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| ASR 9 x170 05040102 Halvfabrikata, tråd m. reticella
Tråd. snoet, gennemsigtig. Blå, rød og gul |
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En stump reticella tråd. Gennemsigtig blå med hvidt |
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En lille stumpe reticella tråd, uigennemsigtig hvid med rødt |
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| ASR 9 x300 05040102 Halvfabrikata, tråd m. reticella
Reticellatråd, uigennemsigtig, blå, rød, hvid |
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| ASR 9 x513 05040102 Halvfabrikata, tråd m. reticella
Fem stk. tråd. snoede, uigennemsigtige røde, hvide og en anelse blåt. Næsten reticella agtige |
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Tråd. Snoet. Rød, hvid, blå. ikke rigtig reticella |
![](data:image/jpeg;base64,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) | ASR 9 x393 05040102 Halvfabrikata, tråd m. reticella
Tråd, reticella, uigennemsigtig gul og gennemsigtig grøn |
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) | ASR 9 x311 05040102 Halvfabrikata, tråd m. reticella
5 stk. reticella tråd, gennemsigtig blå med gul og hvid |
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) | ASR 9 x311 05040102 Halvfabrikata, tråd m. reticella
3 stk. reticellatråd, gennemsigtig blå med gult |
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Tråd, reticella, klar og gul |
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| ASR 9 x379 05040102 Halvfabrikata, tråd m. reticella
Tråd, reticella. Klar med gul omviklet tråd |
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kknjgWQYwG+Z+OnWuv2ep8sil4u1C/1yzWx1W+uotPeIxRR28pijXOfnbqHGc8Y5Pcda818N3DW6yaRprlrmMkNfW9xhGjDbiZARgD3BH3ehrprW61f4gahZafZWVxrtnbp5SQ5Zht9MqQVA4546V6D4b/ZN1O/gd9Tmi0cyHlInLsRwcEA7evbPaqdN9DupzUY2bOJ0nQVkZYtRuI7uSNleGC3PG4cBmyB2Hp7c16n4XF9Z28MVtH9ruVwuDuGB9fof516F4X+A+k+H9vmyNeyd8qEU++B9T1Peu+sfD1np6hYrdYwvAAUACrjR7mFSopaI8Vk+F/ifXlmu82cd27Ajc7J8oBAXhTkDJ61n2f7O3ibxBfR/wBsX9npkEKeUrwDzJGX9ME565r6QRQqjjFKo2g+mela+yiZqbWqMTwH4I0/wFo6WVlGhlI/fXG3DzEdC35106t3qFWHAHWnrzkjj2rVK2xm227s2NBvTa3q8/Ka9Y0G6LqvPB5rx7SLV7q5XaMAHk16vosZjiTNWiJHZQScCrORisy1c7RV6Ns9asgkopKKkQjfSo3XdxipsUm32ya3GUWjK0wElqvNHuyKj+z9wMUgKwPbrS7asrbD0qVLb1pAfNv7TP7O7+PNDuNU0A/ZtSQM0sMY4k4xkAfhkd/0P55t8BfEGu35RNNlfY5WQ+UV2sDzmv2jWJVwKr3WmwzIf3SZPU7RmueVGMnc7aWLqUo8qPy08F/s9zeFtstzBiYjiLy9rL9fTP511cfwZN1dSTviJ5Wy+36Y/lX2R49+H6Ss9zBGBJ14FeXTWZt5CjoVYHGCKXs49UZOtOTcr7nkmjfAvRbX/W27Sc55dhk/nXUW3wl8LwlC+h2UxXoZoVk/nmuy8vGM8Gnhcf40cqRPMylpmi2mjxeTZ2kNrF2WGNUH5AVe2bieMUu4554pCeoAFAC7d20cH6U7GMDrmljjkmKiNSSPStWz8PXMy5xtFMRjgFMg/d9aRX3c/lxiupTwXIycsfpVmHwKDjcSe5osByUauzEYOT0xWrZ6HcXTD5SorsrLwnDb4wozW3a6UsONo5p2FcydD0BbNVJHNddaQhVFRx2vyjsKuwx7VHOatEF23ar8bcVRhXv0q5HTETZ96KbRUsRLupccVGDTwT+NbMYu007bTfSnZNIBacM02l3UgF70tNp1MCnfWS3UbBhmvNPFfgWO4ZpEXa/YivVqqXlosynIzSA+cb/wreWbH5d4HpWc+n3GceU9e/X2hIxJ2/pWVJ4fi5JjFZtFXPHLfQry45ETAd91bWm+DJmwZOnpXpK6LGv8GKtRaeFHSlYOY5fTPC8VuB8gH4VuQ6TGmMKBWpHa/wCcVOtv04qrCuZ8engDGBUn2EegrTEIzgDmpFtfwpiMyOzC8bamW3C9qvrbfWni2x70AVFXtU0cXtxU6wAdqeseO1ACRx8VP0FIMAUfyoAXdRTTRSA0Bpd1j/Vf+PD/ABpV0u6/55f+PD/Gt+ijmYGF/Ztzj/V/+PD/ABpf7Nucf6v/AMeH+NblFHMwMP8As24/558/Uf407+z7j/nn/wCPD/GtqijmYGL/AGfcf88//Hh/jR/Z9x/zz/8AHh/jW1RRzMDF/s+4/wCef/jw/wAaP7PuP+ef6j/GtqijmYGBJpE7ZxH/AOPD/Gqs3h+4YcRA/wDAh/jXU0Urgcd/wjd3/wA8f/H1/wAaX/hHbztB/wCPL/jXYUUXA5D/AIR287w/+Pr/AI1IugXa9Yf/AB4f411dFFwOZXRLrvF/48P8aeujXPeL/wAeH+NdHRRcDnv7JuR/yy/8eH+NL/ZNz/zy/wDHh/jXQUUXA57+ybn/AJ5f+PD/ABpv9kXX/PL/AMeH+NdHRRcDnDpN3/zx/wDHh/jTf7Hu+cw/+Pj/ABrpaKLgcz/Y92P+WX/jy/40V01FFwCiiikAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/Z) | ASR 9 x109 05040102 Halvfabrikata, tråd m. reticella
Tråd, uigennemsigtig hvidgrå med rød nedvalset tråd |
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) | ASR 7 x0693 05040102 Halvfabrikata, tråd m. reticella
1 fragment af let konisk glasstang af blåligt gennemsigtigt glas med bevikling på ydersiden af tynde tråde af gult og rødbrunt ugennemsigtigt glas. Diameter: 0,3 cm. Længde: 1,1 cm. |
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) | ASR 7 x0765 05040102 Halvfabrikata, tråd m. reticella
1 fragment af cylindrisk glasstang af blågrønlig gennemsigtig glasmasse, hvis yderside næsten er dækket af omsnoede tynde tråde i z-snoet forløb af hvidt, gult og rødbrunt, ugennemsigtigt glas. Længde: 2,0 cm. Diameter: 0,4 cm. |
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| ASR 7 x1685 05040102 Halvfabrikata, tråd m. reticella
1 fragment af snoet glasstang af blå gennemsigtig glasmasse. Længde: 1,5 cm. Diameter: 0,3 cm. |
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| ASR 7 x1688 05040102 Halvfabrikata, tråd m. reticella
1 fragment af snoet glasstang med kerne af blå gennemsigtig glasmasse med omsnoede tråde af rødbrunt og gult glas. Længde: 1,7 cm. Diameter: 0,3 cm. |
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1 fragment af glasstang af blåligt, gennemsigtigt glas med omsnoet dobbelt tråd af ugennemsigtigt rødt glas. Længde: 0,9 cm. Diameter: 0,2 cm. |
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| ASR 7 x2478 05040102 Halvfabrikata, tråd m. reticella
1 glasstang med cirkulært tværsnit af blåt gennemsigtigt glas med omsnoede tråde af hvidt og rødbrunt ugennemsigtigt og blåt gennemsigtigt glas. Længde: 1,1 cm. Diameter: 0,5 cm. |
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) | ASR 1357 x118 05040102 Halvfabrikata, tråd m. reticella
4 blå m. gråhvid
2 klar m. rød/brun+gråhvid. |
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) | ASR 5M74D D03283 05040102 Halvfabrikata, tråd m. reticella
1 stump snoet glastråd, hvori indgår tråde af uigennemsigtig hvid,rødbrunlig og gullig glasmasse. |
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) | ASR 5M74D D04986 05040102 Halvfabrikata, tråd m. reticella
1 fragment af glasstang af grønt uigennemsigtigt glas, består af sammensnoede glastråde. Reticella ? |
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) | ASR 5M74D D05890 05040102 Halvfabrikata, tråd m. reticella
1 stk. hårdt snoet glastråd af opakt, hvidligt glas. |
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) | ASR 6M73 D06846 05040102 Halvfabrikata, tråd m. reticella
1 tyk, let krummet stump glastråd af fladoval tværsnitsform bestående af gennemsigtigt svagt grønligt glas med indsmeltede tråde af uigennemsigtig gullig glasmasse anbragt i skråsnoet forløb på oversiden. |
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) | ASR 6M73 D06847 05040102 Halvfabrikata, tråd m. reticella
2 fragmenter af snoet glastråd af cirkulær tværsnitsform bestående af en kærne af gennemsigtigt blåligt glas, der er sammensnoet med pålagte tynde tråde af hvid uigennemsigtig glasmasse. |
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) | ASR 4M75 D08759 05040102 Halvfabrikata, tråd m. reticella
Dråbeformet glasstykke af blåt glas, sikkert affald fra glassmeltning. |
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| ASR 4M75 D10274 05040102 Halvfabrikata, tråd m. reticella
1 fragment af tovsnoet stangglas af gennemskinneligt, lysblåt glas, hvorom er snoet i spiral en tynd hvid glastråd. Længde : 0,8 cm. Diameter : 0,5 cm. |
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) | ASR 4M75 D10906 05040102 Halvfabrikata, tråd m. reticella
2 stumper af tyk uregelmæssig snoet glasstang af gennemsigtigt blågligt glas med pålagte tråde af ugennemsigtig sort og hvidt glasmasse. |
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| ASR 4M75 D11034 05040102 Halvfabrikata, tråd m. reticella
1 glasstang, afbrudt i begge ender, og med cirkulært tværsnit, bestående af klart blåt, gennemskinneligt glas, hvorom er snoet to tynde glastråde, en gul og en rød. |
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| ASR 4M75 D11178 05040102 Halvfabrikata, tråd m. reticella
