![](data:image/jpeg;base64,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) | ASR 9 x300 050101 Type, Ribeperle, hjemlig
Halv cylindrisk ribepperle. Gennemsigtig blå med gul "lynlås"dekoration. diameter: ca 1,2 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCqGb+8fzpdx/vH86bS1QDtx9T+dG4+ppKKQDtx9TS7j602imA7cfWjcfWm0UwH7j600Myt1JFFGaAF3H1o3H1ptFIB24+ppNx9f1pKKQC7j6mjcfU0lFMBdx9TSbz6mkpM0ALvb1P50m9vU/nSUUgF3t/eP50nmN/eP50lJTAXzG/vH86TzH/ALx/OkNNpAO8x/7zfnRTaKQEgp3vTfrS1Y0LmjNJRQMdS0g+tGaBC0UlFAhaKKKACikNFAC0U1mCqSTgCsTVvGFhpVrJOX88KCf3WDn8alu24zcJpqhlUbm3H1xXy/4l/as1eW+8vTrK20ax7XF8Q7t7BAc/pXS+F/2ptHZIrXWrlTdcBp4YdiH3xuNXCMqi5oxdipxVN2lJX7Hvvam1k6L4q07XrOO5tLhZYnGQwNaiyK3Q5oaa0ZA6kNBpKkANJS0hpgIaSiikAUUlFSBIDSg01aUYqxodRSVn61r1n4fs3uryURxr+ZPoKTdtykm9EaNcd4y+LnhjwI3lanqK/av+faAb5PxA6fjivLvGn7QS3AntrJ5LKBR88sbAOB9e34fnXhN0ukeMLp/skGoTXW4sZk3SsT6kc5rFVqd7NnX9Uq2vY+gpP2xPCMNwEk0/VPKIyHSNGOM4zjdXpvgv4o+G/iBZfadF1FbgD78TgpInsVPP9K/Pf4of2l4RtjdSLJJHICJ0jtxCccYJB9+cADGOlM+DnjKa18SWd/ZzrCAyx5hk2hxnGWX9DXoeyi4c8Hc8xylGXLJWP01Vty5BzTq4TwL4qfUIkjmbO5Qyk9wa7kNmuY1FqteXsVnC8srhERSzMxwAB1Jpby+isbeSaZ1jjRSzMx4AHU182fFX49tfLPpmjEBJAUZm4dxnHH1/OrjFyehLko7nD/HD45eLvF2tR2GgE6F4YilHm3EzhJrpQeSF6gEdAfrXI+PP2gZ10kWtvMIo1TDNu9B1Jrzbx94sWOMzXlw6PzlSOWIycAk/Svmfxp8R7vUbxrcRbLViTtcHJx6n8+leth8BGT5pHJUxLtyo9f1T4nW19diQSteyk5CEEDPv3x9Ko6z4nvLW0Wdt0DlvkGcbhjkgnrjivJ9F8R2Wix/b2xPIchLd3IK+hPHTOPyp+pfEabxESZZxJiMnEihY4yeQFXOMceh6V9RGFCjBLqeNOVapK62Pon4RftU33g3VILK7lW2iDbmV2/1oyAVPJwe/OBX3n8N/jPp3jTTY7qxuBIv8cZbLJ/8AWr8T9c1K9k1IzNdTRXFygSTyiVWRT/CfqMfWvaf2efi9r3gnWo42uGMCS7VbdwO+zk88fXpXzWNpe0bcUevh58qSkz9mbDWo7xQQ2a0VkU45HPSvCfh78QIvEmj2t9byAO6AyR55B7/hXqej66tyi5INeCejY6Wk79aZHMHXNOpkhSUGkpABopKKQD1p1MpskwjX0qykOnuBGp55rwz44fbdSa3eGfMMeQYc4U+5/HFd94+8bWnhHSDd3cm0McKPWvnfx/8AEabVraQ2+0Ow+XLfdH+Nedi68acbM2puVNqaPJtWkeTUo9OlkVrq5ly0IOSxzgAD0Fewfsv+LNH1Sx1Szh2x3tvckSIww5Xop9xwf1ryb4baPa6h8QI7y9mVp4xvVWYbjngfhnn8KwdWs9U+E/x0Y6M8iPqUytFyShV2+7jpgMTXlwqyio1UtL2Pdwsfr0atKcrStddtD7j8XeCdD8daO9jqtpHcxMPlfGHQ+qntXwX8Tvhlrf7P/wATLaRN114Zvm3Wd8B0cHJif0bH4EdO9fYfxY+Ki/B3xBZxatZu2jXG2IahHltsgXLBlAzyBu4Hc+hrH8eXug/Gb4W3qW88V5Z30bG1mxgxzpypweQQ2Mj0yO9e/RxMVN07+qPBq4WrGEaso+69n0HfCPxcmoaLbTxXAmaIAuM8pu52n6fyxXv2l65Dd2iuHBOPWvzj/Zv+M3kzTaDdBYJd8kOd2WZwcrn0wDj6n617v8P/AI0+b4uuNCmm2tHhhk9c11ypuMrHNGXMrnUftGfHqw8PrceHLSZZbwqPtIU5KA8gGvjzXNXlvEe4Wb5m+cL174rg/jHDrdn8Ttevnmn+3rdy/aQxzzv+U8/wlcH8q6DQ/FQuPDMdyTHBdO4M3mAsiZG4Kg6sxUZ9uBX0WEwa5VJanlYjEWdjy7xhr02raoY9Qlma2WQI8KMGCKD1UHo2B/OoLHxlZzWFxotzpz6naRiU2QGFZS2dpkbH8JJPHc12nj7wsuv3ktxFYTafbOFdg0hK+aMDbuIwM5zjtgVwOjaWo8QWUUttNcRCXbI0Y3cHg4wOvT/69enzQcbRexx2b1aMC48K200cstrcS3U3lZEKp5Z3YAx3wNxOPXHbqOasfD9xNqkFtc6dOLm5byY0xu3PjgDPHA7exr7c+Dn7KVh47vdbv9UmvbXRI44xbTQw7TLI5wEyw5UfeY49Oa4X4x/DDWv2edRvreTQvtMyOsthqBAeMYLc8jG0hh3ByK82pXpyk4X1R1wjNR5ujPnm48H276VbE3zPd3DBBbuSNxyBx1yc8dAOa+pf2bv2K7XxZ4bbWfF0lwpkuGFnb2swXZGpwX3DOSxGRjjAHrXgnwp8P6t8TviFp2nW9rAbm/uA9zKf3jQpn95IM5C/KDj3xjFfrf4V8Pw+H9FtLK2hEUFtCsaIo4UAYArxsViOV8sXqd0KTsnLqfNer+PdD/Zl16w0a8S4k0q8b93Mzb2gwQD+HP8AOvorwn4qs9csYNR025S5tZFDgoc8ev0r56+Nvh/RvGF74j1LVbZZI7SyktbeSUcRSDdtcAnDEu6j/dH41yn7H/i64ttUuPDM8rMsJ3RYY/KpBOPpXzTxLVWz2Z9L9Si8H7aPxR387/5aH3xo+tJNGo3c1uxziQcV40NUfwvdWttdXW9bg7YJ5MKXYc7G7bsc8dcHjiu50TxAJhhm5Feknc8a3U6+iq9vcLKvBzU+6qJE6UUdaKQDmbaKpXkny4zVl24qhdc8mtCjzX4v+F/+Enk0FZFL2sNwxmUdCNuQD+Ir5e+PWr22g+ONO0+22wyTqFZFwAckYyK+2by1W5t3j6tjI+tfnD+1FeTf8La88j/VTCJMZ4KgH/P0rxswiowu1uevgKH1yp7JvRJl/wCL/wAM9W+HOpW/izSbyaSGQqZVkJwh7dO1dRr/ANp+MHw807xLpWYvE+gyLOoH8TKAxHvkYI969r8UaXD4y+EzhlDia0Drn3XIr5//AGffEEPh3xU2l3DMIL4eQ24/LvH3Tg/iPxrkko0K6pfZn+Z7eFlLFYF1kvfo/jHs/lc9G/aj1WT49fAHw54m0yRUtr7V7SCUONotZDE6uJP92UFe3VT0Irwbxcl98IfgHp1lp2oNdFdRjv7DVIQUbDLskgbB4GWDDrnB+le5/Eqz8Q/CLw14tfw7YQ6v4W16IyX+lyqzfZpwBi5hA6HgZHsD2r4n1T4hXFz4H8QeGZ9NDT3MkMgu5pm8yFY2ZgiKSQuSOcYx3zxjsq/3jz8LGc9aL91dDC0Lxs1n41/tW3Qtd/blu/K6b8kuV47fN/47+Fez6v4zEfi/S/E2mTjyJwC21gcYOCpx3FfJv2ySRklztjMjKndgCenH+eK9C0Hxtpq6YljIJorhJS2XO5XycZGOhPcf/qr6OneUVJ9j5qdo1JRW1z6R/aZ+KVteW+hS2NlbLctbKZ77Zl5clgEb1ChT1/vV4VofioarcQQajftp1q3zRvBFuwykAZHpxik8ZXcmuaDahX80RDylOc98r/Mj8q5eDMNppBaZZRG7/u2cKU5HHP8ACePxLV9BhYR9kjya9+c+s/DvjL4sP8NZtHsrAeIvA8kq4i2pcybVK7VbA3qMKo+6B9Oa5nwL+0ZYfD6/1u4n+GGlzFXSNTIXMsLdCUDkhe5zjOe/Svqj9nv4n+FfEXgXSdGtru1stXt7YxRLdBFgafAwcjlwfXk9RnsNz4rfD/whqWnpP8RvDtmIrlisuqQuySRjj5i6AbiOCAfrjrXlyxEYycJQ0fbR/wDBN4020pJ6nmnhr9s3w/peuxvc2cZ0SW2GyG4ZmdHzlhuyVYbcnI59jXi37Qn7UmnfHT4jWWhRQm38NWyYeCIg4PVirDqScDsBXjfxy+G/g3QdXum8IatJd2jSHy/tnLt3GRk9u/8AOvPtD+G/ijT/AAvc+OLSwZtFs7lLR7jOU3tzgDuOnI9awqQp0qbq09/M66EfbVY06j0bPs79h/w3pjeJ9YvYLfyms0EaI2CV3M2c+/yYr7J8e+Jrvw34B1abTYFkvEtpJE+XcxYKdoH41+fP7FXxFWx+JCW8khit9XhljRWwP3qYcD8t9foJcX8N5YtvYbWXBHXgivm6M3Ui297s97NaX1fEKK2srelj869a+J2reINWM2syySaYyqZxGNhkUENxx/k4969I/Y5s4Lr4r6vqMaSS2FrCANw5LNng/lXg3x6tJvhr8UNX0lJWOm3E5uYCpGUhdidvsAdw+gr6t/Yw0YaV8MJtdmXM2r3LTRsRyYxhV/DKk/jXDyc1VJ9D169SNPL20781rfmeoftLazDbfCrWr1ztktyk8Ozgq4cAY/Mj8a4/9nX47nxdYWum6nLjVFXaGZgS5XgjI6njIPeuQ/a+8cNp3hCDRomZpryUPJt7Rqcn8zgfjXzF4U8RX3g/WdMu4