc1mWfjj4tXxh8rxfrsjTvbxoZNYk+9OjtH/HxkRt+XuKBXR+/wBuHrTS49a/n9/4Sj4q3y22PFesETPbJGzatJ96dHeL+LqRG30wBVVtY+JV4YUHifVH+1PaoN+pycm5jeSIH5um2Ns+nFAXR/QVuU96QhfWv57Io/HerG3263eStMbVEL3znJnjeSM9f7sTZ9OKqx6L4y1P7H/xNJCZ2tY4zJdv1uEkeP6cRNn0OKAuj+hpnjX7zKPqa5698JeDbzUDfXmiaHPfMcm5ntIWlJ/3iM1+A1roPiK8eyP27zZpns4VaWdsD7SkkkfbniNs+hx1qvH4V8S6leWkQv0LzyWcMe6Z8BriN3j7dAI2B9CRjNGoXR/QcupaFYKNl3p9sAMDbJGmB6da/E79v+4ttQ/bS8XNamK/hkuLADyiZVk/0WAEfIcnnjCkHsOa8ch8D65fSQRrewDzmtUXdK+M3EUkqduwiYH3IxnrXIeIdKuNFvo4LiRZJJLeC5DRkkbZYklUcjqA4B9waAuuh2nxI8AaxDdm+s/Ct/ZaZBbhp5o9Ku7eFMFss3nM5HGOd2PbrWRf/Ds2PhEax/aMct3HDBdXGniNg0MMzMsTh+jHhSR2Ei8n5tvHtI7cEk10N7491W+8MQ6HKbf7KgjRpVhUTSRxljGjv1KqXbA+mc7VwC1OdZcAZHHY00jr3o3HntSbqChecUUnpRSA9H0f4q6nY6rYXF44kggeNXEaAP5YujckD33s34HFVB8SNVt7yF7W4CxWrL9nVoxlVS4adM+p3ufwOK5CQlmwOTnmgKVjDk/NmgVj0PTPiRc2Wgywi5VbywFq2nHy92GjuHmJPGDhpGPPX8K5+P4ka7YzwCC6VPsssLxfulO0wyPJGenOGkc89c11Xwp8QaZYeGfEVnfXiaY5jeZZlkQPdYglCwFHjfehbbxxgn6FfMbn95Kzjjdyfr3/AK0CR1t38R7+1j0VNNka1fT47dmLKrgzwyyvG4yDwPN6d+c0vgnx7dab4g8Pf2leMuj2V9aTSIkYLBIZXcdBk482X67u+Bjim+U7RyehrsPhHrGnaB8QNJvtXMCaarsk8lzAZkRWRlLFBycZzgUDZUh8da1CbSOK9ZIrSWGaAbF+RoWdoz05wZX/AO+vYVbtfiJfWuimzR2FzDd2dxaXCgDyVtxPtXGOeZs8+hrK8XaxZa54ivbvTLCPS7CRwILaIYCqFCgkZPzNt3HHGSccVkeWRGGPyqemR1piOjs/HWrxLaRpfzRpavBLEVVTsaEuYiOP4TI//fVaWueNr2OHQZNOnuLRbe2tm+ZNoM8DSbHXOchRI2Pqa4cMQRjsa9O+LXjGz8VadpP2HW5LuEQwbtL2SlLWRYESRsuAI8sMCOLKbVHPQUAczoXj/UNH1bS7maaS7tbK4t5zbM+0OIS2xc4OMB3HT+I1nxeMdWt/J8m/nj8p4nTa2MNEGEZ/4CHYD6msVsj0NCjn19qQzudO1zXLjwbevDDqU0sF5ZzQ30MTNHAkEc6kbx90jzlx7A9OK51vE+rRtGF1K5XyTCybZCNpiUrERz1UMwHpuPrXWeF/FmmaP8OdVsI9SutP1a6M6TxxwlzcRMieXGjE7Y13BzIcbmXCgkEgedqS2e5piOgvvG1/ctZ/Z55rJbeGCMCGVly8KlUk4/iAZsHtuPrVjwf4qv8AT/EmkzyNeahBayxTPaxszllh3YwP9lS+PQE9BmuUbO39K6TwD4gsvDXiqw1HUoriaxRJo5ktSolZXidCFLcA/P1P5HpQHQyl1zUI9hS+uU2MjLtlYbSgIQjn+EMwHpk461fh8WX1vYyWolc+bPbXKz728yMwpIqhTngfvW/IYrFuPLM0piVki3HYrsGYLngE4GT74FNOWjRv7pwcfmP60AXYdSv5JlWK4nLkqEVHYnIBCAD2BIH1NbXxHtdUs9ct11bS7nSbgWFrCsNypBYRQpCXHsWib6EEHkGsvw7rTeGfE+l6skSzNY3UV2IW+6+xlfafY4xWv