1 fragment af glasstang med cirkulært tværsnit af klart blåt, gennemskinneligt glas, hvorom i spiral er snoet en hvid og rødbrun, uigennemsigtig glastråd. |
![](data:image/jpeg;base64,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) | ASR 4M75 D11434 05040102 Halvfabrikata, tråd m. reticella
1 tovsnoet stykke glasstang af blålig gennemsigtig glasmasse med tynde tråde af hvid og rødbrunlig ugennemsigtig glasmasse på ydersiden. L: 1,4 cm. Diam: 3,5 cm. |
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) | ASR 4M75 D12305 05040102 Halvfabrikata, tråd m. reticella
1 stump snoet glastråd bestående af blålig gennemsigtig glasmasse udenpå hvilken der er snoet to tæt anbragte tråde af hvidgråt, ugennemsigtigt glas. |
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| ASR 4M75 D12515 05040102 Halvfabrikata, tråd m. reticella
1 cylindrisk stav, snoet af hvid og blå tråd. St. L: 1,5 cm. |
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) | ASR 4M75 D13416 05040102 Halvfabrikata, tråd m. reticella
7 fragmenter af tovsnoede glasstænger af varierende tykkelse enkelte let krumme, af blåligt gennemsigtigt glas, der på ydersiden er omviklet med tråde af hvidlig ugennemsigtig glasmasse i S-snoet form. |
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) | ASR 4M75 D13419 05040102 Halvfabrikata, tråd m. reticella
6 fragmenter af tovsnoede glasstænger af varierende tykkelse, de to udtrukket i konisk form, af blåligt gennemsigtigt glas omviklet med tråde af varierende bredde af ugennemsigtig gullig og rødbrunlig glasmasse i s-snoet forløb. |
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) | ASR 4M75 D13420 05040102 Halvfabrikata, tråd m. reticella
1 smeltet, krumbøjet og tildels fladklemt fragment af glasstang af blåligt gennemsigtigt glas omviklet med tynde tråde af ugennemsigtig gullig og rødbrunlig glasmasse i S-snoet forløb. |
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) | ASR 4M75 D13470 05040102 Halvfabrikata, tråd m. reticella
1 smeltet, i enderne ombøjet og på midten fladklemt fragment af glasstang af blåligt, gennemsigtigt glas af oprindelig tovsnoet glasstang omviklet med en tynd tråd af ugennemsigtig rødbrunlig glasmasse i S-snoet forløb. |
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) | ASR 4M75 D13472 05040102 Halvfabrikata, tråd m. reticella
4 fragmenter af tovsnoede glasstænger, det ene smeltet og let bøjet, af blåligt, gennemsigtigt glas omviklet med tynde tråde af ugennemsigtig gul og rødbrunlig glasmasse i S-snoet forløb. |
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wAI/qP/AD7/APj6/wCNMbw7qOf+Pf8A8fX/ABrt6KLh7NHEf8I7qJ62/wD5EX/Gk/4RvUe1t/4+v+NdxRQP2aOGPhrUSf8Aj34/31/xpD4Z1H/n2/8AIi/413VFAezRwf8AwjOpZ/49v/Ii/wCNFd5RQHs0FFFFI0CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k=) | ASR 9 x479 05040102 Halvfabrikata, tråd m. reticella
Tråd, reticella, blå og hvid |
![](data:image/jpeg;base64,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) | ASR 9 x411 05040102 Halvfabrikata, tråd m. reticella
Stump af reticella tråd. Gennemsigtig blå kerne med hvid, pålagt tråd. |
![](data:image/jpeg;base64,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) | ASR 9 x402 05040102 Halvfabrikata, tråd m. reticella
Tråd, reticella, gennemsigtig blå med hvid |
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) | ASR 15 x106 05040102 Halvfabrikata, tråd m. reticella
2 med blå grundfarve og hvid snoning 5 med blå grundfarve og rød og hvis snoning (se tangaftryk i samme x-nr) |
![](data:image/jpeg;base64,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) | ASR 15 x105 05040102 Halvfabrikata, tråd m. reticella
Blå grundfarve med tætte rød/gule snoninger. L: 12 mm. |
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En stump reticellatråd, omsmeltet? Gennemsigtig blå og hvid |
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) | SJM 952 x210 05040102 Halvfabrikata, tråd m. reticella
Blå med hvid og rød. Smeltet i enden. |
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asNb6Hw9Nqdzu4dgO2TRX2y/wAY/wBkmGEInwz1RthJ3NH8x6AfMbnJz70U/c7/AIB739M/XSiiisACijNJmgBetNpaQ0AMYc001IaYwoGNpy0lPUUxjlqC+sodQt3gnTzIm6g1PRTT7EnDz+AGN9FsuZEto+FweQM9D9K6bT9P/s+Fo/MMgLbuRjHA/wAK0TUbVrKpOatJkxhGOyIjTTTm9aaetZGoClpuadTEI3Svkz/go1PDb/AaWSXbkXqbAw5LGOQDHPXn9K+tGr47/wCCmUayfAWAtII0XVoXOTjP7qXAx35I/DJ7VMtio7n49XX+sYnr6VXkyqqPXmrVyuZjnpVWeTfISOKozJtH0e91/VrTTdOt5Lu+upVhggiGXkdjhVA7kk4r3Oz/AGJ/i/Iqg+DL9SwBwxRR0zzuYV4TpWpXej6lbX1nO9td20izRTRnDI6nKsD6ggV7vH+298ZltwG8Z3ZzwpMMWemM/c/yauLj1VwJH/Yn+MMy4TwbebAOrSRKfToXB/zmioZ/23vjJIWDeNLwAnOFihXt7J0op80e34hbzP3lzRupKKwAKKKKACiiigAprUtNpgFOFNpQaYDqKTdSUADUhoooGRsKiap2qNloGRU5aXb7UUwEbpXxr/wU6Xd8BrPDhSNYhYBh97EU3Gf1/Cvslq+Nf+CnmD8BrIE4H9sw/wDomaplsOO5+Ql2DubI5zVJh8ua0rpcyMMVSk+6M1RBqeEdJsNd8VaRp2o6iukafdXMUNzfyqWW3jZgGkIHUKCTj2r7Kt/2PfghIytL8eNNkiwSgU26HA65JlP16c18PxA9s7j0rQja6QAhpOmDjPerjJpaIVl1PtD/AIZH+Aflnd8c7Nn3BdyyW+M45439PfOBRXxWqXcx+VXbvRT5pPovuH7p/SfS1D5y+tJ56+tYgTZpN1Q/aE/vCk+0L/eo0An3Ubqg+0L/AHqRrpF5LgD3NPQZPRVf7VH/AHh+dIbyIdXUfjRdBqWaKq/boc48xM/UU06lbgZM0YH+8KV0FmXKM1SbVLVTg3EYPXlx261G2tWSfeuoV5xzIBzRzLuFmaGaM1nNrlkg5uof+/g/xpk3iPTbcKZb+2jDDI3TKM/rRzLuFmadIayW8VaSpIOp2YI4IM6+mfWoW8ZaGqqTrFgA2Np+0pg5OBjn1o5o9x8r7GzSGsJvHnh1c513TRgZP+lx/wCNRyfEDw3EcPr+lqfRryMds/3vSlzR7hyvsbzV8a/8FOtrfAzT0bPzazDjHPIhm7V9RN8TfCfP/FTaP/4Hxemf73pXxp/wUu+Jnh3VPg3pmnaZr2n6heyatHL5FpcxyuI1ilBbCkkDJAz6mk5LuVFPsflveKq5JOMnmst2DMT0HYVZvJhIxz07VU+orQzNLw/fWum61YXV3aC/toZ45JbR22iZAwLIT2BHHTvX2Tp/7a3wzt4SsfwC8ORcZ2j7Ofm6Hn7N0xmvjnwzok3iTWrHSrMB7y8mS3gQ8bndgqjJ4HJHWvqCH/gnb8VIiA9pppUqDuF8g2+xz3HsfxNbRU7e67Evlvqjrx+3R8NYVGfgVoSt/dUW+Mdufs/p7UVxtx/wTn+LBmQLbaSyMSCwv1+UepyO/tmiq5aj+1+I+aPb8Djx+0Z452lj4n1HcvTN05f0yCSaqSftCeNZMmXxLqksnGHa8kJUjoR83Xt9DXkwmbuT0pGmKucHrWHLHsXzPuevx/tCeM0aVn16+njuFw6yXTnIyc87vl5z0wfzqo3xy8Q7VEOq34+8S0128nzHuAePzz9a8s+0Squ3cdp6+lLI23OCT+POfyo5Y9g5n3PSX+NHi5mMja9fyOP4muGY9MA5J9Ki/wCFu+I5kKtq92D98FZmAHfoDxXnKSDgliSRyO1JJMNoVCccZ+tHKuwcz7ndTfFbXxJhdUukYDhkmYEZHI9fw6daZc/FDWtSVWn1W63qFQ7ZD0VQo4z1wK4GSQ7s96Rn2sSpJXHP1o5V2Dmfc7z/AIWXrBWNjfTO4GNzOSRjoc1BdfETWWYO17OhK5bbMx3E9SeT1ri45sbe/OMUnmNH2OemPaiy7CuztbP4kavazBjqU4fICs0rYT/a45/Ko/8AhZOrW+m3No0glaSZHM7gl0KhhhTngHdyP9lfSuIlY9Qd1RtIWyQFPoc9PpSsguzuIfiNrCzCOLULhA2FADkg5Pf86u6l8ZtbvJpIp7w3dmHYxwzdIwWJ+UjBX8DXn9nMVuoj/cO7p6c1FsEj4/1bY3dcjpmiyC7Ovn8c3dwGEd5PGrnLRySFgTzjnv1PbvVaLxffq7P9rdT1xuJFcjuK8E0+KT+DoH4PNGgXZ0Z8XXsjKzStkdOaevizU5reREnbYg8xwHIzg4HGecbv1NcwDt6HIx2+lRNKRjFAXOjk8TXkbfPKz5HK7jis+61i4vVCySM4XoCTis55C3zHikZtpHBxQIczdeOaY+eD3o3Hd6Cm+Yex5pgSw3UlrMksTFHU5VlOCCO4rtYPjP43gwV8Wa0Gxjd9vlzj0zurgvMI4NDzDjHJosuo7tHoEPx08dQwrbr4r1b7OpyI/tkmM9u/r/OivPo2Vm54HXNFLlQXZvcLn17Ujgsu7Oa7X4qeHbLw78RPEmlacjR2dnqNzbwxsCSqJKygEnngLXsHgX4L+GtY/Y78deN7u0kk8T6fqcdvZ3HmuqxpvtwRtztYkSv1HpitUiT5r3suDjPal8xmVtwyfWtjw3p8eoeItPtZfmimuY4nUKWbaWwcAdTXuX7bHwv8N/Cv4sRaN4X00aZpraZDcGBZXlJcs4YkuSRnaOM9qVtLjPnXIZ8InbHPY0xleB3Y/Tp3r6L/AGKfhl4W+KXxSv8ATPE9l/aVlHpU1xFb+Y8eZFeMA/KQTgM3Ga8K1rT/ACdQu7ZP+WcxXaAScg4I/X9KLaAYjF2Xd19T3p0a/u2y2Ae2e9fUVx8JPDVh+xTa+MZNGDeJ5taaGS/kLqyxAuoRRu2kfKvOM5J9K8O+Euj2mu/FPwro2pwefpt5q1tbzwF9u5XlVWXd2yCaOXWwulzkFXZG5xzgDmon3SfPnPOa91/bA8B6L8P/AI3eIdB0CwTTdMto7Vre3jZmxugiLcsScksTz610n7Ifw68M+PPDvxRk13SY9Qm03w9Lc2zysQIZQrFXUgjB+UdetHKm7AfMknC/MASRwFNRspSEgLjJ+9j+VTTRqt8+BhQ2AM19KfGTwD4e0f8AZO+FPiHT9Lgs9W1K4uhfXcTMzz7WYLuJJxgKOB0yelJLRsZ8zWcbNcMo+9sb3/hNQ/NH1Hsa9p/ZF8JaV4v/AGgPC2k63ZJf6dcSSedazKWR18lyA2O3Sue/aO8P6b4V+NvjXStKt47WwtdVuI4beH7kaCQ4QegHTHbFDjpcDzRgWUckqOntUfevq74IfDbwzr37Ifxa8Ralpdvda3YSxLaXbpultwNhG0jkZLHPsPrXyzDCrXKqefmxik42sJESoVyS2OKkRBIygjcO+3g19Q/tj+AfD3g/w18KrjQ9JtNMa+8Mwy3Jt4hG00h2EyPjqx3Hkknt2qr+wL4G0Xxz8aJ7PX9LtdXsYtIuJfst5AssbNuRQSG6Y3HBx1xVcvvcoX0ufM7FotyfKQRjkA+/4VHveL6dcEVra1axx63dJGgjjEzBUDZ2jJwM96+lf2v/AAP4f8M/Cb4I3ei6ZaWNxe6F5l3PaxKpuX8uA7nYAbmy78nnmpS924+tj5Rk/vZ+U/nUG4ngVOrBCcjcD1pGjUEMudtICNYy3JbFDIOnNSY7Z4pxXauCck0wI1CqKKJFyxGcY96KAPZvjwxX4weMlIwf7XuSTknaTK5IGfc19CfDNlk/4J7fEobxu/taM7TJnHz2eDgnjn88UUVYHyl4Nm/4qzTHYJ/x8x/eJ253Dlu+PpX0z/wUcYr8bLLcd+NHgI/2R5kox+eT+NFFHQXUh/4J1iBfjLqbOWDNotwE24xnzIsg/hmvmjxBII9UnQqAWk64OeueM/UUUUPZAfWGoXIuv+CeVo4+6uvEYUEHhn+9/Pjjp6V86/AmaO4+OXgJ3jXA1uyDBkzn98nYdaKKf2kHQ9L/AG75P+MjPFSK+cpaMcHlf9HgH9M10/7Cs0T+FfjOhLtdP4ZmIVT1UJICcdCckdf6miikt2NnyNPg3RBJUZ5NfW/7RESw/sW/BJV4AM5yV9STRRSXwsXU85/Yhla4/aU8JySZcrI/zF9v/LMgf0479K5T9qpNv7RHxC7f8Tq67Y6yE0UUn8KGup7v+zq3l/sP/Gnj5fOjG4jAziLv19OP8a+N4j/pS/N/FRRVS3XogWx9fft3QrD4U+DyqE2L4Yt1AQ5HCr0PUjpVb/gm7sT45XeX2udInCrjOfmQn6EcfrRRTXxP5k/ZXyPmbWtreIrrIP8ArmzuP+0a+qv21oyfg78CVJXjQevX/ljb9x29KKKn7H3F/a+8+M5cbWx1zTEkCrzyOhFFFSIcwUjcBlahXPmZ6gUUUAAbPLck0UUUgP/Z) | ASR 1085 x002 05040102 Halvfabrikata, tråd m. reticella
Halv-gennemsigtig blå/hvid reticella |
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) | ASR 1357 x002 05040102 Halvfabrikata, tråd m. reticella
blå m. rød gul og hvid tråd. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD4b8Hfs0fEzx9otrq+g+E7y/0y6yYbpWRUfBKnBZh3BH4V2Vr+w78YdwNx4TkhQ4ztuYXIHrhWNeG2eq6jbxiO3vLiFF52xysoHvwatjxLrPl7Bqd75YGAonfH866FydU/v/4Bl7/cj8ReH73wrr2oaPqURt7+xne3niJztdSQRnvyKq2ijzBn3I/Ko5JXmkLSMzsepY5NLGdpBFQaHt/7ISxL+0l8OBIXz/b1njaO/nLiv6C4/uiv58/2Q0ef9o/4bMmdw1+zztHOBMvP5V/QZH90fStKnwL5/oLqPpKWiuYobQaO9JTAWkooqhBRRRQAUUUUCCiiigYUUUUCCiiigQUUUUDCiiigD+eD4ffHbQPBfhi10q++FnhXxFcQ7g2o6hHIZ5QWJ+Y7scZAGAOBXUx/tUeGIoyE+CPgfBJz/o8hOD754rlvAPwZ8FeKPDNnqerfFnRfDt7MG83Tbq0meSHDEDJAwcgZ49a6dP2d/hntO7476Bjgj/iXT9/8/hXX+8t/wxi+S+v6nhPiDVE1vXL/AFCOyg06O6neZbS1UiKEMxIRAeijOB7CqS1d8RafbaTr2oWVlfx6pZ29w8UN9CpVJ0DELIAeQCOcH1qkgrmNz3H9jyYR/tF/D7P/AEG7PH189B/Imv6CY/uiv59f2N13ftKfDkf9Rq2PT0kBr+gmP7orSfwL5/oLqS0lNornsUKaSiimIKKKKYgooooAKKKKQBRRRTAKKKKBBRRRQAUUUUAFFFFAH8yuneEde1aFJrHR7+7hkzskgtndWx1wQOaun4e+KlAz4d1YD3spPw/hrovCv7RXxI8E6HbaNofi/UtN0y2yIbWGTCJkknHHqSfxrZH7WXxf2/8AI+6x/wB/R6Y9K19zuxe/2R5NcW8trcPDPG8U0bFHjkUhlIOCCD0NCfe9zU+qarea5qd1qF/cSXd9dStNPPKcvI7ElmJ7kkk1Avb1rMs9r/ZBm8n9o/4bkgMP7dtF6esqiv6DY/uiv57P2S22/tFfDc/9TBY9s/8ALZO1f0JRn5RWsvgXz/QRJRRRWIBRRRQAUUUUCCiiigYUUUUAFFFFABRRRQIKKKKACikBoNAC0UUUAfz6L8VPgmrc/Be5Kls/8jPPnHt8lWh8WvgcI8H4Izs3qfFFx/8AEVz/AMPv2a9Q+IPhuz1iDxn4N0lLjdi01TWVhuEAYrlkwcZxx7YroZP2O9UVsf8ACxPh7nOP+RhTr/3zXVapb4fwMvc6v8Tw7XruxvtavrjTLJtN0+WZ3t7NpTKYIySVTeQC2BgZPXFVUxVnXNJfQdavtNe4t7p7Sd4GntJBJFIVYjcjfxKccHuKqpXObnsv7J5/4yI+HAClm/t+y74/5bJX9CUX3RX89P7Kahv2h/hz2/4n9l/6OSv6FYfuj6VrL+Gv67CJVpaZThWAhaKTdSZoAdRTaKAHUU3caXNAC0UU2SRYY2d2VEUZLMcAUAOooznkcimsaAFJpM0wvSb6dhkmaN1R76dupWAePWkNJRQIcOlFJRQB/MDGsjY2hiPYVII5v7jH8DXqfw//AGnvGvw48NW2haOdJ/s+3LFBc6VBM/zMWOXZSx5Pc11A/bg+JgYkSaHyAD/xJbbnBzk/JWvLD+b8BXl2PADlevBp61c8Qa5d+Jtc1DV791kvr6d7mdkQIpd2LMQoAAGSeBVNBWZZ7F+yirv+0P8ADrYjOw12zbCjJwJlJP4Cv6FIfuiv56f2VXZP2hfh1tcpnXrIZU44MyZGfev6FovuitpfAvn+giSiiisBBRSbqSnYBd1G6m0Zp2GO3UuRTayvEHiK08OWLXN04H91M8saWgjQvtSg0y1ae4kEca9z39hXhXxC+Lw1KQ29tJttQ5UKhyCR1JPc5/AVzvxF+JlxrzSIZ2jhOVVIztwCO34d68s1XVmuNkduqq4UKuwDHJzn+mf51zx5sQ2qekVu/wDIznUUV5n0X8P/AI0W8a22natISZZNkUvUqMZwecnH9K9g89ZEDIwZWGQwOQR618PaDocEUBursqXVw6xTAlQ2c7hzwRzzXqnh/wCN7eEWt7K9lW/tHGQMndGOe+MDkjg/pya1VSm5+zi7jjK8byPohpaBJXhtr+0cb27Ozw5cpaKjMZTKj5x0xg9/oa9M8EeN9M8faGmqaVN5sO4xyL3jkAGVP0yK7OXQ03OpD04NVVXqRXqHEZYDU9T61AGqRTWbQiSigUVAj+dbwG/wXTw3a/8ACXJ4yk13LGf+yTbC3xuO0Lv+b7uM575ro937N7eYfL+Ii8fL81lXMeAf2ZfiL8SNBg1vw/4fa90ufcI7g3MMYbaSpGGcHqCOlb6/sXfF+QAp4TLZ9L62/wDjldHvW+D8zN8t/iPH9eOm/wBt3x0YXI0nz3+yC8Kmbytx2b9vG7GM44zVJataxpF3oOrXem38Jt720laCeFuqOpIZTj0INVlUHucfSsDY9c/Zb/5OC+HQwG/4n9j16f69K/oaj+6K/nj/AGXXMf7QHw7ZckjX7HocH/Xp3r+huL7o+lbS+BfP9BEm6kzRTd1ZALmm0UUDCijp1rzH4jfF620BWsdNmWS6PDzryI/p6monONNc0thnS+NPiBYeD7Vg7ia8x8sCkZH1r5c8XfFG516+dZ5WmmdztijYsFBPHPpzVXVtVv8AxNezXLzbIU+eSe4fCeoOe5z09zWXY6fJDdyoIZLeQjdLcSj94x+mPlH61nyqpHnraQ7dzjqVPsw3F1R5Gm8mNxd3jrjcgO2M/wD1hUlrp40sRPcSRuzLufBJYIeQePw4PrWrb29vo6GSQBI1+8znOD7g9vb3rgPHvj6O4cwafHsJ4aVONx9fb61lKU8Z7lFWivuMeaNLWTuzV8UeNIbFX07TpllmA3SmTafLHfn1ziuFsfE8rNLJvRwfm8iTOZTke4wMenPNc79vkk3bER5Dw5wMLznLHuT6/hSWVrPfXMiWqcty8z8DHf6CvYw9GnhIX69zFylVduh0Fx4kZliWzT7IS5Lw+YZEU56Jnke+D+Jr1j4N+NvGlrqCaN4btcpcSmaWJiSkZI5Yls8njjsOpzWb8J/g7f8Ai69AjiPlADzb2RcBR3x+vua+vPBfgTSvAunC206AB2A8yYj53/8Are1c0qn1iV4bd/8AI9GlGUF7zN7TzdCzh+2GM3W3955WdufbNWlaoxT1HatjcnQ1OtQRiplrKQkSrRSUVlYk/mQs9SvbON47e7mhRuCsblQfrinrqGoLtH2q4jTPXe2BXtn/AA1VZMuG+EXw9boP+QSw/wDZ6s2/7XFvawmNPhH8PVUjBxpLcjvn5+a2sv5/zIu/5T5/mHzNl97ZOT2PvmmLV/xBrCa9rl9qC2VtpyXUzzC0slKQwhjnYgJOFHQc1SVQx4OPrWJqetfsuvt/aA+Hf3SP7esh8xwP9elf0Mxn5RX89n7LqJb/AB5+H800Zcf25Z7ByBu85MHI9K/oSj+6K3l8C/rsLqPoozTSayKFJpKSiqAo69p8uq6PeWkFx9lmmjKpNjO0/T0r448QTXFrrl7Y3UTIbNwk7yZwXOflXHJPHT9K+1a8U+NHgi0bXrfWjEuJ1bzcgffVQM/UqAPfbWUuSm/aSV7GdSLkrJniOmaZLqE0dzcRsIgN0MLk4zjG8/5/xqPxFrFpoUgmeUNtyAF7nv3/AJ1k+M/GsHh2QWdicdCZD90dR+P/ANavLtW14XiyNM8jSEDbGx6+hIx0/L9Kxjh54x89V6HnSqcnuwNfxB4uv/EMrbZPLhXPC8DjoB74rnZbRbu3d552tLfbwQT5kp7KPQe9M/tK20+E3U5kv79/misx/qx6NI3txwKXwXo+s+L9ajElr9u1GYsscEBZwpYj5QO+PXA/nXsS9lhYWMKcJTd+ppaXB9saOJbVYoVwNqDOD6+5/wA/X6K+E/7Os2sJFqGso1hprYkS3xiSX3IPQfWu3+EX7PFn4VjttT15I7rVFG5LXhoofTP95h+Q9+te2Vw8s8Q+arou3+f+R6tOmqa8yppOk2mh2MVnZQLb28YwFUfqfU1eUUirmpVWujRaI2BVqRVoVamVahsQKtSUgp4rFsYtFJRSJP52vh74Q+FWqeGYrnxV491LRNWkZhJY2ujGdUAOFxJv5yMHoMdK6Nfh58BeQ3xV1rPTI8PN+f36808M/B/xv4y0xNQ0LwnrGrWLsyLdWllJJGSOoDAY4rdH7M/xU8lpP+EC14KvX/Qnz+WMmtE1/L+f+ZHX4vyOE8QWunWWu39vpV5JqOmRzOltdyReU00YJ2uU52kjBxVWNQq726dl9alvtJu9H1C4tNQtpbO6tnMc1vMhR0cHlSDyCKgLl2yayNT1j9mm6eH48eAHVmBbXrIEocZ/fpkfrX9DMX3R9K/nf/ZrYf8AC9/h+chP+J7ZcnOP9elf0QxfdH0rd/Av67B1FNJSmkqBhSbqWkxQIWuV+KHhGbxt4J1DTLWQQ3rASW8jdA6nOPxGV/Gurp1Jh01Pz6Xw7Y3Nm13qjxmWxlaKbT3z5u4Z+UL69PbPWvKPEU0N5qAkgLRW7DHnNgZwTgfX8Oxr7E/ay8H+Rc6drdgBBJebobhioKM6gFSRg5YqGH/AK8S8B/s4at8SNdkmEXkWu5ZJLmT5UTPPAHfHbrXfTrqnT5pK7PKnRbqckNji/Avww1n4gatDZ6HG0rsfnmZcqijuzdFHvyeuBmvub4V/BvRvhZpipbRrcapIuLi+Zfmb1Vf7q+3U9810vw/+Gej/AA30VLDTIV8wgedcsoDykdz7egroJI65E3OftJ6v8jvp0401ZFcU9VzSiPmpAuK2bNQVakVaFWpVWsmwBVqQUlLWTGLRmiipGFFFFAH81Gi/EfxX4csY7PS/EmradaISUgtb2SNFzycKrADJrUtvjL8QPNBTxnrw2jr/AGjNgD/vquh+HPxM8AeG9BtrLX/hda+KtSV2LahLqs8BkBOQCi/KMDiutuPjt8JVDwr8D7BomYFtmtXCZPpnH+fSt1zW+P8AP/Iwdr/D+R4LqmqXGrX0tzdTSXE8jl5JZWLO7E5LMTyST3NVFq/4iv7PVdev7zTtOXSbCed5ILGORpFt0JyqBm5bA4yetUFrnNj1H9m/P/C9PAGCR/xPbLpz/wAt0r+iSL7gr+dz9mxVb46eAy7iNV1uzJY54xMnpX9EMB/diuj/AJdr1f6C6klFGaKzHcKKKKCRRTqbRmkVcp61odj4i097LUbaO6tn5KSDOD2I9CPWn6XpVnotmlpY28dtbp0jjGBz1J9T71Z3GiiwrgaikXvUlDdKpCuVttKoqQrQq96u4hVWn00Uu6oAdRmm7qN1Kw7j91G6m5ozRYLjs0U2ikPmP55PAPwk8H+JvDVre6p8T9H8NahMziWyvLaZ5IlBwOVGORz1rfj/AGevAUkLOfjd4cG1sf8AHncY/Misxf2P/iy2fL8GXz99zyRKP/Q6Y37H/wAYPm/4ou8OOOJIv/iqvT+Uyv2keVeJNNtdH16/srHUY9Ws7ed4ob6FSqXCg4DgHkAjnms9TVjV9Lu9C1S706/ga2vbSVoJ4X+8jqSGU+4INVQawNj0z9nqXyvjT4FOf+Y5ZH1/5bp2r+iWFv3Yr+dL4CavZ6L8YfCGoahOltaWmpQTyTSHCx7GDBj7AgGv3ktf2jPhdLCjL8RPC5Vhkf8AE3t//i67Ixcqenf/ACIluenZpa86X9oL4ZuMr8QfDB7/APIXt+//AAOpF+PXw3bbjx/4ZOTgf8Te3/8Ai6Xs5dieY9BzRurgv+F5fDz/AKHvw30z/wAhaDp/33S/8Lw+HuM/8J14bxjOf7Wg/wDi6PZy7BdHebvejdXDr8avADdPHHh084/5CsH/AMXTl+M3gNhkeNfDxHqNUg/+Lo9nLsF0dtuo3Vxf/C4fAxyB4z8PnjP/ACFIOnr96pl+Kng2RiF8WaIxBwcajCf/AGaj2cuwXR12aTdXI/8AC1vBnT/hLdD/APBlD26/xUL8VfBjE48W6GSOuNSh/wDiqPZy7BdHW7qN1csPiZ4SOSPFGjHH/T/F/wDFUL8S/CTdPFGjH6X8X/xVHs5dgujqdwo3VzX/AAsPwvs3jxHpJUdW+3RY/wDQqVfiF4Yf7viLSW+l7F/8VR7OXYLo6TdS7q5sfEDwzwf+Eh0rnp/psfP/AI9Uv/Cb+HxGr/27poRuVb7XHg/Tmj2cuwXRv5oyK59fHHh5mCjXdNLcDAu4889O9PbxloKqGbWtPVT0Y3SYP60ckuwXRu5orCXxpoLdNa089+LpP8aKOSXYLn82y+KNXXpqd4O3E7f407/hKtY6jVb0H/r4f/Gsmiubnl3NOVdiXc1xcZkk5dvmkc56nqamvrX7FMse/edobI6cjIx68EVDBKsZIdA6MMEdD+B7U6a4+0SDCBEUYVR2A9+9IoEkMbZBwelTLeSL0c/nVSl3FiSTknmi4F4X8v8Afb86X+0Jf+ejfnVEGl3UXAu/2hL/AM9G/Oj+0Jf+ejfnVHdS5ouBf/tKb/no350v9pTf89G/OqHGTjpSZp8wGh/aUwz+8Y/iaVdVuFORMw/Gs/NG6i4Gh/atw2SZWJ9c0q6pMcfvGH41nbqN1HMwNJtUn/57Mfxo/tWf/nq351n7se9Juo5mI0hq0+QDM+PrThrFx/z1b/vo1l7vSl8zgijmYGn/AGxcL/y2f/vqnf27dkAGeQgdAXNZO6jdT5mM2F165XpNIp9nNB1y6Y/6+Qn/AHjWRuo3e9HMxWNX+3LrtPJ/30aKys0UuZgV6KN3XsKKkYU7a0bYYFTjv9KbS0AW9L02fWdStbC1TzLq6lWGJM4y7EAD8yK2fiB4C1b4ZeLr/wAN65HHFqliVWZInDqCyhhgjrwwp/wvbZ8RvC7YJxqlseBn