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) | ASR 2327 x0031 0811 Vægtlod af kobberlegering
Pyramideformet vægtlod? Massiv bronze, med fordybning i toppen |
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) | ASR 565 x164-03 0811 Vægtlod af kobberlegering
Et vægtlod ?. af bronze med blykerne. Kugleformet med affladede poler. |
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) | ASR 2321 x198 0811 Vægtlod af kobberlegering
Tabletformet vægtlod, lidt uregelmæssigt. Diam: c. 14-15 mm, højde: 6-8 mm. |
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) | ASR 1425 x061 0811 Vægtlod af kobberlegering
Lille, konisk genstand, delvist hul. Med rundet top. Dekoreret udvendigt dekoreret med lodret inddeling i tre felter, hvori figur eller lignende. Vægtlod eller noget der har siddet på en anden genstand? Højde: ca 1 cm. |
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) | SJM 259 x006 0811 Vægtlod af kobberlegering
Bipolært vægtlod af kobberlegering? Diameter: 18 mm. |
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) | SJM 259 x020 0811 Vægtlod af kobberlegering
Lille, firbenet dyr med tilbagebøjet hoved og hale der mødes. Iflg. NM muligvis romansk vægtlod? |
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) | SJM 348 x179 0811 Vægtlod af kobberlegering
Topolet kobberforhudet vægtlod med jernkerne. På begge poler dekoration i form af en perlekranscirkel indenfor hvilke ses punktornamentik. Meget skidt bevaret.
Type fra yngre vikingetid,
Har formodentlig ligget i voldgravsfylden.
Mål: Største diameter: 2,4 cm. Højde: 2 cm. |
![](data:image/jpeg;base64,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) | ASR 2327 x0629 0811 Vægtlod af kobberlegering
Bipolært vægtlod. Diameter: 1,8 cm. |
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) | SJM 3 x1197 0811 Vægtlod af kobberlegering
Tabletformet vægtlod med central grube, samt ophøjet midterparti på den ene side, mens der på den anden side ses en central punkt-cirkel markering. |
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) | SJM 679 x389 0811 Vægtlod af kobberlegering
Bipolært vægtlod. på begge, men især tydeligt på den ene, poler ses cirkelfure samt punktmarkeringer. |
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) | SJM 679 x344 0811 Vægtlod af kobberlegering
Muligt vægtlod. Stor fordybning på den ene side, flere forskellige på den anden. |
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UUlFADhRSUq0AFLRRQAUUUlAA1ManU00AVrr/Uv9K/nU+N7bvi34ww+U/te7A+XH/LZs1/RXdf6px6iv5zfjTIf+FteM+eP7Zu+MY/5bPVAeo+H/C+oQ+CLLUrj4J6dq1jHZC6fVW1O4QzRhcmVlE4HIGSAB9KKxLDwnYHwAt7/AMKn8aTzmwMh1mK9kW0J2Z87b9nI2fxY3Yx370UO6MIpM/oH2gMT3NITX4WSftxfG9ow4+IWqjHGVdR2+lU2/bh+NoyB8Rtax15lH+FPlZtzI/dwtSbhX4Ux/tvfGoH/AJKHrLnGfmmHHH0qQ/txfGmaaRh8QdYUFSAPMGBxxjjrT5WLmR+6Y9aWvwmj/bi+NUEbBviJrLFuBulBx7jimL+3P8bFAUfELWHA6FpRn9BSsO5+7hxTWavwmj/be+Nc0gVviJrRP+zKAB+lW5P26vjDBF5EfjzV5XxteSSXJPIPHp+HPvRYLn7m5FODV+FEf7c3xnjV1bx9q0jN387gc544qC5/bY+M0jhYviFrq7ep+1Hk96LMLn7w0V+Dsf7bXxnjHPxD1xuO90fzpsn7bfxndVf/AIWHrgZuCFu2AA9frS5RXP3kzSbq/BKL9tn40LMcfEXXW3gg7rtiBn0z0qJf21PjTDlh8R9eZieA12xH1o5R3P3y3A04NX4CSftmfGeR2z8SPEW4rg7b5wB+R4qk37YHxoViT8TvE+c8D+05cf8AoVKwXP6Ccigmv58v+GwPjOykf8LN8Uf+DSX/AOKpkP7YHxlhYEfEvxOx/wBvU5WH5FqLMD+g7cPWk3D1r+f27/am+MOoOZ0+I/ia3jCjcRq0yhe56N6k49uKguP2svivHCBH8RvEshwPmbVJ+wA6bvb9TRYLn9BW4etIcV/PM37VXxbnfMvxI8UY6ZTVZhjkns3vVZv2nfiv8w/4WP4oYcf8xecj/wBDpWYH9Dd0N0L/AEr+cf40Ss3xW8YEtuzrF3/6OetO4/aO+KFwuJPiF4nYHrnV7j/4uvOLq8kvJpJppGlldizO5yWJOSSfWmB67pl14em8EpC2t+PjqJsygtYLZDY+Zt4QHzcmPPHTp2orktJ+OXxB0LT7ex0/xlrVnZW6CKK3hvpFSNAMBQAeAKKehnaXQ7bWtH0WHwvrc8MES3MPigWkTK5yLcpKdoGemVXmtDxt4X0LTtQ+KcVvaQwf2bfxJYKHP7iMzlSFGeflwOaKK0I/r8hmtaD4dtdb8YwW9vCIrTw/a3NniQ4E7LaliOeSd78e5q1pXhjQ7zUNOjawjaM+DrjUJlDsc3KxTESHnggqvHTiiikn/X3A9it4R8N+HdU1z4WxXNvA8Wpecuoq0hAkIuJFUNg8fKF9OlZ+g6Doc3h3wHPNBCZ7zxJPaXrs5y9uv2XCsM8D5359zRRSuUTX2j6Va+CvF15HaRiW08SwWdvMj8rAwuMqPUHYvP8AsirfjLw34esb74rx2dtbxLpt1ANOCSZ8pTcbWCcnI2/Wiii4kOvvDvheDVPEMa20ASLwfZ31uocnbdtHas5HP3iWkyPc8U+z8M+Hv+Eg8Hx3FrEtteeFLm9nDMVElwsV0Vfr13ImPcDiiincCPwbofhq91P4U/bbe3lTUbqaLUo5HwJB9o2rv54G3HpWf4d0HQ77wf4dkktoZNQuPFP2OfLks9uUhIUjPTLNRRRcGiDxBomg2Oj/ABCaK2hhubHxNBaWg3fPHAfte5VGfu/JH+QrU8Z6D4ZtNQ+KCW0FrtsbGxfTCj5CO0tuJNnPJ2s+fqaKKVwsLD4f8Oz+JLiCKyt5LceBPtxVDuC3YsQ7Sdfvb8n60zw3ofhafWvhol7b2Qt7rQLyXUA7YEk6yXgRnOeG+WLH0Wiii4rGd4V0jw1N4e+Gkl2lm89z4nnh1BnIzJbg2u1ZOeEAaTk+rVBrWh6HH4B1m/htIA6eL/skVwvO238qQ7B/s8A0UUXKL3jSx8N2118YIbZLIrZ3sCaTsdTtj+04byuefkxnHaptc0rwrHrvjWOGLT/s8PhO0lslRl2i6MdmXZOfv5aUnHPLe9FFK4W/r7g03QfD1vqnhNb22sYoLvwTeXMjTKoV7ry7vy3Oer7lTB65UVX8H2vhR9R+D32xNNMc11ONX84rhlFyQomz22Yxu7UUU76itoS/DDSvDurN8MrWW2sbq9uPF80N7C4VnktiLXYrjqUyZMZ4+9714tqqrHqN0iALGsrBVHYZNFFT0KjuU6KKKRof/9k=) | SJM 154 x379 0811 Vægtlod af kobberlegering
Polyedrisk vægtlod. Delvist bevarede indstemplinger på alle seks rhombeformede flader. |
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) | ASR 13 x0325 0811 Vægtlod af kobberlegering
Fragment af muligt vægtlod eller anden form for genstand. Rx 146. |
![](/grafik/intetbillede.jpg) | SJM 257 x141 0811 Vægtlod af kobberlegering
Tenvægt? Vægtlod? Cirkulær, svagt hvælvet overside. diameter: 1,8 cm. |
![](/grafik/intetbillede.jpg) | SJM 257 x153 0811 Vægtlod af kobberlegering
Lille kvadratisk, fladt vægtlod. Sidelængde: ca 1 cm. |
![](/grafik/intetbillede.jpg) | SJM 354 x053 0811 Vægtlod af kobberlegering