4+8R6XrEOj2Wjrdmy06GRBLfhRK7STPKeFJAA3gdecE8ZwADk1zV+HSL14ftBgk+z+T9oMnby/NEW76bzt+tUBXUaT46l0vSTYSaVp9/G0BtjJciXd5RlWYJ8kijiRd2cZ5IJI4pjKOt+D9Y8P27zX1qbdY5RDIplQvE53YV0B3JkIxG4DIBIzWHu9TXS+IPHFz4hhvVls7O2lvbn7Vdz26OrzOC5XOWIAG8/dAzwTkjNc1Uh6js5xRSUUhl4SFt+BtTGP/ANdLMx2gLnGc4+tFxGbdvKOA2Bn602bIYRscnPzZ9f8AJNMQ1n2KADmlZj6kgD86ZjzJCByM9qcwKxjnK9Of5CgCPhTzkkimlj2+lKA0zADk5o24Y7efegY7kRlmIz2FN3MxHOCTjrinPnG0Hj39aifCtgc+9MQc8ZJA/nSySFZDtPy54pnB5J5pGoAeX2gHuaVm/eEd89aZt6A0g+Zz9aAHbgvPrxTd22iT5ZCBzjincFRjqeDQAjKcUzd8o5p0jZc46Z4pgAJpAOLVJE2VaPsSD/n86i78d6fu2pjoTTGI7Zb6cUnWlb7oNNJ20CHq2ee9O5Vc5qMH8aXPXNABgUjLjkHI7U7vx1o9qQxpopSMUUgLQlXzAWG8A5Oep9qPM3yMxOe5PvRRTAYdpX72D1p8zfIq55A5P9KKKAGdFWNDl3+9j68CkkYKiqo+p9TRRQBGHAOaTjr2oopgCj5ck9aTjIoooAVfvA+pzT412qJM4Pb/AD/ntRRQBFwfepolB3+igsD/AJ98UUUAQFSVJpvHHY96KKBCdKXceBRRQA4HIwaa/SiikMEz+AGakXnnFFFACdaOVoooAc3ODRRRTEz/2Q==) | ASR 4M75 D13159 05040101 Halvfabrikata, tråd m. mosaik
1 tyk glasstang af oval tværsnitsform med tilspidsning mod den ene ende, der er afbrudt. Stangen er sammensmeltet af tre tykke glasstænger, hvoraf den midterste består af blålig gennemsigtig glasmasse, de to yderste af hvidgrå og gulliggrumset ugennemsigtig glasmasse. L: 1,8 cm. |
![](data:image/jpeg;base64,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) | ASR 4M75 D13160 05040101 Halvfabrikata, tråd m. mosaik
1 hul glasstang af fladoval tværsnitsform dannet af sammensmeltede tynde tråde af ugennemsigtig rådbrunlig og gennemsigtig svagt grønlig glasmasse. L: 1,7 cm. |
![](data:image/jpeg;base64,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) | ASR 4M75 D13294 05040101 Halvfabrikata, tråd m. mosaik
2 sammensmeltede glasstænger, der hver især består af en midtertråd af rødbrunligt, ugennemsigtigt glas, hvorom et lag hvidt, ugennemsigtigt glas og yderst et lag blåligt, gennemsigtigt glas. 5-6 mm. |
![](data:image/jpeg;base64,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) | ASR 4M75 D13316 05040101 Halvfabrikata, tråd m. mosaik