/lqteqftwLt/aZ8XfLtybc9Ov+jx81fL7nN5kc3vcp5prXwt13Qfh7oPjO7ijTRdammgtGWQFy0Zw2V7DOcfSm/Dz4Y+IPinql/Y6Bbx3NzZWcmoTiSVYwIUxuOSeTyOK9z+Kyq37EfwhbJJXU75c7emZJeM/hUf7Bm3/hPvGYbofCt6MH6x1fs1z8v9bXI53yuR8zCNjJsHXOK6j4ifDPX/AIV61BpXiK1W0vZrWO8RFkVwY3GVOVOOx49q52P/AI/V/wB/+tfSf7fcZX4taASMbvDlkcf99j+lQo+65FuXvJHh6fDDxBJ8N5PHS2anw3HfDTmufNXIm2hsbc5xg9cYqD4e/D7Wvih4usfDfh+3W51W83eVHJIsYO1S7ZYnA4U19AWMZb/gnzqTDoPFyt1H/PJB/Ouc/YS/5Oc8Kf7t1/6TS1aprmUe9iOd8rfY8I1Cwm0vULmyuABPbyNFIAcgMpIPP1Fb3i/4ca94F0zw/f6xZi2tddsxf2DrIr+ZCTgE4JwfY881D8QPl8eeIgOn9o3H/oxq92/auWKPwD8CvMDMv/CJxZCkBv4fb3rNRvFvsW5apdzxHw/8NfEHifwj4g8T6dZefougiI6hceaq+V5jbU+UnLZPoDWT4b8O3/i3xBp2i6XB9p1LULhLa3h3Bd8jsFUZPA5I5NfRnwFZf+GSfjuMA8afnkZ/1hxXlf7NblPj98PiOv8AbdoP/Iq1XLrFdxcz97yOK8VeF9S8F+I9R0LV7f7LqenzNb3EO4NsdTgjIJB+orWvvhzrOkeC9I8WahZmHQtWeaKzufNTMrxnDDbncMH1HNdZ+1UuP2iPH3y4/wCJtNx+Nd/8Vv8Akyz4OD/qI6l/6Nely7+QcztHzPEPCXw71zx5FrEug2bX0ekWMmo3xLKnkwJ95juPPXoMn2rnbe3kuriOCJS8sjBFX1JOAK+kv2OTt8PfGpsAj/hDLzr06V8+eGyB4l0wngfao/8A0MUOOifcfNq12L3j34f678MvEs+geJLFtO1WBUeSBnV8BlDKcqSDkEd6F+H+vP4FbxiLBz4cW9/s43u5dvn7N+zGc/d74xXtn/BQBQv7S2tkDG60tD/5AQVo2WW/4J83wJyF8ZD8P3C0+TVrsTz+6n3PAPA/gLXfiRryaN4dsH1LUmjeYQRsASqKWY8kDgCsNlcNsYYK8Yr6P/YIjSP9oW0UvuP9mXZymcD9yT/9avni8wuoTAH/AJaH+dTy2imUpe80a3jLwDrvgGbTYtdsGsH1Gzj1C2Dsp8yCTOx+CcZweDzRXun7bwLa18M23Ft/gzTyOAMcvwAKKJR5XYIy5lc81/4ZV+NX/RH/AB7/AOEze/8Axqj/AIZV+NX/AESDx7/4TN7/APGqKKgsP+GVfjV/0R/x7/4TN7/8apf+GV/jV/0R/wAe/wDhMXv/AMaoopAdB8Pf2YfjLY+OvD1xcfCXx1bwRahbu8snhu9VUUSKSxJj4AHevTP2xv2d/iv4o/aE8T6jo/wy8Zavp032fyrux0C7mifEEYO11jIOCCOD2oorS/uW8zO3vJnP+KPh78bfEnwU8J/D4/Azx1Amg3c9z9uHh6+Jm8wscbfJ4xuPOTnin/AX4f8Axt+CPiLWNUX4HePtT/tDSp9N8seH72LYZNpD58k5wVHFFFHtJc3MPlVrHmi/st/GsTB/+FP+Peuf+RZvf/jVel/H74ffGz43eLNP1j/hRvjzSks9Ng08Qjw7eybvLzls+SOpJ47UUUuZ25R2V7jrf4f/ABqg/Z8uvhmfgZ48ZptZGrDUf+EevflAjC7Nnk+3XPfpW/8AsZfs8/FXwr+0N4Z1LWfhl4y0jTohciS7vtAu4IkzbyAbnaMAZJA5PU0UVcZPmT7EyiuVrueXeO/2YfjLe+NteuIPhJ46mhlv53SSPw5eurKZGIIbyuQR3rsfi/8ADr4z/FDw34B0tfgf4/sm8M6QumPK3h28bzyuPmAEIwMAcc0UVmpOzXcrlWjJ/h74B+M3gj4O/EHwS3wO+IFzL4nFsI7tfDt4qweW5Jyvk/NkH1rkfhh8B/jR8P8A4h+HPEj/AAX8e3aaVfw3jQDw3eqZAjhiufK4zjrRRT53deQuVa+ZZ+L3wP8AjR8SviZ4j8Tp8FvHllHql49wtuPDl6+wE8Dd5XJ966Hxd8O/jJ4m+BvgrwCvwO+IEE3h65ubhr0+H70rMJXLABPJ4xu9e1FFPmevmHKtPI7X9k34A/FHw3o/xbj1b4a+L9Me+8JXdtareaHdQm4lI4jj3Rjcx7AZNeCab+zH8abDVLa6Pwe8euIZVk2/8Ize84IP/PKiihydkJLVnon7SHwz+MHxu+Kl/wCK7L4I/ELTbe4hhiFvN4cvHYbIwpJIi74qxb/D/wCMNv8As33PwzHwO+IRvJtcGqm//wCEdvRGEEars2+VnOR9KKKOd8zfcfIrJdiD9nP4a/F/4J/Eu38T3vwP+IWpwR2k9ubeHw7eIxLoVByYvWvNbj9l740zXUko+D3j1QzFtv8AwjN7xz/1yooqeZ2sOyvc9T+PXw9+L/xgvvClzafBH4h6f/YuhW2kss/hy8cyPHuy4xDwPm/SiiinKTbuCioqyP/Z) | ASR 1357 x052 05040102 Halvfabrikata, tråd m. reticella
blå m. gul. |
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) | ASR 1357 x073 05040102 Halvfabrikata, tråd m. reticella
1blå m. gråhvid, 1grøn m. gul. |
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) | ASR 1357 x097 05040102 Halvfabrikata, tråd m. reticella
blå m. gråhvid. |
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) | ASR 1357 x125 05040102 Halvfabrikata, tråd m. reticella
grøn m. rød+lidt gråhvid. |
![](data:image/jpeg;base64,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) | ASR 1357 x132 05040102 Halvfabrikata, tråd m. reticella
blå m. gråhvid. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10272 05040102 Halvfabrikata, tråd m. reticella
1 fragment af tovsnoet stangglas af gennemskinneligt, lysblåt glas, hvorom er lagt tynde hvide og sorte glastråde i spiral. Længde : 2,8 cm. Diameter : 0,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12054 05040102 Halvfabrikata, tråd m. reticella
1 stump af tovsnoet glasstang med tråde af rød og hvid ugennemsigtig og blålig gennemsigtig masse. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13415 05040102 Halvfabrikata, tråd m. reticella
3 samhørende fragmenter af tovsnoet glasstang af blåligt gennemsigtigt glas, der på ydersiden er omviklet med tynde tråde af hvidlig ugennemsigtig glasmasse i s-snoet form. Fragmenternes længde er henholdsvis: 3,7 cm. - 6,5 cm. - 5,65 cm. Totallængde: 15,85 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13418 05040102 Halvfabrikata, tråd m. reticella
2 stykker glasstang, det ene sammenlimet af to fragmenter, af tovsnoet form og af blåligt gennemsigtigt glas omviklet med tråde af ugennemsigtig gullig og rødbrunlig glasmasse i langstrakt S-snoet forløb. |
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) | ASR 951 x036 05040102 Halvfabrikata, tråd m. reticella
Ugennemsigtig rød, hvid og grøn. |
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AK8M/ak8daz4PsPDEGlak2lQ6hdyJc3EZ2sqogYYPYdSfXFe518l/ttaxHPrXhPTUk/fWgluXX+H5xtGfwQ/nUydlodWFipVPeV0k/yMz4kfEjXdb8D6RM9/Lc/akDMWAwThuy4XPB7elcH8NLp9QuNRe4ZRK4W3fzBlnBzjbjsO3uMVb1prK5+HunM7b24CMBhcgZ5zyepBPXPtXOaIbbQ0tNRW3mmlt5mjl8uQ4XMbHcg9to9awm3KMk+5yx6MtRt9s+GJidDcTRukh85Put5gG45684I7ZxWJ4Jtxa6DM8XyQ26rDJMwKgke34Zznj8q2PC7R+Ifh3fShpIUjlZxCqnB3SSFVY9flxx9O3bntHS5tLWESXoeCeaUCFUIOVXluAAef8jNRCLu20erRmnScfP/ACPoWzX+z/Cel3MrlW+zRgS+WAc4IB9/y714B+0J4w1q58WWunvqMs1nGmYrdpCypkJ0B4A69BXtum6pFqHgOzj8qQhGHyyLtYYyVHuAAenofSvD/jRbwXHj61XAKtApKkBscMTkfhXjNv28kv61OWWiVz0z9hP/AISI+IPGYcR/2BCIYZ5JMl2uxkhY+cYVS273K17v8dYpH0GwlXdhLkKcZx82ODjscVn/ALMMFtD4K1MWsC26TanJcgKMbg6J8x9yQa9eltYrhCksayoTyrqCPyNfW0IqNKKRjUakz4cvvEDx31pEQ0c1lJdTEj7pZwFQ/mTwfQV19l4u07wZ4X+HsmoyD7R9lhCRqw8x5GWHdgE84G4k9gK9m8bfsveDfHVxqF75dxpep3xBluLaZypwAMiPdtU4HVQM55rPtf2RdLggiSXxFqF6I5Nyx3SK8YQfdTbnkD1JJPfNebUw7crtnRVrRnCMErW6nMeE/hP4d+PD2Oq+KrG4mi0i9kuodPY4gn371Bk4ywyiuMEDscgkV9KqmAABgDoKqeGfC9r4U0O10u0yYLdcBmABOTkk4AHetVYq6aEI0YKKOac3LS+hEsdWoVxTQtSpVylczHUUUVmUFFJRQB/PL/w05rbRnHg/wLt6D/ilbPj/AMcrJ8afHzWvHPh+XR7zQfC9nBJt/e6boNtbTJhg3yuigr0AOOoqh4F+Md14F0ZtOh8MeFdXRpTIbjWNGiu5ucfLvcZxx09zVjxZ8br7xjoNzpMnhPwjpyThc3Ol6FBb3CbWDZWRRlc4wcdiRXXzXW5ioq+x50PmAbbhc4yK9v8A2PYhH+0l8NZC0Yxr9ljzDjH75fzPpXiMaiHDNy3Yf1r1/wDZNmdf2kvhm27B/wCEjsBn63CUqfxI0Z/Qwn3RTqRfuilrAQV+f37W2tSTfFbxNJA/mfYWgiVeMBvsqE8/U/zr9ACK+Fv27vgzq7a0PGemW1xNoxmgu9QaFEcCZU8oBhu3bNqoSdp5PXtWVRNrQ9DBThTnJz7fqhupRWc3wp067tyf30PmN5g5ySPTvgHpxmofAnh5df8ACuqFJiy2txGGMgUEgxvk8ZxxLx9BXH6h8WLe+8D2ljJa3lnc2xjg8tUVIlbqFO4jIxj9K634C6pLqlnrNqsiTWkkSBg7bJGlAzznkfxdu4rKV4wnJHndTzvwr4gubPw8lvJtCSKD8pwu4QsvY4BG8/melaPhFEntDiZpblN/lKwO0ghenHJJb9AO1Ms9Lkj8M3EaW7NAZw5dVACZTAQHHsM4HetXwJa3Gl21/erEZJFUBtrPg7cgYwOOmfy9BVc3vK56VCLlCXRXPVvBciP4DtMbVeCTy3BJ+U+Y3PP+cNXjHxa08z+LI3XcZGDLhTyWCMRjnr8x/KvWPDeqWlt4HWL5IbsosjLI4DM2SSSCeOnT1qhN8ItW+JnjSKbS3h22RWab7RIUj2sG7hTlju9O1eO6c3X0RjNppnRfs1+NrW1+JuseFrlJYbuS0VrZgCUmK5dyccDgjBPuPQV9RDrXKeA/hjpHgaFpre1jOrToq3N7jLvgD5QTyEyOn4nJ5rr1Svp6UfZwUTmlJPYsW4/Crq571UgXbVtelZy3JFoooqBhinAUmaN1SMdRSbqN1AxaKTdRQB/N54F+Jml+DdHa0u/APhrxLO0rSC81dbppQCANn7udF2jGfu55PNani74yaT4o8M3em2/w18K6A82wLqGmRXKTxlTk7S0zA55ByDwfXBGf8PfHHg7w/pjW/iH4eWniq580yfbbjU7q3KxkABNsTAHBBOep3Vc8ZfErwLr3h+5sdI+F1j4fvmAEOow6tdytD84JOx3KsSARz6+wrpv7u6+7/gGVtdn/AF8zzIMWbPevXf2VZPL/AGi/hmwOMeI9P74/5eEryFetevfsrskX7Q3w3dskL4gsTwM4P2hMfrU0/iRo9j+h9PuinVHG3yin5rIkWmnmjNFAHLa98LfCfie5muNU0Czu7iYgySsmHYgYBJGDn3qC3+EXg20WPyfDlhG0a7Q4i+bHu3U/jXX0UDOQT4U+EYsY8N6acHPz26t0+oqxD8PfDlusqx6LZLHIMNH5Q2Y9AvQfgK6ek21alYDh5/g54MuLgTv4csTJ6rHgD8BxXRaT4d07Q43TT7KGzWTBfyUC7sDAz64FamKSjS9xakXlj0pRH7U+iquIFGKnWolp9ZsY+im5o3UgHUUm6jdQAtFJuo3UALRTc0UAfzh+B/G3grQdE+yeIPh9H4nu/NZ/trarPanaQAFKpxwQTn3q14q8ffD7VvDt1ZaP8MYtD1SRVEWpDWrmcxEMCT5bfK2QCOema01+N3g/JL/Brwq5Preaj6+9zWP4u+KXhvxD4euNOsPhj4d8P3Um3ZqVjcXrTRYYE4Ek7KcjI5U8H1xW7elrr7v+AR12f3/8E84HFeq/syZb4+fDz5toXX7F2bngCdCeleUCtnwv4kvvCOv6drWmzfZ9Q0+eO6t5dobZIjBlODweQODUQdmmas/pijb5RT9wr8Rrb/gqV8eIotja9p8jf3m0uD+i1Iv/AAVM+O//AEHNNP8A3C4P/iarlj3I17H7abxRvFficP8AgqZ8deP+J1ph/wC4XD/hQ3/BUz46npremD/uFw//ABNHIu49T9sd9G6vxP8A+Hp3x0H/ADGdMP8A3C4f8KUf8FTvjpkf8TjSz/3DIf8ACjkXcWvY/a7dRur8V0/4Ko/HHaVOpaST2b+zI8j/AD/Wnf8AD0743+Wv/Ez0rdzk/wBmxc9PanyruGp+0u6msuSOMj3r8Wf+Hp3xyXj+1dKP/cMi/wAKF/4KnfHLIJ1TSsen9mRc/pRyruGp+0yjaMZz9aWvxbb/AIKnfHCT7upaSv00yOpbX/gqb8bftCCXUtK8v+If2bGM+1PlXcWvY/aDNLur8W/+Hqfxt8sL/aGk7sk7/wCzUz24/DH60D/gql8blb/kJaSw/wCwbHS5F3Hr2P2l30bq/F9f+CpPxtkXzDrGixDBwh01CT+QJz9cCo1/4KpfG7/oI6Tn/sGx0uRdw17H7SbqN4r8W/8Ah6l8blAH9o6ST6/2bH/n/wDVQv8AwVS+N/U6jpJHp/ZsdHIu4a9j9pd1Jvr8XF/4KpfG7cM6hpJHp/ZsfNWdS/4KofGdbyZbe+0pIVdgoOnRk7c8UezXcLvsfs1vor8XF/4Ko/G5eP7R0lvrpsdFHIu4a9j4jozSUViaDg1O3VHWx4P0NfFHivRtHabyF1C8htTKBnYHcLux3xmmr7IPMzAxp2413fjL4ZR+FvjdqXgNbxpYLXWjpa3joAzJ5uwOR645xVX4s+AYvhz8VvEfhKC5ku4NL1CSzjuJFAd1VsBiBxnFOzJ5kcgjBmAZto9etN3133x2+GEXwf8Aixrvg+C+k1KLTXjRbqWMRs+6JHyVBOPvevanfG74Wx/CXxpBocN++oRy6dZ33nSRhDmaFZCuAT0LEfhTs1e/QOZO3mcB5ho3n1r0D43fC2H4S+KtO0mG/fUY7vSbPUvNkjCFTNEHKYBPAJIzT/jB8LIPhjH4JaC+kvf+Eg8OWmuP5iBPKaYvmMeoG3r70OMle/QFJO1up58JDjFOEn5V3fxE+GMPgfwf4B1mO+kupPE2mSX8kTxhRAVnePaDnnhQc8dak8f/AAri8F/Dv4feJU1B7l/FFpc3L27RBRAYpzGFBBO7IGeQKdmHMtDgC5+ooLleprv/ABZ8Ko/DPwe8DeNl1Bp5PEk99C9mYgFg+zuighs/Nu3HsMYqK8+GEdt8DdN8f/bnaa712bRzZeWNqqkCSB92ckkuRjHaizFzI4TzDSeYa9Hsfh1b6Z8D4/iNJMt3NNrc2gpp8sf7tP8ARRIJt2eSC/C4xlQeelQ6X8LYtQ+But/EA37rNp+sQaWLERDayyRs/mF88YKgYxStIfMjz7zDR5hr0Lwp8J18TfB3xx44+2tAfDc9jCtr5eROZ5GVvmzxtwp6HOah8GfC+PxZ8L/H/i1tQa3k8LrYsloItwuPtE/lHLZ+Xb16HNFmHMjhPMqSMlt+Oy5/Wu4+G/wxi8d+F/HmrSX7WjeGtKGopEsYbz2MyR7Cc8DDE556CrvwW+FcPxOt/G3m6g9g+ieHbzWo9sYfzjAFbyzyMA5HNNJuwuZK55vvNHmGu++Dfwti+KmoeJ7aXUG0/wDsfQL3WkZYw/mtAgYRnJGA3r29KZ8D/hfH8XviJbeGZb9tNWa1u7j7QsfmHMNvJKBjI6lAOveiz0t1DmWvkcRavuuYgeQXA/WmvMWYn3ruPgh8O1+KvxW8PeEmvzYLqNwY/tAj37MKzdMj+7j8ab8KvhqnxI+MGi+CpL1rKPUL42jXaoGKKM5YLkZOB60WY+ZI4fzTRXW+FfAK+JPi3pXgw3jWyX2sx6Ubvy9xQPMI9+3IzjOcZopxhOXwomVSMd2cLRRRWRoKK6z4Z7I/iT4UMbMSNVtTnp/y1Wiiqj8SJlsz0X45X0OlfteeJ7yZxDBB4naaSRuiqJgxJ4+prE/aJ8Sab4o/aC8YazpV5Hf6Xdao80N1CcpImR8wPcUUVpJ6P1M4rZ+RpftbeLNI8ZftDeKda0K/h1PS7mS3aG7gOUfFvEpwfZgR+FS/tVeL9H8ZfErTb/Rr+HUbVNC06CSaFiyiVLdQ659QeD7iiinJ6S9f8xxj8PoL+1R4u0jxl468P3mi30OoW0XhvTbaSSBiQsqQgOhz/Ep4I9q1v2sWDWvwbbj/AJEDTAf++pqKKqX235kLRxRi/GvxRpWvfDD4PWmn38N3dabok9veQxsC0EhuXYK3oSCDj0I9an+MnizSNa+CfwY02x1CC71DTNPv4r63jYF7dmuiyBh2JHI9qKKTfxei/QaWw34geK9G1L9mX4V6JbahDNrOm3+qvd2aNmSFZJIyhYdgwHH0NRal4o0mX9kzRtATUIW1qHxbc3b2O796sLWsaiTH90sCM+oooovv6L9AUdF6mrdEN+w/YnPK+PZRj62CVR8OeKtJt/2SfF+gy6jbprFx4ks7mCxZwJXjWJwzqueQDgE0UU+vyJ6fMb8M/Fmk6Z+zX8YdFu9Rgt9U1KfR2sbOR8ST+XPIZCg77VIJ/CmfCvxVpWk/AH4zaTd6lBbajqUelfYraR8PcmO73OEXvtXk+1FFJPb0f6l239V+gvwF8TaVongP4vWWo38Fnc6n4cFtZwzPtNxL9ojIRR3bAJx7Gt39kdhJqPxTiByn/CAawo9/kTNFFOP2SZ7SMf8AZd8UaR4V8Q+NptX1C306O68JapZwPcOFEkzxYSMZ6sTwB3qt+yf4p0rwj8bdP1PWdQh0zTksdQja5uH2qrPZzKgz6liAPciiiiP2PUcl8RX/AGVfEumeEv2hvBur6vew6dptteM811cOEjjUxuMknoMkVY/Z/wDE+k+Hf2nPDmtajqENnpEGrvNJezPtjRPnwxJ6DkUUUodPUclq/Qg+Fl5DeftTeFrq3dZLebxdbSRuuMFTdqQR+Booorpw/U5MRuj/2Q==) | ASR 951 x034 05040102 Halvfabrikata, tråd m. reticella
Halv-gennemsigtig Blå med gul og rød. |
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) | ASR 951 x034 05040102 Halvfabrikata, tråd m. reticella
Gennemsigtig Blå med fire små rammer i hvid, placeret i en kvadrat. |
![](/grafik/intetbillede.jpg) | ASR 15 x021 05040102 Halvfabrikata, tråd m. reticella
Rød grundfarve, hvid og klar/blålig tråd omkring. Alle tre passer sammen til 1 stk - noget fladklemt. |
![](/grafik/intetbillede.jpg) | ASR 15 x108 05040102 Halvfabrikata, tråd m. reticella
Hvid og blå, uregelmæssig tykkelse og snoning. |
![](data:image/jpeg;base64,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) | ASR 2360 x114 05040102 Halvfabrikata, tråd m. reticella
Snoet glasstang. Grøn med blå. |
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) | SJM 3 x0141 05040102 Halvfabrikata, tråd m. reticella
Blå, hvid. |
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dQK4Oupuxm3xcqkCPV1HQjEtFeo/wDDcXxibk+J1yB/z4W//wAborb3P5n93/BI97sfu0y1DJHxVtlqJlr0jmKMkdVJI603jqvJHQBlSR1FitCaKqrxmpGVmpKey80zFAzlPGngG18UWzyRRwx6gOUeRcqx9G/xFfNPjjXPHngS+aytfCScEhJ1+dG9xjtX2EP1rJ8S+GdN8WaVLp+qWy3NvIMfMOVPqp7GrjLl6Gcocx8Y+f4x+IFo1r4lvrfRbKQfMzyYz9VG4/yqfT/B/hL4fKl9fPJq+3DqbgYRueqoOCPz61u/FT9l6y8Ozf2jDqV+2nu5L+WQCnsx5/OuX0G+8DeGZAJbGPVLndhbnUi8zH3CHj81rq9o5JRu/RKxx+z5G3b79TsdF+LniDXpvsXhbQ5vspO1XiAhjTjHLEYB716BcfDT/hLtLtrnUdZl0ydEH2mC3l3GWQ9TuYYXvwOOOgrzzVPi5b2+mk2ccZlRSEiJ2DHYBADjHTHFefX3xV17VrwLdXX2eNAcxQgoAp455ye1b06VWS91cq7vcwlUpxfve8z6Z0Xxh4f+GsyWVxrTZj4Iurou3pj0x7V6n4a8daL4qjzpmp2926/eSNxuH4da+bfAnw88NfEbR5nvRe2t6yny3GRDux3455611fgX4LXvgi+Fyt0rSYG2GBWVGP8AtE989DxU1aVOCd5O5pSrVJWtHQ+iFmqZZqwNJ1Fbi1jzKHkxg8jIIOCD78VpLNjHNcB6BpLLT/M4rPWapFmpDKXilv8AiQ35/wCmD/8AoJr+eXWHH9pXRwD+8fH51/Qj4smx4f1A/wDTB/8A0E1/PTrIxqFx7ux/WubEfCjWnuzOZiMjtXa/CPxF4O8N+JZLnxv4am8UaU0BRLWG6a3KSEjD5HUAAjHvXENzXb/CXwJonj/Xrix13xdZeDrSOAyreX0ZdXbIAQAEc4JOfauFXurG72PYR8YP2fBIT/wpm9weD/xOpP5Zoph/Zj+Gu4A/Hnw6B0/49W/+LorqtU/lX4GPu92fuRTWWnkU1q6jEiZagdKtEUxlqgKEkdV5Ia0WSoZI6YGU8PNV5F61pyR1Wlh6mpGUe1NzU8i4qBuMUDIrm0hvreSC4jSaGRdrxyAFWHoRXz78Vv2W7DVo5r7w5HHbXByzW5Xk/wC6f6GvoekNaQqSpu8WROnGorSR+f8ApPwml0XUUa91TyIkcbvKT94OecZPBGK9L0PQvBNpeG5jsG1G5Q53Oxmb2JBHX3xXqHxq+B6eLo5dU0dPL1HrNCnHnf7Q/wBr+f1r4y8QR+IvA+rXVuLu60wyfLLuDKWHoQa9Om3Xj8fyPLnFUZfCe1+LP2lJfCs0tlpWmPG8RxtuVMaggnkA8n/x3rXKRfHzxd8QbiOK91I2UTsA0dmGiXnAyzYZsD2GeK8+gtdP8TA+ddT6hqbE5eViAxPYKOT9Sa6/w18LfEtxKjQ2q6daFhm5l+U/go59fr61ty0qejMuapU2O6vvCvjPwyq63Y6ndyacWUx3zsUVjjJ+8Sf89ulewfCb45T65cx6Tq48+7Ztsc0Izj2POT+NczoPhe2tdJjg8S6m91p9vhtt5MY4Aeudm7r75/GvWfB/g/SIJotWsoozb7f9E2IFUKerjHr2Ppz3rirVoSVkr+Z2UaU4u97HeLNUiT9Kz2bbSpN81cFz0CDxhN/xTepen2eTr/umv5+vEUom1i8ZVCqZWIVeg5PFfvl42utnhfVCO1tIf/HTX4D63zql2R081j+tc2I+FGlPdmf611fw6+F/if4ratPpnhbTH1W+hhNxJDG6piMEAnLEDqR+dcoatabqV7ps5lsbme1lxgvbuUbHpkVwaX1Nz2c/sW/GTt4OmP8A29wf/F0V5cvjTxP0Gt6oPTF1J/jRWv7vzM/fP6P80lFFeicwhphFPNJTAjK1FItWCKjcUwKjx7qrvHxV/bUMidaAMqaOq0kXFak0dQSQ8VJRmbcUjdqttDUZh5oGQ1xnxJ+Fmm/EaxjW6hjN3DzFJIuR9DXfR29WI7XpxQI+JfGehad8GdQD3Gh+Xdg/u5reDaCvrv4BB+tZkf7Rd/r8Y0/RtMaOd+FZkDFT3O0f1OK+6tW8K6d4k06Sy1K0juYHBGHUErnuM9DXg2vfss+ILXU3l8MeIdOtLNznZcWeyRfbKDB+uPwranyR1a1OapGb+F6Hl/w9+B3ij4h+MrK/8W3EkmlQkXE0Ms2W29VTywMLuIwe+M+lfXEkAhUKqhVAwFAwBVL4Z+C7/wAE+C7PTdWvY9S1RWd7i7iXashLkjGR2XaPwreuLf2qZTlPVmtOCgrIxHzmomJFaMlv7VWktzmoNTlvHUhHhPVsnA+yyZP/AAE1+C2rDF9Pzkbic+tfvd4+hI8I6xwf+PSXp/uGvwP1Bt91J65P865sR8KNYblKu4+Evxc1T4Pa5c6ppNlpt/NcQeQ0ep2onjC7g2QCeDletcOeK7f4Sz+ALfXrh/iFbavdaT5BEKaM6LIJcjBbcfu4z+OK4o3urGj2PWm/bs8a7ePDvhMcY/5BI9P96ipDrX7Lvlsv9heOCeobz4cj/wAeorqvU/mX4GNo9j9yaKbRXYYgaKTNBNABTWpc0lMBpFRstStTWpgVpI6gaOrjCo2WpGUWipvk81cMeaFX2pWGQxw+1Wo4aVEqZeBVCFVdtOptFMQyRc1Ulhq41RuM0AZckHWq7W9akkdQNHSA4v4gwj/hD9Zz0+xy9s/wGv5/tS+W8lH+0efxr+g34iR/8Ubrfb/Q5v8A0A1/PnqKn7RJxjDVzYjZG1PdlJuea7X4T/D7TfiJr1xYan4s0vwjBFAZhd6oSEkOQNi4785/A1xPtW94Q8B+IfH19LZ+HNHvNZuoY/NkhsoTIypkDcQO2SPzrgW+psz3Rf2V/BXO745eEc4/hJPf/eorzwfsz/FRiB/wgeu5P/To3+FFbe7/ACGev8x/QXupc1Hml3V6RzjqKZmjdQA7NGRTd1JuoAWkJo3U3dQAtMNLupM0gG7acq0Uu6gBwpaZuo3Uxj80lN3Um6gQuaa1G6mM1MBGqNhTmao2agDlfiRgeCNdz0+xTf8AoBr+e/UP+PqXv8x/nX9BnxOk2eBNfPpYzn0/5Zmv58b7/j4k/wB41yYjZG1PdlU/lW54T8a6/wCCLyW78P6xeaPcyJ5bzWUzRMy5B2kg9MgflWEOTXd/Cf4mW3wx1a7vbnwto3ipLiLyvs+tQeakfOdy88HtXDHfexs9i5/w0N8Ts5HjrxBx66hL/jRXpZ/a/wBO8sIPg/4FBGf+YdxzRXRzP/n5+Zl/27+R+iDf8FMfgwpYHUdU+XGf+Je3r9aj/wCHnHwWUDN/q3/gvb/Gvxra4ZlyWyT1pnnHgVp9YfZB7Jdz9l/+HnHwWDEG/wBWxjOf7Pb/ABpG/wCCnHwWGP8AT9WP/cPbj9a/Gnzjtx79aPOJzzR9ZfZB7Jdz9lW/4KcfBdVz9u1Y89PsB/PrTP8Ah578F8D/AEzWP/Bef/iq/G3zjtxTfMPrR9ZfZB7Jdz9lP+HnnwY3YF3rB9xp5/8Aiqa3/BTz4ML/AMvesH6aef8A4qvxxhlQBt4Y/L8u0459/amNKeeaX1l9kHsl3P2Qj/4KefBqQ4W51jPvY4/9mpp/4KffBsdZ9Z/8AP8A7KvxxSUrmhpjR9Zl2QezXc/Yv/h6F8Gwf9brZ/7cB/8AF07/AIef/Bvj99rQz/049P8Ax6vxx84+tHms3el9Zl2Q/ZrufsUf+Conwbwf3muZ/wCvAf8AxdM/4ej/AAd3Ef8AE9wD1+wj8/v1+O/mEUeYaPrMuyF7Ndz9h2/4KkfBwLnOunjP/Hiv/wAXTD/wVK+D39zXv/AFf/i6/Hvec0GT3o+sy7IPZo/YH/h6Z8IO0Wv/APgCv/xymN/wVK+EXaDXzzj/AI8k/wDjlfkD5h9aPMPrR9Zl2Q/Zo/X0f8FRvhGx4h17pnmyT8v9ZUUn/BUb4TDGLbXj7fY04/8AIlfkQJDSlyvej6zLsg9mj9TPH3/BTT4Z674T1nTrPT9da5ubSWGLzLaMKWZCBk+ZwMmvy0uJRJKzeppjSZ69abkVlUqupuVGKjsHvXb/AAnf4frrVz/wsJNabTPJ/cf2KYxJ5mR97f8Aw4z071xEnGBn60ysU7O5Z9Jtefsvhsix8dMMH+OAf1or5s79aK19ov5URy+ZKfu4pnavZ/2cvA+ieNf+E+GtWa3f9neGLy+tCzsvlTpt2uMHnGT14rzfwTptvq3jbQrG6j861uL6GKWPJG5WkAI49jUcrsn3HzbowmQoqnP3u3pSdM16B8dfDul+EfjN4s0bS7f7NpVnqMsUECsTsQHhQTn9a3vjx4O0Xwt4f+Glzo9kto+q+HYr27Ksx8yZncFjkn07elHK9fIOZaeZ5AKK9i8L+B9G1D9mjxj4lnslk1ux1izt7e63MDHG6tuGM4IPuO1Rfst+DdG8d/Fy10rXrNNQ09rK7kMMjMAWSB2U/Kc8EA/hT5HdLuHMrN9jyLd2oarBjX7fsxld+Me2a9O/aa8IaV4H+LV/pOjWa2FhHbWjrbqxYKzW8bNgkk8kk8+tTyuzY762PKV70hr1z4ieDNI0X4E/C/XbO0WLU9WOofbbgE5l8uZVTPOOBxxS/CLwXpHiL4YfFbVNQslub7SNMt5rGVmYeS7ThSwweeOOafI72FzK1zyKkrvvgNoOn+KPjH4Q0nVrdbvTbzUoYbiCTOJELYIOOeaw/iDpdto3j/xFYWcfkWdrqNxBDHknaiyMFHPPAApWduYd9bHPc0eleq/tE+EdI8HeJ9AttGtFs4Lnw/p95KqljulkhDO/J6k88cVIngnR/wDhmN/FX2XOu/8ACTCw+0ljxB9mL7cdPvc59qOV3sLmVrnk1HWvXv2b/Bej+MvEHiiDWbNL6G08N397CrsQEmRPkfg9Qa4r4a6Ta618RPDmn30Yms7jUreGaNuAyNIoYfiCaXK7JjvrY5alHfNdr8aNFsvDvxY8XaZptutpYWmqXEMECEkIiyEADPOAK6j4yeDdH8M/D34X3mn2iQXmqaO91eToSfOfzmAJ9wOOPSm4u7XYXMtPM8j96QnjFeueB/COkal+z78RddurOOXVNOu9PjtLliQ0Qd2Dgc45A7+lR/s0eE9I8ZfExtP1qzjvrEaZfTeVISPmS3dlYYI5BAP4U1Buy7hzLXyPJaOeK7H4T6DZeI/ir4W0nUIvPsLzVLe3niJI3xtIoYZHqDVL4maVbaF8QvEunWUQgs7TUriCGMEkIiyMFGTzwAKnldrjvrY5smkpKGqRi5zRTaKAPsH9mb9nn4r+H7rx/wD2n8MvGemLdeFL62ga58P3cXmysF2xpuj+ZjjhRya85+H/AOzH8ZdP8feH7qb4S+OYYYtQgd5ZfDd6qKokUkljFwB60UVtfSJHVnQ/tE/s0/F3Wvjd4yv9N+FfjW/srjUpZYbm18O3csUik5BVljwR7itj47/s6/FvW/Dvwvjsvhf40vpbPwzDbXK2/h68cwSCWT5HAj+VgCODzyKKKG/iEl8Jc8H/ALPPxWtP2XfHWkT/AAv8ZR6rc6xYy29k/h+7E0qqG3MqeXuIHcgYGah/ZN/Z3+LPhj4zWF7qvww8Z6XZizvEa5vPD93DGpa3cKNzRgAkkAe5oopqTvH+uoW0keSN+yz8af7QL/8ACofHhXzMg/8ACM3uOv8A1yr1b9qz9nT4teJfjJqF/pXwv8Z6lZyWlmouLPw/dzRlltowwDLGQSCCD7iiiov7rQ+qH/En9nX4s6h8AfhVptv8L/GVzf2Takbm1i8P3bTW++ZSu9RHlcjkZHPap/gr+zz8VtH+Evxgsr74XeMrW71DS7eK0guPD12kk7CcErGpjyxA5wM9M0UVfM+ZPyFb3Wct+z/+zX8X9D+NXgu/v/hV43sbK31SCSa5ufDl5HHGocZZmMeAB6msT4l/sx/GTUPiP4mu7f4S+Orm3m1O5kjmi8N3rI6mViGDCLkEd6KKi/uW8yvtHcftLfs6/FrxF4r8O3GnfC7xnqEcfhzTYJHtPD13IqSLCA6ErGcMDwQeRUy/s7/Fb/hlF9G/4Vb40/tj/hKxc/Yv+Efu/O8r7Lt37PLztzxnGM0UVXN7z9P0J6If+zJ+zj8VtB8QeLLjVPhn4y0xJPDeoW8X2rw/eRebI8RCopMYBYnoOp7Vwfwx/Zl+MOm/Ejw1d3nwm8dW9tDqdvJLLJ4bvVVFEiksW8rgAd6KKm/upf10K6svfG79mn4wax8YPGN7YfCjxxeWVxq1zJDcQeHLx45FMjEMrCPBB7EV1Xxq/Z5+K+ufD34VwWPws8aXFxZaNJDcwQeH7yRrd/tDkK4EeVOMHB7EUUU+bWX9dRJaITwH+zz8WLH9nT4laRc/CzxnFqN5e6dJbWsnh67EswV33lFMeWAHUjOM+9R/sv8A7OfxZ8O/E5r3VfhX4ysbX+y76Pzrzw/dxJua2cKuWjGSSQAO+aKKcZaw8v8AMGtGc18Gv2aPjBpfxi8I31/8J/HFrZQavbyzXE3hy8SONRKpLMxjwAPU1Q+K/wCzH8YtT+Jniq7tPhL45ubWfVLmSKaHw3eMjqZWIYER4II7iiiov7rQ+pyh/ZV+NfT/AIU/49/8Jm9/+NUf8Mq/Gv8A6I/4+/8ACYvf/jVFFQUJ/wAMq/Gv/oj3j7/wmL3/AONUUUUgP//Z) | SJM 3 x0542 05040102 Halvfabrikata, tråd m. reticella
Blå med hvide snoninger. |
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) | SJM 3 x0731 05040102 Halvfabrikata, tråd m. reticella
Blå og hvid reticellatråd |
![](data:image/jpeg;base64,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) | SJM 3 x0845 05040102 Halvfabrikata, tråd m. reticella
Blå og hvid med snoninger, reticellatråd |
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) | SJM 3 x0908 05040102 Halvfabrikata, tråd m. reticella
Gul og klar reticellatråd |
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rFAJ/MuImfzAxLSlMckAgZ59x2+lekeCrieW3FrcXJeKNkdIpiDtbcBgHr6fKTXdaX4F1SRd6xxS7ehnhMbfmf6Cuh0fwAIY1a5toIZujeW24H36DniumtjKc1aVmYUcLUpu8dDl9f0fUtS1Tww2nXdraWNrqSX2os7YZ44xwigddxPU8DH0z6lVW18L6dasrC1jeRejOoOPp6Vp+WK8CtUVR6HuUoOCsyAKTU8a4pdtPUVzG45aWgdKKYCNTWpzUxqAMvXv+Qbcc/wH+VfzoeJo0XVrpVYsvmNg/jX9F3iD/kGXHGRsb+Vfzo+IF26ldBuMSNhce9R9of2TGZQO/Fd78Mfgn41+LMN7N4T0SfVo7NlW4eN0QIWBKjLEdQDXBN04IrZ8O69regs76Tf31iT942czx5+u01ovQzPXJf2N/jCke4+Drk+o+0wZ/8ARlN/4Yt+L7cHwfKo6n/S7f0zj/WVwUnxO8cNGwbxHrbA8fNfTH/2aqV18TvFjELL4h1Rnxg5upM444zn2H5U9F0D5npHwb+HWv8Awx/a/wDhFoviXT20zUl8WaLL5DOj/K17Fg5Ukdj3orF/Zs1S61b9qb4Qz3lxLczf8Jfoy+ZM5ZsC9hwMmis2B/QjSbaWiqLG7aTbTqWgRFso2VJxSd6AEC0bcU+kzQMbtqNlqWkIoAg20lS4pCtAEe2nAU7bRikAlFFFADTTWp5pjUwMrxBxplwR12HH5V/Ot4p+XVrlfm3K5BLHJz3r+ifxFj+ybok4/dt/Kv53PGlvLa+IL2OZszCQmTPBDHkg+4OR+FR1H0OdbOc16j8Gf2gPEPwWt9Sh0Wx0q8S/ZGk/tKzExUqCBtOQRnPTpXlzfLz1r1f4H/EDwB4Ni1KPxv4D/wCEuedkNtMl89u0AGdwwvXPHPHQ9c1pH1Mz0hv27vHuyR10XwzDu5JTTiMn8X+n5CvnXxb4iuPF3ibVNbvI4YrvULmS6lS3TZGHdixCr2GT0r6Rl+OfwHwSPgk7k/8AUclHt/LvXzd4y1LTdY8TarfaRpv9kaXPcvJa6f5pl+zxkkqm88tgYGTRK3e49bHbfsst/wAZPfCEY/5nHR//AEthopP2WB/xk98IDz/yOOj/APpbDRUCP6Hc0lFFUWLRSUUAFFFFABRSUm6gBc0maSigAopN1G6gBaSjdSZoAKSiigBGpjU9qY1AGR4k/wCQPdn/AKZt/Kv51fEfmyapdOzea7SMS+cliT1r+inxJ/yB7vHXym6fSv50fEHy6jODwdxJqPtA9jIbcc5r1L4NfD/wR4ys9Rl8V/EGLwXPC6rBC+mS3RnQg7mypAXGMAdTmvLdx6A16J8KfgX40+Mg1BvCWjNqq2JRbl/tEUKxl923l2XOdrdPStI6vQj1PW2+AfwSjyJPjqpIUEbdBnx2/wBr1/zxXzl4s0+w0nxNqtlpeo/2tplvcyRW1/5Rj+0RhiFk2HldwwcHpmvdv+GF/jI33vDSoM/9BK1P/tT/ADivBvFHh+98K69qWjajF9n1DT7iS1uIiwbZIjFWGQSDyDyDinK/UNOh3n7K4J/ac+ELdv8AhMdHH/k7FRSfss5/4af+EH/Y4aP/AOlsNFZsD+hnf70u8etfi23/AAUx+Nki4HiG3jP95dOt/fr+79x+VVl/4KU/HHg/8JVF1PXTbX/43Su+xpp3P2t8wUeYK/FFf+ClHxu4z4qRsDH/AB4WvPX/AKZe9ST/APBRz41GaRV8XMFxkYsbX5eh/wCeX86OZ9gsu5+1XmD1o8wetfiYf+Cj3xsGz/irS5GQd1nb4PHtGP51Vl/4KK/G6RsN4ylTHHyWlv6/7nNHM+wWXc/bzePWkMg9a/EGb/goV8bZfu+N7lflxgW1uO3X/V1Rf/goF8b3xnx3e8dMRQj1/wBj3/zii77BaPc/csyDHWm+YPWvwxb9vr42sq/8V5qGVP8Aci/+I5pg/bw+NToFbx/qfAIBGwHHPfb7/wCcUXfYLLufuj5g9aTzB61+Fcn7c/xndQf+E/1cNkniQD8OlRt+3N8aOCPH+sZAOf3w7/hReQe73P3Y8wetL5g9a/CBv23/AIzOvzfEDWgP9m5I9f8AGmW/7bPxjiYZ+IevEY6Nds386LvsHu9z94fMHrSeaPWvwek/bR+L8zbj8Qdf6Y+XUJB/I+9Mb9sb4tSkH/hYXiMHp/yE5vb/AGvai8g93ufvH5q+tMaZfWvwgX9rn4qPcDd8QfEpUYG3+1JsH/x6qsn7W/xTMbL/AMJ94jy3BY6rOT+GW4o94ND9z/FM0f8AYd9lgF8l88/7Jr+dfXZY7i+mJf592N2OCK9A1D9pf4kahaywXHjzxJPBKhR4pNUmdWBGMEFjxivKppjIxJ5JNJXvdibVrIawHOSDjpW/4Z0vXrrzDo8d8y8eYbUORzkDdt/HrXNt96u7+Gvxu8Z/CWG/g8La0+lRXxRrhBDHIHK52n51OMbj09avTqSWJdH+IELnNprvzEfMI5juJJx0HPOfxzWZN8MvF1zKXPh3VpXZvmY2cpOffj3/AFr0m3/bb+LsalX8VyMp7/ZYMj6fJxTrj9sr4tSAzDxddCNuMpBCAD6Y2e9V7vYNerIf2Z/hr4q039pL4TXd14c1W3tovF2kO80tlKiKovIiSSVwBgZoru/2e/2rvid4o/aC+F+kX/iq4uNPvvFOlW1xEYo18yN7yJWU7VHBBIoqXboI+WTIeec0xX7E4FdXrvwz1vw34F8OeLL2GJNI8QG4WxdZAzN5LhH3KPu8njPWl0v4Ya1rHw41rxvbxw/2JpNzFa3LNIA4eQgLhe45HPvVWYHJbyaVbhhvAP3hg11Pwz+Get/FfxE2i6DHFJeJbS3Tec+xQka7mJP6D3IrnNP02XUtUtrGDaZriVYU3EKNzEAZJ6DJ6mpswK/mHpShjg8Zrpvid8OtS+FPjjUvC+rvC+o2BQTG3YsmWjVxgkDPDDtVnxd8LdY8E+D/AAl4j1DyRZeJoJp7NY3y4WNwp3jHGdwI68Gnb8AOS84rgdQPWmeYM8iu1s/hPq198J7/AOIEcluNGs9RTTHRmbzWlZA2QMYwAR371D8MfhbqvxW1i/07SZLeKez0+fUZGunKL5cS5YAgHk5GO3uKLPYLnIK3XnijzDn2q/oOg3HiHXtP0e12/a765jtYtxwN7sFXP4kVrfEXwDe/DXxpq/hnUJre4vdNn8iWW1YmNmxn5SQDjnuBSs9wOdViVI75pm88Cu1+Inwr1P4ZxeH21Ge1n/tzR4dZt/szltkUrEKrZA+b5TnGRz1pg+Feov8ACFviELm3/sxdY/sY25Led5vk+buxjG3HHXOe1VZ6gcX5ho3muy+GvwvvviY3iJbK7t7U6Jo1zrU32jd+8jhALIuAfmORjOB71R+G/gW6+JHjrRvDFnPFbXWp3K26TTZ2IT3OATikovTzC5zofrQshXnNaXiTQZ/DPiTU9GuGR57C6ktZGTO0sjlSRntkV0vxc+E+o/CHXbDStRuoLua70+DUFa3zhVlXO05HUEEccUdLgcdBMckk9qh3V3d98K73SvhLo/jt7uF7LUr2exW2CnejRpncT0wcn8qZ4P8Ahbc+LPhz418Wx3UMFt4ZFqZYZFOZvPkKAKexGM807MDi0QScKQpx/FUc0bxn5uD1GK7z4W/Cu5+J1p4umgvIbNfD2iz6xIJVJ81Y8fu1x0Jz19q4RZAyiNz0Pyt6f/WpWAg3HOcmm5JyakdSmc/pTRgL0pAItT27/vHDn92R8w/rUORtz37Ui8q3PakB6r+y7H5P7UXwiXOf+Kw0fBHQj7bDzRR+yqwb9pr4QK5wV8X6RtP/AG+w8UUAeh/GiWOb9k34GeWu0KdWUj3FwoJ/P+dQ/D1lb9jP4pKQ+P7Y08rk8A71/XHp7U34wSFf2S/geMnHm6vj/wACVryjRfipqWh/DHxB4Jhgtm03WrmC6nmdW85WiOVCnOAPqDWreoHrf7CwjX4zT5P73+xr4KPfys+uemema8R8HEx+ONGZeCl/Cw/CQelW/hh8TtT+FPiY67pCQSXn2aa2xcKWTbIhRjgEZODxXOWGqyafqlvfRBfOglWZQwyu5SCMj04qb7Ae1ftrY/4aa8ZtjafNt+B/17Rc1t/tE4/4Z9+Ae1gV/s2+6Y6+bH6f/r9ea8X+JXxG1L4peNNT8Taulumo6gyNMLdSqZVFQYBJI4Ud6n8V/E7VvGXhXwtoF8IBY+HYJYLPykw5WR97bjnk5Ax6Ci+4z2Pw3n/hhfxUAFA/4S2DJ4yf3Kfj6eveqX7GOxfiB4nZpNmPC+pbOMhj5Q4x9Mnv0q34dkY/sM+KAWYJ/wAJbBgY4z5CZ/p6dOprxr4efEbVfhnql9f6QYRcXVjPp8hmjDjy5V2sQD0OOhp3s7iLXwoYf8LW8KsxBxq1s3zdP9ap9D/I12P7WX/JxnjbnI+34/8AHFrybRdYudC1qy1S0YJdWk6XETMAQHVgwOO/IrS8ceNdS+IHi7UvEWrNHJqN/L50zRqEUscdAOg4qb6WA9y/a6VVt/hSVY4HgTThtY5I+Z+vHv8ApVWFk/4YXlVGy/8AwnSlsDp/oR4ryHx58RtW+IS6H/askbDR9Ni0q1WKMRhYIyxUEDqfmOT3qGP4g6yvw/bwaLpf7AbURqht/LXP2gR+Xu3YzjacYzim5b+Yz2H9kWEt/wALakycr4E1TGPcJXK/ssru/aG8Ck9tUjPb39a6j9kqQBPiwSWCnwJqf3Tx0j/z2rxfwr4u1HwP4m0/XtJm+z6lYTrcQSFQwVgeMg8EexqtrMXQ2fixn/hbHi/cfm/ti7zk/wDTdq9Y/bcYH4keHsA5/wCEdsA2eTnYa+f9V1m41zVrvUbtxJd3czTyuFABdmLE4HA5JrX8b/EDWfiBfWl7rl19suLa1js4n2KmIoxhF+UDOB361F9LD63PZ/FHy/sX+C8H72v3p6jrtUf5zUfwYYD9l746DI3bdIyuOcfaj3/OvH7rx3q154FsvC0tzu0azupLuG32L8sjhQx3Y3HIUcE4qHR/HWsaF4b1zQLK+kg0nWvJF9bBVKzeU2+PJIyMNzxinfVi7HtP7KMY/sn4xE/9CRfjGf8Adr55lA8xsHBr6D/ZTbbovxi5BDeCr4H16rXz9Lw7dhmh9A6EY2soDHnPFI3DADIX3pNuVGD3pV54PSpARm7bfxpvGDml57/pSM3IwPzoA9R/ZXX/AIye+EBB/wCZx0f/ANLYaKP2V8/8NPfCAkcf8Jjo/wD6Ww0UmAnjf4qWfij4M/D7wfFaTRXfhp74zXDsCkonlDqFHUYAwc15gWIPWiimAlKDtPXFFFIBOetOWiigZ9F+HbmMfsQ+KYsHzP8AhLIOdvrAuOfwPc/QV86N9aKKtgNyQtG40UVAgzSUUUAd98J/ilJ8MR4p8qwjvjrmiXOjMZHK+SswUGQY6kbehrhZn3szdyaKKBkdOOWxxRRTETbW8kfKc5z0+tMVXb+E/lRRQB77+y5MLXSfi4HYJ5ngu9UBjgk7o+B+fpXg90HMzfLt5zjpRRTY+hDuYY4FG792cjkmiipEN9M9KRuenT2oooA9R/ZX/wCTnvhAP+pw0f8A9LYaKKKGB//Z) | SJM 3 x0940 05040102 Halvfabrikata, tråd m. reticella