Vægtlod, bronze. Flad bund, hvælvet overside. Diameter: 1,2 cm. |
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| ASR 2327 x0978 0811 Vægtlod af kobberlegering
Vægtlod fra indsatsvægtlodssæt. formentlig et af de mindste lodder. Diameter: 1,5 cm. |
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) | ASR 2327 x0657 0811 Vægtlod af kobberlegering
Lod fra skålpundssæt. Med sekundært? indridset stjerformet mønster i bunden. Diameter: 3 cm. |
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) | ASR 2327 x0561 0811 Vægtlod af kobberlegering
Lukketøj fra skålpundsæt. Renæssance eller senere. Længde: 3,5 cm. |
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) | ASR 975 x103 0811 Vægtlod af kobberlegering
Stærkt tæret 'vægtlodsformet' bronzegenstand. Evt. gennemboret. datering ? |
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) | SJM 894 x107 0811 Vægtlod af kobberlegering
Bipolært vægtlod. Ornamentik på begge flade poler. Noget forrustet og delvist sprængt. |
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WUM1kH+1SbRBbNlkePO4knHUck8DNXBp1va6cbe41TTG1WS2RFtbaJZfmVzgtsJA4x1PUV4B8XNAvNDmjn0y+WNTDGxikyHkYO3yqcDKldpPX0BPa/8J9Su9P1BbiSznDzeVJJIFAgKssgHQk7T8vpg/hXL9YctInrQyuMUqktbntega+kdxf6vdR2sAjkkIlDKq/MeVGACSQOVHQ9zmpbeTTJrW4uGdFtW25XaQWbdwi84O3rjjHbpWDD4bttO0eW4s8LqNxOjsryZSSPO4Hcegyu3n1966C8uNjJfRjzIPLeHDqFWI/xs46ryD+QI61lHXWcnc9f2Spw5YRSRZstH2tA628lxBvbzHjcJFwcAgngjBOTnqpz6V7V8F/COl2mnNrFpcXyTvuR4pDs3YJwpAJyOh78814fN4ukgt7WNFWJ8v5aI4KtGqiQkOvUbSvXnKnnrXYfD/wCIF7pz2l7YJI9pdRqZbGY48xSCAQGPyuSp4+uappSi+VnKqdZTvOOx67e6bonieWe31fSY4LhA8ccyEJJjofm+h715L40+CupaP9rbRri41e2UQlbXcFmjZSDu4GHGOfl59q9i0vxFoPiqRrW3vUhuymTp9z94rgNnY2CCNx5BwPwrY0m+ha8+z4juJYxhtuFMeB1O7BOexHH86iE6lN6HJWp0sQuWe58q3GkXyq8Mtwsl1m7ijkN0cRKw3LkY56D9aZayjULq2khuojtltpJ5DcgI/wAvlkjjOeB+VfSvibwJoviqeSW90nEjBw11CwVgChGeOpwcc8189eLvg0fh+kMo1C3udKhiQRTJY5laRDkK656kNgMO4+ld9PERqOz0Z4WIwVShZw1iYF9p5ntRGh8mxgiuoGtftoHmOCzLhsei9Par+l6TeRaorXl2ZY57yOaGOO6TdEsiEDORzg/niqkljDHcI08SG6S8uFt7ZLA4lV1zn9Qc/wC0apCxU8WmZrpoLSaSGSwbMZVkGAc8fLzx05rpR58472Ny30S5jt545NQT+1FsU3XK3S7GMUrAgjbxwD+lGn2lxb6xFJHcskK38i3G64GH3pnIO3vk8e9Ysem2c2iy28EbSRxrew3F1Jp5LKVfPJznr+eDU1xLaXT2ks2bK1iuLN45I7IFpNybOT0PQ89ttPUL9LakqyXf9iojXRFj9ktxHam7TehSXrnbyOcfnTtQs7yC1uIZtQ8+dZrqKJkmQbA0YkUN8v0/WqCacI5pIJY5pL1oL5IITp6srqrfISM+/Ax3q79lgt7y+tkSWd5buMzLLZrtCyRYZR/31n8RSvZi5XKN+g7XJJVjtLie8WG7EKOJ1vxhSsqFh93phv0opLzRGk8Gw29hZ30pS0mEpMcWXCpuxk4PVARRUOREqc3rFFPVpLtbYXMkc9tDHfwtAyWyNv8AMReGXOex59Vpk39qxmFrneNRezK+QtsirtjkwD7YGfTpVG4vBHp8tz9ijeZhZyJDtm3Io+UPx7D8jTJ4fMjukMEEkhivoGuvJn/d5JYDBHXJzkehpvQ71yvTY1Yp5ReXMNt58i+fIt4oWPHzxMSoB98Y/CoZZDJo4mEN4NMjW0nVWSISbw2wkcewzxWbIsv9sNcNHb2StJaiOUWsuJt0Z6n15IPPVab9hlayW4NvHHdizZ1sjbSlCVm54zzgfXpQZPmu9DrLe4mjs9Hk1AXks3nXFta7VhI2Yb7wxx0HpWHrmrDRbWWWGW6XWJ7W1nEhkj2fKehI5wRjPP8AOodY1zT/AA3pY1O4trd4Y9RM720luxKAozFVBPBPIxVHwD8Jr/4oaS+rfbk0+ziw0VrPGzefGhI24HIXG7BG7nNc1WpyppHr4SgqrUqukfz/AK/A8p1yxvtRumM7Xixpgxyxr+7JYZITA47nn+9XDL4f1nTdTt5bBZrzTknJSEfvHjIOPxGBjsPyr67X4GWOj6NcDW9T83VEJYW9nEXhRdoAILbS+5SOgHbOMV5je63deF7q90qC3jntdNiWya5lTmGE+WBIVGRn95yTnGT0rzpS0tufT06nLNQitNjJvtD1rxlY6SNYu57eeJYy13dIuVXJVYhx83AySRxjv1rqJtFtpNDFtaKEeSKHdNGx/cuG3MBng5VRn2A61q39iNQ0O0u4b5GVELWhU5EgBWRyGB+8Ru49CQO9bui22kPDdxEGC3uLXbBAQpCP8+Xj78qOhzj15rKjzXaloevKnTp2W7RylxrF14dtbNg8hjjc4lXBURNsUnBHy4yORnHI9h09tqDar4IuNdhuQhYIsyRceaVVUfA5+bkfhjvS2en2d1dXOlThfs8kASGTcFAHDY6euR+OK5693rpurWumvMJ9Ots3Mcb4CCXGflxy3EWe3A966L80riqJSpmN4mj8rQVh0HUoZLK6v2iW0Kh7u1OzEjKwOAuVPsd2MV1/gnXNV8Ow2sOtRCPSp/3cDnAdUQMSykHjbuJGey8Gue+HdnZ3d9Oba1jktIJ/36LGUuBDtBDgdevGMc9eua3fH9nbpoo8yUT6dYOfskol6MxPVsZAAyAD9D6V0SlGG5weyqtxUHe33nW3t5L4Y1K31C0u57kTSjbMrgiAbiA+4Enb/DzlT6Z6+peDfiqdY1SPR7y4eO6ZkjS7jK/eZQyr0Knd0+tfPujeN7zw3HJbwJNqGmI3mW900KhIyEI8tjjnkt09SeelX7DXofGUOq+JNLj+xzS2ccMo2j5yu4lhhjyCR6fpkJuMkcrw7rPazXU+vP7QUNJHlk3qfmXac9V4zkV458XLu3vNDitb/wDe3tvIJIbgKMplsc4xuXp6cYrqPDPji08SaFFJcqkDKUjMqyfIWbgYP+0cdQOTVnUrCy1GzkS+t7cQEgrJNheuAMc/3sDHfOO9c0o8rujjp1Ir3Zo8L0cpc2p+y2qyzQXS/aZZ5SjQn7pPGcg9QRxWXNdWsKx28g04Z05lN59pkO8pKwOcDqCp/Bq2PH3h9PDWpWOsaVerFZjdHc2mAUlP8K5xlTg5xnt9Kx9FuBfR26rHNawG2uDJA9wiqS4J4BBx0I9OBXdRqOTtI8nMMLCP72lp3RpQahYxX1wpksFiW9lRY1kkBmWSME7uhOSCf+BVlvHp0OlxzxzWqpNawskMyynAjk5IOcZGavMyLqdtNdPHiSazmEKXi5jBjZM4C4POR75FUp2is9PhMmqo1zi7h+0re4MeHVsfdx2I/Ou1HgNSfQvr5UOuypAIpB9vkV22TE2/mQ5AB78k1mLLA1rNIj2skX2a2nF15M2fkwrHI56DHbpVqO5X7QtwmpeXuexu5bk3jfvQw2FSNvbCEcc4NU/OgsbqGFbjNrJFdWqQC8Y5KSsAeR6Een3apBL4bF7S9h0xYBOkEMN5NbmVopyGJ3p68jJA69KKXTdQjm0/WHmuWmK3UU/lNePjna+M4zxj+XrRU7EKdjDv7q8aFxDdzfbn0/JZbyJgu2RgV568Z/Srqzaikl55WoTPZ/apUuN00WTvh3YX6lmH5VVWdJtFm0+M28djJYzD7cbAkDawIz6dR+dQ2c0lreQNJKLV47yCW2Bsf9arwKpzz1+TPX+E1GsTrh7y/pEsOoPcWdrJc6gr2scNi8Vv9qUPjeB83B4yx+uarq0jymKS+Sa5kjvkS4W8ysRBUgkBf9r+dUrbW7yzZrlXxqU2mx70W2QKuyYZO4n+7u+hUVT8X+LT4TtNYvBcyGGOa6Ux7Ix+8dRtQd/vE8+gqZStqa04Oq1CG7NO18CzfFa/1GxjvJbu20e2bULgRuHDzPEghVTgAMcyEZOeD7A+/wDw9t77QPDcUUrpbGO0VCMbVVACTtTnIGMevOT6V49+z7rFhD8MYoPtVxaavqUxmkuyoYysCdoJ6hD8uAO/Peu6+JHxg0vwJo8kuoXceqz2rFPKhIOZHLAJ1AKgL1AIAGOteXVmr6H0dGk9IyT0MX4ga9qPhG8F5pjQyzX0ggthLuMrSYyoAJwEXDE5ByAfavP9JnsLex1nUp9Qk1G7v7sNc3UsQ2kdPugYALM4xn+ADjFeYz+N9f8AHniq/wBY1SR4Uucw2sdvGCtrHgkqoByM56989cV39vo88Ph+PT4ZoQYpo4XuFYIIkRW3Kd2O/OD1JX1yMHKUNj26GFp1JPnlZBofhPzPDlg1nejyrJ7kWqzffVXYtyA3IBOOMjA4rc8Qr5dvDe2iWs8doFiXykBTcOrKTno2fxxxxV3Q8zaS1tZLHPKXUQLcL8u44XdjHzAFR6dBzV2+sDo+nRW0jS6dcQqji4RWkiuFLFWbHHOSDjGfmbtV002rnoYioqUkr3SOc0HxNa3P9pXGrIcQxMizE7XZVyTjJ6Lz0/uj1NaPg+3kvr651dyUS9CIqKBvZUYgbhjhuox7Acjrn/FrR7T+ydVawQmC4tfPEcK/Mfm3EAdxtBH0/OnaHfXmi6XDCRGFkRm8maUsgO4BSrAE7ScnB5HH4umnrcTxNPlujrNNij026vJrRJGs2VradmO2VHGW+XnhuDkbecjueSxaO8sbiG8kUWxm8xJFYqJTgM6svc7iPxOfSuPu7rV9e1CQm3ktTYlY5wAWjcOE8sBtoPylicnP3O2RXYaTFHoviq5jkuZZIlt4pJ7GXAPzbnkZS2Bgb1wR1OR60m+eWpCqezXLHqr+Ymnvp+p61q+jQ2F1pmny2QSSaaQMswLD94vJGQS3X27VxXibQJfhfoF5/Y8WEF8shjYqBmRW+XOemMHsBzx0rv8AVH1W31LS1026YaQxNrND5aqyx7cuckjH3R1Pes/XFkv7SHTL5WabLq32gLvkU52bcfKxXnPHauinFp3WzOP2kNE9+xu+DddfQ9FstQvnjNnNIsUtsuVZW2gCTHrkqvfj0Nem61440PxFpQg03VtON3kbvODbETqfnA2r0GN3XJH1+fIYb/TdLl8PKA8GnTMLWYyb90bqOCmDhwCRk5HyDHWo7TVBY3IvLPMaTFkiSRDhgW6uTzyxYjpyDxipn8Vjlr0ad04vV7ntHijwXdah4bEca2sV5sBaXeSrYBwRtGOpBHT8MmvD9Jjl03xffJdCRF80TlsqwRmU71Gc4Bypx/jXVXnxY1y60o2tpD5d/bxpLOPs4IOcE8MCV4wcc/rXJNqF22tBtSC2haPeu0ho/LPylmIz69+w/PKMnHUwqR5oqjPW509nb3rTLdwMo1GO0t2yPICosc+MZJ/u7gf93inX0JuNSvbYSvhdRke6ZpYhlZYGYhR9ScfWsPSxDNoNtDFbpcrJb3kTXUNqHfGS6sCT1IAbHrmti8MZvDdnzI7WKaymib7AMtn5Dk55+8Rn2Fe3F3Sl3Piai5Zyp9n+RG9w194dlmkeVbOOwg2JHPCJHmSfIPTHdeemCcVfuLo2fiGzmmie6Q3dwtuv21FCI0aMQ2Bx0yO3XNYz28scNvbtYbL/AGXtqlt9gUI20hgCoPHXgf7QNOg1G5ttchdbM3U8vkzFkt/KETPHtG5ccg7D+dX5mbtta1i7oUgtf7WtNxW4ksNwlW9UgiNpFGW7kBFz9KKuWtvf3HjJ4FV9kiSxXKi2RQxxGwxluQVb8wfWis7k8nNt+Ry8Nz9nfedNiVXW92WaxSv5pG1tvIHB/wDZqzzeMsqTx6LDLMXs5PKmt22wAKRuz0PHH/AjTpo7axvJBPPCLmW6uoYG+2MwhLREhgR0wB+G2ucuPsM1rExvrVXWG2eSSW5kInGXVgMcemMgdBUN9z0YxvblLlxZ3q2Yt7SC3eKO1mj3rajzRiQsEALe2fxNecfFHUr6+1LSdAn2wWmoXvn7ooRG7IVRRu5PbPX0rsJvsrXMEksllAUe9iiijeUZVX67s5Iz7964bXtWtNH+IWj6ndNFKnkhlWEt8jsOC2fX8sVz1vh0PXwEeWte19z02HxxZeCfCMhC7nhtljjYgv5bbVChgTzgqpz7e9cJfatN448G22svctrF7DKwFvK8aJbxpgMQgGcHcv1LD3FP8TaTHrFwtpNbM2mO/neWHK5+VhgHvgcj6V53r3gaXwb4gsLi2nYaXNODvUk7BwGz2yR+p9hXjJqS7M+rowhTnZv8D2ezkl+0aFrEOlq6R2zQXMUj4Votx+YjAPBLfXH1NdpqumXWsLfP+8by4WmktbdG3SKylfvbgegByD2rmvBetaDpl9YWaXHm2d3uhaST5GLRMAAVPIyWH5e9XdW1aPxFrU03h/WZ9KNraMI5LIMvmlmwqM4/g3DA44JOe+FT5mrM6oQ2lFcrOt8J6TPp+h6WHsI79Ejjhu2u02yvISzKuSc52Yz2yDnFdPq3jZrmFoyn9lR3ESRJZykeaWJyG3kdwSMZOcY7147oPxKsNHvb6G8muhZ+cgk+1ygyAgZ3K5J5+bdjPU4ror/xlouupd241GG5025k8uNlYrIZsbwC4Pyktzjnn1Fd6nzaNHmVaE4rd7+pm+INSe4mhbTZ3lhlCWsazybTGpbYuOm48Hk9gM96swrBe2skCXyT+SrW+JX3SxjGQq7TyRj6kYH10WTRNJ8OsyRWviB5JlmDeVl7baQCCRyGA5DEepzzT9Fs7SCS9MunyPc+fI7QTwmOWM7V2egZM8fQdeQK0tyx95nPKbc+WEb2/H0JdJhn0PT7r7POw06MLPGJcvIQwBycZw3AHOQCWGelWvFlnKkdxrEzJcW9xbfYpAy5KADAO3/eHXtx1739FhmsFvIGSOO2ZlkEO/KbNwby8kA55xn29qTWtDiXEcM1zNZzpIjYkG9Ds3D06MrAduRjtXHHVaHqck6X7yZzM2rS+QxkimvtPso829wrsRhuFUgdPlyxxzxnJxXV3mh2mr6RJaQXf2XVGiWbT/MI3opG7gnsDkHA4J7458/s1ENjBa3c/wDbVj9p8vyYbfaUVSGH7wtguqnbtPOQeeOe+8O6jK1xLpbO4s4S0ckZ2rIGIDKuM8fKc5Axg5r0oy92xzSoKU773ehU1TS9XaC2EN/bNdwxlAUO3zP3akMeRg9ccjPTHBrl7XTbzTpoJb1miuJUJnSX5libGBjHBBJyPY+tei+KvBtz4umjtVhSC1kiKfLJumcAMcqg54B+90GAeOc8T4y8N3XhyO0tmu7u5S4wkwkJcKWZSXYkfdHGCTjg47Vytp7s0rUrR9pvYWzmit9HubyydYruNCIxKinI/wCWnTnIG0Z6dKzbfVra6sII5EY315KsJjwGCxqFDSPxgLzxz2PYVLodq9tcR6edMtxpqxuqSkFpEdjxIhznJ3MpUg4rkda0ee316SG3uTBfRKGg2+ijG5sD5lPRh6Metc8/edo7ipqMY81RaHfaRp9jbfYIo7mLy0nmhBeN23SGN1AypGc479jW3LeRSWYnvYLZJZ9JjdIBZuVOx9xbb36gj3HeuV8I63BdWzTPK0YW8Wd1t3EknzyKCFcgdC7np0ArtLuCaz0TTohPqTXrxXVov76PIKk/gfm6c9DXsYWTlTs90fD5rH2eJco7NL/Ir26ia6lhgWzmcao0bH7HIWiWSE5AyeCNoU8dhWRts5rexnEtnAhihzdLBLtRlm2gZz0Kuw5xya05Hn/tp5LOS9QqbO8kW4u0CEn5W43cjDAnnsaZNGI/Ds0TWF1HaJFdRTxzXigEJIjgJz97Ck/RK6tEeNJuVl0Ll5a2EnjC3PmQpGsgImitpt7b4cbT82M5iyOf4vrRWdea0lq1hcSQytagQbY5LvPTKbsqc8F//Hh60UtehHto7tLX1Mae1udSvNVt7ZRGq6sSZZnhQFGjdXCgLnGW/LqOtcpd6fcx6TZPuVYY4VjjjkeJmOJgFPC+jDr71fvbjzLi6leC2tolms3Ma2Tgyq4CK/HB+9j8DXK3/nW+ky/abeIM0dxH5UdnIWiKyrhuTxgN+GBWWx7/ALr2NzUoWt76Oc3amZdTnAja6CqqMCwHyp15H5V5D46t7rUNQ0mOPddS/Y40zHIZXYkqoAGBg5BrstSWVJriOAN8upId/wBhbCl0zjk8cn6c1z+ja5N4Z8TaNfyxOsTK8JM0Pl78GRGORznkc+9cdWV43PWwkHGXMtz2u48CSaxcJH50aw8Eq0oyrKRkcZ55HXseleZ/GuK60Hwfd2rjaxuIZI45MFkYMcPn32nj/AV2fhPxU95eSQRTgm5lChJDggnHII7jArhv2gLpJLrR1u/Mj3lYrm3Y7TvXeGIPOMqwIIzjHSvMSV1Y9WlOUqqU+h5/8MfCcnja8kFmZby8AMuLl5D8zfeYFR1yM47gH8Pa4fA+reF7BIH1G3vEgtDbi4ttyNgElc+oBY8988jtWV+zT/Yel6ff3d/qH9nXM1rhLtnKxho2DY4I4YIR65+ua9hmtTDq/mpCY9NmZrlZd4mQswZwob0OSRwc8Z6V2uJlicZXdR8jtFM8x0iSWxaXTfE2nx3Ty74pJ0hQvEwXGfL53jke47HpXnGr+F9Ss5pPsk9tdLw4khBBLIOM5Aw+0k5PXHtXuevfDS18UeJNP1aw1SSO6DbCpbh41QAYI6cFe3X1BzXcTaCPAOkgz+H01LT/ACNrTXTCZwpC7vkUcAuevXnGaXS5nDH16c2ormuef+A9avJxbXWtWkdnbalB9oS5jmDIJUkIbj+HLFe/IB9qp32q+KNL1x7ewvba4luY1trhZICyhox8rq3HXI4PQEelR/DnTdLs2udRm1Qx6VGoZbCLbKd25mbCkdCpI9OW9MVveMvCekSXkmp6ZPcTW4Ik+yfMkgiZdwMSsxEqnJUgBSCcjggUSXPa60N1iFGXuPV+VvkYuj61qi+KrXTddhXOpbUmmMhYMFOQwz0cZbjvmvSNS09L63WHVIYiwjKiPYDEx5UsM9ecc4/j9ufI7PWrbxReQJewGLUN7vp2oRyOQmFCrgkk8kYKt0O3jnFdxoGs6l4b8VLpXiue0uI5reGWzuvKVEBZyHEkgAwQWA9OcnpWU4tR909KjU5tKisa0Gix6HqYit7wraW0kLFV/gZ9y4HOG+UZB/DFVvDl1a6hrWr6ixRkjjjiEhcqNxLAEknIxnbk9gauXXiLwnosGpyz6jbG+tysE0ay5YvkYbPQgEHBz3rxn+1NXOuSHSJre20+Jh5rSgFm3Mc/KTgAtxx6+lRTjUm0pbHTWqUcKpVI7nu9r8QA3iCWDT3hvYLeXd9o0/K3LhhgmMHPB9F6bQTxVfUNbs5vtWozJfadb2hAkgd95fh1QsBjIAbJOPTnrXN2d5a32mtaR6dHPBYos5v4JRD9pIBO8Hgg8EDbxgMe1Q6JFdXctokVnFfvdRma4uWu9w3A8qQRg5LLx7jnqKc4JScQjPnpqpczvF3iiytbhDFCbnS5IvMneFipCEhiXQHkY5/EfjyT+II/G1nK0sEpSznZ7a6KkmeLg7Q3cfdBUdKo+OPO8P276a32e2W4D/vSyvIvGAmdo7Yzxj5fes3RdY+3TPpgfdIkAJaRhuEbuWGM8LuLD3GfeinC/vHm4yr7NSpQ1Xl0O78NoqW97c6fBKqpboYkjQSrujcEgg9SQgIx75rvmt4PtiR2dpcM6aqxubdraMogmjDgrk4Cktj8RXmPwlu31K817Sn/AHCyrdRCZix8shM7m29