naKRJBKfzzj+ldlSbpzhbr+R5WAoRr0ayl0V16/8Mfrf4f15ZgqM3zV1kMokUYNeG+F9be80vTdQGV+0QxylfTcoOP1r2DRbkzWsbHuK9FO548o2djYopoopkCOetU7j5kNWWNV5u/PFaMoofxA18UftkfDV7fxdbarBlLa+ZZN2OFcEBh/X8a+1H+VvxrhPjN4HTx54KuLZU33lsftFvgclh1X8R/SubEUva03E78FXeHrKdzmdHsfJ8C29p97ZbKuR7ACvg7xE1xoviq9tjL5M1rdMGLEAqQ+5WH5V+gmhOj6GsY4XZ0P0r4x+PWkxaL8Rb23S3SWbVYvPiLttG8ZXbxgnkE9e9eTjqDqKMl0PbyHF+xqVKctpL8j6i+E/i63+J3w7s72TbJI0ZinH+2vyt+or4Z/a7+D1t8Ldeh1bTIn/si+JSVdxPly5Jz7A/piul+F/wAeI/gTrN3peqGQ6dfQi68iBWdoZem3H+0P5VQ+P3xSk+Mvh62stPhXy7x2KRMpeZNpwN6gYUk9Bkn1AyK9WjhZ4unFyieNVr/2dipqk7r9Ht9x4x4Q8C+G/F3wr8SPZ3otfHGnFtSS2mlwk9kqMZFiGCTIuCxHHHryV8emmlW1iI3AqX3swGTgjHFbmnrfeGbq3kDvGYZNwMZAww4PrSa1ZojSTKBJBMC6zL6jIxjPHP8AntX0tLCuKV3oeDOtzSbNrw1dTXWlS7bhkd124B+U8+lU7/7XYwrI8eVyyBuwP+elbnw78PTahalSn+uOUbuOv/1q6OHT0nuJNJu4zsYF0dRySAA3PqMcV67pSo0VK3us89VI1KrjfUw/BPia+tpFt7a/aC43Bo1ZmXcTyecnBGO+OteleIvix4x8YaDp+n6hqVxNYae3lj983yZ6hhnqSRyRmuG8UfCnVvAv2G7eOS4tr9TLY3yr+5uYwOVB7SL3XqMZGRisq18USWTnzIgxl3fKy5YMBzj06f8A68VyaWvubNO5u+MGaSzikfZEViETeXEsZIAx82Byff8AOv0W8C+AdK1z9kXSvAqWEVvBfaWrT3Gz94Zn/eeZ/vBiMewAr8rfEHjG8vr4LLwnfJzt7YzwPw6V+pv7L/jq18U/B3w2GdWlSxjikUHuqhT+orx8ZflR2Urx1R+dUOn6r8K/E17p1yk1prWj3m+N84KyDlZFJ6qwwc9CDX0RB+2hc3HgG8b7N5euWq+XI4G6EEpkMBnJ/wB39cc19HfGT4DeD/iUyXWqWWL9F2LeW77Jdv8AdJ7j2Ir80/FXh/8A4R3xh4g0VCDai8liDs24sEkdFP1ABH4V81GHsptt6M+lxmMhjqEIcv7yP5HsfwT0G2+KWpazq3iENqskyoJjfAPknnd9SAPpjAr6NHxg0f4axWeh3wWxt4bf/R3QEqwVT8oUDjgf0r5N+EviC/8AAt1cXkweWK5kWOSPOPlAJUjtxkil+JXiC+8d+IBdywNDBbxmKKJXyX3AFeg65ycZ9OnWs/ZTli3K/u2PD5/dUDT+IHxEu/iN4ovNWuy8FoJPLt7dz91V5Bb35z/+qp/g/oNx40+JmhWgiW4DXKOwlXcixIdzZHQ8A8e9cVpen3GtQWcNvp9zJLIx3Qop+9nA/lX2x+zP8Fp/h7ps2savEqardqFSIrkwp/Qn/PWiEXVnzy/4ZH1tSpDB4dUIdN33f9fge8Wdsu6GCJFRBhVVRgAdgBXrWi2/k28a+grgfCemm7vBKw+SPp9a9Ms4wkdeqj5aTLIopN1FMzIz71BJzUlIyg1qUZt3H1aq+7v1FacqhlINZtxH5eSORQBwHxAWHwlpd1rH+rsYxulCqTs9wB2r8u/2mfjvc+OfGUQ07T2srOx3hLi4HzzhiO3ZePr9K/XTVNOt9c0u6sLtPMt7iNo3X2IxX5eftM/AWbwf4nusW7MFbKMOPMQnIYcV34LD061TlmjCrVnRXPB2PnOax1SBba71XLLdRAxMrLkKOQa7D4V/EfVfB3iaC4tEt7+3ObaS1vMtE6sPmHBypAyQykEEfgX6Dq08IisbjT4rxU/dorAg4Ixz61r3ngAW2ni9totkpztVcDZnn05Nfa4bAyqKzjePU+drYpU3q7Nm78Vb7wd4xuHm0fTZ7G6MRLF9mfOz/EwPzrjPzbVOeteaWHgWe/Xy7gjyFO75VwR24+tdFpejtb25kuj7jecc10+m2bJDJLJD5fk7cBSWBIzjIxz68dc17NLL6CfvL5f1+pwVMZUS0Zu/DfwqFgVoFUMqOIdyk8gHBx2/+vVzxB4Zew8XCSdCo+yo7iTuxUA/rnn2rQ8Htd3Fld39i8ZnhbywxyidOSRg9jxTrqa/voytziaROPOYkswGecnk9azzWdJYfkXY58AqksRzvY+n/wBmfwtovxE+CR0HxBp0OpaW1zKqxSjlCGO1kYcqw7MCCK8I/aV/YouPDP2rWtHee/sWDETx/LKmf4ZABg89wAD7V9C/sZxyw/DlVlVk3XUrru/uliRX0XcQxXUTwzIssUgKvGwyGB7EV+XupKE3Y+75U1qfgZ4h0/UPD900F8Wcsxw7Hluep/Wu++GPx38X/CfUIItKKvpsjDdZ3BOzJ6kMPuE19/8A7S37LPhGHT5vEVvo8slqSTdR25/1WejYx93P5V8a614f0DQ5JLb7G/2RvlAMmQPcHHB6VpVUsTTtHdF0JQoz/ebM9D1b9ubUL7SZbePR5LfVlVlUtKskPA+8CMFvpgZ9a+Zjq2p+JPEGoX19dfbZb6V7ktGgQh25J2jgZ7464rqrfwK7TB9GWO5tnJwZchxz0Hr+FeqfC/4Bf26gQW7Wjs3zXJG5j/wHtg/yr5qtGrGXs5LU+roU8EqftY7Lr+n9IvfDPw/HrXhm3kuLZgxc7mkUgA+vPXNdFd+F7KxvIfszQrM77Q8yBguRj5Qe/vX0F4c+F1j4f0O3sSA5RNilxlm96k8A/Amw0XVDq2qyNrGqtIZI1kX9zBzkBE9vU+narhRmmm2fN1I06lSUloi38K/hVp3haxivZLdGvphvMjp82D9eleqWOny6hMI41JHr2FaGmeF7i8ZTIvlx9feu60rRY7KNVRcCu6MbEuTe43Q9LWxt1jUYx1NbyrtUU2OMR08mtDMXdRTN1FIRHmnDmot3NPU1oMSRODVSaIOpUj86u9aa0e7tSGYc0RhbpkVwnxX+F+n/ABP0F7a4RUvY1PkTEZx/sn2r1CS3DdapS6dz8p5rSMnBqUdyGlJWZ+XnxK+CF/4Q1iVJoWtGRuX28MPXPeo/B+iyXUKWN3OJkJPL5L8nI5J6D0r9KvE3gXT/ABZZm21OzS4THD/xL9DXh3iT9k5Y7hrjR3YnOVU8EV9Zhc9nSVpo8PEZZGrsfOV18IvlSWKJZ4v41J4Az1x3rRt/h/Z2yq7whznPyAHBHevY7f8AZ/8AFyzjy7WYN0LNIApHvzXXaH+zNrl1Ir6pqFvax55VCXb+grWrn27gY08qaSU2fPzeG7u4tvs1tBIkPV8KBk5z9P61teHPg3qXiSSG3trdwG4ll/hUE88+uK+tvD3wM0DRVQyq9/KP4pjx+Vdxa6La2MYSCFIkHACqAK+fxWZVsT8TPVoYOnQ+FHGfDnwHD4P0O2sYkAWJecDvXVy2Q6jitIRhelBjBryrncc/d2sdxDJb3EaywyKUZHGVZSMEEelfKfxU/Yjg8RSXs3hu8ggjkfzEs7vdhc/whwCQAen19q+x3tg3bNLHZqvatYVJU3eLJcVLc/OLw3+yL490Ga4guLS3SEHMbR3G9SehJUqc8Y7jpXsvgX4I6po1wsskciXWNpeP93x6cV9dtbRt1UH8Kj+xRA5CgUqlSVR3ZUbRVkeb+G/h0lvCDdL5kp655xXW6f4VtrNtyxAn1roFjVOgp9YjuV4bJI8cVYVQvQUUZpiEpDS000AJn3opKKkB/wDZtzn/AFf/AI8P8ad/Z9z/AM8v/Hh/jW3RTuwMX+z7j/nn/wCPCl+wXH/PP/x4Vs0UrgY39nz/APPP9RR/Z0//ADz/APHhWzRRcDHGnzZ/1f6inLYzD/ln+orWop3YGX9kn6CP9RR9jn/ufqK1KKVwMr7FP/c/UUv2Kb+5+orUoouBlfYZ8/c/Uf40fYp/7n6itWigDL+xzf3P1FH2Ob+5+orUoouBmfY5v7n6ik+xzf3P1FalFFwMr7DP/c/UUhsp+ycfUVrUUAZX2Kf+5+opPsM/9z9RWtRQBkGxn/ufqKT7Dcf88/8Ax4VsUUXAxvsFx/zz/UUVs0UAFFFFIAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k=) | ASR 9 x513 050101 Type, Ribeperle, hjemlig
To fragmenter af cylindriske ribeperler. gennemsigtige blå med rødt, hvidt k? og gult: Sol. |
![](data:image/jpeg;base64,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) | ASR 9 x338 050101 Type, Ribeperle, hjemlig
Fragment af cylindrisk ribeperle. Gennemsigtig blå med hvidt og rødt. Største mål: ca 1 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x281 050101 Type, Ribeperle, hjemlig
Fragment af cylindrisk ribeperle. Gennemsigtig, blå med hvidt og rødt. diameter: 1,1 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x516 050101 Type, Ribeperle, hjemlig