Fragment af blå og hvid reticellatråd |
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) | SJM 3 x0995 05040102 Halvfabrikata, tråd m. reticella
Reticellatråd af klart glas med gul tråd |
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) | SJM 3 x1108 05040102 Halvfabrikata, tråd m. reticella
Rød og hvid |
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) | SJM 3 x1118 05040102 Halvfabrikata, tråd m. reticella
Hvid, gul og blå reticella |
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) | SJM 3 x1118 05040102 Halvfabrikata, tråd m. reticella
Rød, gul og blå reticella |
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) | SJM 3 x1142 05040102 Halvfabrikata, tråd m. reticella
Blå og hvid reticellatråd |
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) | SJM 3 x1166 05040102 Halvfabrikata, tråd m. reticella
Blå og hvid - lille fragment |
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) | SJM 3 x1445 05040102 Halvfabrikata, tråd m. reticella
Klar med gul og hvid |
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8Rah/Y93C85ubmZ1ViAYowF2le3TcSPWvrSGZZo1dDlWAIPtXy9ehPDz9nUWp69OpGpHmjsWFapVaq26nK9YGha3ZoqNWpwagBG71+YH/BXAbvGHgYdP9Bn6f8AXRa/T9u9fmB/wVrcHxt4HQtyLCYgen7wc1L6DWzPzqupCwWPdlFJIGAOvem6et219F9h803W4eX5Od+72xzmi6+8e47VqeCfGesfDzxRp/iLQLw2GsWEnmW9wEVyjYIPDAg8Ejkd6vS5mdVHqvxTZW2Xfihx9xsSXBHfjr9f1rk/GFz4kubyH/hI5NRe5C/u/wC0S5fbntv5xnNe6N+3z8cWJP8AwlwGfTS7T/41XlXxc+M3jD406xaal4x1M6peWkBggf7PHCEj3FsYRVHVjyeabt0Q/mefjO08d6Kcq/L+NFSI/pyNNoooLGmmMtSmmNQBEwqNlqYimMKAIGqNhmpmWmMtAHzB+018CTfafe654a09EvbklryRGO8d846BepJ7E+nTw3wDpFh8JXu/E3ifadRtwfKik++zY4UA/wAR+nA5r9Cp4VnjeN1Do4Ksp6EHqK+Pv2s/gld+XHr1qz3WnxMxFpGhLGViMA+3cnvjHXFe1g8RKolhJytFvV9fQ8+vSjFuvGN5JaI+fNQ8Wa78aPHsGoW0EaapNhI7Xlo441XBkbd0BJ/HP59p8RNL0u01DUtOiujqN75YbVfJdRJNMwCpHEAP4W+c9vlXOSNpx7PT7r4Q2d0klxbf8JJLGsjlRu8r/YOOCQeMDjOT1C12X7PXw5j3T+Ltbu2k02BHkuN4wJZd/EY7sB1OOCcDmvqa8oUaaq09ILRef9dPM8SjzVKjhLWb38v6/IzPDPg+b4I+CU8R3myTXtUxDZQ9MRnBH54BPtj1Ne5fs9/tCQanotzBrVwY4LRoodzncYztVSxPdSxP0rxj4ieNP+FsXl/Ja2bXVrCEgt5l3A6aPMX5lUffZhkEc9RwcVx/xEjtfh/ouj6Fpk0bazcxCfUJbdw6xDcPLi4Jxjbz3475rz/qqxULV/4s39yX+S/FnZ7Z0Zfuv4cV97P0rimSeNXjdXRhkMpyCPY0+vCf2bPFWoN4dsdO1d2kv7wSXnlnjylJyOPcEcDpmvdV+avkKkPZzcb3se5GXNFMkVqmU1Aq1Mq1mWK3Svy6/wCCtshXx94KGW/5Bsx9v9ZX6iNX5bf8FbpCvxC8GL/1C5P/AEaal7oa6n563G5m6cVq+BfFbeCPFum64NNsNYayl837DqkPnW0vBGHTIyOf0rHmbGcitfwDeeH9P8XadceKdPutU0GNybqzs5hDLKu04CuQcc4z7Zq1uZn0Yv7chCuG+EXw5ZjjBXReOPbf6AflXjfxs+Lp+MWuWeo/8ItoPhc2tt9n8nQbT7PHL8xbc4yctyRn0xXsEXjf9logZ+H3jBef+gghH1/1n+c0xfGH7LixA/8ACDeLmbdk7tRTOPwfFW9d5fmPXsfLL5WNRjmivVPjZr3ws1iHTP8AhXfh7WNCmRpPth1O7EyyKduzaATgghs89xRWYH9DlFGaTNBQtNoooAawphqQ0xqAIzTGWpGFJQBAyVU1LTY9Ts5rWYZilXacdfqK0cUm2gD4l+NH7Pf/AAjviGbVZbyWXSmPntMy8ogAGzPdzjr25PfFeZeK/iJqP2L+wdGLafp8atGwjGDsbIIx26kevJ55NfoxrXh6x8QWhttQtkuYeoVux9a+P/jJ+z7ceD9Ya/02xe60Fn3Dyw0srOT91sDPfA7YHua+qy3FwrVFHFO/L8K6f8OeDjMPOnByw6tffufMz2F43myWiT2unMAg2klmbg89snGfrXr3wh+Bh+I1rpk+naILK0h86O91K88zLzHG1xhgp28gKM8g7uDx7d8Kf2bWvIpr3xTZrbWkzBorFs+cFHO0n+AHvxu4/h7/AETY6TaaTYw2dlbx2tpAoSOGFQqoo7ACujMM1jFunQ1ff+tzHBYGUvfq6I5fwZ4CsPBsDGDzLq/lUCe/uTumlx0Geyjso4GK66KjyxT1XFfHSk5O7PoklFWRMqin01TTqRQjdK/LD/grh/yUTwfx93S3yR2zM2P5Gv1Oavyw/wCCtzA/EbwgoU5XSWJb6zPj+RqXuhrqfntM3zHr+Nb3w70XQ/EXjLTtO8R66PDOjTsy3GqG2a4EA2kg+WpBbJAHHTOe1YE3zN+tdD8OfBLfELxjpmgJqen6O97J5YvNTm8m3j+Un5nwcZxge5Aq1uZn0Iv7OPwLZwy/tC2pTnOdDlz+Hz/WvFvjV4H8J+BPENpY+DvGsfjjT5LYSy3sVo1t5Uu5gYyrE54CnI/vV7b/AMME6wq/u/iR4AYnu2skY/8AIf0/OvEfjV8ILv4M+I7XSbvXdE1957YXK3GhXn2iJQWZdrHAw3y5xjoRVSv5D+R53L97rjiikkYtjgcccUVAj+nCik3UbqChaKbuozQAtNpc0lADSKTbT6TFADNtOVaXgUZoAMUxlp26igCuwphqdlqFloGMxRg07bS7aABakpqrTqAGvX5Wf8Fbbpv+FmeE7fChBpJkz3J86QYPPbB/M1+qT96/KP8A4K2TY+LvhVCOP7DB9uZ5f8Kl7oa2Z8BTMCxrZ8F+FdX8c69b6JoNhPqeq3ORDa2qlpHwpY4HsAT+FY83BNXfDuuaj4d1aDUNJu57C/hOY7i1kaORMjBwykEcE1a3Mz1lv2S/jNMqMvgPWwGHG6LBH1yeK84+IXw78T/DLWI9M8V6Rd6NqEsInSG7TazRliAw9RlWH4Guum+OnxP+Up428Sj5t2V1W4HPr9+uG8W+Ktf8Yagt54h1O+1e9SMRrPf3DzOEBJChmJOMk8e9N+gadzAwGViT0xRSMpCj60VIH9Nu6jdX46W//BUD4xKxMl9pjZX5V/s+MduvT2/WnN/wVD+MDbtl1pa7j/FYxnHXpx/P0qbvsaWXc/YndS7hX47f8PQfjD5hP2vS9uc7TYJ+VOH/AAVC+MPU3ekkA5x9gQZ6cf59aNewWXc/YfcKTdX4+v8A8FPvi7HJg3mmEMikf6AnykqP65/OkT/gqV8Wl8stLpjsOoayTafyGR/9ai77Csu5+we6jdX45v8A8FSPjCzlhc6Sq/3Rp64/z/hUjf8ABUT4uvgpeaWi46HT0OD/AF/LvRd9gsu5+w24etG4V+Orf8FRPjCFU/bNK54/48I+ffFMm/4Ki/GJeFvdL3Ywf+JenX1ou+w7LufsbuFIX96/HQf8FQvjE6n/AE7SU9xpyUr/APBUL4w5IW+0s5HGdOT8/wDPrRd9gsu5+xJYetM4r8d/+Ho3xhDAtdaXtJ5xYJx9KWT/AIKifF+a4zHd6XFGW4U2CHA+tF32DTufsNxSV+Pp/wCCoXxfa2uJBc6UCHAj/wBAXjOTz68DH41UX/gqF8Y9oBv9NJ9f7Ojou+wWXc/Y/cKQsK/HP/h598ZPLJOo6Xxxn+zo+T9Kjk/4Kf8AxljCg6lprEjOf7Oj9T7UrvsFl3P2NZhjrX5O/wDBWyQN8ZPDCblz/YaHHf8A181cTN/wU/8AjVyRqemLnoP7Nj/wrwL45fHrxV8fvE0Gu+LLyO7voLZbSMwwrEixhmbAVQO7Mc+9Gra0DRJ6nnT8MRXQeAfGWp/D3xVp/iPSBANRsJC8LXNus0YYqV5RgQeCcZ6HntXNnLZNdN8OfGFr4J8YWGr32iWPiO1tmZn0zUlLQT5UrhgD2zke4HXpWi3Mz3xf2/8A4txKoM2k/L/CdKhH0/h+n5CvHfjB8WPEfxq8SRa94j+zNfx2yWiG0t0hXYrMRkL1OWPJ/pXsNr+134KVRHc/ArwXJGAceXARg9uoPv8Ap6VI37WHgmNV8r4HeCtgXb81sx9cc+v+FV7r3b/r5j18v6+R8tSROpOV4+lFfT837W3gtoWU/AjwQWYEZEH/ANYEdqKl26X/AK+Yanzk0xyMH8aXzDtzmu11/wCEOq+H/hT4Y8dzXFu+m69dXNtBApbzEMJALNkYwTuAwT92l8K/CHVPFXwx8YeN7e7tYtN8Mvapcwys3mymeQouwAEcEc5I9s1VmK5xCzlWpTcFmPPX0Fdp8K/hFqvxaXxSdOu7W1Hh7RrjW7j7SWHmRQgZRMA/Mc8ZwPes34Y+Ab74oePtG8K6bNDBe6nOIEluiVjQ8kliATgAE8DNFgOeacxyMuchlAOfwP8ASonmL4wu319DWp4g0G50LxVqGizbGurS7ktJNnK7lcqccdMiui+M3wl1P4JePbrwrqt1a3l7bwwzNLaFjGfMjV8DcAeN2OnalbQDhmkK0CQk4Ndx45+EWqeBvA3gvxTfXFrLZ+KoJ7i1igZi8SxOEIfIwCcgjBPvinyfB/Uofgvb/Ep7y1OlTawdGW1BYz+YIjJvPG3bgY659sUWdwOEEmc+tJuzyTx1ruvhz8IdU+Iug+L9Zsbm1gtvDViL66S4LBpEZtoVMKRnvyR0qD4O/CnUvjP8QNL8IaVPbWl/qJkEc94zLEoSNpGLYBPRewNFmBxjXDO3TFSeYzbSP7vNanh7wndeJPGWneG7aSFL2+vY7GOSYlYw7uEBJxkDJ9Ku/ETwLe/Dfxdq3hm+mhnvtLvZbGWW3LGN2QgErkA4+oFLWwHNNIWyfemLMeQK7X4p/CfUvhRe6Fbalc21ydY0i21mE2xYhIpgSqtkDDDBzjI96NZ+FOoaJ8LfD/jmS6tn07Wry4s4reMsZY2h27i2RjB3cYJp2YHINIVskz0aRv0A/wAahaQr3rvdN+EOqav8GtW8fxXFsmlaVfx2UsDlvOZpQMMvG3AxzznnpUPwt+EerfFz/hJRpdxawf2Bo9xrNwbksN8UOMomAfmO7jOB7iiz2A4vzT5YTt3pJJQuwnkgdPxrpPhp4Avvid4+0bwpp08Nve6pcC3jmuNwjQnu20E4AB6CqOpeE7qy8aP4bJWW9ju/sJK9DJu2ce27pRqBhtJ5hHNMdWXPHHrXZfFD4bXvwp+IWq+EL+e3ur7TphBJNasTG5IBBXcAehHUVY+Mnwp1L4K+Pb3wpq9zbXV3axwySSWhZoyJIlkGCwB4DY6dQaVuoHBfdI7UhYZpzqQfUUwY9KQB36VJFMY2xjK9x60zIXNN3FjwaAHvkE9yelFIv90nntRQB9QfE6Zv+GLvg9GP+grq3U9cSj29/f69qf8ABuYn9jf47xY+7c6Mcj3uf/re31rwLUPHWuat4V0vw5dajNLomlySzWdm2NkLSEGQjvyQOte8fBzEf7HnxzYn71zooA/7eD+FaAL+xjgN8YcgEf8ACv8AVev0jrn/ANjbyIf2lvBDygPm/wBkYb+8Ubnoen8yOnWvK/Cfj7XfAv8Aa39iahJY/wBqWUmm3gjA/fW8gw8ZyOhwOnNVPDPizUvB+uWOr6PdvY6pZS+dBcx43Rt2YZ70r7AdF8TpAPi74oIIb/icXJyOh/fPzXrn7fkgb9pTVywztsbEcH/p2jNfOV9q91qWpXGoXMzTXc8rTSTMcszk5LH3JJrU8ZePNd+Imuy614j1GXVNVmSOOS6mxvZUQIucDnCqBnvil0Ge/ftJOr/s9/s+BW3H+yb4kHqP3yew9/y79ak1RXj/AOCf+kbgFDeOnIUjkj7Gwzz7g9K8B1jx1rXiTRNF0nUtQkutO0WJ4dPt2A2wK7bmC4Hduea961Zh/wAMDaJkklvHEp6/9Ojf57/0qt7sXYg/ZlaGH4TfHR3dlm/4R2MAL02mcZ5+pX86h/YHmz+1N4RGVGFuxznn/RZa8S0Px5rfhjR9b0zTL+S0sdZgW1v4UxieMNuCnPoR2xUPgzxtrXw98S2uv+HtQk0vVrXd5N1Djcm5SrdRjkEj8aXNqB2nweCzftCeDi3zZ8SWbHbxkfaVJxWp+1cyt+0F475Of7fu8+v3hXlml6/f6HrVprFjctb6jazrcw3C/eSRWDKwz3BANO8T+I7/AMVeIL/WtVumu9Tvpnubm4YAGSR2LM3HAyT2pdLDPfP21GWTxF8ONmdn/CD6VtyMHG18f5wKX4kQ+X+xf8IyvWTV9VdvTO9R/T2rwnxN401nxjJp8ms30moPY2cWn2zTY/dQRjEcYx2Ar3P4nSL/AMMb/B1VDE/2pq/zMen7xM4HpyP1p9G/63F1Rd8HxmP9hnx7uJG7X7EkZHOCf8/hUf7Fv+q+MjEYT/hAdSB54/grweL4ga5beEbvwxBfyx6JdzR3FxacbZJE3bG6ZyNx703wl471vwU2qf2NqEtiupWUun3YjI/fW7gb4z7HA/Klzaj7Hpf7Icfm/tNeAs9P7TVu3YMf6Vjavj/hom534KjxCd2ef+Xjnsf61w3hXxXqPg3xDp+uaPcNZ6rYzLPb3CYJjdeQcEY/Oor7XryXX5tVNw/9oNcm4Nwpw3mbt27655p328hdGe0ftiDzf2qPGY4z9vjHXH/LOOtH9vtdv7S3iLPUW9iCeuT9khrxbVvFOqeOPGD63rV5Jf6rezrJPczY3SNwMnA9hXsv7e0pf9pnxPnqIrIH/wABIaX2fmPqz514yc9KT7vTp60N3OaRc/WpEL/D05NIuPmydoxmg/eOOR0FN3cY2/jQA5V3NwaKaGb04opgWN3fFdf4d+Ker+G/h94n8HWvkf2T4ie2kvN8eZMwOXTa3YZPNFFAzkGf5s96XhssOBjIoopAJ/Wj+HOaKKYh3QCvf9V8XaVN+xRo2gJf2p1iHxhJcvYidfPERtiBIY8525OM9Miiihuw0rngHL4xnk0yT5TgUUUxCvlVABzkc0rYYdcmiigCORvmx2Fdjq3xU1nxB8O/Dngu5MI0bQ57ia0EcYWTdMwL72/i5HHpRRSA40csR2pFyOO1FFAEkUZZ154zilmyz5J96KKAJtPYR31uSwUB1JYnpzXtP7afiLTPFn7Q3iXU9I1K21XT5UtRHdWcqyRPttYlO1lJBwQR9QaKKV+hS2bPC2GBxQoPXPaiigkbgijH4GiigBce1FFFAH//2Q==) | SJM 