MMSfoB1616XeW0M0YC+XDaIbC7OoGOXeymHaUY5/upkDP8Nexh1Zep8TmTvVSf2V/wf1M5o7OSzeRbe6fT49K2lhZp5m+JzwWxkkFAcHOAav3UK6pFKsltcQb7+Vbd4rJPn8yBgrOPclSfXmoIbOxu9SjZPsECme/tFtcyZuMhmVvxywznuKbYXkUepR38KafMs7WMrWZMrshZRHkD8c49810nkyitH0L2pQ3enaLo2oyW85mkRZAvkRDZtaN+cE9lJ6A/KKKimht7fwjHaC6sbtozdWpbyJndAEkwwOexUdh0oqbkexu9HY8ih1QPHdTPBbz3H2WymEf2qQbiGTHtjIz1qtqgljjuomEES77hHkFzKcEoXyBjOAVGfp+NaWoahqkbR3RaRL57KZWjhgTGFkbGecjA3D8RVCbVNXmmuFjuJPLF1GzfuEVjuRgRnfhuSB9DmsXsfQQj71v1Zy+oajDIs6SiFB5sExLvIzAhQMeuflI7VyHiNvJkhmiaOKVmnMSpG+5drbgDn8u/Brodcv9UuI21DzZvP8AsqTgssancHPQZ5GcYrnNd1TUp72aSe4k+2STSAuZUBRWjX/PbpXDPbQ+kwMfeV/zOg8H+MGvreK/tD5d1Cyl1HVSOR/T/IrZ+ISn4paXZXUjNFc2W4FWGG554GRnp614j4b19/DWtRXBlyjj94F6MCM/mD/Wva9B1iw1xYbiAxEEElmOcdPvL29K4uVx2PRxFGWHn7SHyf6HFeF9Leb7RZ2F3C06suxp1A+RgVZm9FDYBz0zmvrzwTockPw10oX0k3nQ2xzuQKEKLujTIPBxuUEnBCrivlHxVpA8LeK7bXxpbX2lLPvngXJWXaRuBIH3Wx+pGPX6q0346eCtS8E2Wsae0BmaBLa50qSdUe2cLt4VRhkxuA+XHyj8OuKcoadThxnNOMaiTcRmj+IJNAvY/Kiku7SeRI4vkBaJg2WXZnn5SDwR06816PrHiHTde037PLHNBbkOd+7AO4YHAPOG7ccCuPn0Wxe/W5WIS2rkwPAw3vESMK6knkYKnGf6ir08lpoOm2181/JDAwAVWfhCxyNwB7k8E/nnFT0szyop390zNL0Pw74XuJbqSw8uNm3OkUwDR7QzcDccNlg2Ov512+q3WhtoP9oz2zSLFJHMfKQwyRbeSzZYYI24wBycj2rwb4ifEewC6dJ4cv4JruPerxbJA6FSF24JPVWK7Sc/WvLte+JWr6TdRQazJLaafqbyGWONvMaNiSFcg9gSe+Tlj9Vdv3Tto4acpadTs9dm+yeKL5rSOaNl/wBIggmKskykMSRg9S2QcZIyB2rKsYj4m1yWSHxK87eWsMXnMUYErhlIY8rgHqMdAeoJ46z+I0dg2lxr5jQ25Cy3kxPzZIYqRg7cEdR1/HnO1jSbTWbe/wBUi1GMZIeKGNWWS4+YKxQ9u/HI4960j7q8zr7R1SO6vtcv/h9HbX9vrNm1yq+TJbWsUTpMit/q2CA88L94dT1pdQ8XaD40t7bUJrT7ARmFFR/J2MMfNywHB5xnjg9ufF1jGl6W15BcyvKkIKI3y5fdtI99oO4H2NSWMesw7Dp8txeRyoXkjaP5kcHoATz1znoQfY0KorndHDOMb3/Q+gPEniuC3ewl0G5sQ2Qrx28zBbgENkso6/NnqMdRzkmuNn8UeJtQYapb29rFMJ3glAOwJISSMgYwv6cDJrh/CetXXhPxfYm6tmaI3EbiEoC2CduC2Mg8n3FdWPEFhFdalbQK9oLyeSArcPtVYy5CgNgjKjbnv9cjE/HK1jnqe0pw/du+xnaxrKXGmSx3bQSy258hwjEhjuJCrnnrn64rL8AwxWUd81xFM01uxe7crgeWM7FB92Vjziq0kmhPcXEMdlJBcRNuSV5iR8qdwBwc8n9Otdd8PLOO+8QS6NYNHDJKvlXV1cKRG+QTubjgDJ7dGycmnGNtkFaVOFCd5PWz/r+tz1f9nvS303w3aCB7hLqa9/01IZ1RX3RON2W5z19q7efUJr/wrPfpLeraNp5wsl7EZN0Ux+bg/wB1kyMdzXO+HRpFqsCpJp1tDAbCX7QEZ5XcoQ355KkHj5fwrq1gtvssM9x9glG+6tooVtSUfcrMi44wDgjGD1HWvXpxtFI/NcXX9pXlO17sltbmTT9Str+eK8EMl9bPAqX6YVXiTfu5ztwjY56rRHBeaS1vbebc/bVtVM0smoxgAJcbVyQcEj5vXtxxWbcXBtrH7QILVZntbG5ML6exMW0sA/IHICgj2JqzrMVvDZz2bR2si776D7RHpzs0IVldU9sZBzxyhqne5mrOPmbhmgmj1W3trGRbyDWlLTTaiEDbplJ53YwQ56DpiisNVuEudXtYmV9Ma2S4eX7C4HEakEAccbQeTRWd0iZWk7vQ8imtLWYx2QFkiP8AbEEzWrkjLMe2TgADge9Zk01sZUdRYQW8YtG8xbZg0mGHOO+NxGc9sGuouLi2kmiKabDtguLmBZGmHzZyQDzkjAxXLX19DYssq6bDP51lFj/SQcBdoBxng5wf1rOSsj6GnKV7Ns5zWHT7FMu20juGt508v7Kf3e18ng+nP0rhNcnjZgkbxzNuR2aOLGPlwPxP9a7/AF6BGFzALdFuFa5DuLnO7o5Oc+n8zXnuqGLLXQijWPfEyhm+ZlZTg4/D9K45rqfRYJ32X5HG6hJFI0Y2h1CcBRtOATxmtbS9VudLkWa0kVNpADKBnB7H/PeszVAFZSsSq37xdityMEk1Ss7mSNZVDAswwBn6cVyWZ9e4e0p2Z9OeGPFVz4/8M4ZBGsTrBLCsedy7eo7noc1FoPwdbw7qX2qSaGSCExuqsNgUq24ZI7Hpz1z6ivCvDPi7UPD9ytzY3EkIX70cfQ9Oo/Dmvc/h78brbWLh7TUpF025W3KLI0hMU/IHzA/dIHO4dCOmDW0Y9YnzlahWpJqCvFnstv48upoIyszQGMHzY4yPkyG5EhBI9evPtnNeU/FTxNqdp4d06OF1DfaR5jhFMUg+8ofscN+i4rrpho91Fa38dzHf27sU3W8hUZyV698dPxFYFqmn6Nbvb63C2p6bI3mW95E+JIj02OjHBHzYPtT1ueRH9y02r26HjOsfbPF2pXeoDzrxpIS0rRMqEShcMevT5R06jtkVyL6lFqE0K6zeXkMccRAZoxKwHylRnI4yvpwD3r6Qj0vS42hbSdBtIrKQuDK67y2TjKsOVO4ge3uK8V+IaxXF01t5SCGEtCojUDbj34zUuy2PZweOTnyKOnfqjAutVudPhtpBCVs2yF3HPmKCBk4x+Wf5VY0lp7aOGXTIruWKSTAiVsOzZPCcZOMj3Ofaqc3jPV5tFg0a+dr7SoU2RQyAYUeinGRU2heJtN0G5jZ43uoGRopbG4lIR8jHDLg479c5FO13oepa0H7l/wAb/wDBOw0O4stSOqWc9vm6nYCCKQlZB13cYwvJ6diDSN4Vt/DviRAbqS+S2hL/AGY3O4MMYADIeDnnHHYGs20uPDjSefDEtnHGPmgYlmk6fIHHP4mu7s/iJ4esNPtrT7MjWq/8s5Ig2cnJ3uRknkgcelLzPO97majez6GFo+gapealIbxIFjYGa3uGKxIQq5+U7gMgYJ5zkHvmsXxZa239rOdqCMzEMyEgZOASFz24/EVu6f480kTTXkktw0wmeQWsabVR+ikZ424PPToPSsjxZqEerM14h8iDBHMYG5jgn8cfjmlrfQz5XGfvKxk30LeTZ3CW4PlytE28H9+m3nPuUAJ/2ga9w+FHhdkvIr6BLpJIryETKzIpWGQbVzu6nJUfQ/WvKfhz4V1fxBGkV/FPHaRSs+8R7mjHltn5e/Ctx7V73a6azWMTGJzZxrYXCzxW4LSSKzKQxz09+gwvFdlGLvzM8LNMRy/uIu++xtaDFI2lpPLPfPp/2CEpbvdRByYp/mHQ9sE+ma7nR9PaxtR9r895E1VRAv22NQitkKXA/iw6HAPUc+lcWtnLpbzC6sH+0CC7t44lsldcLMzLkAnr6Y56119gGln1aVLZp74XtnMbeSxDKgZY84GcAYwd3A7e9egtj5K0ed6fgVLu0nm0W1tjK0erNptxazStqGVYJMcKcZGeZOfRxVy/s2uryT7LCoaO4ZbiP+1WQTtNajDKeSMnp0++c1hXmnpZt9kjtnkgSfULcr9gUYA2sVAY8n2zzs96s2ttJIYHlaZ7V/sEsR+wRFgWVo3HJ5wc84OBgZo0Fbc0LWxi1LVLma1eBIrjT8fZ/wC0JNobHHrjjFFP0XS5Vu9DmuWmt71rOW2BsrCLYzxn5cgkjPzYwQCQOtFYy8io0/5lc8kkjuI0tJpIYti6kVi22WB8ykjK546j24rl5ku5IUlSFjdfYGjaNrP7qpjgHPXAIxj0rXkkaTTbuZrlridby3lkIlkDDeF5zjng4/GsO5jdbeE+cN2y6iMu6UMSN/B/IHpmp9T2ktVYpalcf6VOnljyvtcxkk+yHf8ANEQRwcHkEfjXD65JPtikaPK+RCUQRYBKuV6Z6c/rXZTRj7S77trmeNlQvJySpAP4g/pXEX0a3EYSOHMyQuHG1z8quDgZ9Mn8q5pI9vCy1TZzOrwSLcAEOZmnmUl1GMEA+vXmuUuI28lgV+XahZivPpxXX6laiZjjcV8wFl2t/Eo6e3FYF1ZqtuW2nZsbZhTnhj1/z3rkknc+xw1VWMeIyR8wuWVcja3XitayjguIt8U48zHzQuNpH0NZs9m0c+MBZS5wecc1Rkkl35YEso54680rHfKCqL3XY9g8J/FnUfC/h86bBDDNAC2fNXduVvTPQ/Su20L4v2mq2Xk3jtDK4AZGG5d2ACwyOMgCvnW11N1UoRujPUPV+z1ILkodhPy1pza6nh4jLYTu7Wd73R7dcfEfWPC801rp95EtrI/mCGRCyNkY+Xpg/wA/yrzHXtYe8u7qW5dVmZmIWPChWJyc/jWL9vuXZh9oY8k7XG4GhhJeRhZUDYzkjjn8KzsKjg4Upc0vvIV1ZJoo42DbVbBYLxVxNFfWFOLmCCJFaYK3AkIBIUdwTjv61m3iyWuwxjkHjbUtrJEqkyuY5yecU7Hp3UY81NfqdPp9sPszM6pGY0IVcgE8dR+earWsJvYJEtwWuAvCnnJz1x9KyJNWkhjILKisojBbk445/KuqtIdOEVpvYPJt2ZhGN+fYdabaPNlB03zS6ljw54fivlSW6ja2kSZY9rHk8HPB4/8A1V0UPhWW1uI4p8vexr9qj82RfKKLLtI5PXO/jrke9UdJt5Z7hpUWKHyAs6i5kGzYc/N15Py9Oc5rsm0uc/bvKaIWML3kb280