Fragment af cylindrisk ribeperle. Gennemsigtig blå med røde og hvide bølger. Største mål: 0,7 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x137 050101 Type, Ribeperle, hjemlig
Halv dobbeltkonisk ribeperle. Halvgennemsigtig blå med rødt og hvidt. Diameter: 1,6 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x392 050101 Type, Ribeperle, hjemlig
Halv ringformet ribeperle, gennemsigtig, uregelmæssig blå med hvidt og rødt. Diameter: 1,3 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDilvrs/8ALzN/32f8af8Abrrj/SZv++zUIWl21QEwvrn/AJ+Jf++zTvtlz/z8S/8AfZqFRTlFAEv2y5/5+Jf++zS/bbj/AJ+Jf++zUWKNtMCb7Zcf895f++zR9suP+e8v/fZqLFKBQBL9suP+e8n/AH2aX7Zcf895f++zUVLSAk+2XH/PeX/vs0fbLj/nvL/32aj20bT+FSBJ9suP+e8n/fZo+2XH/PeT/vs0zFNoAlN5cf8APeX/AL7NH2y4/wCe8v8A32aj20YqgH/bLj/nvJ/32aT7Zcf895f++zTaaaQEn2y4/wCfiT/vs003tx/z8S/99mm7e1JtpAO+3XP/AD8S/wDfZpDfXI/5eJv++zTNtNK0wHG+uv8An4m/77NN+3XX/PzN/wB9n/GmlaSkA/7ddf8APzN/38NFRbaKAJFpwHakWn7asA20tLTgDQA3bS7fxp2KXFADcUYp22gCgA20oHPSlWlAoATFLt4pwFFQBHtpNmKl20m3BoAZj2piKyoA7b2/vYxU2KbtqgGbaQipMUnNJgMpMU/bSUgI8Um2n4pDTAYVprLUlI1AEeKKftopAOVaco9qAtOAqwClxS4o6DNIApaWl20AN+opRS4pdtMBFpdtIWCiq810sYzmkBa3Kqkk4rmfF/xC0bwTp8t7qd0sMSDJya5H4wfG3QfhT4bm1LWL6O3AU+VFn55G9AK/ND4zftCeJPjJqssySNZaEn+q7Z9SB3PvXLWrKnotW+h6mDwM8U+eT5YLds+x9d/bka41s22jWEEdmCQskx3u3bOAcV7T8N/jfZ+OrWNiFjmAAkC9A39K/IDTPGI0u4EAd14yJFbOT2z3/Gvf/gx8V5tBvrWRLpUZyN0P8LZ7fiK1p0a0Y81T7jDFVcLzezw6ul17n6oRSLMoZeaftrzv4f8AjaPUrKDfICHQMpzngivRI3Ei5FWjiENNqSm7aYDMU04BGTjPAqTFNZR35pANNNKnJ54+lSY/OmlaAGYppqTFN20AN7UU7FFIB4FOFKKUCtACinYopAApcUCgtigBKY8gUdabLMB1rl/GHjjS/B2nvealdLCijIQcu30FMDbur0Rqea+ev2gv2qtC+EunSW9s66tr8inyLKFsnPq2O1eL/E79rDxF8RfEg8I+ArNp7+6k8iOKJs4ycbpG/p+dcF8WvB3hT4O6WNOudbXxf8UL5v8AiZXysHttPJUnygQcls4HbA9K4KleUn7Ogrv8j28PgqdNKvjXyx6Lqzxzxd4p1v4q+JJNb8Z6gSCxMdkx+UjrtVT0x69v0NXR/AOt+PNRt7XT4PLW4dUT/nlEuOuOvYk+vHtXN6xDci8jST5JZGyJGfGBuwQfQYz0/CvvT9kuXSPFHgfw7pyWWNStp5mvZo0wJhx5QAHXA3Dnnj3roo4f6uvaS1kzkx+YvGfuaa5aa2X+ZyXhX9iDwgNPit722n1bVpE+aVnYMxAydqqeBXlnj79mzxF8P9XF34cjfU9IQ5EIH+kQEdsfxDjtz/OvX/2zte8c+CviTpc3hO7utJg+yfawbOUox38YKjOVBVhgjv8ASvOdB/bE1fTZEtPHultPI2C+pWuFbJJ5dDj8SD36V0c8973PHUbHsfwX8Y3H/CvbbUDFLFc2LMJoSCCVVsMMfQZ+o+tfVPgHxlB4h0u3nilEkcihlYd6+HLz9qTwjqGmzwaJK11fun+raBkC54yxYD16V6V+z58R9vlWrOEikbCDdwH9Pxx+dcvtFGfIelDD1JUXWtoj7PVgy57UlZWhamt9bIwOcitatjlG4pCPyp1JQAykNPx70hFADKQj0p3fHeg0ANooxRSAkAp9CrS1oAYop2KMUgGNxVeaYIvNTSHFZOpMypxSA57xx4yi8L6JcXzspZRtjVj1b/CvzW/aZ+OGq6xrctpDdSq0wJluCcBFBxgenT8Me9fdnx+0e51LwSZ7fcy2pLTKgJOwjBPHp/Wvza+M2mveJPttfJUqwj2sQSQepPfOORXPUhUqy5I6I9bCVcPhoe2qK8uiMb4RyeMPFGsTWXga2aK6UDz9RztCg92f8O3PftXo2o/swfETSbSTUHe11i6++8FvId7d+rYHb1r3f9ljwrY+CfhDpc6pGbie1W8nk7uzqGPJ54yBz6VieEP26vA+v6hNaapDNoLLIYkknxLG/OM7l6Z68gfU10Uqao3jSR5eLxdXGz9pVfp2R8j+N7fUfDbMNStZrGd8g29wpQqQewPbHH419wfsO3DW/wANrXXmGJJtRlKsTwUjWNO3uH/yK6iTXPh58TNPy0+j65auMlXaOZf61zHjb40eCvgn4U/szSzb+dboy2ukafguWJJPyjoCxySfWnUndbHNBXdkex+LNX8NfFLWtftrLT11G60mSKGZpArGRWTcWUEcYBUfrXy38fP2WdQ01ZPEWgrNe6a8hbEi5WAnqp2jtjiuC+BHxH8S6F8RJfFOvXLR2eoTNJcWSu2ZFLA7cZAAA49celfcWsfEzRNW+Eeqagt/baZp8kRWOO6cKwbIPcYxjJ465x3ryKuMjTk403dn0VHK6zjGpWi1H+vuPzdl8LweHJPOEJSRiZ2YjG49MgDoBzgfSvS/hz4qa11C1ihlAIHmhlOMt25/D9a8t+LXjy1vtSnXS3jkQsE85RhX4J+Udz/X1ro/groV7fSWkSIzzSsNoU7iWJ6fiarB0KspOtWO/NcZh1RjhcL87bLyP00+GPiQ6lpdjck4W4iWTHuRyPzr1WGQSICK8V8Daa2i2Gl2JOWgiVGI9QOf1r2LTWLQrn0r0z5YtMcckZ+lIGDdDTsUhUH60AJSGnUhoENpDS0lADaKdjiikBIKeKZyaeua1YC0UtLUgQSLVK6tlmUhhWlsHSo3joA5ma2XDwyqHjYFSpHBB6ivjb9of9ngR6nc3GjRb45B5hhC84P9319wK+4L21Ei8cEdK47xZ4bHiLT3gEnkXceWgmxna3oR3U9x/hVK61Qnqj4+0k3elfs93cYV7e7ttLmg2yKUYFFZR16dBX5wXRWzmdd33cZwM9MDPPrX6P8Axk1jWooLvw1c2IsXkJjuJFPVMHO0Y6Efzr5N8VfDPRbWZr37PsK8suWYtj2PXpWVTExoayV79juwWXVMZ8LSXmeXeG9C1PXpfNgHkwA7fOk4AHse/ToK9Y0vR9N8HWu5zvu5hy7HdI46/gK53/hNobW3FnptkVbbzI/VV45VR9K4PxF4yvdRmf7HMwDNtM7HBz7Z6fWvGnLE5hLkjpH+tz7OFHAZJT9rN80/62X6nomqfEqDRbjybYeYzc+Xn5E92I+vT+WK5zWPiNq/iDT5re/1Cae1IzFGHCquOM7R+PvXmqXE1xKc75Hc7hlsliT1Pv1r1T4Y/BvWfH2rW9usNw0TMAFYFQcnjOD6mvZoYGlhlfd9z47HZpXx09XaPZf1qQfDfwjqPjDU7a3t7PMYkDbmUlm4wB9K/SD4E/BWH4faXFe30SnVGT5Ex/qQR/6F/KpPgl8BdM+GOnRTzxpcasVGZMAiP6e/vXtul6TJdyAsDsz3FaylfRHnxjYt+G9OeSfzGHHavQrGPbGKzNJ0wQqqgVuxx7FxWYwpDTsUlADaQ0ppKAEpDS0lABRRRQBItOFIKcK0YC0o+mKBS0gCgrminUgK0kdZt5Y+YMqMNW0y5qGSOmB4z8XfhXF490wywKsOrQKVRzx5i91J/kf8a+K/FvgOfw3dSw3arGY2ZNkqncB09DX6WXNiJuRwa86+Ivwd0vx8n+lQmG6UYFzCBuI9D61hUoxqbnfh8ZUwyaifkv488KjdPHov+jK6lppNuMqR0HevNIvhrq9/fRxQwuobB3O33s9CCK/UC8/Yvn+1FkuZJ7fn7oGTng8EjqK6nwj+yjpmgyJLLYrJIv3fO+bH4dP510UlToRtBHNiK9bFyUq0r22PiL4Gfsi3/iC6hvtSVltgdxnnU+uSB69etfcngX4V6L4Nhhi0uwTz0XH2hlBc5GDz2r1PTPh4lpGkYXCL0VRgCuksfDMdvjCUpSctzBRUdjltJ8NsxVpB+Fdhp+lrCoAX9K0oNOWPsKtBNvAFSURxwiIcU40403FMQlJTqbSAQ02nGm0AFNpxpv1oASikopAT06mqaeK0YDqKTNLSAWlpOKUUALSUYpaAG+WDR5Y9KdS0AIFC8AYpdveil7UgG7R6UnFLRSAKSloNMBlIaWmmgBKSnU00gG0UE0hoAQ02g0hoASig0UgL4064/wCef/jwpw0+f/nn+o/xrZop3Ax/sE/9z9RS/YZ/7n6j/GteigDJ+wz/ANz9RTvsU39z9RWpRQBl/Ypv7n6ij7FN/c/UVqUUXAzPsc39z9RR9im/u/qK06KLgZf2Kb+7+oo+xzf3P1FalFIDL+xzf3P1FH2Kb+5+orUooAy/sU39z9RSfYZv7n6itWigDJ+wz/3P1FIbGf8AufqK16KYGP8A2fcf3P1FJ/Z9x/zz/wDHh/jWzRSAxP7PuP8Ann/48P8AGk/s25/55/8Ajw/xrcooAwf7Muf+eX/jw/xpP7Luf+ef/jw/xrfooA5/+y7r/nlj/gQ/xoroKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q==) | ASR 9 x490 050101 Type, Ribeperle, hjemlig