3 x1496 05040102 Halvfabrikata, tråd m. reticella
Blå med hvid |
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) | SJM 3 x1679 05040102 Halvfabrikata, tråd m. reticella
Blå med hvid og rød |
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) | ASR 1077 x019 05040102 Halvfabrikata, tråd m. reticella
Gennemsigtig Blå med gult. Endnu ikke snoet reticellatråde ? |
![](data:image/jpeg;base64,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) | ASR 951 x035 05040102 Halvfabrikata, tråd m. reticella
Gennemsigtig Blå med gul tråd. |
![](data:image/jpeg;base64,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) | SJM 311 x084 05040102 Halvfabrikata, tråd m. reticella
Rød, opag (1,4 cm). |
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) | ASR 2360 x065 05040102 Halvfabrikata, tråd m. reticella
Reticellatråd til Ribeperle; blå grundfarve skiftevis omvundet med hvid og rød. |
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) | ASR 2360 X083 05040102 Halvfabrikata, tråd m. reticella
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) | ASR 2360 x089 05040102 Halvfabrikata, tråd m. reticella
grøn og hvid |
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) | ASR 4M75 D13295 05040102 Halvfabrikata, tråd m. reticella
1 stump af tovsnoet glasstang af blåligt, gennemsigtigt glas med tråde af hvidlig ugennemsigtig glasmasse på ydersiden. |
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grB8Mu/hvxQOe0Fv/8AHqYH3JvFJ5gr4hi/4KufC2TG7QfFMfuba3P/ALXqdf8Agqp8KTt3aL4qUEZz9kt//j9AH2v5lHmDpXxYv/BVX4RsATpfihTjobKDj/yPVpP+CovwkaESvZeI4t3RGs4tx98CU0AfZPmDOKcGHNfGsn/BUX4Qwx7zbeIz0GFsos/+jaWP/gqR8HmXJg8Rp/vWEf8ASWmB9lCQYzS76+Oh/wAFRPg3yCPEAwM/8eC8/wDkSn/8PQvgzhcvrwZv4f7PHH/j9VoB9hb+aQsCCK+P1/4KhfBhmA83XVHqdO/+zp6f8FP/AILM203WtJ9dOP8ARqd0I+qrnRormXewrjfDvwes/DPiy+1q31GcpcSvKLMKFRC27cCe4y2e33R6V4bH/wAFNPgvIWAvdYAU7Szac2O/vTW/4KbfBP5v+Jlqx29caa/+NL3b3DW1j6X8Qxrb6DqTDgrbSf8AoJr8C/hzq0ek+KZbh9UOjjyXH2hbu5tjyR8u+3jd+fTGOOvSv1J8Sf8ABSr4LXuh6jbw6lqrTSwSRoP7OfBYqQP1r8rPhxri6P4me5fVm0dTCy/aBeXNsTkj5d8CO/bpjHHJoYjL8ZeJNQ8Ra1O17q11q8UEjx20l1dS3AWPccBGkAbHfkA+oBrBx6V2t14YsdZ8YWEcfiiw1A6vqSxSNB9pd4BJIAXd5ok3fe65ye9L8R/DmlaNFo93pdpeadFfRzlrO+mEssZinki3bgq8Ns5GPvK/bAEjOKVsGhf880uMe/uKTFAx/Q9qXg9Kjp6nikA9cfTnpRTVopgevXUnhLTzpVxd2bGxvLETIELZJXUnVycHr9njdfy71n+Ff+ER1rVND06SzaWe5Nvby7i6hpWvzu5Dd7covpx680zxd4Ki0vwXo+px3t5fKYYUSZvLNr+9ieZooyHLKUcupBHLbjx0Pm8bGJgyj5uxoEjvLO78HL9gS9gk3RrCt1t8zlheOZMYP/PvsHHfpzzVzw/ZeFL/AE6K8uLeTyLMWx1Bg0nG69kD4APeDyxx6etea8d/yrv/AAX4DvPFHgXxFqVrrtpYR2csUc9hcb185PKml3bgpUY8kgA9ScZBwGAG6PN4PZtMW7V8Zg+2sfM6fapPN6dvI8vp+HOavw6f4Vs4/DTaqrpHdx209w0bSHdF9rnWfgdMRqowPTI5rzZjtBVfz9aGkdtiliwUYXnoM5wPxJ/OgD0nwnpfhTWNU8O6eweS6u7iyguIyXGS1zIsoz0GYzDj6+uar2TeDZJNNN7JJEfMtVvNvmHC+fKJ8YHaLyjx68c5rJ+GWkXniPxnp9jZXs1ldIXu45reLzpd0MbSgRxkgM52YVcjJIGaxvEVpaadrE0NhfNqFqoVlnkgML5KgsrISdrKSVIBIypwSMEgHbaTpvhS50mzvLhpVht7mwiv5NzfIJJZ/OwMf880jPGe+OaraRH4Lf8Asn7dcSIzT2YvOX+SMySi4xgdk8o8evGea8/F1KkTxLIwjkILKDwSM449sn8zTAx5OeKAPS7fSPCdnLoR1OaWFbr7FLO25j+4Z5hOwwDjAWP354BqDw1o/hjWNU0GzNxM95eXlhBNGjMP9ZLKs+OMcDysfX61U+IXh2LQdL0GWTWJru9ktzH/AGddWqwT2sI2lC4V3wG3ttDYbC5xgqTxEFxLazRTQSNDPGwdJEOGVgcgg9iDQB3um2Hg6QaR9sv5laS4slu9pPyxs8v2g9OyiLpnr37T6LoPhW40zT9QubqfyY7qxh1CQNjyhJLc+ZxjtHFGRjPU9eledRsSygnvmtqzs77/AIQXVbuO5VNOGoWkM1uV+Z5DHcNGwOOAoWQdf4h6UCOk0ez8J3kWkm+1KSKSR7UXaqxAjUzzeeQNvaJIT35bv2dpfhvw1FZ6FLqt9Na/bfsskxV/+WLXNxHMw+U42pGh+uevSvPoziVfTv8ATvUktxPNGsckjyLCvlorMTsXJOB6DJY49SaBndeHPDPhvXP7Et2vpjfXlxbRTwxuBtDSziXGV4wiwEf7x65489bhjXWfD3RprzVH1JdUg0aHSgly97cRtKqMZEjQbVBJ+ZwT7BjzjB57XdFufD+t3+lXihbuxuJLaZVOQHRirAH6g0CKak569Per2razqGvXX2rUr651G52hPOupmlfaOgyxJwKorHzXYH4cXkUl1HNeWsKW8kyyTOX2qIpkhZuFJxmQHgZwOmeKBnH80c5rT17RBo72jR3KXdreQfaIJkUruXeyHKnkEMjD8OCRzWXQMd605fWmZp+SoxQA9MegPeim7uvaikBvXXifUL7S7XSpp91hbNujhSNE5xjJIALHBIySeprIJHO0ZPSkXO4HlgTzQ2Fxz09aYhvl/KD6mtG18SajY6Hf6Pb3ckOm38kMl1bqRtmaLd5e7vgF2OOmTnsMZbZbIHNORM+/tSGLwvXpQ8isTjhc8DAzTZvmbjkYpvqCM89utMDT8P69d+G9Ujv7B0S4jR0PmRLIjI6lHVlYFWUqzAgjBBpNZ1y48QahLfXjRvPIFGIoliQBVCqqqoAVQoAAAHArMVz8wHAIxSL94UAP2g85xxSbsAccg0m45Ynmk5PvQB0Pizx5qnjNITqX2Ysksk7NBbpE0s0gXzJXKgbnbauSfT3Nc/ncue9NXOaVFw3PQDNAhN2GyO1bFp4qv7Hw7qmgwSRjTdQnhnnQxKzM0Qfy8MRlceY3QjOeaxWx2pM85pDHs2cVM3+sb0Zc/wDjuar1L/yzwfvY4oA2fCfi+58JXVzJDbWt9BcxiKa1vYy8UgV1kXIBByHRT17YOQSDmanqVxrGpXV9dytNd3MrTTSN1d2JLE/UmqlL70wHehropfiL4oaEodev9u4P8s7D5t6vnr13ojn1ZQx5Ga5zrQ36UAWdT1a71i6+0Xs73Eu0IGc/dUdFA6AD0FVKUAc/zpOjUAKPlOaf1U1HTt3FIAopwopgWY2+YJt61HNzJtXrnGBRRQIU9fLXlifmOePpSFgrHHPaiigY3cQhwOfaounNFFADs5pPU0UUAK3Kn8KB8sZPfoP8aKKAGLlecYp7ZUMfXiiigCM96O31oooAF+9zxS7juzRRQIQ8Eik3UUUDF3ZpS1FFAB70YyKKKAEp38IzRRQAq0UUUCP/2Q==) | ASR 4M75 D13417 05040102 Halvfabrikata, tråd m. reticella
2 fragmenter af glasstænger af varierende tykkelse, det ene let krummet, af tovsnoet form og af blåligt gennemsigtigt glas, der på ydersiden er omviklet med tråde af ugennemsigtig hvidlig og rødbrunlig glasmasse i S-snoet forløb. |
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) | ASR 4M75 D13469 05040102 Halvfabrikata, tråd m. reticella
16 fragmenter af tovsnoede glasstænger af varierende tykkelse, enkelte let krumme, 4 smeltede eller sintrede, alle af blåligt, gennemsigtigt glas sammensnoet med tyndere og bredere tråde af hvidlig ugennemsigtig glasmasse i S-snoet forløb. |
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) | ASR 4M75 D13471 05040102 Halvfabrikata, tråd m. reticella
3 fragmenter af tovsnoede glasstænger af varierende tykkelse af blåligt gennemsigtigt glas omviklet med tynde tråde af ugennemsigtig hvid og rødbrunlig glasmasse i S-snoet forløb. |
![](data:image/jpeg;base64,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) | ASR 4M75 D13473 05040102 Halvfabrikata, tråd m. reticella
En samling glastrådsfragmenter fra stoppenåls- til hårfin tykkelse af ugennemsigtig hvidgrå glasmasse. |
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) | SJM 3 x1753 05040102 Halvfabrikata, tråd m. reticella
Blå med rød og gul tråd |
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) | SJM 952 x153 05040102 Halvfabrikata, tråd m. reticella
Blå grundfarve, sort og hvid tråd. |
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) | SJM 952 x156 05040102 Halvfabrikata, tråd m. reticella
1 blå med hvid, 1 blå med rød og hvid, 1 blå/sort med rød er smeltet og trukket. |
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) | SJM 952 x162 05040102 Halvfabrikata, tråd m. reticella
Rødbrun på hvid bund. |
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) | SJM 952 x209 05040102 Halvfabrikata, tråd m. reticella
Blå med hvid. |
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) | SJM 1160 x0030 05040102 Halvfabrikata, tråd m. reticella
Små fragmenter. Grøn bund, rød og gul reticella. |