qF3dWaXK8ZI+Uc9KunF3uzx8ViH8KdjrfD9qsOuNDEJLa6GphJ5Lm6AWRXjZSox3LFsegPNaOnTRr4fW8glkWBbFtlrJcsWzHPjO4L02sPqQ3SltYftVvctc3EM1nA+nzLaxuDIMyKhDYHDZ4wOcMOetbmnafJDFPbDU4/tsi6jbLNJdcQ5EbgFse+OenzCvSXu7Hxk/f0ktS3bwWkuvLHI6Xks95Mzu8szeWkkKuI+ByVB64/h461sWQhmsbhkliSFdKhllvktpnO5GZQSSTjpjgjgdBWTpcy3bwyC5+yZvLOSSVruQI4e3MZBIXqCoI49a2o5I4xZRSMkaSWmo2TW/nylJykmAA3HfdyK1vZHn8vNJPoXdWs4H1iUS7UNvrLRW0y6fJsn82DOC2/ndgEjPc4FZ9jNHcaPbSrFJBqb2KBIfsDYQxXPJwTyfmwc/3MnrU0t69wwmmMMjO2mXUVtIJ/3RO2Msc8k/P6Hh+1Q2fhqO2hawiuInBOowSSLFP+5OBIgzyeBnPA+6R3oTRck3qjcgtrVLgwRwMbiDVpV2NYDau4scDnjgdSeSPeis+yaGbS3a4iWOK3ns7pb6O0l8xy8aggndznJHXHHaipcbk83Vnk3k28mn6jHOghuJILaVZ/to527Qef8AgJH1FV9U064cK8UWES7dJPNuvlJcYB4z3b9R61ftbkvpup2pnshZSWIlWRbbKqRI+F688jg+9Q6hFDqFkXF9YwzRX0Z/49sbg8a4OM8no3/AalxsevGV2kzB1PSbo/YpojFcW8qQFmS6z90rzjGR6/jXNalon2aSS0eSMbWlXzPOJY/KCO3t/OuklRbHR1mjmtLe+FvLHIkcZwuzcTgZ6/Lj8KoTQwPdM6XdvNFNc/vB5O4jehOM/wDfQ/Cs5I7oS5V/w5wGo2Qnt2kLRpIBDtBlI3ryD/hn2rCm0uedj93zN0kYXeeQBnp+f513l0yfYZRLcxmIQ5jkWLaQUk6/y/P3rNubXztQAe7jMgm+RigBwyD/AOtXLKLPew+IaWn6nC/Yfk++DETG77nOVrKv9J2sAXTyzkLIG6ng/wBa62S13bnWSKOYRZmTYOdp549cdvaoLiGKNiweM27yOpXaCFyoI/rz7VnyntQxDi9DjW01nbqofKlRv4YHioH0+SPmMjeM7k359e30rrP7NV3RXljkUoGjfAXpmpX0MNcGE3EEd0JCFfAAOV4/pU8p1LGK9rnILJPDyGQrgZ55GamS7uPM/hbI6sa3G0+Da0yuh+RSybfcDP8AjTJNLUM8qvEEZuV252k56fTmq5WV7eEtWjJhku2ZjtXfx8uQOvTH502MXEkpQqvmZIZSe9dEulwfZwC0bGRVeOUIflIbBB/WtCHQ9upQwSzosplwsyxfKwKZHP4AfjVchjLFRjeyMH+zri6ZMLC21QSm3nG5Rn8c12XhnwyLXUoUybqCdZEZ1QnYe/bsCPyNaljpRXDx+db3sdq+yNoh8yxucg++A1djpOm3F7r0EenLceebtjc2siqiJI6KRt5/3wPrVxijwcXj24OL03/r/IrWej2UmnzWrXijS/szOlwlv8+5ZGKA8dTx9A1dSNPhvLwi7mmDw3X+glYgnmCRFUdsEAKDx33etZ+l2dlfWLRf6W2nQCeO5hEqqdoCPkZPB/dtz6KK3orqGO2tdUuTJNaKLCW3Md2GeKUArgjOQvD8cdRW6jbVnzNSpKTuv0/r1NnRozZ2BuVW8GqyaVb3BiVF5VJs5wR12rye23tXT6XI95ql9bC3vhbtfPJe/MoISWBt+OeOWwP94e1c3pNnB9hsrKZYZZ5rC+tY7r7aRlYySmecYB57n5jXUWMdnqGvTxW8ljbyxrp9211LOzMxBAZl/A4wcfcrbc8ao3GTt0IreE3Gg2080Gpraw29qyRmZRkxyOu4cZPDZOPUV1cYeHXLETW1/LG2qz28ObxA0Pmwq+7+9nIBHOPvVzlitlLo89w8OlRt9jvI47NXfAKkS7f+Ak45z2Fbt1e2Bmk1GJdNNxLfWNx9kkhc+WzQhM8nGSc9AeD+V2M4y5jNuLe8WwSyENzHqY0bdNIL5CgMcu3Ge5HlyK3JHT0rQjjmOtXtlbLM1uupxPO0mpDbJ50LoSvTAJZMfL/Ge1QHS7S4uINOLadsI1GzmvGtGYQjLOIxyM8MGzxyrdhUcbWepX1xK/2W1sorSxu/PhsWDShXUZ5bkgMV6+lSW7JuyG+H7FLrRpmYSx2kFjA09vJqwDgxynJB57AEgkZ5xiilsrWOKaRbqCSC7nTULWGKPSvkcK5dMhuCuJTxjuOaKtSt1FyRlujg9L0e8axWJGZbcabny2uFLODJJgcD0xyMd+tULyx1OHTTMCtwG+yyxqsy5UsNmenqMc10HhmGznuITDPaxAQyxmEWZ27TK5XPODgk9PWsaa1trPw7dGG6sfMawhLxeSwACysOoPBAA7fwGovodiScu7MTUtJ1Fbp7Sd5EmdrtEm85NuMsQGB7guDj3NYvk3ceptKGYOrW7v8AvVAfIA3dO+R+tdDfLZfbrdJGtZ7Wa6mJJjLGN3RSVHsdxx/u1m+TYSx7Hu7cxrbW7LILcZ2q3X88/pUnYp3t29Dmb3TpooLkJuMcUVzE1s843fIwb07YP/fNY13aSRRxvKyzRmSDMizDKMVk5zjoQp/Su2kijm1aUefGzpPcpEUtxiTMeRn67B/31WRJZWAtXlhud0j28Bdfs42gBiNwGPXH61i4HdCso7/r/X+ZyVxpafamikm3eZHMkNwJgM4Y4J46jPP1qsun3El2CqKbgSpuiMy7HDx/TvuFdjPo8DXcSI/2mKW5uEdI7fLISiNwAOAd5/75rFOnDfHmTdblInScQjgZC8/Qn+VZ8up6EcRpp/X9djnn0sNa7gm8Ikhkt2kXKAYIIOM9ufpSTWH7vzHXzrUSRMZPOG6MsCOuOhwf0rpv7HXYY/NWK7W4lVJPspww2EgenOF/76o/st2sXlRwLqGCJhCtr/rVD4JGe4Bz+Bp8qLWIa6/mclPpBWZVaQbWik8m4Eo+bBON349frVpNDZdU2sUtboeVKxMwKSBh6YxzkflXRQ2G68hgMWFaaVJYntwnlErwfXHzH/vmrq6X5lqkkhnezayDmT7OAyMjg4z68L+Bp8qFLFSRgaRobtbTxwlQrQyo1u8uR8rdBx7/AKV0TadbWLWV2kUU0HmW7fZ2lYyIwZlyMeuMfj9K6Gz8NF9QjjcXClbqVLZ0twPMym6Mn6nYcehNWJbG7XSbCadbmG4Nr5kDLCvzKkoJ/EZJ5xxT5TzamKlKV+hRh0O1ht9Pjk+zy29xPcxC6JZmiUqWA5PYnJ9dhq5ZLayapZJJc2cMrR2s63S7tz5UqST6/MPoExW6LRrW8EcCXS3P9oL9pWRVAKyITlfYl/XnNVRY29vptnNAl01itmqBJCvySiQ5AP0A59zW0UjzJ1nJPUt6ZZ2sczh5LEtHcsFKW/EoaMoVPqTxn2z71NZLHN4f/tCGSKC6WyMX2T7EQGVJwoYZGMqrnBHTy/et63hUt9quPtslmtxbSWzQyR4Kq2MHbg8eY6njqy06xt9Qs7cabfpcx6n5l1BBcRX6rhnRZADg8ZwOp9elO2py+0VryNCxkjXULKGyuA4uNWmE/lWZ+VZY9zJkAkABmz64qzoMMVnprW1rf3AsjpO5nbTtvMcuXIOO21eD0B96o2sYupLWO18+0aG8sppGm1DhgIfLyVUkHGBz7NXQWenWdxeWWeYibvSHtZNRbLbixzuwfTGR6LWnL2OeU4oik1KS1T5rm8KpqF1DaG1tEG4yQhlbDKcZCrnA7E5q3DJPJpJcX+qPeTWFtO5gtwpASUlh0Jx8wz06cVQt9PjigOqSR2d1HLPaXaQyXcm6NXTyiCMY4YnueCKtaLoMNvaxaa66ZcSXFpeWsksk8kroyMhHBxtHU5HPU9qGYqV5pX/I0rn7Xpep+RFHrQiXU1lug20hzJGjAkHgDLMMj+8PWsWHVPOsILY2msXOkJps0YlDgOhRmLEZwSSI0fGOxqxcw2cyxu0mmG1MNnfPLukZlO0q2SSTkAYxn+EU+S0toNSjngXRCIrq8sVtZVco+/ewGQwPU7T6BzS1sbRfM20aVle2reJkuLyLVPJfUZIrfzJvkjR4kC4PrhFIz/cbrg0Vi6beac0VteQnRWleS0lIe38xBIFdCwAOM8jr13Z7UVMoORPtVH+kZGh2kkfiCyiuY5Z5EkuEiCXg27d45IGOR/XpVO/0S6urq7tYVubaZLe5ijb7Whyyyltufq3f+970UU+hVN6mCYpU8m4tzNC63UDzeZdoPM3RJtIHTryce9YkmjrJFKbSUtb/AGCQvA18MrscgcEccBT9c0UUranbGo1C6K5tha648Mkq3cS3cbK0d2S0e+JxxgDpz39Ky7mxlhsyDcJKfs0mLn7Sw+5KAQePQn8XFFFQzri/eRItvN9uElvMsV9DcRsWNyVV90agHGOSOPzNZzac9vbSswV4hbyieEXOdrLKc7fYBVPXsaKKzl0ZcJa8voWpLFYbuV2XztLa6hfyhd7mj3KVz9Rg9+4o0/RRNbC2uLhDLLbTxwXS3h2o28HDEcEDuf8Aaooqra2MlVlZDYNEmfWEuDND59u9qzS/aDtkDIgBxjn+EY9jWja6csujWtxFDDDbxWtxbyWctyR5rbXxj3KAgnI6CiikldG0pNy+a/Iv2AWG9k1B4re6spbuGWS3ExDRs67cgZ7E/kRUp0dW0UWsrWcjO13bwyNcswjK889MZwtFFbRitDzJVZNOXVG1qWl2sjfZI1s/Pjezdboz8SgtsGSR6dvRDUzSQz2cNxDZae32OS5+02sk2GlwjZCjBz91+fcUUVVkjG97X7o0YdRtLTbqVvZ6dNDJYpsgkcfK6lVLbSMbfutnrlSewq/Y3Ntpsmq2wttLniv75kVo5EfyVlEu3dnG0gZX1BA7EUUVPWxN3sVlurRYoWe0sob21tgZJPNjxIqzSI2OPbp64rtJNQto/EFo6WGmqllqBiEjOMs0ig7wVHOWXP8AwL60UVrbqcUny2SM2z1KC38+9s4NLRpIrWQWS8uNs/lHAC4yBGT+BrcsdQkXVpbG3t9NSaW7uoXjgSVmRZEVwCNgxgZ6dMUUVm9je9pWRFP4kjvvC8KF7KMR2fmyNJEWTMUy4zgcYDMPqw9aj/tC4OoW92WjNvaaggjUae7FllSPcUPHzd++efrRRVWQoyfK32Myzm1ayYNBcYvvIWRoFsQrAw3IxyW6YVgP90etFFFKTtY0jBSvc//Z) | ASR 2220 x014 0811 Vægtlod af kobberlegering
Meget korroderet kugleformet vægtlod med to affladede poler. Antagelig er der blykerne under den ekstremt korroderede Cu-forhudning.Diameter 2,4 cm, højde 1,4 cm. Har nok været lidt tungere end nu. |
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) | ASR 2327 x0340 0811 Vægtlod af kobberlegering
Lod til romersk vægt, bronze, Romersk Jernalder.(C48792,x340) Mandsfigur (hoved og øverste del af brystet) af formodet romersk oprindelse. Plan bagside med en cirkulær fordybning. Nederst på overdelen af brystet en cirkulær gennemboring. I følge kollegerne fra Antiksamlingen er der tale om et lod til en romersk vægt. Stykket mangler dog det for sådanne lodder så almindelige øsken i toppen af hovedet. Til gengæld ses som nævnt en kraftig indboring i nakken på den faun-agtige personage |
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QFBqYy1MaaVoKKMy1nXUWQa2JI/xqnNFnPFQxI5e+t+vFcxq1rkHiu7vLbIPFc/f2O7PFZNFpnmuoWpDHiufvrMSKysMg8EV6HqWl5zxXO3mmlc8Vg0WeE+MPDMunmRhltPkG0nnMWTz+H6Vwtxo81revNafZ5IpFyfMIxxycBjz36f/Xr6UvtLEysrIGU8EEVwWu+AX8uU2aK6Nz5DcYJ64P8AjXHUoveB0QqLaR4Brwk1C8gS1kjKINpDLtxgY5x/nmuV1PTvMjhaWGQKyIsiMxKgAcAe2cV7Jqng5oTNC0LW3mkjEgPHX0HI6c1yGqeB7hWY4kIYjcsmWCjkAD8vasVSV1ob+00PPNe09bdYLeC2laRl3A7yOuRx2+nass+BdTtrdkuIpEZnAYNjaVGMYIPOOefb2r1OLwTcyS/vYt/lnAkCghRgnjIyOfb61v8A/CKajqjkT+ZJHGQp3qegGAO/tWiXLaKFe+rON+H2g3dneQo6Olv5O5Y2QuNhIB6jpnP0Jz3r1XTfDkmp6lEBDnzwRHAI+nHABPX0rsfh/wDB+81XyPs1k8m0jbPcDAQjGCCemMdq+nfh38J7Hwqy3U4W8v8AtIy8J/uiuylQbd2c9SqtkRfBD4WnwdpUd9qMatq0qYAx/ql9PrXrCio4Y8KKnVa9KMVBWRwuTk7sAKWl204LTAQCnCl20oFSMKUClxS0AFFOxiigRSpMVJSYoLImXNQSRZq2VprR0gMua33DpWZc6fuzxXRtDUElvSsBxV5pO7PFYV5ohOflr0iSzDdqpzaWrdqnkuFzyq50Hdn5azZvDxOflr1qXQ1b+GqzeHwf4aj2bK5jyC48JpcqVkhDg9mGay3+FFrNJuUSRZ7KRj9RXuS+HV/u1Yh8PqMfLR7MOY8Ys/hBYsys8bMQMbs84rrtB+Fek2LKVsIyQd3zDPPrzXpVvoqr/DWlb6cqdq0jTiuhLmzH0vRUto1VUCgdABit2G3CAcVYjtwvapljrYzGKlSBaeFp232pDIwtO20/bRtpDG4pcU6lxSAbtpaXFGKAEop2KKBEf9nz/wDPP9RSixn/AOef6iteilcZkfYZ/wDnn+oo+wTf88/1Fa9FFwMc6fP/AM8/1FMbTZ/+ef6ituijmYGEdJn/AOef/jwph0ef/nn/AOPD/Gugoo5mI53+xZ/+ef8A48P8aP7En/55f+PD/Guioo5gsc7/AGLP/wA8v/Hh/jT10eYf8s/1Fb9FPmYuUxV0yZf+Wf6inrp8w/g/UVr0UczDlMv7DN/c/UUv2OX+5+orTopczDlM77HL/d/UUv2WX+7+orQoo5mOxn/ZZf7v6ij7LL/d/UVoUUXCxQFrJ/d/UUv2aT+7+oq9RSuFij9mk/u/qKPs0n939RV6ii4WKP2aT+7+ooq9RRcYUUUUgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==) | ESM 0086 x1268.05 0811 Vægtlod af kobberlegering
1 bipolært vægtlod af jern med bronzeskal – dobbelkonisk afrundet orm med flad ornamentere over- og underside.
Ormamentikken meget utydelig – punkt- og cirkelstumpler – (taget afryk af begge sider, beste bevare på den ene side). Mål: 2,5 x 2,0 cm. Ornamentiks mål: 1,5 cm. |
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e/etzUDBql/dyXVzOFkiDfZlfeqkcMuOQAflORjBzXzD8j3oqz1LPwQ8C2nhHxBINM3mzuis0hbJG7axx9QQOnrXvua8i+DM8k2oXULweVFGrSxMDkMMhMn374969dzX0GDT9neW7OTENc6S7Bml70maM813nKLS0maKQxaKKKACiiigAooooAKKKKAMhZF55X8x7e1Sq6leo/zn2qPJ2nr+vt71Ip+Xof859663Y4le45XXYOR0/w9qkVh69/6n2qJfuD6f4e9SjGfx/qfeoZSuOUjnn/OBT+N3X/OaiXHPH+cD3p+Bu6D/JqGNXHd+/T+lNkU56n/ACaTapPQdP6Uuxd3Qfp60D1PIfi98O5/GUUIiCvt3KySZwylTntXmNn8A/E0NjFZRakIoYZMxu25nC5xsJ6EdOozxjoSK+qGtY2xlVP4D0p32WLP3F/75HrXTOrCpBQqRTscsaMoTlOEmrnyF4l+Evja2kjuLa4aW4hYvFKi/c4zgYA4+ua1NA+HPxE1SZJL9Lc3DShjyY41QHOOOTk+ox/T6maxgYHMa9PQelTR28cZ+VFH0A9a5alPDVEv3aTOmm68W7zbRy3w18F3Hg7RjDeXKXd05+8ikBF6hcnk+57111IMY6UKB+v9azjFRVkdDk5O7HCl703j0pe9MBaKTijjPSkMWikpaBi0UlLQAUUlLQAUUUUAYoxtPC/p7VMuMdB+nvUG0hT1/NvapVzx978z712s4Ve49dvljgdPb0HtUilfbr/U+1RLnav3unv6D3qRev8AF19T6n3qGUrj1xz/AJ7D2p643f59fpUS9+v5n0+tP43H/H3+tQNXHDr+H9Kfj5u/+TUYAyfp6+x96cAN3X/OakaHenX8z6U7H16+/rTOOOf84NLx69/akUOwdp+nv6Uv+e9M/hPPb29Kd+P8qRSF/wA96Vf6/wBaaOnX+VC/Xv7UhodR3pO3Wjuf/rUFDqO9J+NH8XWkMWikpTQAtLTe1LSGApaQdBRzQAtFJRQMxONp57e3tUnpz39vU1D82z7x6e/tU3zbuvf39TXazgW4sZ+VRnt7egqVSNw+vt6/SoU37F57eh9BUiFt3Xv6H1+tSxxHqRzz/L0+lSLjd17/ANfpUSs3P+B9PrT1Ztx57+nuPeoKVx6/ePPb+h9qePvdT1/qPaolzn8B/X3p/O7qP8ke9SNDvTk/5B9qdz6nr/UVH6cj/IPvTh9R19Pp70ikOOdp5PSnc/r70z+E8jp6fX3pefakNCjO0f8A16Vc/wCc03nb2oUnjpSGmP5oHU/WmjOOgpQeTwOtBVx3NL/FTMn0FLn5u1IdxaD/AFpOaXn070DFopOcdKXmkMB0paaCcCl5oAPWigUUAZH9n3G0gJ29vQe9SLZzhvufy9frWrRWntJGfsYmYtpNtA2dvb0py20u7Pl/qPWtGil7Rh7JdygtvLz+7/UelPW3kzygHPqKuUUudj9ml1Kiwyd1HT1HvTxE+77o/Me3tViilzMfIiv5T8cfr9aXy3/yfpU9FHMHIiHy32//AF6Xa/8Ak1LRSuPkRGFYD/69Cq2B/jUlFFw5URhW9KAp9KkoouPlGYPpRg56U+ii4cozB9KNp9O9PoouHKMwfSlx7U6igdhgU+lGD6U+ii4WGAH0op9FAWCiiikMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z) | SJM 354 x088 0811 Vægtlod af kobberlegering
Vægtlod, kvadratisk. Slidt overflade, mulige rester af indstempling? Sidelængde: 1,7 cm. |
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| SJM 836 x001 0811 Vægtlod af kobberlegering
Vægtlod? Bronzeskive. diameter: 1,7 cm. Vægt: 8 gram |
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) | ASR 1015 x1001 0811 Vægtlod af kobberlegering
Vægtlod, med affladede poler. |
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) | ASR 1015 x1197 0811 Vægtlod af kobberlegering
Kegleformet vægtlod. Mål: 2x2 cm. |
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) | ASR 2327 x0203 0811 Vægtlod af kobberlegering
Vægtlod. firkatet/rektangulært. Med stempel (se foto). 1x1,1 cm. |
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) | ASR 2327 x0346 0811 Vægtlod af kobberlegering
Håndtag til kommodeskuffe?