Halv cylindrisk ribeperle. Gennemsigtig blå med hvidt og rødt. Den røde sup. farve er skinnende rød, som beskrevet ved flere, især dråber. diameter: 1,2 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x175 050101 Type, Ribeperle, hjemlig
Fragment af cylindrisk ribeperle. Blå med hvidt og rødt. Største mål: 0,8 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x441 050101 Type, Ribeperle, hjemlig
Halv dobbeltkonsik ribeperle. Gennemsiigtig. Blå med hvid og rød dekoration. Diameter: 1,6 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KbvX+8Pzo8xf7w/OgB1FN8xf7w/OjzF/vD86AHUU3zF/vD86PMX+8PzoAdRTfMX+8Pzo8xf7w/OgB1FN8xf7w/OjzF/vD86YDqKb5i/wB4fnR5if3l/OgB1FN8xP7y/nR5i/3l/OgB1FN8xf7y/nR5if3l/OgB1FN8xP7y/nR5if3l/OgB1FN8xP7y/nR5if3l/OgB1FN8xP7y/nR5i/3h+dADqKb5i/3l/OjzE/vL+dADqKb5if3l/OigCqKRuvFLn1pu6thi96T1pM0Y9aYhR0peMU09DQORQA7NGfzpKTvQAuetHNIaOaAAUlL3oHWgBKKXikoADyKM0UlABzmloooAQ5FJ2petLQAlO6Ug9KGoAKTNLSHigBOaKQ0UATcUnHNLSHvQMSjmhFPANKfloEBozRR39aAEz60CkzzRQAuaN1NzTWbigBzMKazhaieTjrULy07AWGm+alEwz1qg0nzdaBKQTTsBpeYMUoOazhMcdakjuCOtKwF6kJNRxTBhXDfET4v6B4JMNjLqVuNSuW2JEJASnufSpk+VXA77HrRXEfD/AMWJqyG280P/ABJXb4xWdOoqkeZAIppGYKMk4qvfXyWcZYkVyl94ujfcoYda1A7D7QvanBw3PeuJ03xMtxN5ZOTXT2l15mKAL9FID+dFAEwooooGKM0UlHWgQme9KGpB0pKAA0nrS+9DUANZsD3qvJJT2Y81Wkb0poBrScVFuPrTt3WmH1qgE707d3703ml6igQnPNODBeTwO5pu7rzXyd+1B8U/Euuaha+FPBz3B0q4Q/bbrT0JlbBYuueyBVySOvrimlzOyIlJRV2bf7Rn7Scmg6Nf2HhS4y6I0Z1KL7pmzjYjegwcn8K/Pq+8aanqmuSTalqLT3k5DGe4bKhs9T6Ae3pXqVla654jt7uwWGW08OtcG3jnuGBEjjBUNjo3IyQMciua8W/CXUvDuh3s0kj27HdCQoD74twLAH6jPFdcYKnvuebUqOq99D3v9n39oiLTdQ06y1XUrf7Vv8gsrFVY8YI3YJzkdq+5ZfG1rJpMVzE+55Fxt7g1+Lum7XhhdSHKfKZ5RjAXGGAHIAPGf8K+/v2cfiN/wnXgG282fzru3HlyHPXHGf5fnXNVoKn78epvh6n2Ge3ap4kur5mG75axcscljzS7uMntULyZk9q5zuJ7O6NtcK4PevSdFvhLEpFeXHG4Ada7DwleblKE8qapMR6JDJ5iiiq9nJuUUVRRpZpaTFJ3qRjqb0NHvQ3WgQvSkoooAKDRSHkUAQSKWqu696tycDNVZKaArq3Y0hWnN96k3HdzVAG3b1prUrcmuC+LXxY0/wCFukQzTp9qvrl9lvahsFj/AHj7A4/OldLVknV61rFvoti89ww5BCR55kbHQV81+C7q5ttVvxbR2q6ndGa18ycHyk3DDA5ycYxXLXPxo8RePXi1HUFhsogZGskUFUThTnJHqDz7+1Xfh9rR1fQxqNpOrzJJiRshiJEG1vocjJ96y9peWhM46Hz18SrXV/Ad1LcWUTf2at0UltfvMJVYfKcHocfpXR+AvHMXjrw/ctq+lo6xqYz5rlRzkgjuTj+dewaxo2m+JfB/i6a9kijuYLdrqCEKC0zg849DXyHoE2pvDIsVuZrcO6S4bhQwPzBRyeOpxxXq0v3y13PIqJU1dHF/ETT7Dw94ulbQJ2aJju8uTGBnkr3DL9a9x/Yp8ZNpviS70t5P3dx+9Ck9M/K2Px214140tbBtGIjdtNvbRWlaNgAJiCowBjKkgk89x09NL4GapNovxE0WQNtguiYegDcj+IfXHX1q6lNcti6U3dM/TJjvWkxu5xUFjL9osYZc58xFY/iKnk4XA615B6xG33yRWz4XuDHebM9axFbDYrQ0iTy76M5poR6xpsnyrmiqukyFkGTRVlHTCl45pM0Z9akYvrSDBo6ZpM4oAKKT3pWxQAmOtHSndaXb8poAryEkVVlOBViZscVUlbvTAj3ZOaQ+9NLdMUu7tVAIxr5C/akuF1jxpCUm2f2eigPn7udxbA/AV9P+OPFEHhDwze6nMyjyYyVBPVuwr4ulvJPGWq6hf6jsZWZin2oERO2RhT7GsKj6AXfEczajpOjpE6ZnZdohIbcuzGSAOgznA/u1N4V1CHw+l5BEiwxyZnxEo2tuPOfU8HJ7k1kyX0miwy3TwrFbBGtolsiGZN2d2059Bxzxise8kjs7O78+eSO4eTywVUM2xB8/GATjrz71zwWqih1Ho5G14v0P+xYtSuJ7rEd5Buhl3ZR1dQQQeMjnH1Br5t8EXdxbeJEhtFe43OhWFThmJcAgfhX1V8fdU+z/ALMfw4CIouJppkTOGcRZOOfryK+ZPhbfT3vxw8NrGI4xa3kYkCptLIrAsT6mvosPpBv5Hi14++o99TF/aa+G83gD4g3sM9yRIyJI9tODvXIUbR2J5z16VyXw/wBXubLVrG+jmYP9sjjY7uqZzyPT5R+Ve+/t8anYeNvi1rF7pOqpc2CLFE6/wiRI1VsEj1B/WvnnwvfJa/YI0tlM8DxlWjGDL8x+969aUJc0U2aSgotpH6jeD7j7Z4Z0+XOflK/kxH9K2a5j4byt/wAIfYNISXbexz7uxrqC2VzjArypfEz0I7Ijb5s8YNPsyVuEPvTOBu9qdaqXlH1pIo9U0N90KfSiotA4hQdeKK0GjsN1JuHSq7S4prTY6VBRbzSZqqtxTTddhQBa3DFDSAd6zWuG5ANCuzdTTsBpecnrSfaE9aoNmvGvj58WL7w/p7aJ4VuYl16X/W3GQxtk5+6D1c/pjntQ9APXrzX9PjuJYDe2/nxDLx+YNy/UdqzIfFWnXU3lx3cTt0wGFfn0dRvr7UZbwXWpSXCN+985Gz8xxuLkgAFvXis668dXXhjVB5upvbyFvuSz7Co7HdnB/Cs1PuLU/SNbiJgCjg/jVLXfEWneG9Nkv9Ruo7W1jGWeQ4r4k0H49a3e2ZitNdWB8cfKXbHruOB/+usvVPiBda9uuda1a6mtouSl0zqeBn5Y9g69QTQ6i6Dszvfj58Vrr4gyR6bpM0tlpqsoE2zJJz1K/wBKzNHhsxb2SSJ9r8m2ImLtk7xg72x3wCQAOK8+k1vT77xLcaXp94ktx5aywR3R2ggEblfBAJ5XgZPHXtV268S2asIrsfZrqAyGaG2LyK/K9VUYJLcd8Y6c88spORoo9zL1LV7nWfFlra2ls1taRzK0cLR4VvKYu6qOmC2OeMjHrWT8Qmhhv9PtuVbDO4RznLEHP6dvSuwt/EVi1wLmSMLfqxMUQyxiyBlpZMAdAOnr7V5zDfSeJNY1zUXEZmRyydcdyFX2xj8668NDmnd9DjxVTlhZFvx/rup+IND0TQDcstvZwiSDcpbOSSefbNZ3gPQdN0a8vLiS7dr2Rf3knlZf7uMqew4qSTVIdQjtIIpXkl8vczSrhicnOB6DGPwr1z9nvwzpmoahqWsalEj2ulWclyysR85wRtwfr1r1qk+WDaPNpxc5WZ81fGKe122saR+VGF3SSTNuZixOCcfyrg/D81vqHia0gs1WHIiiVioJYogXJB9cfrXVfGTUrfWvEl5Jt/0J5dxVPr0FR/BXwX/bfi2HUI4Ctha3MRIDEnk8Dnr3/KhPlhzs2tzS5Ufot4Lh+y+F9OQjB8rJH4muhV/lx2qjpVqLawtoD/yziVfxAq7wOK8t6u56C0EBDE56mpbHLThQOSagZcZrQ0WPzL5M9OtCGekaJGVhTtgUVPpK/IBiirKRpSyfKcdaZuJXrTTSZOM0DHBsqPWmc7vagd6cvXmgBOlPTtSMvGcVxHxE+LOk/D+1MRdLzWJFJhsY2G7/AHn9FH60C2K3xm+KUPw90UQ27F9WugfKVQD5KDrIc9PQZ6k9Dg18d3k994g1IXt5eSLdBzKqxyZODzyT6nv7V0Pj/wAbWviLT7iRVurjxDdTyPeXkrhojHgARqnRduBjFZnw50mTxfnT7SRLWdh800i9APU98mrjZXucVZuVrMi1K9v7VU3XJmjkUmQOuf59a5vxXq1rKsET2CS2wjVSqp5kbc91I68Vt+IJLmSOTTmgkmu7WRojNGpAG3rXHXtvcRQIpkk8twQMcVPLcIycTJm0fS5Mrp09rpKKxY+VFuBfH3sKQFwOMBfXPWsqw8KrGyi88RwpHMdrvG7jdnnOdy9x0NZeseH7bRrqe6tY7zefnPlylgG6kkHr06VXs/iBaLY3FobCKXkMPOjVQDk5wOMc+1R7K7vY29q7bnTnwD4f0/UDd2muTndEUwxWQL1wVwPlxk9O/Jziu40e+iNvsjmhS1Y5lRQvHQ5Y9skA4+lefaDrkWoTM9pbQSPtZXDD7qshTOD1xnP4Ct42ul6LDbQ3DqsijzfK6tI3bJFaRw13dmM8S4q3UueM9atdSkjiRWhjiUmQFtpl57Ae1eOx/EW+t767SGCKG2OMZ/hVTwT9eP0rtdyeItcvESEwgRsyXEj5BIyDx+n4V5t4q0q2s2mQzKbtSfL8tThlA5yfWvSpxgo2R50nJyvI2fCz3eqeIoorl5IpWyULArnnpg9BzXu3ibxTpvgXwGulQKRrl4/7+QsPlQjgcdO/X1rwbwLqFl4fjvdZ12WR96KqZO597DJIzXIeNvHg1KeURO5QuSM8n2pVXztReyNqcXG7W5a1uNdTv3QOcs+xRjj8f0r6Z/Z18LJHeWsEa/6OhV344LHn+QP518z/AAxsP+Ei1qB0DGNP9eW6Z/pX3z8HPDK6daC5ZQrbOOMdeg/L+dcmIltBHZh48rcmeor2B4xQzFTnrzTN3Q0hB2kn8K5DqJcnOTXQeFrJpZvMxkCsKHMrIo6mvQPDGnmGFRjmmgOn0+ILGOKKt20e1RRTuWVPvHmlZvlpgYnOKN3QGmApz60o+8KPpSp94elAHhf7VXxouvhn4bt7HR7lLfWdQDMsjJu8qMdT7EngH61+c2tfEvWNd1W61XULyS61A5P2h2KsD7e2O1ez/tH+OLLxt8XvEsV1ff6PBLJaQQiYRk+UNoUEg4BbLZ+teA3jSG6SBo4Wj8tThQArZGcHHfrXo4WmviaPPxFR/CjrfBfxGF5fW8V68kF0ZfmkB+SXGDjb68c1v3nxe1bQ9UL28y21oshU5bbg/wB7jvivK9LWys9Qml1WynURyZXa/wAnoM5B6nHT0rUWSO/1KG5sdOlHlyMwnb5sDBGMH68V2ukpPY4HO2tz1fUviZfyWKytdxN53zg8FmyOvBqhp/ijUtalNpJFGLeMYZ1f7hz3HUGuGh/tS6sZfNsY7e6bktIpU4HJKgHvUlhaXElxFeh9z8mSKRmwzHqSQck1zexUdkXzuXU6q+j1GWa5RftMgAYoFiycgHhuOnvXI+Ra3moRm9j+ygcMzJtOMdxXSXGv69o8cb2d6IIn+X7PF8qn0OOhrmLqa71DUreW7i3yNIxMknRgQOCB6daj2fvFc3ukeqX0mjyrFaS+Ym7ZHIo2k/8A1ua2NP8AEMEzRpf3W64YfO+FPTqPbAzj/wCvXO6ha2moQmNL77KsZIBkHyqxIzgH1FZ/9k6ZZySKL0swkAMjMDtwCTx3rqUbKxzvV3O0uLq00pJ5dPucxHhpsElxnIH16VxnizVY7GNZFcIzr+8hkUhwx5J+nSq+reKItNsQrXCrtDGFUX7y8YJGOvf8K841fVpL6Q/bC7CQZLkZOecd/wAKh2iaRg5O5f8AFHia78Tbdi7IbdP4SAOvX9a5+x33LuhblujZ5zVeOWRY2iXPlMRn04ruvhP4Mn8XeKrbTre2aaZzlSrY2/7R9q52+p22srI+hv2b/hPNDYRanKjLDOV3hhyxyMKPqc19qaNpq6TYRwrycbm57nrXL/D3wbD4e0uyhIDJaoFTjgvjDN+mBXavw2BXmyfNJyOuEeWNh0e1l9qRfmY96Ym7kYwK1dF0t7yYZU7fWpLNDwzo5llEjDPpmvSNNtREgGMVm6HpIt0XjiujhjCKOKopD1TaKKexopDMvheKay85NTzRbWzUEjH0qgFXgmuM+KXjC78I+G57iyj3zFGJkzzGAByBjkntXXtn6VwXi+aOeS5S/VmgV9qbkyoGB1x2yTyazm2loXG19dj8iPGlrqsPiC5vtWt5EuJ5Xm6H5mYkk5rNvtSZfN8rcXeNVEbEttAGB171+lXi/wCEfhTxZCWe3WJn6SQgEfXHpXjHiT9kqSPc+mT2txHnIDxBW/MV0xx0qSs6d/Qn6lSrP+Lb1X+R8faLr81vZ3K3TRgIR+7kAU59QMc4rcsdeSxntnF0yjcszIwwAMjPHpXpviD9nPUdMdxNooYZyWj5/lXBal8M0huBDPaXEQHHDYOPx7U1nVJe7OLXqay4fqzXPSnGXozstJuE16SW4iaSYsN28HIx6fnVWO4itZJTKR7IeMGqfhtrzw3byadYXLJE3zlHAyxByBmmeJdXimYym3EEqkBl24Jxnk10QxNOo/ckmjzKmCrUdKkGmW5NUSZljLFQPukjn2pGvtkiK5DR7enFebX3iSeS4c/Mq54HTAFXG8bW0kMcTBl2DPmYxk44rps7aHJy90R+IbVo724WA4hb5ipbLcckD0rCC3OqRloHXT/KO13kIBZTwCB3OKZqHiCT+0HnjbccqFjdNysOpz+P86zLhb6ZWZmYlzvVOQEweMe3Wr5tLMXIJr0cNhCkTzC5uc/LtzhR6k1Ja2sd74fRWtjE2SPOQf6znucHJ6cf41nXzNcMoY75Nu1sfWvV/gj8A/FnxSvkgtLeWDSMh5tQmUrCn0/vHHYfpU80btvYvllyq25534Z8B6t4q8QW+i6XbSXF1M3EaqScep9MetfoV+z/APs/6f8ACzSfPnVLnV51xPcD+H/YX29T3rqvh38FdB+GdgltpcG+5ZAt1qD/AOtn/wBn2Ue1ehQ23loqKMKOgFeZUqcztHY7oQsryEVdu0KMAVKqHgd6tW+ny3B2omT9K6nRfCbNseZc+1YGpwPiDSdems7YaJDvnkuI1dm6LHuG4/lmvYdB0MWsMYZeQoz9av2Okx2+35RWvDBtplCW8G1eOKse1JjbS9aBifrRRRQASQhqryWw/GrmfSmn5utSBmTW5zmsvU9Hh1KFo5l+jDqK6Zo1PWomtwx6U99GM8Y8QfDS82yG2nbyvWPhx+HIP5Vw95oniHR12W159pZe0i/zXgj8Ca+m2sxzVG80G3vv9dCknuRz+dZumujNPaPqrnyxdeL9Rso2TV9DZkTJNxC4KsOOme/tVa8g8H60297qzjmYAbJ8I4yPQ19IX3w3t7ht8MzQt/tKG/Xr+tcZrnwLttSZ2uNNstSyMBj+7k/76Az+tZOnL19TRTp9U16Hzhr37P8Ao2rF5LWcRFvmEkZBHNcRqf7M+oTSZTUFlBGMyJ2FfSt5+z6lvJugj1mwcdHtJgyjHQZIJx9apR/BzVbOQtH4g1kAH7rw5J/H/wCtXNLCxbu4/czvp46rTVo1dPNf8OfJ2s/s3a1bMHgjin28fLwa5PVPgzdwlF1C3MZT5VYqeB6CvvLS/COrQsUkh1K/VeN0sKpx9QvP61p3PwuTxBGEm0eWFcgmSc46dtpAJq40ZQ+CTXzFLGuX8WEZedlc+CNK+FdiY/lG+ZVO2KOB5W4GTwoP611fhz4E6t4puFtodLaFZOGmuoiigep6/l1r7asfg/Z2WNkcmB1SONUDfVuSa6Oz8Hz28ey2gjtE9Vyzfmf8K6eWcvikzjjWjG/LBI+UvBX7H3hfw3dM/iK0j1GYtkbTjj6EZH4DH+0Ole6abpNvpdlDY6Zbi0sogFWNO4Hqe9ejW/gFHbdKzMTya3bPwlbWqgCMH8K2SdrNnLJuTuzze18P3N3jbGQPU10+neCxhWl5NdtBpcceAFAq0sCrxTJsYNn4fit8YQA/StiG0CrgDFWljGadtxTGMSILUnFJ/DQvvSAKPu0rdsU3rQAhPailb5aKAH9KOK0vJT+4v5UeSn9xfyrLnAzWo9K0vKT+4v5UeSn9xfypcwGaaK0vKT+4v5UeSn9xfyp84GX/ABUL3rU8mP8AuL+Qo8mP+4v5CjnAzCPlpO1ankx/3F/IUeTH/cX8qOcDKZV7im+Urdq1/Jj/AOea/kKPJj/uL+Qp86AxxbJ6U8QoO1avkp/cX8qPJj/uL+VLnQGX5Yx0pelaflJ/cX8qPJT+4v5Uc4GXQV71qeUn9xfyo8mP+4v5Cn7QDMX71DdTWn5Mf9xfyo8mP+4v5Ue0QGZ2orT8lP7i/lR5Mf8AcX8qPaAZjH0pv8Vavkx/3F/KjyY/+ea/98ij2gGT160VreTH/wA81/75FFHtAH0UUViAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/9k=) | ASR 9 x441 050101 Type, Ribeperle, hjemlig
Halv cylindrisk Ribeperle. Gennemsigtig. blå med rød, hvid og gul dekoration |
![](data:image/jpeg;base64,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) | ASR 9 x363 050101 Type, Ribeperle, hjemlig
Halv ribeperle, cylindrisk, halvgennemsigtig, blå med rødt og hvidt |
![](data:image/jpeg;base64,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) | ASR 9 x363 050101 Type, Ribeperle, hjemlig
Ribeperle, cylindrisk, fragment, gennemsigtig, blå, rød med hvidt |
![](data:image/jpeg;base64,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) | ASR 7 x1045 050101 Type, Ribeperle, hjemlig
2 ubetydelige fragmenter fra perle af klart blåligt glas med indkægning af hvide og røde ugennemsigtige glastråde. |