1 glasstang(fragmenteret) af let rundet kvadratisk tværsnitsform samt 5 småstumper af en sådan, alle af flerfarvet glas, bestående af en kærne af rødbrunlig glasmasse omgivet af vekslende lag af gult, blåt, hvidt, blåt og yderst gult glas, hvoraf kun det blå er gennemsigtigt, det øvrige ugennemsigtigt. |
![](data:image/jpeg;base64,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) | ASR 4M75 D13317 05040101 Halvfabrikata, tråd m. mosaik
1 stykke af glasstang af let rundet og skæv kvadratisk tværsnitsform af flerfarvet glas bestående af en kærne af blå glasmasse omgivet af vekslende lag af hvidt og blåt glas og yderst af lag rødbrunligt glas. Kun det blå glas er gennemsigtigt, det øvrige er ugennemsigtigt. |
![](data:image/jpeg;base64,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) | ASR 4M75 D13318 05040101 Halvfabrikata, tråd m. mosaik
3 brudstykker af en glasstang af noget skæv, kvadratisk tværsnitsform samt 3 ubetydelige fragmenter af en såden. Stangen er dannet af sammensmeltede tråde af gennemsigtigt blåt og ugennemsigtigt gulligt glas, der i tværsnit fremtræder i et skaktavlagtigt mønster. Overfladen består af et sammensmeltet lag af tråde af rødbrunlig ugennemsigtig glasmasse. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDyy4/bC8FSQyInw7gXcpG7Ef8AhXyz4o1aDXPEV9fW1qtlBcSmRLdOiA9q+srjxz+zUsbxjQ33FTtb7O/XFfJfi2bTJvEmoSaLG8OltMxt0fqEzxW8n53OCikm7RsU422yCv2B/wCCX4x8Cx3/ANKk/wDQq/HqE5YV+wv/AAS/Ur8CR/19Sf8AoVXT6+hdX7Pqfaa0+mL2p9YGqCiiig0CiiikA6lpM80E1JQtFJS0DCiiigApKWkoAKWiigBDRRRQAUd6M0etAgNFI1FMR+M91+y78II4ZH/4WECwUkD7RH1x9K+TfFWk2Wk+ItQsdOuxfWdvMyRXI/5aKO9fQV3+wt42hjaX+1dMYKuSPNb/AAr518Q6Nc+G9cvNMuyv2i1kMb+WcrkehreV+pxUbNu0rlaFtrADrX7Cf8Evc/8ACiF/6+pcf99V+PULbpATX7E/8EwVK/AeMk9bqXH/AH0aun19Cqv2fU+0Fp1NSnVzmy2Ciiig0CiiigAooooAM0ueKSikMKXNJRQAufzpKKKAHZxSZpKKAClzSUUAFFFFAgooopgfhTN8L/jqmny+cmrH5ef9O5/9Cr591m1vbPVLmDUBIt6khEwlOW3Z5zXt037Rnxhkiffc3m0jDf6H/wDWrxXWtQu9Y1S4u71mku5nLyMw5LHrWkrdDlpc2vNb5Fe2x3FfsX/wTDI/4ULDj/n5l/8AQjX46Q5DV+xP/BMJi3wFhz/z8y/+hGtKe0vQdX7PqfaK06mLT65zVbBRRRQUFFFFBQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAj8Tbj9vC9mt3T/hDtOG5Sud//wBjXzP4g8RSeINfvdUkhjgkuZTKY4xhVz2FfVN18Xf2fHtHVPBjBypAP2Ydfzr5S8TXFhea/fT6Xbta6fJKzQRN1Vc8CtZetzlopK9o2KsX76QsB1r9hP8AgmKoj+BMSjOftMhP/fRr8erdjGwYHmv2B/4JjzGb4HRtjH+kyf8AoVXT6+g6vT1PtRacDUSnin7qwsaJkmaKZmjdSKuPopm6vlX9pP8Aa8k8BeJx4S8KyKNUtyTfXkkQdUbAKxqCcdzuYg4xgc12YTB1sbU9lRV2ZVa0KMeabPpHXPHXhzwzcJb6tr2m6ZcP92K6ukjc++Cc4964X4gftLeDPhzrllpeoTXFy9wqyG4s1SSKJGxtZmLDjBzxnivzi1jxPc32ry6oLlrvU712e5knBYliQcgkknP6Vh6b4iW21C3j1AeaYj5ZXcQMNu25BPABOccV9nT4YSiqlSen3X06fM8OebPVRjqfpZ8VPjpaWPg1pPBupW9/rVxIqQ7U3BF5LNyNucDGD69DVD4N+PdT1bXY7fV9RnvLm4gYshfMYYH7wUcL0A49TXxX4D8bSWF48V7cTS2Cx/K8kTL9ndcnIOPugnsehPBxg+XeNviV4mi8bC8m1GSRtLuzNafZfkj2q3ytx6heck15zy2nyuhDVrW/UmOKq1KiqSdl26H6D/tX/tL3fwkuNO8L+HViPiTUoTcNcTkbLaH5lUjPBdmU4z6epFeT/s+ftvT2utNo/wAQNTa60t4Q8eqmEs8Mp25VtvJTJYdCRx2rwXWviJe/tLeILnxL4gt0s7tVW0hjs3yilVU45BIBAYgepf1FT6P4b0PQTJqBhE13CSYY2cgLISNjMO+3k7e5+ldmDy/C1MLyVV7/AF73MsVj6tLEXi9PwP1F8O+LNG8WWpudG1O11KEfeNvIGK+zDqp9jWrmvzAHirWG+w3OjXF1puqWUnnC4t5NjOCxDBsH7+QDz2zxX3v8C/Gms+NPh/a3uvxeXqkbmGV9mzzcKp3YHAPzYOO4PTpXz2Oy2WEXMndfierhMwWJ91qzPSKM1F5lLvrx7Hp8xJuo3VHvpd1ILj+aKbkUZoC46imk0UBc/Fe4+BPwSWCTy/H/AMwUkA3Cf4V8veI7Oy0/XL62sLn7ZZRSssM/99QeDX0pN+xN5cDsPG+nlkUtjZ/9lXzT4h0dvD+u3mnNNHcG2laMyxnKtg9RWsrmFFp3tK5UhI3c8Cv18/4Jh/L8DkGf+XmX/wBCNfkHH94V+u3/AATEkLfBNQeguZB/49WlLqOtsvU+2IzUu6q6mpA2azaGiTIqhruvWPhvSbrU9RnFvZWyb5JCCe+AABySSQABySQKubhXiH7X2qC0+EM1sFmaW8u44o/K6ZGX+Y54GFPPrinCPNJRJnLli5Hl/wASf2zdRm1afRdE0CaxgSeMm9luQryRhhvRhjEe4Z53HHWvizXvGFz4m8Sale32wzXcxd5CxZgScfeOWIA7E9Mele46fYW+qQXVnBaeZd+Sv2lyzHacc7T+BGQe1eJeJNCHheFoGd5JSjPcTMoYMfMbaUYc4IHfvmv0bIoUaTlBrllp8z5jEVKlbV7GS2qSRsJUHl7H2+Ww5/Lvn+lT6Xf6FZ+NIxrBZxIUaMQxli5yMLgdAenQ80zQdQ1Xxp4o0nw5b2bJc6ldxrBbxrjDH5eGP3VHX2qr43+H0/hv42weH4Lhb57VlR7mAjBZGJZhycAY+uc19FmOLUMM1VaTSvo76fcv67nLToKUna59EXF9o2jyQ4lmS7j0wApG2HRnfIKrjk546YOBz3r4vtvEV55008Z8zznDDznLFTnOD6/j617vqPjjy/j9baU7uIJNN8g7GUAfKXII57g/Tn0rzjXvh7caXq/iC7uFUafDePHFIWxv5JJGP7oOMdzn0r8rynGRp1JSq/aVz3JU1GNjp/hX8TNHsNcurS7K2V1qAy6qOEYofljZeCXYgYOCBgZ659rk8L3czTi2hW7uF+Ro4iTIMjJYLnr0HPSvnX4ZfCu78cXkV8tksNpBKW+2D0zkKOM5wP5dOK+h9Jvr7QfEkiNb3M68LHPb7l5xkBumAwznHrXqU8whCo4OX/A9ThxWHUmmkWJvD9jHrFrBAXsba3ijllWTIMsjclpDnjBI+X14OTX07+z58Uprfb4a1iDZgkw3hfqCfkUgn04HPYZrw6zF7rrStqVmtwIULJKrKjIpB6HvjOMYqjr3xPvfCsdrNbaYr+TgJ5rNumUEsd2GA4z7np6Cu+pGGNpcqafZ3/r7jgpVZ4erzWt5H6DqxFPElcj8NfG0XxC8D6P4gijWFr23SWSFSSI3KglQe456+mK6gNmvi5R5XZn2kZKSuixupd1QBqcG96zsMm3UuaiDU7dSsMfuopu6ilYLn4Oyfsv/ABXjhZnsXAUZLfahn+deLarptzo+pXNpeoY7qBykisckMOteuyfFj4ztGwkvNa2kYP8Aoxx/6DXkOq3F1eahPNes73UjlpWk+8WJ5zTdugqfN9q3yI4iD1r9cv8AgmIwPwTGD/y8yZ/76r8i4jjFfrb/AMEw49vwZJAwGuZD/wCPVrS3Yq2yPt5G4p9RJ0qRaRIteXftCLD/AMIbbSzSQokV0GPnFR1jdQVz3BYV6hXxx+2Zql9eeMrHQ0mjh862At/NLqrDhiMg4+ZlAz1+U1tQpe1qKN7GNefJTbsefaP4WbQbHVrN72EalLOHgjuZlM0yANhwoPIJI54xtAxziuo8J+FvA/jbTb3Tdba3/tKSNBJO0qqzc5BU9juboR6e9eE6f8RtS8TSW1vBYm7tdGuJY57h3ZnJb5FOVIVM8cgnle/Sud+IUOpeDvGl6bML/ZOqId/mcOzE8x5z1BBAI5APYjjqxCrYv93TqWm9U07Xa6fqcVCKoy5px07PzNjxZ4a1j4U/F60XToHOmNKLeV4E3TnccK0fGQGJA9eevau00LRdD1DX9N8Vard77a6tZFa7WND5EodkMW7OXY7S3rjJBIHHP+CfGR1vwtPpt0uoLqejyNbi/n3+VDtAKgyuc7uT8uOgFea+KrXxDoPiqf7BfPp32wxy3GC5id8gsWUj5gGDHJ7V5ksTiakXhcS/eS3vujrdOmnzw2uejah8P9G039oC1vEhlvVubZp3kLYjh/dsqg4PJYhjzxk988bcGl6ZYfaZtQ0lryds3KTo+QpLEFenBGBnHrXM32j+J9dj16V9Wsby502WOK0jtYHjBh3MytvZyCCSOgwrDPuPPL34j6x4VsdM0uG8udK1G3nkc2dyilGV2bcrD+8XLn5hx1yK4aUZVY8sHrZLt8y6kdb/APBPWrH45aJa3E1t/Z1xar8wbbH84GBhucHoPrxT7r462uoRxG0gupvmVGW4QR7owGBwQTyCE6+tcV4b8ZaVceG4ZPEzxgTXJjaMiRXh3tniR2ztzk8HAwegwK77TvB/h2yaHUrWPzba5jVoBK4JwcfdOc46c4H3sVyV8JRwbTxMWm9rO6f9eZnGtOq37K2ndGa3xulW6tLbTrdZLOQtuFy2TE27kZGSenfp26VX8VXGutbPqt0S1usrIrxgeWFZfuDnkYzk49K6/wCx6RY3FjHa6ZpLNLuZ3uZVUxqOcgFSzEnPT0rWFvc/E/VNC0XQbGZ7G7uY4r7dbERLCh+dt5A7MQOhyOPSvZyfG+yqpwotQ7vscGLw8qvxz94+lv2P4ZP+FM6VdS3wuTMoHkRuGjg2jG1SO+CNwPQgjtXt26sHwX4P0rwD4bs9D0W0Sy0+2UhI1yeScsxJ5JJJOTW5ursqyVScpLqz06UXTgovdEitT91QbqcGrnsb3Jw1OVqh3Uu7ipsMmzmio1aipA/Em6/be8RSW7RjRNPyy4PyGvnfxBrMviLW7zUrhVSW5kMjLGMKCewr6Vk/ac+HUts6/wDCu4QzAgN5cfFfNPiDULfVNavLu1tls7eaVnSBeiAnpSk/MVGNr+7YrRY3Y7V+uP8AwTJ/5IqmP+fmT/0I1+RkRwwr9dP+CZI/4son/XzJ/wChGtaW7HW2R9qp0p601OlPpEhXxP8AtbXkml/HrRJ9V0ua70ybTltrCZQSvnPJghQM5YHtjJyPavtgV80/tqfD3VvFWi6HrOnpql1aaSZ3urTSZQkrEqPKflWDbWBJBHILAYLV0Ye3tLPqZ1V7t+x8V/EfxJD4X8WzyaDbvp3nW0UDqyEb5E3fP5eVHylyuSONueKb4D8aW2mTL4f8VBL6GIRbJkInVZG5+Vh1PPX6ivOdWuYr++0rRmDvucCee6JlMEkjH/V7egAZffcD06Vz1zu8K69qWiQ3KXWgi7YwanMpW48qInKlQSrEhl9exBAzXvV8FCjR5KsW4vqt076PyOCEud3T17HvnjDwauoXV0umXT6WzXP2hozIZVmYBgsrLn7/AMzg5zncRzWD491TVNN8E2l1qlirX7yiCSSOQvHJGQTuUDGOdvJ7sB3rxu6eWzmOsaZJqNvNDEWYwS7sAbv3hGeQPkzyBnP4XdN8feLj4XutX1C2l1S1kZrCK8u4cwxwMsY2xkjBxtKnHc84JGfkvq9SnXipy5n572O+ylBtHuHhuxGgHQL+4vD9peNIZ9zkOyupbGc8kEHn1rz/APaH8BT6otz4stXdY1jX7XAzAMDkbZBgH+9yOuWzk8muy8XeJLfXPhONWsJJIdStra3uICg2vGBsDewAyw9utT+APFUPxO8G32mXNx9vuDam0vZiBkhlOH5Gc8YyMjPOORjz6cp02sT2dn6XG3bQ+cdCupNY0/yJJDcrbuXFvI3CqTkkHP169a+ifDHiyz8I+E5J3v8Ay9MFs0u2Z1lWR+gaMDkYZl5Hzc+1eYnwHp3g+O6ntZiNSFuxNnvIkUZXepz2xyfZufSuRhhZLy3aK4uP7P5Pl5Z9zEAFONoxgYNfYSw6rU+jv0PM5oynfVJHvGh+ONK8dTWusaOzMsbLBO08u5sou0Nsb7qkYAB7DPU4r2P4beJvFNh4q0u38MW6pd3SeRnym2K5bIDBhhRn64Ga8J8B/wBl2f8Aad7ZWFvpNzfTBzawZWNEDuUjBZiflyvr69q+jv2a9O1bXvilpFxDcRxfZQ896IgMmJU+XoMYZnA4OeTn39D6u6WH5qkVojzedTxCjTb1Z9v2xlFvF5+0z7R5nl527sc4z2zUnFJRXzZ9MLgKxPc0tNopDJA1ODVDTlaoaKJQxopm6ipGfi9N4Z/Z3Fu/lavceYFOP3j8n8q+adfSxj1q8XTGZ7BZWEDP1KZ4zX0lcfsc6VBDI48c2Z2qWxhf8a+bdf0tdG1m8sVuEuVt5WjE0fR8HqKiXoKi072lcpxfeFfrv/wTH5+CcfP/AC8Sf+hGvyIj5YV+vH/BMZdvwSjwf+XiT/0KtKXUqr0PtNegpwpBTlpMQlY3jBrT/hG7+K+jMtpPC8UqBtuVIIPPbitnFcB8fNDvfEXwb8X2GnBmvpNOm8pUHzMQpO0e5AI/Grgk5JN2FLZ2Pyx+Jnw2tvBHiK8v9M1y1v7JbkT2sbKDPtDcZAG35e2MZwRgYxSeCNU8KaT8N/EOiXViLnxfdXUb6bqV3agpYxK2SVcMTucbgQVx057Vy2q7rqaWfzHWKQj9wSSVweSef0967nwv8CfFuuaDaeM5reSPQb68dftsagtHtB3uEHOzr09G9K/QMXQccNGWIn5a6O/9I8CMryaitTldQuNP8N6XYwt55nif7LKzglbm1LM2U3Ej5WBByueVweoHQ6h4i0nVND0XSzdvOlvIbeRbyKZ2WPcxEYJGwL8+MKeCm7g1j+JNN8PGDRLxrq9vhciWeaBo97IschUNnIAD7W4xxjvW58VNW+HfiBL+HwzpbWV6qpcSbFYIrgN5kaIwUhRxjgfSvHnCNNW5NXu7HSm5JczN/wCFP9iajDLoWmXV1LOdwVrmNVwSWGxTkhlX5ck9d1dF8LfCemaF4k1Ly44bPS3Tz5I7bDMZSQQOvCkhjgcV4j4T8Z6n4ekgW2ZDJJxDfSoHlCYZmiBIxzwO/TFdBpHjnWbHTdQnt3hQTARSeay7WVdwVdpHPI5PH6181PLqs3NJ/F/TNHUUZJ9Ct42s5F8USW+xXjWczSFWG8RMcqc8jkZwPbvUv/CD2ngGO41GS9kl8L3kO144lYGKQ7h84JPo4Vs4OD0ra+Afw0/t3VtV8R6/czRSRwSz3KzNlHVYyVQA9SSu0LwMlfTFevaP4XsvGF5Zy3ulW1zbW52WskLIjOpUkSYyfmGepB2lh6EV7uGjUhC2l0cFepGMrLVHL+CdDtIdP0bTpbZLC3khSFp5hnO4AhiME7iMEent1r6I/Zv0ixtfitcy6c00vl2EkczSIF2jKdcdiQMZHqeOlcFY/DZtW8QaTp1nDK092GhlmwAVQqctuB7c9MdvWvq74S/CnT/hXoZtLaVry7lx5t3KoDFR91Bjoo/mSa2xmKTp8j3tYzweHk6ntFtc7sGjNJRXzh9COozTaWgYtLTc0oNJjFzRSUVIz8QZv2O/H8cMkhv7EqgJP+kt/hXg+s6XPoeqXVhdbftFvIY32nIyPevU5NB+M6xtui8Q7MfNmR+n515PqEdzFfTpeCRbpXIlEud27POc96wduhpT5urTGRfer9eP+CYuf+FIR/8AXzL/AOhGvyGj7V+u/wDwTDb/AIsinH/LzL/6Ea1pdRVeh9rrT8UxKkqWITFN20+kakB57J+z/wDDebVZNSk8FaNJeSP5jM1qpUtnOdh+XOfauyuNDsLjTP7Oa0hFiE8sW6IFRVxjAA6DHpWgtDVpKpOduaTdhKKWyPhn4kf8E5r3VvERm8J+Kbey0dh8lvqSO0sHPCKVGGUc4Jweec9a8s0v/gmn8SG8QW7T6todlZK+JJvtDyEr7KIxnPuRX6c7aSu36/XceVyuYujC97HwV8NP+CdfiDwvqltLrXjDT3s7eQyLBaWzTb+chW3heM4z6jiuks/+Ce2jafFMs2vXV8sm/f5MSQMwI4H8WMHJ79unf7NdM1C0ftWf1io3e5Psodj5Bm/Y51STw3e2GneIJLF5nHkQ3GWWFA6kLlcdNi84/Sup0P8AZi1O1msnu9StVNpDFCqQRNsYKhUjk5wSzH/Oa+lBHQVrRYqqla5i8LSk7tHL+G/A+n+G1DxRLJd4wZ2X5gMY2j0HA49q39tWNopNtczk3udKSirIh20VLtpNtK4yOlxT9tJRcY3bS7aXFFIYUUUUgPwyl/a5+JEkTozW+1gQf9GP+NeJ6vqlzrWqXN9dtvubiQySNjHJr6cuP2yNGnhdP+EDtQWUjd8vH6V80eINVXW9cvb9LdLVLiVpBDH91MnoKwl63LpK1/dsU4/vCv14/wCCY67Pgmgz/wAvEn/oRr8ho22sDX65f8ExZC3wWGf+fmT/ANCrWl1Ctsj7dWnVFG3y1JupWJuO3UlJkUtFgFFHWkpVpDFoxRRSGNIpu2pKaadyRmPamMtS02qTJIdtJinsKSqEMpMU40lADKKWkoAKKKKAA0UGigD8Zrj4pfAKSCRU8JMG2kKfs/f86+YvEVxY3euXs2mwG2sJJWaGJuqrngV9P3Fz+zgtrII4pfM2nb/rOvavlzxBJYtrN5/ZgZdP81vID9dmeM1hIujbW1/mVoxyK/W3/gmLIP8AhTe0cYuZP/Qq/I9GAxX2T+yD+2vpPwB8Jy6JqumXN0pmaRZIAD1OeckVpTau7l1k2tD9gVapfMr4Ph/4KreB2ADaRqQ/7Zj/ABqVf+CqngM9dK1Ef9sx/jWmncwu+zPuzcKUNXwuv/BVL4f99N1If9sh/jU8X/BU/wCHbMA1hqSj18n/AOvSsu47vsz7i3Uua+JR/wAFSPhz1+yaj/35/wDr1Iv/AAVF+HHU2uoAf9cf/r0reYcz7M+2A1LkV8VL/wAFRvhr/wA++of9+D/jT1/4KgfDZpVTyb4ZP3vJOP50uXzDm8mfaWaaTmvjab/gp38M4XZSt8SPSAmoR/wVD+GXP7u//wC/Bo5fMXN5M+zs02vjMf8ABUD4ZMMlL8f9sDTT/wAFQPhj/cvv+/Bp8vmK/k/uPspjTa+N1/4KffDFv4b4fWA0v/Dzn4Yf9Pv/AIDtVWXcLvsz7For5AH/AAUy+FveW8B/692py/8ABS74WN/y3u//AAHf/CnbzC/kfXdJXySv/BSr4Vt1ubof9u7/AOFP/wCHknwpDDN5cD/t3f8Awot5hfyPrOjNfKA/4KPfChul/P8A9+H/AMKZJ/wUi+FEaki/uGI7CB/8KLBfyPrDNFfKif8ABRz4TOoP9pygkdPIf/Ciiwcx+L+49KKaaFNcZ3kgan+Zioq27PwXreo6Bc63b6fNLpducS3Cj5VoAyvMp3mH1rX8N+CNb8WQ3kulWEt5HaJ5kzIOFFVtB8N6l4n1JbDTLSS7vGyRFGOeOtAXRT8w0ecRVmTRb6HVjpsltIt8snk/Z8fNvzjGKseIPC2qeFdQFjqtnJZXRUOI5ByQehoC6KK3BXoaeJ2PetHxB4L1rwtDaS6rp81lHdJ5kLSDhx7UP4P1mLw+muNp8y6U7bFuivyE0xXRWN1D9kVQrfaN3LZ4xUAnPrWhpPhHWNcsLy90/T5ru1tF3TyxrkIPeo9B8M6p4ouHt9KsZr6ZFLskK5IUd6Auip9oZu/NIJj61Pp+i32paqmm2trJNfO/lrAo+Yt6Yp+raHf6FqUmn39rJa3sZ2tDIuGFAaFbzj60nmn1rQ13wtq3hlrcapYTWX2hPMi81cbl9RTb/wAM6rpumWuoXVhPBZXX+pndMK/0NAropCRj0yaTzzWlY+GdWvdIuNTt7C4l0+HiW4VCUX6mk0XwxqniGSZdNsZr1oU3yCFN21fU0wujP848Uvmt61a0rQ77Wr9bKxtJbq7YkCGNSW468VHcaXd2t89lLbyR3av5ZhZTuDemKBaEHnNS/aGbqc1Y1bQ9Q0O6FvqFpNZzEBhHMhU4Penah4b1TSbK3vLuxnt7W45imkQhX+hoAqrcMrZBprXBLHmrjeHdUXSBqpsZxpzNsF1sPl59M03TPDeqa1Bcz2NjPdQ267pXiQkIPegNCp9oPrRUuk6Lf65eC00+1lvLkgnyol3NgdaKAuluZPGKaKKKg0HivsP4Sxxt+xp4tJRS37/nHNFFXHZnLX2j6kP7Eio3hHx9uUE+R3H+wa4/9jONG+OzAgMPs83BGe4ooquqMZf8vDI12MD9q6RcDb/bqcdvvCuq/bcjRPjJpYVQoNnFwB/tGiil0KXxx9Dpf23Y0Twh4BZQq/uOcD/YFWvEUMbfsM6YwRQ+6P5sc/6yiin1ZjF+5D1K37J0CN8D/iKzqpOx8Ej/AKZVk/sGwxyeOPEm9FbFjxuGe5oooXQqW1T5HIfB2Nf+Gq7ddoK/2rccY46vU37VSon7Rl0FUKPMg4A47UUUuhov4i9Dtv25oY0XwQURUP2NvujHZas/Ha1iH7KfgGRUVX/c/Njn7hoopmUX7sPUtfBe1ib9kPxkzRqzZmw2OegrM/YXt4pdW8X70Vx9iH3hn+9RRT7BLaZzf7MUETftISIyqyiS5AUjjqayPH9uiftUTR7F2f2xF8uOOq0UUuhf2/kdL+29ax2/xL0jyo1QGxXO0Y710H7R1vEv7O/gUrGiuwjOQAD9w0UU+rIj8MPUnFjEf2HjL5Slw+QxHP8ArPWqf7HdtDN8PPHxkjV28rjcAcfIaKKFvEUn7k/U479jCGOb43SCRFZfssvysMjqKKKKI9RV/iP/2Q==) | ASR 4M75 D13336 05040101 Halvfabrikata, tråd m. mosaik
1 samling forknuste fragmenter fra glasstang (-stænger) af afrundet kvadratisk form dannet af sammensmeltede tråde af blåligt gennemsigtigt glas, hvori indgår et firebladet rosetmønster af tråde af gullig, ugennemsigtig glasmasse. |