Indridset kyds, i den smalle ende. Vægtlod ? |
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| ASR 2327 x0819 0811 Vægtlod af kobberlegering
Topolet/bipolært vægtlod. meget flot bevaret |
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| ASR 2327 x0822 0811 Vægtlod af kobberlegering
Vægtlod, "5" QVINT". Diameter: 1,9 |
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Bipolært vægtlod. Diameter: 1,6 cm. |
![](data:image/jpeg;base64,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) | SJM 154 x101 0811 Vægtlod af kobberlegering
Vægtlod? Kraftig, skiveformet, cirkulært. Diameter: 3 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x136 0811 Vægtlod af kobberlegering
Bipolært vægtlod, "eksploderet" jernkerne. |
![](data:image/jpeg;base64,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) | ASR 2327 x0610 0811 Vægtlod af kobberlegering
Vægtlod. Kvadtratisk, fladt. Der er tale om en guldmøntsvægtlod, 1416-1585, til brug for Nobel, kraftigt korroderet. Sidemål: 1,5 cm. |
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O/4denemvdQLVmP4wtTHd6UVjk824kaM5GOQOo/Id67vwYskdtLHjEbbXAyDjI7+/Arz7XpP7QksBBMgBcIWxlkywVj9fvYI9K9O8OWv2WzOz58vgSDgEDj/GtOthdjaXKyBCd2elTbtrAjPftUMcaLx0zU0bNvGOV9v/1VYza8PXIh1KJlJRs46da958OzF4U2Htye/vXgOhwH+0YGYknOfSvePDK+XDGCcNjrmpkUjrBMrDaZPmHXjPtTmYNgjGT1GKjUlUG0BgcHFSRqxXI2qDzx1pICFlZHIDdDk8daKkaNWX5j82cYY0VRJ7xIoUMM+45pvmZ+6cdBTmX5RnGe1MYiNRgDJ5GfX/GmbEJba2Wy3YdqD86/dOCfzqGS3R5A5Ll/944H4ZxUisV4568kUgZGW2uW+57d/pUE5DZ7e9TyZXAU8Z7n8RUbLknlfU0ySBvQHO4cHsPeqOoQmSMqpIGAQuBgn1q7LkkBD83TkcCqcy+YMsWDf3cfypkmNK0ZYAN83UZ9a+QP2wPhy1vqUWu26f6Ndttm44JzyPxOD7lj6V9g3UZ84txtJ9Pp1rn/ABV4ds/GGhXmkalGJba5QjdwSpwcEZ7jNKS5gPyK8R+HzZqsaxlZlkACEcbAOGBPX3965GWN4ZnBXDbivc4PTjFfVHxY+BuseHfEn9j3URu8lnsru3XiRSTgAHpnuvr69/EdY8InTZhFcJ5MqBYT8ud0m4k7cemfbpz1xWXwlPUwPC2qfYbpVZpY42cNIYwMbRyTjIz3/WvTvDl5N+5NrHHI5bMXmn5d4LYC8DAC8jjrXNNoFpC0EwJMSsEM+3buLAhcgEg52k/n1rb02ZUmnMbr5du/lMpkZQr88EDr6ZHY1LkmRys7SSSK1Ek96yRu42SRqoJdW5wTk8c4HWsPUtTGn2s5ilQXCR4gXIIOcDAHcgHFZd1q1pfWuYbjzbsAiMHgpyQcDoecfnmnW+jm4uAFPnsZB5eONxx1PGc84qoqwpNJE3gfw7cSXWbpGZGICluWII+9+OfwH416zHD5KKrLwDgYHFUPD/h/+zbZA6gzoMbh0H0Fbn2f93kgFfT+laxh9pkXI4o9sgBORnqaswo3VduPyqLyyy89PSrtpYvcTbQN7NWlh3N7wjpv2jUEJ3cHbzXuWh2flxDIIA55OfyrivBWg/ZoI2MeXIwfUV6TYwGOM5GNox1z+tYvc0RP93GAR6+tKvz88H0OKNsajkAM3I9DRIpC5CjHU8d+34UJARysQ3KgD1J6/wCc0UP+7lycevtRTJPeWVlYdG9faoZNq4Lbs9tvWpmx178+1MZi2OAfb0qjYiK/McEkmmMWY4C4NSOSuCVyc9PSo/ukep5x/WkBG7DcwHBHU9Kh3fMSc46ZqRmbawwPzzmmMOpOCetMkgkkVRgZ9tv9ajkkEmBkDk5/SiaQtuZRg5x+tR7TzwA3p1pklG42szYwT3yMVn3ER2s68YyAR2rWuIxuByT7cHFV5o/Ob0PTgfp+tAHF614YsNet5LW+h+1RyZPzH5h1wQRyO4+hIr5k+Iv7H9+80s/hnUYZ45nZmtdQyrxgnOQw4Y/UDoK+wGtcSE44IPeqk1sZeeq5988d6QrXPzv1j9nbxjosMaT6TM4lZS72sLTbME9CDzgd6xpPgV4l+0xJb6LqVwZGJ2fY3j5PLZ4wOor9I2h8xGBGccZ9ab9nHlqM5Xgg81NnfcVj4Z0n4I6jpcJN5oK6fMyMrSKyMzkkEDndtxjsBxx3zVyz8HNo9xI7QYaR9zELxuGecdq+yb7w3b3fztEu4cZb/Gua1L4f29y5Ijx6n8KqKjHUTjc+ZPsrxyN8hBPOckfpVhYmZgFUuvsK9xuPhrE0igR9sHj1ot/hxBGwURBt3U9xW3MieVnjdh4duLyX5YyAx6gdDXonhfwOsO13Qh+/y5rvdP8AB0VvwYVyrDBK+3rW5b6fHEqjayHGQc9aylItRKGmaVHbqD69zWopCKSfXp60rJtPyAgegpvmeZkgZH8u1QWRHK4OM/zpWxt+UD3zxTSyu2RkdelNuF3YIHI9OmKYhvmbSWPTnBHb60UbvmxgcDj39qKBHu28LjPLfSm+aVUkEbu7N79aULwCDliM0mFPfjvzTNSMsrBVDZYDvUTfKwJ6MMk/0qTPPyjGOnr9ailk3seQTntSEJ/FxwD6VBtKlx8uG53dqkbCqASSRzUTyLJkA7voKYiJuQGznjPXFQNIzN8q8nr6VYYnqAuOg561Cd2RtHyDjHp70CKkq75wzZ3Rk5wxA6dMd+tEmPMIHDZztzmrEincS3uOnNVmJwW7D2/OmIryRiRjzj3z+v8AKo0gZedp/QgVaMe585yF6Y6U2YjOQeehFICg8RWbClW/Hn/P+FNWHo3Vu3GfYfoat7UXOQFPXGf8+9RONwx1UcFexoEVthw2eAOm739vpUDKFcvtAONoZR0FW5G25wFI9qrM/wB4Y644P1FAyrNEPvEYBHfrTPLU4YAZI9P89qtPOrLjgAdMd6rMo2/7XQelAEZxu4A4GevWqwQBlJ4Oew/z/k1YaNvm/D5eh6VDJzlSuGJ/h54oEQMVClg2/b/ET1qA/wCrygODz7VbZA0Zx8y44pixqpIxx/hQMqyRht2Rjjj0x6VHuPBwTgDpUzRhSQRwTn2+tMH3WBPGOKYFd2dSScE9ueTRQsY3MxHJBLZFFSI+kl8H6wP+XTA/66p/jUbeDdYZiRY4BOSPNTn/AMer1CiqHc8s/wCEL1rcc2Xf/nqn/wAVTf8AhCda2nFntPtKn/xVeq0UrBc8oPgXWWXBsuvX96n/AMVTJPAut7cLZf8AkVP/AIqvWqKYjx8eAdeVv+PHIHTEsY/9mqOTwB4gdsiwwOv+vT6f3q9kooA8Zm+H+v8A8Onkj0E0f/xVV5fhx4izkWJdcY8vzYgAecnO6vbqKAPEB8N/ES4VdOUL3/fR/wDxVDfDfxHziwyMf89ov/iq9vooA8Lb4ZeImj2nT8kDgmePP/oVR/8ACsvEo6abg+vnxjn1+/XvFFIDwOX4YeJ+g03cD6TxZH/j1RN8K/E5bB00svUnz4v/AIuvoGimB88SfCfxUwVV0wAE8kXEQwMdvm+lDfCfxS3H9mf8C+0Rf/FV9D0UAfO0nwp8VyDB0pm9zcwnP/j9VW+EPixmz/ZJH0uYeP8Ax6vpOikB82f8Ki8WoDs0jJPrcw4/H56jk+D/AIwbk6Tn/ZFzCP8A2avpeimB8wyfBvxiV2ro/BOTm6h/+Lph+DPjHbj+xMc4/wCPuEcf9919Q0UAfLafBfxkVw2inGP+fuH/AOLor6kooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z) | ASR 11 x0685 0811 Vægtlod af kobberlegering
Vægtlod. Evt. del af sæt af vægtlodder, hvor de enkelte lodder har kunnet sættes sammen. Sandsynligvis en af de mindre skåle fra et skålpundsæt.