![](data:image/jpeg;base64,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) | ASR 7 x1046 050101 Type, Ribeperle, hjemlig
½ cylinderformet perle af blåligt, gennemsigtigt glas med indlagte tråde af ugennemsigtigt gult og rødbrunt glas i zig-zag forløb. Diameter: 0,9 cm. Tykkelse: 0,6 cm. |
![](data:image/jpeg;base64,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) | ASR 7 x1238 050101 Type, Ribeperle, hjemlig
½ cylinderformet perle af blåligt, gennemsigtigt glas med indlagt zigzag-forløbende bånd af to røde og en hvid glastråd. Diameter: 1,05 cm. Højde: 0,7 cm. |
![](data:image/jpeg;base64,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) | ASR 7 x1385 050101 Type, Ribeperle, hjemlig
½ cylinderformet perle af blåligt gennemsigtigt glas med røde og hvide ugennemsigtige glastråde indsmeltet i bølgebånd på siden. Diameter: ca. 1,0 cm. Længde: 0,7 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD6lY0kZ60zdxTVbnigosUm6mBqQNzmgVydTxTgagD9q5n4heOofBGiG4IWS7mylvETjLY6n2HH50COuMqDOWUH600SRsuQ6keua+RfiP8AEDUtD8EzRpfG5vZmKtdMVRfmfknHpk+/HrXz946+Ol/bWltpdk8ltLD+7d1cgSADBfOcnJ/w7V0/V5cvMcyxEXLlP00bVLKA5lu4Iv8AfkUf1qlceNPD9q2JdasEPoblP8a/KK7+JmqKu0XcjPIPm+ctg+3NdP4W1C4sdHmvddvJI7WcbfK3bS3OQRg5zn0rGpFw0udVO1RXP03h8ZaHdJug1iwlX1S5Qj+dXLfVLW8Xdb3MM6+sbhv5V+XOlya/8QtU+w6J5un6VG/zHcdv/Aj3OO1fQngv4QwWdrG1xeXU8qrgt9odAPwBrnUpPodU6MIL3nqfYZmBbrQ0leEeGfAD+TE8OsagjfeDxXsjD8NxPFd/4L0jUtE+2LeaneajbsVEQuwPkxknBAGQc/pVc2xg4xs7M7NpumPWo5J8E1TM/PWoZLitDMvNNTHkBANUmuOOtRtdcDmi4Fi4kG014N+1RcFfg14pwMn7KR19xXtM91lTzXgP7Vt0V+DviUKSMw44PqRRcT2PzBkPzmoKnkz5mKiDbWzgGkMmVY3uYY5H2R/KrNjoO5r6D0v4R/CG4sopJPHx81lDENtXBPbBHrXzryx96mW1nYZWNiPYGgTPpOT4GfCNkBHxDVc+siH+lFfN32G5PHlufbBop3FZdz93A3y1F5mGpu7FNzzSLJvNqTeKq7qXd8tAifzOa+Pvjz46lufGmoXbXPn2sEkdpa2kcoONrEEkdixOee2Pavq/Wb06fpN7dKMtDA8gHqQpNfnv8briOO6vo9PnkaGa9jl8yRQrkIpAGew5B/D2prR3KiuZ8vcZ448V23i3wsbeIfY/LmZzHH1LLjG0enzH65zXjHij7QtwLq9cM+wKgGfm9T09av8AiCK+8G+Lda8NSuwtI715YZpCQZ4TzGynH8SbSO3NJ4J02T4jeK4WuPNW3V/lX7quTwi89Nzsg9gc13OT57LY8+NOKjfqY+i6TcSarardRbElwyq3cdOPXtXc32l3/iXxZ9gTMcNlsQYJXYcjc2PXHFe//E74O+EfhdpPh680xWvtZcGFHndgDtA3SMgxjDEADA465rlfANm2taTqsyzRyxrcKkk/l7ZJHbLkqcElSG6k9hxXnVZSlK1r3Pao8sIX6o7zw3oNv4K0eDdGLaADIZyPmI7k98muZ1P44S2N/dwNCzRQnY+yRQI8kAd+Tz056HNUvjtrF9p/hOzWFC8cx8tmBwVAAx/KvnjTrySKz+yXV2zwyESyQxg/M4BAOfbNclRtaM7cLh1W99nt+k/tDaxDrEUMOnK97GpSOZ5+CrAFgcD1UYz7etes/Dv9pvVb42v2/SGit5phE11vJjVcjP1I9vevl/R7p5J4vsWnJDP8u0JufcQThiHJGeRz7V6T4K+DHjDxJqdvI4ktpI3G2V2yqjjoR6flWPNJ/Cj1ZYXDQ/itI+6VvQ4VgcqRkVFJdHnmsbw1o9/oPh+wsdSm+0XkMe15ck7uTj9MVakevSV7XZ8pNKMmou6LbXRPeo2uveqTSmoJJSKZBcmvPlPNeAftWXJk+EfiBQR9xc/TcK9puJiFJzXzz+1fef8AFqdZBLYOwcf7woA/PWVv3hxTNtKzDdwKVZiqspVWDeo5oAfbzLbzwyhA5VgxVuhwelfRGlftZ2On2EdufA2lgKoQ+WAAfXtXztaWz3l1FbxjMkrBFHuTgV7ZZ/sg+OLq3jl22SbwDtacZH6UxO3U6hv2uNIZSD4FsCGHT5f/AImiuXk/ZB8dru2w2bben+kDJoo1I90/WlulMVvmxSk01fvUjQlptOzTG60Acn8WNeTw78O9evG27/skkcat3ZlIA/z6V8FfFXzZNJtpnO1JirSLkqDx6e2T+dfVX7Yt5Nb/AAwtYondFlv0DeWcFhtbj9f0rwHxJpVr4o8JI8JEpSPeuR3ArJy1aOynDlUKj7nzn4v16/8AFupWC3k5laxgWziPcRoSEB+gIH4V9Sfsw/D7SNUsZ9d1NW03TNJu4rvliVkKZ2jPoGKnbnrjJrwHQ/D83iXxALdLMzXHn/eVMse23A4OT+tfVvh+bTvAfwG1Lw5e3ay6/qV35s9ud3+ixqRhSSMdFwV/2jmutVuZKxyzoKEnzPqcL+0J4wdmtoRqUOqPawmNLi2RtkjO7yblB56OufcGnfBVG074dySeaJYtRuPNQOT5g8tVUf8AAABge4PpXkepSP4+8dafpdm0kkGZFyRgIEXc0gOeQvLHpwvvivWdY8TWfgfwys4LGC1iFtZQyYBYKMLkDvjk++T3rm3fN0R1tOMeTrI5z47atLq15pegWIaSY/M6IMnceg/I11fw7+Aul29jDJfw/a7lhlwc7efavLfhX9v8YeOm1G8laVImaVsnOCc4HX3/AEr6W1Dxhb+GbOFDlpZPlVV6k1pQpKq3UaFjK0sLGOHg7Pr6s6DQ/Ael6XJEyWkMTKoUMVGcD3r0PTLyw0eHzWljVV4znHNfLfij4yahb3V1DFcW0KxxbjlWLhj2Pp+R7Vn6V8Y5YGFwNSjuJM71N9EzJ8uOMKRjPGeAOTwea9NYWUo3gjwJYlc1ps+zX1T+1IUlwAvVeCDiqElch8E/Ek3i74fw6rNaxWbTzyEQwvuRRkdPQZzxXYS1wTi4uz3O6EuZJorsagk5qZutQSGsjUo3jYU184/tXSf8Wy1MFto3p17/ADCvoy8+6a+Z/wBrhj/wrLUADj99H/6FSGfB7feORikyPSg9cGkA6+tMRJEwSRWDMhByGHUV0dr8QvElmu2HxBqCKOgFw/8AjWHpMtrDqdq97G01msqmaNTgsueQPwr6NtfGXwDWEB/Dd4DjncGJ/wDQqBO54p/ws7xbu3DxDqG71+0t/jRXtsvij4ATZxol4nB6K3+NFMV32P0+po60pGaMdKRQ/PFJ1oFOUc9aAPHf2sdFfVvgzqbpjfZyxXHTtu2n9Hr4o8JeNk0OY2d6WSykG5WGQFPTken9a/Rb4haUuteDdWsZFDxzQ4ZSM5GQT/KvgrxR8Db+S/uAl1GIwWVFkySAWLfzNc00+a6PVw9Sn7J06hr6F400T4e3l3qel6na287W7Ig4ZtzKQxXgnPJAIxjAORXlXjz4gaprc0YjuPItZB9xOW/GlvPhLrWkMVWETEtgsmCOnr9c9q6PR/hkbhbGa8LRpH80kLKNzN+Z+X9aFzPQH7Km1NO4z4L+HruO8m1IFv8ASIzEryAZ+bhyPQY4z3BPrWJ8WPEMnifxB9j04tcWWnqY90YyrP8AxH+QrqfiR43t/COijS9LkQX867WdD/q07ge9cj8JPDsmraob+Yt9jhbO0nAd/pWii5tUoijNU08VU0tsek+EWtPhb4Ja9uxmeQeZ5eRvdyOEH5VwXiDx3r10bm8kecXNwqgRxtlY0OGIAGe+3+vIpvjzxct94yjSVA+mWSkRqT8rvgZOO/YfhXOap4il1LUp5bUtAnkhZNv8Z6ZPoMH/ADmvq8PRVFKCR8biK0q8/aSZf8P3MN9q0FleRtF9ociRQPm+ZQM7m65PPTjnrVvxFpN7ot5fWiwRtD9wOxLmNc5Vd/3cnA/+tzWFoOqW9n5vn/6RKuBHIDzGByx/U8112oeIJNUt7SKO4VbMOsrw/K6q2A27GMN7A9MEetd95JabHA0ufVH17+yfN53wN0djjJmnB5z0kI/pXqsnU15t+zbYx2fwg0ueMMFvJp7nDE55lZe/qFz+Nejyd6+Vra1Jep9LS+BELd6ryVO9QyVym5m3n3DXzD+18cfDO7zn/j4jx+dfUN4vyGvl/wDbBjP/AArW45x/pMf480hnwkaUHB60HKE+tNoAkhgkuJkiiRnkchVVRkknoBXWR/CXxiwUjw3qWGGR/o7dPyrmNNvptNvYLu3fy54XEkb46MDkGvX4f2tPiHDCkZ1C3fbj5mt1yfrQLXocM/wo8Xru/wCKd1HC9f8AR2/worvh+138QASTd2pGMYNuKKYtT9bRSZpA3y/40i9aRRJThTAfmrD8T+OtF8IRj+0r2OGVhuSDI3t+HYe5wKAN5kEgKsAwIwQehrxvx58FdX1LUJrrQL6zjicZFtdhlwe43AHj8Kj1T9pzSLX/AI9rPzFzgtJMF/pXP6h+2d4e0fabrT5J89Vs5C7D65UD9afK29gvY5PU/g98SreJgvh6yvmBIH2W/QZHY/PtrjfEPwt+Mf2WRLPwSeRwRqFuSPw316ZP+334Ijx5Wh67OcZO2OEAfnJSQ/t++ApMCbR/EEJP92CFx+ktX7Oe1hKa8j5Uuv2Z/izq2rtLqXhS8iOQXbcrZHsQxFdzqHw38YeDvD8en2nhy/Bx88kcLcDvzjr7+9e5yft6/DQvsdNajf8AutZrnPpw9Iv7dXw1aXYY9ZHqxtEwP/IldGGcqE+ZRuzHFN4iCjKVkj4s1rwreade3TTWFzaIqhWRlbGcckE9s81Rhs0a1kxnzwpIIXIH14r720v9rD4ReLpY4LjU1heQ4VNRsWx+e0j9a7aT4ZfDvxfF9oGjaTdrMM+Zbqq7v++cV6ixq5r1IWPN+qS5bQlc/M/S9He5md5I2UMMgAZGO59fTmuhtrWe8uLVba0j8pSsa26kOxYgKScD+Ij6/Xv906t+yj4Bvwfs8V1prnjNvP29MMDUngP9mfw34B8Qpq0FzdX7xriOC6CmNWyMPgDkjHH1rVY6lGLSuYywtaUk2dj4N0UeH/Beh6ctsLM29nEjW68+W20bhnv82avyVqyLmqkkVeBJ3dz2o6KxnNUTKTV2SIVE0fFZGpn3UeYzXy/+2XH5fw0kI/5+o/519UXC/Ka+Wv21Nq/DUAjJN5Hj9aQHwVJyxpjD2p7AhjSAUAaHhvSota1yysbi7SxhuJVje4k+7GCfvGvoOP8AZe8Lsg2/ETT3BHHK9f8AvqvmsZ3DHWrIhudv3JPyNAmfRb/sp6A0LSJ4/wBPxjI+7j/0Kivnfy7xYyCsoT3BooFbzP3HZu1LnaKZ/FTmPy0FGN4y8RHwv4V1TVVVXktYGdFbOC/RR+ZFfEXiZtU8QXEur69fOJZnMhXOXYdlwP5dBX09+0d4si8L/DqXcFkmupliijbGGI55+mAa8E1RbLwX4Cs9f1dGuNRuIRKVk7Fz8oUds8fhiobOinG62PL9VutRt4g9lobtCDy03zMwHoO1cxqHizSdU3WWoafLpVwePN7Z963W+Ml1LcOZdOja3AztQ4YDvzWzcaHYfFLw3d3tpbM/2XAkmCZMBY4G4+hNKMr/AAs65wdNL2kbLueIeKLeXT/kZlaJj8koHDA9DXP2epQrua5VikasxCnG444/Wu4XSZXt77QrxGM9vuaB8Z6dR/n1rgNa22MJs2XM8oXDMeFU5JyMdfu/rXt0a3PHnlujxMRQ9nLlWz/q5lLdNcb2dt0j8IB/KiG+kVlJI2nAIAxVNl5JK4XqDirFvGWkCbG3DtxmuZSBo7r4e6O2vapJCgUyLEzwc/xDnH44P519ifDVbP4kfDea0ciLUFja3dv445APlfHv/Q18w/B3STp2rWM7SZunuQpj5+VRjknGDnPb0r6P+FEi+Efixq+khx9nvlEyqqggEk457c7h/wACFcVSrzTv02PZp4fkoK/xfEvv/wAjxiy03UodTjtvNuY7qGcwOrzN8sgYggDPTj0r2G18RfEbwDZwfakmutL4AmnZmX/vvO5Tx9OlfQcfwT8L6pq8uvz2TG8kw2/cdvnrjB2gYGQvJJ554717f4B8K6DrOgz201sAkMzRNuGAuQCM57d/TmuWNOfM05Ho1sZR9lCapp9/+HPlrwf+0N5OpWWn+IbeeCG6+VLpxu8pj0BccMpz97r9a9xchlBHII4NX/FnwH0trG9tLK1jhWLey2oQbCGzuCdNobJyOn0rlPCtrNpOgwWFxK872uYlkk+8UH3c+4HH/Aa6kpR0keHVlSm+alojTkOM1XkYU6abr6VWaT3oMSO5bahr5S/bamH/AAr2AZwTepj8jX1LdyfuzXyb+2xcbfAlouet6P5GkB8Q7epPSmsxY80M+4802gDV8M6oND1yy1F7ZLpLaVZDDKMq+D0NfQMf7Wlkqpu8EaaSvdcD/wBlr588N6Dd+KNatNKslV7q6kCRqzYXPue1ewr+yF47kXJjssY423AP9KBO3U6Ob9rLSZoZI5PAlgwbOQSuP/QaK5O4/ZJ8fw/ctLWbnAC3Aop6k2ifrOTzQzDFMzSE/NikWfPv7QFvH44+IHh3wwZhHaWkbXV/IOTHGxGR9Sq4Hu4rwX4/eKG8WeJodItUMVrbr5rRf3eMIn4CvbfiLv8AD3j3xzqzusiNZRoEb5TjZGfvdv8A61fNel3T6xeanrOPOd3LhX6HHT+lYyTk7HoUWopz/lX4swrzwzZKsVrK+y7fkAcjJ6A+n/16+nP2Xfh4dP8AhV4olntBKNStpmU55ZoCWCnjgcgD6n2r5suY5tf1qFRCqTySDzNpyGfPJH+eK+0PgB4usNP+GesQtIoWOS58zzDtVVIXH5lgPy/FxirtvQj21Sa5W7o+VfideS6br1jqemWsdlAG2yRqBggY5JIGTivAfiFDKusOk4aY8CF5Cf3a5yFHoOa+iPi1Gq+BsscTTNGile2Rk/oK8b8Y2EWseDbW+dg80L+Q7j+LHAI9q6KSUZNIirKVSmnI8ztbo6W00bqpl+7vBBwM5wDXReGbKa8vpb5V8jcpVSvAPv8AyrM0nw+19fRCVVWIEF+Sc9OtfRvgPwHpOlaOdV1crFEPmSNuBitalWf8OPQjD0IL99V2/Mb8J9BFxfw3MsbpFbne82MA9z29v1rrvA+PFXxeGpWXmXMYuVhR8fKAozn8MN+lc7eeNrjxYlxovhm3FraOuHuiMEDPQAeor3H9n/4bv4M037Td7ftUqg+WQP3XU8n155rzrczUI69We1Kr7OEqs1Z2skfSujzRWfh3VDLJ+6jhaQqTjkI39DXT/A+FdY0G9uC6tDdfZZ1GMB1eBTyPUhu9eB+JviRY3nhnXNC0y7WbULpGs1kRhtWRgFzn23ZPsDXs/hjVI/Cvgyylt5RDPdzw3EFnu+c28aLEowOcHCn6HPat3JOfoebKnKOHSe8mema1eW9veRrlflGCBxx0/mP1rxzxVCYdUum27VMh2gdMHn+ZNdB8WNN1e80/TdX0+5a1u7SUPILcli0LLyMEHkH69PeuMvtaOrupkfdOsas+3OOcgH/x01op82jPM9m4+8iiznnIxzUDSHmlkLCT1Wonbg0GhVvpSI2r5J/bQnDeEbBG6Nd8Z9dpr6v1Bv3TV8gftoSbvDOmp/09k/8AjpqQPj5sbsYxRx2P50H0zn0NNoAmhmktZ1lhkaORTlXQkEH610EPxI8UWoVYtf1BAowALl/8areCf7G/4SaxHiAzLpG//SGt/vhfavfLjS/gBewgJqd9BIMfMQ/P6UCZ4snxY8XquB4h1DC/9N2/xor2Wbwz8BprKVoNXvElVDgbmyTjjgiimTddj9O6aT81DU00iz5h/aXaSwk8Wy7GKXNrCA2eOAox/Ovne3nOkeF/NChGdck8nr7enSvpr9sKFbPw3bTKDm+lWE88ZU56fQ/pXyz4s1Ex6XDaQ7hnOGVcnjtShaM7s6Jtuhyrq/yF8Dwy6pqzxoqpKsbOvOD1AJHHPHHNdT4H8bRaLfeJbLVHaXSipU2zSEI0rFNpwMc5QDr36cVw3gnVF0vX4ZS+FKGKRePlDDBOfYkVk/EdWsddudhKoxWfqcErk/rRXlDmbhsPAxk04z3sep/FZWu/Bo2nO0RuD+Nea/Dm4sLzR73SNWtVmhZy6OxwQ3bn06cV6/Npf/CTeDYY92RcW6Nz6kZFeB694Zu9E1J4pGkglPGxRwcDg/zrCo+WV+h3YeKrU/Z9UzsodB8JacyXLXwxGctGHB5Hamaldal8UdWi0/TIZk05flTGQHPGSfQYrB8E/Du/1+8hjaFpE37mkfgAfX1r6a8M+G9G+G/h97uXbbxwrvnuZB8x56f0Ap6zuloi5SjRs5Pmn0XYf8NPhbF4RtxeX03nXCoNzyHEcQAxxn2FZnxI+OirY3Gl+F72EDJhmuMEu+euz6eted/EL40aj4483SbBGtNOc7QsZ/eSc/xEfyFdN8MfhCkAt9Q1naEGJUgYYI9N3+HvUXcv3dH7zZU40l9Yxr16I2vg14PulhGravI0VkG8yKGZj1H8Rz35r6G0nUfEUll/amn28F7qUu1IYbpgY44wcKeo7cnB718/+LfibYx6taaTDNbw2LkKjSHakzex9FGT7nA71qeEfH1zNq01ncazLZQ5jjtVt1UMx7jBb0I56c1c4xopROCVSrjpSqvRI+6JNUm1bw2kN0lus3kKkkdtkKr7MNtPXBJOMn0rxyzsXsRN5jMz7toz/CoJwv4Z/Wt/4WapeahtmnvIriycNGvzAFtpIyBnqMdfel8V2qWOqyQooQcuQPck1pT95I4tYXi+pgSd6pEskhRuV6qf6VcY5zzVW5Ushx94citmZmfqB/dNXx5+2hIw0LSlBOGuTx/wGvsG/bdblh3FfHX7ZkirYaIsobyjcNu2HnGO1QB8pQ6dJM0I3xoJDgFnHHufQVFJC8eAwwf0NNnMfnv5O7ytx2b/AL2O2fek3E9TmgC1pem3WrXkdrZwSXFzIcJHGpLH6AV1H/Cn/GfJ/wCEc1DA/wCmJrB8NeI73wrrNtqenzGC8t23JJjOK9Vj/av+ICEH+0LeTAxjyFoEcDL8LPF0MTyv4e1BUUZLeQ3H6UV3lz+1n4+uLd4WubXa6lT/AKOM4PFFPQXvH6ymk7VJto20ij5x/bKvBDoPhqFwfLkupGJ9wFAH/j1fLfjKaG2tbRl+Vh0AHf8Aya+nf21PBPijxRonhi58O6Vc6wmn3TyXEFqNzgELtO3qRwelfOd/4B8Xa5HEtt4U1kXiAjbNZSLg/iAKizk2jeUkoROE05fNaZ4I0ljjyztgnYT64Pc5p3iCaXxNoQvXiCXNr/rBz8yYzmuo/wCFA/E+3ivJbXwVfyLMnIG1GU7gcjJBPTt6/hWJrPgvx9Y7o7jwVrlpGRsbzLGVuMdyFweea1nQjtF3MKOInTkpNG38MfitFHIul6nIqRZAglPAK9h7GvYv7P0rWWja4ihuCOUdwDivlS88BeIFG/8AsHU4dxzskspQuR6HbVnS7rxlYoIrK31rEYwVhRpAPwxwKxvKKtJHfKNOpLnpysfU2teItE8D6X9puWRYoxlIYMEt+Arwrxj8Rta+Jl8lqgaGyD/uLKDJH1b+838q5CfTfFepTE39jqh3Yy9zDIo/UV1nhnXLbwWuYNOup9Q2keY8LKo9skfyqJc1TRaI3pypYX3370uh6B8O/ANv4ThGraxsE68rG/RP8TV/XviSdanaCzYJAkoXr94DAK7fUZ/DFeVal8TPFGrzGOPTLrlwrNHbM6hOCQvHqPvDnFHh2yvrye+NzptxaC4m3ySSQvuXdyQD0/8A1V0RhyxtFaHl1q0q0+eb1J9XvGvtespryZbm2s34RW5GcZAI5YYx06ZPrWtea7DGNPeyMn2mFnlZkJygzzgnsBj/ACa7FdD8NXnh3+zo4UMqj5TH98NjrXnV38K/G91PJJpvhvVbpXbh4bSTaVz6kd8CuXERcpe7sezluIpU6bjUet7n0D8AfidaWHj7w7pgvwbJrURszZXzLhiWbORyenJ/u9+tfTniK6a71a4kJzzgH2AwP5V8IeAfgz8UY9Xtbq18LzWHkypKJr90i+6QQMMc445wK+4oPtl1aW730UMF35SiVICWUNjnBPWroKSWqObHulKalSehXZTUEin61p/Z+Kje29q6jzDmb5SiunY8ivjf9tUYsNEUnH75z+lfbGsWZ8jzAOV5/DvXxd+3FH5djoGOhlk/kKzGfLGkJp9xvtr3dDJIw8u6VvljP+0O4/WqNxD9nnki3rJsYruQ5Bweo9qj70m6gDovAXh6y8U+KLPTdQ1KPSbSYkPdy/dTg17jB+y/4VmVsfESwLdsbfw/ir5uUntwak8yT+8350Cdz6F1b9mTw5Z6fPcQ/EDT5WjjZwvy/NgdPvUV8+eZIoIDtgjminoTZ9z9yt1Lur4//wCHiXhRUBOjaiW/urt/xpV/4KKeEC2Do+pAeuF/xplXPr/cKU18jxf8FEPBLcNpupL/AMAX/GrA/wCChXgVs5s9SGB/zzHP600Fz6sbnNQyKCOa+Yov2+vA03S3vuRn7g4H50kv7fHgLy0cx3wVs4xFzwfSmQfR01qGPSmC1UGvnNf29fh0yruOoDPXMHSpI/27vhxI20SXwJIAzbmgLn0aLdRwBz9KGiXdzXz6v7cnw6kYAT3mQcH/AEduKkn/AG3fhxGqt9tuG3dhATj60xXPfliFKsQ3V4PN+2f8OLe1E7anKCxwsZhYMffHYUsf7Z3w1+zpNJrDhXbaFWFsj68ZoC57wLdAxYKu71ApfLHpXhq/tlfDNpBGutHJGR+5bH8qkX9sf4YlEY6+AG/6ZNx9eOKB3PbGjFQtDXjf/DYfwvbj/hIowfeNv8KnP7Wnwz3Kp8SQAnttb/CmFz10Q01ofavJ0/av+GTEj/hJ7UH/AGgR/Spf+Gpvhm2R/wAJTZ9M/eNId0eiahbjym44r4b/AG8E8mHw6gGFMkh/QV9MXX7T3w2lhO3xRZH/AIFXx/8AtkfEzw/49n0KPQtSj1AQeY0hiOQucYqWO58zc9qSjmjtUFG94H1yx8N+JLPUNS01NWtIWy9pIcK/Fe5R/tF+AvL2N8N7MDtgL/hXhfgvwff+Otft9H00Rm7nzt8xtq8DPWvUh+yP45+YlbHA7/aBTEzZ1f47/D7UtJu7dPh9BBPJEypIgUbWI6/hRWC37JvjxXZRbWpAGdwuBj6UUEcqfU8a3Gm7qSlpGgZpd1MpaAJFkKtkce1TXTf6tR0Va6P4Y+M7PwH4oTVL3QLHxLD5MkX2HUVzFlhgNj1Fc7dyC7vJpgiwJI7MEX7qgnoPYUAQRxtNIEXGT/eIFLHuyMdaeIdvOPl/vt0pJJhjaoyP7xoAn8wpIdz9T0FRtcFVAT5efxqIyFtuaRen50AK0rScsST703zDjGabS0AWI5Pft+VQ7mRuppP4TS7ty4P4GgBu4/jS+a3qabR0oAXzG9aXecdaj96M0AP3n1pu786TNJQAtJRRQBPZ3s+nzpPbTPBMv3ZI2KsPxFbMfj7xHEpVdbvwD1AuG/xrn6KBHTx/EvxRHnbr1/0x/r26fnRXMUU7hZG34s8J6h4L1qbS9TjEV3FgsqnI5GetS+GvA+seLbe/m0y1M8VjEZp2zjaoruP2jnF18VNQkU5XCDk47V0v7Pha08G+O3wxDWRXKkEDg9aAueDbTu2984rd8SeCNX8JW+nz6nam3jvo/NgJIO5fWsiMf6UvP8fX8a92/aakA0nwUmAx/s8YY9hgUBfWx4/4X8L33ijUIrLTIGub5wSsK9SPWs3ULWTTb6e1uIis8LlHVj0YHkV61+y2zxfEy0KjmSN1JI6KFyf1xXnPj9i3jbXCev2yXr/vGkHUhh8LaxfeH7jW47SR9LgcJJcfwqx7VlWttLeXEcECNJNIwVEUZJJ6CvfdFCJ+ybq56lr8fh8wryL4bxmXx5oSqMk3kfGcfxCmK+hna94e1Hw3dfY9TtZLO6UAmKQYYA8inaP4Z1TX7e7l0+zkuo7VPNmaMZ2L6mvTf2pGDfFjVBjkRxf+g1tfs1x7fDHj+Q8hdMPb2PeiwX0ueB1pX3h3UtN0+2vbqzlgtboZhldcK/0rPYfvD9a92+NGYfg38Oo3+80DNnrxxQO54npulXmtXC2tjbSXVw5+WKJdzH8Kr3FvJazPDKjRyISrIwwQR2r1r9l7DfFfTs8YSQ5/4DXC/EQhvGusuqlA13KQD6bzigL62MZdIvW05r8WspslbYbjYdgb0z61VClmCgEknAAr6CtUSP8AZHuSE+Z9RBLevzCvEPDu1vEmnfKNpuY/l/4EKAuUr7T7nTZvJu7eS2lwG2SqVOD0ODSQ2NxdRySQwSSpGNzsikhR6n0r2H9q1U/4WYu0BcWUOQBjtWn8BbWI/Dn4hzFFaT7DtDEZwMGi2thc2lzwRVLNgck9KkuLWa1kMc0bRP12uuD+tanhRY28UaWrjehuo8jHX5hXpX7VKRx/FB1jjWMC0h4UY7UDueN0UuaSkMKKKKADNFBxk46UUAej/HzUbbVPidqk9rMk8LbcSRnIPFdR8DdYtdO8D+O45riKF5LTEayMF3nBGBRRTJex4zbjddx56bxn8692/akZRb+DI16Lpw/UCiijoH2jmf2a702vxNtpDPHCq28vzSthfu1wHi6f7R4p1aXeH33Uh3DofmPNFFHQFuz16x1CCH9li+t/Oj859QH7vcN33h2rzD4ZuI/HuhMzbQLuM5P+8KKKfUXRnX/tIXqXnxY1XY4cAIpKnPO2t/4A6nFZ+DfHaSzxxM2nHaGOCTzwKKKOofZPDWz5n417z8enC/DH4dxlskWhOPwFFFIb3Rg/sxXEVt8T7V5G2KLeXn/gNef+OLxbzxZq0qrhWuZNv03GiijoHU9gFwi/snbAwJbUeVB/2q8Y8JyKPFGlMxwPtUeT/wACFFFDBdT0v9qaZJPipNg7sWsIP5Vs/Atwnwv+I2f+fMDr7Giin1F9k8f8GoJfF2kL2N3H/wChCvSP2qmLfFSZSfu2sQH5UUUug3ujxuiiikUJRRRQAYooooA//9k=) | ASR 7 x1406 050101 Type, Ribeperle, hjemlig
2 fragmenter fra ringformet perle af blåligt gennemsigtigt glas med indlagte tråde af hvid og rødbrun ugennemsitigt glasmasse i bølgeformet forløb. Tykkelse: 0,5 cm. |
![](data:image/jpeg;base64,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) | ASR 7 x1490 050101 Type, Ribeperle, hjemlig
½ perle af bred ringform og af blåligt, gennemsigtigt glas med et indsmeltet bånd af tynde hvide og røde glastråde i zig-zag-forløb. Diameter: 0,9 cm. Længde: 0,6 cm. |
![](data:image/jpeg;base64,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) | ASR 7 x1523 050101 Type, Ribeperle, hjemlig
½ sammensmeltet, cylinderformet perle af delvis gennemsigtigt blåligt glas med indsmeltede bånd af tynde hvide og røde glastråde i slynget forløb. Omtrentlig diameter: 0,9 cm. Længde: 1,3 cm. |
![](data:image/jpeg;base64,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) | ASR 7 x1530 050101 Type, Ribeperle, hjemlig
1 fragment af cylinderformet pele af blåligt, gennemsigtigt glas med spor af indsmeltet rød og hvid glas i bølgeforløb. Længde: 0,7 cm. |