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) | SJM 679 x257 0811 Vægtlod af kobberlegering
Bipolært vægtlod. påbegge poler to store punkt/cirkel-markeringer, samt tætstillede små ringe langs kanten. |
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) | ASR 2327 x1261 0811 Vægtlod af kobberlegering
Terningsformet, let konisk vægtlod. Ingen markeringer på fladerne. |
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) | ESM 2321 x1103/-d 0811 Vægtlod af kobberlegering
Vægtlod |
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) | ASR 1689 x096 0811 Vægtlod af kobberlegering
Polyedrisk, kubookthaedrisk vægtlod. På fem af fladerne ses hvert sted fire, lidt uregelmæssigt anbragte indstemplede cirkler. Den sjette flade kan de ikke erkendes pga. korrosion. Mål: 8 x 8 x 7,5 mm. Vægt før kons: 3,05 gr. Efter 2,90 |
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) | ASR 926 x177 0811 Vægtlod af kobberlegering
Vægtlod af bronze. Konserveret. Med kronet monogram: Kronet C5, 2 QVINT. På undersiden Københavns tårne. Antagelig 17-1800-årene. |
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) | SJM 3 x0005 0811 Vægtlod af kobberlegering
Polyedrisk vægtlod med markeringer på alle seks flader (4-6 cirkler?). Overfladen ret nedbrudt. |
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) | SJM 3 x0208 0811 Vægtlod af kobberlegering
Polyedrisk vægtlod. Overfladen kraftig korroderet, kun ganske lidt ornamentik på en-to af siderne. |
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) | ASR 2327 x0549 0811 Vægtlod af kobberlegering
Bipolært vægtlod ? Diameter: 1,7 cm. |
![](data:image/jpeg;base64,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) | ASR 2327 x0289 0811 Vægtlod af kobberlegering
Vægtlod, fladtrykt pyramideformet. Bund: 1,5x1,5 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBBS0lFABS0UUAFFFFABRRRQAUUUUAFFFFABSZoooAKKKKACiikoELRRRzQMKSlzTaBC0maKKBBk0UUUAPopKKChaKKKACiiigBKWkooAWiiigApKKWgBKKKKACkQMqgM25vXGKKKBC0Um6loASikooEFFFFABRRRQAUUUUCHUUlLTLFpKKWkAUUlFAC0hOOTRRQAU2SQRIWPSnV5z8bPGf/CI+DbqaNm+0TYt4QhIO5s9wPQGplJRi5PoL0OO+Jn7R8vhPWhp+i2cGoGMgTTzMfLBOThcEZwB1z3rf+Hv7Q2ieMLiKw1BV0bVJDhI5HBjlP8Ast6+x/WvlETz3N1JNP5boyknyucN2HPtis++1BLfDjaTng9e+P515KxNTmuacqsfoqGBAI5FFfJHwz/aKv8AwL9k07xLcyalpTD5LkpvlhXjGSOoHuCe1fVmlata65p9vfWUyXFrOgkjkQ5DKRkGvSp1Y1FoZvQt0lFFbiClpKWgBKCQMc4zxRRSAKKKKACiiigAooooELS0lLTLFopKWkAUUlFABQxx70ZpCQMk9OtAivfXS2tu0jsEAGSSeAPWvjb4ufEK78deIpUgcDTbORo4IjyCRwZCM/SvX/2ifHX2Gxh0W2mCzXQJm2tgqnQfmcn8K+brGzS3j4XZlsHd2B9+9eZiqt5ci6Fwjf3igkc9jMZBMqwhQTGy4LnnrWe+pTGG5uLqFILaM5jdnyJGzle305roLi3MisuMjfghu49jVCTS0OIZ1jkiRSWByPT8K4k11K1M3Q4WvI5bqWQyrICApXhME8d/XtXoPw9+J3iX4ZTPFYTLdabncbGZcoeTnBJBU/T0rnrONbW1jSCJIoVXGztjj29KRryP5nUtNH0Kj5vU8D+tTzy5rxdiklbU+wfhz8bNC+IUhso5PsWsRoHkspjgkEdUP8Q/X2r0Kvz2tprzSLr+0rKbyLm3YMJUJDKRg8nv/n1r6u+D/wAdbHxvHb6XqI+x635Qbb/yzmwOSh/AnHp6161Cvz+7LcxkrHrdFAOeRyKK7CAooooAKKKKACiiigAooooAXNLmm0oqihaKKKkYtJRRQAmayvEetW2haXcXd1J5cESbnb+n1JrVrxT9o3xR/Znh2OyTJkvJdpXsVHr+JB/CpqS9nByJ3aR88+OvEV34l8RXmrNufzpsIG6KvHT1wOPwFZ1urCFCi4Zvvhh86+1R2G2CHynJl2k4Vu3PAHtVyziS3hwo2qdzBcng5/xzXzsryd2deiVhs0ZZo0KD5DncDjLdfzqGa3SRj0ZVBLKy/L1/n/hVlpN7NsCl1POPp15PpVO4kluBJ+8MY6dj6n3qVzEuxTulaOGNg0gdlO3IO3PJIHbOKZp8a2cbSSOoG7B49ug/z61oXepNNakTLhANxQDnIrnrxXFv58aSF1OWUjORjuM9Pp6Vcbtaky0Okhula1MQQZbgH8Tk/lTbfULyO6tL/Trr7K8D5jkC4bI6du/9azdKvVktFKscBtwjZSGU47jtxV/SYbnU7yG0too5Z7mXy1jVsZ52joOe1KUnFpFRV0fbnw71241zwzp9xdp5dzJCGdfRuhH511Ncv4A8Ot4b8P2Fmz7zBCsZfJO5urH8811FfRRuoq+5yoKKKKoAooooGFFFFABRRRQIKWkoqyhaWkopDFpDzRQaBDJciNsdcV8p/tNa1NfeLdL0f/VwwQG5DMh+Z2JH3vovT/61fV1ef/Ff4W2nj/SWkSJBq1ujG2kJwCf7pPof061jWi5QaRK0kmfGcMzqybDhfu7tpA4689/wrQRQs6P5nyKvPTnn/wDXUGteH9W8I6jJp+tWpsLqM4Kthg4PRt3Qg+3+NVFmVmIXa8TbgvJXJz149DXhuLTdzqurF+S4xdZ4BbhNq+/f2/GqbbvMSHAAb5/7wPJ9v85oUeTbSIJN03QDd93joPzqlNPtjRw/ntG7Z8tOg/EdwfWlbsQy9dBJMByW3cluMdemPxrHuNPeS6fD+WAuwYOQc+2KtWt0syyJ8zyMMruICj/A81bsWdVzMpX3yPXgCn8IJcwW9syR7T9xuZOOGJPOTXtH7N3gZ9a1ZteliKWFuzR24bPzP3YZ7AE/ifavJbGz/tjU7Oxgcie8lSNcHoWOBn8x1r7i8F+G7bwr4es9OtF2xQxhR79yT7k5P410YWkqk+d9Am7LlNxEEahVGAKWiivaMAoooqRhRRRQAlFFFABRRRQIWiiirAKWkooGLSUUUAFFFFAjl/Hnw50b4haWbTVLcGRcmG5TiSJvUH+h4NfHHxM+Geq/DHxCIbkNcWcoIt71mOxxwD9G9vevu+szxD4b0zxVpcun6rZxX1pIPmjlXI+o9D7iuWtQjV16lxk4n5/Q3ySYRJPm55U8N+tR28iJZyRS7lZ8gHOd3PevSfjF+zDrPhG4fVfC8c2r6SGLPBGc3NsvoB/GowOnPtXikmtzyWql7dkEbeVIrZDbvcdjx0NeS6Uqb5Wa8ylqbq28aXEjGIy/u8nd3BP+P86uW4ndUAg2gMNoY4OMcY/Csq1nMlmZJo2VeOBk8Y474/Cuo8H2+peLNT07SreLEskgOcZUAYyT7AAk+wqXeWiGtNz3L4B/Cn7XNF4m1FGRQP8AQ4HHT/pofc84/P0r6LVQihR0HFUNA0+PS9JtraJFjjjQKqqMAADAH5VoV7lKmqcVFHO3zO4UUUVsIKKKKQBRRRQMSikopAFFFFIQ6iiirAKKKKACiiigAooooAKKKKACvKvil+zj4U+Jsd3O8B0jV7gfNqFkAGdh0Mi9H/Q+9eq0deKmUVLRjPiu8/ZL8d6DeqLS7stZgVPKjkDbCqk9cHoevTI5r3z4OfBC3+Htilxey/atXkTbLJ/CgJyVUdh056nFesUVhGjGEuYbbasFFFFdJIUUUUAFFFFIYUUUlACUUUlAhaKKKkBdppdpp9FO5Vhu00bTTqKLhYbtNG006ii4WG7TRtNOoouFhu00bTTqKLhYbtNG006igLDdppNpp9FILDdppCDxgZp9FAWGbTS7TTqKAsMKmjaafRQFhu00hU0+igLEe00bTUlFAWI9p9KKkooCwUUUUDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k=) | ASR 2327 x0120 0811 Vægtlod af kobberlegering
Lille, kvadratisk eller ruderformet bronzeblikplade. blanket? vægtlod? Mål: 1x1 cm. |
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Lille flad, næsten kvadratisk bronzeplade. Mål: 1,1x1,2 cm. blanket, vægtlod? |
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) | ASR 2327 x0065 0811 Vægtlod af kobberlegering
2 mindre stykker kobberlegering. Det ene rektangulært med grubeformet ornamentik? i den ene ende, den ande flad og kvadratisk. Vægtlodder? |
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) | SJM 1026 x003 0811 Vægtlod af kobberlegering
Kugleformet vægtlod med flade poler (bi-polær). Ingen markering på fladerne. |
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) | ASR 1425 x086 0811 Vægtlod af kobberlegering
Vægtlod, firkantet keglestub, ingen vægtmarkeringer eller andet. |